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 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Planetary Computer"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "[![colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/davemlz/spyndex/blob/main/docs/tutorials/pc.ipynb)\n",
    "![level7](https://raw.githubusercontent.com/davemlz/spyndex/main/docs/_static/level8.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Do you know `Planetary Computer`?\n",
    "\n",
    "Here is a new level!\n",
    "\n",
    "Level 8: `spyndex + Planetary Computer`!\n",
    "\n",
    "Remember to install `spyndex` and `planetary-computer`!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "!pip install -U spyndex planetary-computer stackstac"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And remember to configure `Planetary Computer` if you have an API key! (If not, that's okay, just omit this step!)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "!planetarycomputer configure"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, let's start!\n",
    "\n",
    "We are going to partially recreate this [Sentinel-2 Planetary Computer Tutorial](https://github.com/microsoft/PlanetaryComputerExamples/blob/main/tutorials/ndvi_hotspots.ipynb). But now we are going to use `spyndex` to compute some Spectral Indices!\n",
    "\n",
    "First, import everything we need:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import spyndex\n",
    "import stackstac\n",
    "\n",
    "import planetary_computer as pc\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "from pystac_client import Client"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's open the catalog!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "catalog = Client.open(\"https://planetarycomputer.microsoft.com/api/stac/v1\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Define the IDs of the images we are goingto use:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "ids = [\n",
    "    \"S2A_MSIL2A_20200616T141741_R010_T20LQR_20200822T232052\",\n",
    "    \"S2B_MSIL2A_20190617T142049_R010_T20LQR_20201006T032921\",\n",
    "    \"S2B_MSIL2A_20180712T142039_R010_T20LQR_20201011T150557\",\n",
    "    \"S2B_MSIL2A_20170727T142039_R010_T20LQR_20210210T153028\",\n",
    "    \"S2A_MSIL2A_20160627T142042_R010_T20LQR_20210211T234456\",\n",
    "]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Search for those IDs in the `Sentinel-2 L2A` Collection:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "search = catalog.search(collections = [\"sentinel-2-l2a\"], ids = ids)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And sign them with the `Planetary Computer` API!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "items = [pc.sign(item).to_dict() for item in search.get_items()]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, let's use `stackstac` to create a `dask.DataArray` from the images!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "S2 = stackstac.stack(\n",
    "    items,\n",
    "    epsg = 32619,\n",
    "    resolution = 500,\n",
    "    assets = [\"B04\", \"B05\", \"B06\", \"B07\", \"B08\"],\n",
    "    chunksize = 256,\n",
    ").where(lambda x: x > 0, other = np.nan)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's round the time to a daily time scale:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "S2 = S2.assign_coords(time = lambda x: x.time.dt.round(\"D\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Remember also to scale the collection!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "S2 = S2 / 10000"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And now let's check what we have here..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;stackstac-e6141dd496554095669cb9f3981a0a12&#x27; (time: 5, band: 5, y: 227, x: 226)&gt;\n",
       "dask.array&lt;truediv, shape=(5, 5, 227, 226), dtype=float64, chunksize=(1, 1, 227, 226), chunktype=numpy.ndarray&gt;\n",
       "Coordinates: (12/44)\n",
       "  * time                                     (time) datetime64[ns] 2016-06-28...\n",
       "    id                                       (time) &lt;U54 &#x27;S2A_MSIL2A_20160627...\n",
       "  * band                                     (band) &lt;U3 &#x27;B04&#x27; &#x27;B05&#x27; ... &#x27;B08&#x27;\n",
       "  * x                                        (x) float64 1.362e+06 ... 1.474e+06\n",
       "  * y                                        (y) float64 -9.075e+05 ... -1.02...\n",
       "    s2:snow_ice_percentage                   float64 0.0\n",
       "    ...                                       ...\n",
       "    gsd                                      (band) int64 10 20 20 20 10\n",
       "    proj:bbox                                object {699960.0, 809760.0, 8990...\n",
       "    common_name                              (band) &lt;U7 &#x27;red&#x27; ... &#x27;nir&#x27;\n",
       "    center_wavelength                        (band) float64 0.665 ... 0.842\n",
       "    full_width_half_max                      (band) float64 0.038 ... 0.145\n",
       "    epsg                                     int64 32619</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'stackstac-e6141dd496554095669cb9f3981a0a12'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 5</li><li><span class='xr-has-index'>band</span>: 5</li><li><span class='xr-has-index'>y</span>: 227</li><li><span class='xr-has-index'>x</span>: 226</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-d5e463b5-b709-4b54-9d57-ea1d6fb38c54' class='xr-array-in' type='checkbox' checked><label for='section-d5e463b5-b709-4b54-9d57-ea1d6fb38c54' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(1, 1, 227, 226), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "    <tr>\n",
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       "                        <td> </td>\n",
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       "                <tbody>\n",
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       "</table></div></div></li><li class='xr-section-item'><input id='section-58d17f6c-f9e3-42f7-9726-0d12a0bc125c' class='xr-section-summary-in' type='checkbox'  ><label for='section-58d17f6c-f9e3-42f7-9726-0d12a0bc125c' class='xr-section-summary' >Coordinates: <span>(44)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2016-06-28 ... 2020-06-17</div><input id='attrs-7d59bbbe-7a4b-40f2-bd8d-9ce3d0034d2d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7d59bbbe-7a4b-40f2-bd8d-9ce3d0034d2d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8f2ca8a4-5c3e-4e14-bac2-27f09afe90fa' class='xr-var-data-in' type='checkbox'><label for='data-8f2ca8a4-5c3e-4e14-bac2-27f09afe90fa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2016-06-28T00:00:00.000000000&#x27;, &#x27;2017-07-28T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-07-13T00:00:00.000000000&#x27;, &#x27;2019-06-18T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-06-17T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>id</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U54</div><div class='xr-var-preview xr-preview'>&#x27;S2A_MSIL2A_20160627T142042_R010...</div><input id='attrs-6668c894-8154-453b-8eb5-4e487812a693' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6668c894-8154-453b-8eb5-4e487812a693' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dee212b7-72fe-4185-8384-8b19a9dec5b7' class='xr-var-data-in' type='checkbox'><label for='data-dee212b7-72fe-4185-8384-8b19a9dec5b7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S2A_MSIL2A_20160627T142042_R010_T20LQR_20210211T234456&#x27;,\n",
       "       &#x27;S2B_MSIL2A_20170727T142039_R010_T20LQR_20210210T153028&#x27;,\n",
       "       &#x27;S2B_MSIL2A_20180712T142039_R010_T20LQR_20201011T150557&#x27;,\n",
       "       &#x27;S2B_MSIL2A_20190617T142049_R010_T20LQR_20201006T032921&#x27;,\n",
       "       &#x27;S2A_MSIL2A_20200616T141741_R010_T20LQR_20200822T232052&#x27;],\n",
       "      dtype=&#x27;&lt;U54&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;B04&#x27; &#x27;B05&#x27; &#x27;B06&#x27; &#x27;B07&#x27; &#x27;B08&#x27;</div><input id='attrs-3b2fabea-ef36-4159-8377-27e0ec830b49' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3b2fabea-ef36-4159-8377-27e0ec830b49' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-122ef2dd-74af-42bf-9550-17f409c77f4e' class='xr-var-data-in' type='checkbox'><label for='data-122ef2dd-74af-42bf-9550-17f409c77f4e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;B04&#x27;, &#x27;B05&#x27;, &#x27;B06&#x27;, &#x27;B07&#x27;, &#x27;B08&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.362e+06 1.362e+06 ... 1.474e+06</div><input id='attrs-fb11d0f0-c48e-42af-91b7-a78bb3e080a0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fb11d0f0-c48e-42af-91b7-a78bb3e080a0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d9ac5f80-df70-4f55-9963-ed4a0708dbd4' class='xr-var-data-in' type='checkbox'><label for='data-d9ac5f80-df70-4f55-9963-ed4a0708dbd4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1361500., 1362000., 1362500., ..., 1473000., 1473500., 1474000.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-9.075e+05 -9.08e+05 ... -1.02e+06</div><input id='attrs-cf80a9f8-a3e1-4b05-b923-d4b8381e084c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cf80a9f8-a3e1-4b05-b923-d4b8381e084c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eb70a57b-fb40-4e7d-b3ce-a869900b3076' class='xr-var-data-in' type='checkbox'><label for='data-eb70a57b-fb40-4e7d-b3ce-a869900b3076' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ -907500.,  -908000.,  -908500., ..., -1019500., -1020000., -1020500.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:snow_ice_percentage</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-a20d9ccd-b76a-4b93-91b9-8022be6c5a2a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a20d9ccd-b76a-4b93-91b9-8022be6c5a2a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a529f82a-d163-4870-8089-048a99250eb5' class='xr-var-data-in' type='checkbox'><label for='data-a529f82a-d163-4870-8089-048a99250eb5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(0.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:dark_features_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.06314 0.1075 ... 0.06388 0.06595</div><input id='attrs-1a2aef0e-6fca-4559-9f0b-2d3370553b70' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1a2aef0e-6fca-4559-9f0b-2d3370553b70' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f74a775a-6049-4e04-829e-6427d175418b' class='xr-var-data-in' type='checkbox'><label for='data-f74a775a-6049-4e04-829e-6427d175418b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.063142, 0.107498, 0.063019, 0.063882, 0.065949])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:mean_solar_zenith</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>40.32 37.77 39.68 40.04 40.03</div><input id='attrs-1c64fd0b-31a4-4906-b4cd-45751ec8788a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1c64fd0b-31a4-4906-b4cd-45751ec8788a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b88edd8e-e210-4fb4-b770-20495d6426de' class='xr-var-data-in' type='checkbox'><label for='data-b88edd8e-e210-4fb4-b770-20495d6426de' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([40.31880089, 37.76587633, 39.68319946, 40.04278651, 40.03236022])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:thin_cirrus_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.000793 0.001042 ... 0.00078</div><input id='attrs-1eccc68e-7a4d-47d2-9789-aad587a0a1a9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1eccc68e-7a4d-47d2-9789-aad587a0a1a9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9505bbb2-67f5-479a-913d-222e9de3e8f4' class='xr-var-data-in' type='checkbox'><label for='data-9505bbb2-67f5-479a-913d-222e9de3e8f4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.000793, 0.001042, 0.001005, 0.000916, 0.00078 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:mean_solar_azimuth</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>37.17 42.63 39.26 36.43 36.43</div><input id='attrs-98d4d60f-1512-4eea-a4f3-11c624b6c136' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-98d4d60f-1512-4eea-a4f3-11c624b6c136' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8e1f963b-9d57-49bc-a468-f650bc131696' class='xr-var-data-in' type='checkbox'><label for='data-8e1f963b-9d57-49bc-a468-f650bc131696' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([37.17374055, 42.63485595, 39.26341594, 36.43317178, 36.42928038])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:granule_id</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U62</div><div class='xr-var-preview xr-preview'>&#x27;S2A_OPER_MSI_L2A_TL_ESRI_202102...</div><input id='attrs-2c16911c-b6b7-4ea6-9c84-11ddf989a363' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2c16911c-b6b7-4ea6-9c84-11ddf989a363' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-99587565-a2f1-4117-9c3f-b099b0d2d700' class='xr-var-data-in' type='checkbox'><label for='data-99587565-a2f1-4117-9c3f-b099b0d2d700' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S2A_OPER_MSI_L2A_TL_ESRI_20210211T234459_A005298_T20LQR_N02.12&#x27;,\n",
       "       &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20210210T153031_A002038_T20LQR_N02.12&#x27;,\n",
       "       &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20201011T150558_A007043_T20LQR_N02.12&#x27;,\n",
       "       &#x27;S2B_OPER_MSI_L2A_TL_ESRI_20201006T032923_A011905_T20LQR_N02.12&#x27;,\n",
       "       &#x27;S2A_OPER_MSI_L2A_TL_ESRI_20200822T232055_A026033_T20LQR_N02.12&#x27;],\n",
       "      dtype=&#x27;&lt;U62&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:datatake_id</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U34</div><div class='xr-var-preview xr-preview'>&#x27;GS2A_20160627T142042_005298_N02...</div><input id='attrs-42fcbfe3-1c19-42f9-a06c-a4943e9a2b8b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-42fcbfe3-1c19-42f9-a06c-a4943e9a2b8b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-da05dcf6-ef33-423e-8708-08d76ecd0694' class='xr-var-data-in' type='checkbox'><label for='data-da05dcf6-ef33-423e-8708-08d76ecd0694' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;GS2A_20160627T142042_005298_N02.12&#x27;,\n",
       "       &#x27;GS2B_20170727T142039_002038_N02.12&#x27;,\n",
       "       &#x27;GS2B_20180712T142039_007043_N02.12&#x27;,\n",
       "       &#x27;GS2B_20190617T142049_011905_N02.12&#x27;,\n",
       "       &#x27;GS2A_20200616T141741_026033_N02.12&#x27;], dtype=&#x27;&lt;U34&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:high_proba_clouds_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.000554 0.00069 ... 0.000156 7e-05</div><input id='attrs-469b7026-a0de-4fdb-ab3f-f0780ed59f49' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-469b7026-a0de-4fdb-ab3f-f0780ed59f49' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1464c7c3-6ea4-4752-8133-76769cc09780' class='xr-var-data-in' type='checkbox'><label for='data-1464c7c3-6ea4-4752-8133-76769cc09780' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([5.54e-04, 6.90e-04, 3.88e-04, 1.56e-04, 7.00e-05])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:generation_time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U24</div><div class='xr-var-preview xr-preview'>&#x27;2021-02-11T23:44:56.943Z&#x27; ... &#x27;...</div><input id='attrs-c0e45b79-f33d-4f2a-a890-fd741840f98c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c0e45b79-f33d-4f2a-a890-fd741840f98c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7e23af25-c22e-4585-8982-3a1e32065696' class='xr-var-data-in' type='checkbox'><label for='data-7e23af25-c22e-4585-8982-3a1e32065696' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2021-02-11T23:44:56.943Z&#x27;, &#x27;2021-02-10T15:30:28.983Z&#x27;,\n",
       "       &#x27;2020-10-11T15:05:57.242Z&#x27;, &#x27;2020-10-06T03:29:21.378Z&#x27;,\n",
       "       &#x27;2020-08-22T23:20:52.991Z&#x27;], dtype=&#x27;&lt;U24&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:nodata_pixel_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 1.3e-05 3e-06</div><input id='attrs-1da2f72b-6e13-486c-a64c-6199fe5dcbe2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1da2f72b-6e13-486c-a64c-6199fe5dcbe2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-45160b48-e6fa-4aa4-bbeb-079c718b9b98' class='xr-var-data-in' type='checkbox'><label for='data-45160b48-e6fa-4aa4-bbeb-079c718b9b98' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.0e+00, 0.0e+00, 0.0e+00, 1.3e-05, 3.0e-06])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>proj:epsg</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>32720</div><input id='attrs-4eee47a7-0475-4d25-83ff-993287f1f205' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4eee47a7-0475-4d25-83ff-993287f1f205' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-19ee9ba0-3aca-4e99-88e0-f2fe82053542' class='xr-var-data-in' type='checkbox'><label for='data-19ee9ba0-3aca-4e99-88e0-f2fe82053542' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(32720)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:degraded_msi_data_percentage</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-a10a6082-b678-4d44-8499-5e8214e29df9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a10a6082-b678-4d44-8499-5e8214e29df9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e4d0dce7-c37f-433c-b0af-d6f2250f1359' class='xr-var-data-in' type='checkbox'><label for='data-e4d0dce7-c37f-433c-b0af-d6f2250f1359' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(0.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:datatake_type</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U8</div><div class='xr-var-preview xr-preview'>&#x27;INS-NOBS&#x27;</div><input id='attrs-dc49ee49-f512-41a6-bb72-a0c8d17199be' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-dc49ee49-f512-41a6-bb72-a0c8d17199be' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e058d025-bd06-4495-961e-2c57cd726faa' class='xr-var-data-in' type='checkbox'><label for='data-e058d025-bd06-4495-961e-2c57cd726faa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;INS-NOBS&#x27;, dtype=&#x27;&lt;U8&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:saturated_defective_pixel_percentage</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-b49456cf-ea68-42eb-844b-ed386a749ab5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b49456cf-ea68-42eb-844b-ed386a749ab5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-69f5dd75-bd44-44dc-a74e-742b46ad9604' class='xr-var-data-in' type='checkbox'><label for='data-69f5dd75-bd44-44dc-a74e-742b46ad9604' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(0.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sat:relative_orbit</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>10</div><input id='attrs-e4e4850b-4adb-40dc-b8cf-46517332d0ac' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e4e4850b-4adb-40dc-b8cf-46517332d0ac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fdc91e4e-8424-43dc-b24b-1884989c2dbd' class='xr-var-data-in' type='checkbox'><label for='data-fdc91e4e-8424-43dc-b24b-1884989c2dbd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(10)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:datastrip_id</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U64</div><div class='xr-var-preview xr-preview'>&#x27;S2A_OPER_MSI_L2A_DS_ESRI_202102...</div><input id='attrs-36ec0bb5-41d6-43d6-86c0-7e826c6ae229' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-36ec0bb5-41d6-43d6-86c0-7e826c6ae229' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ba40a4ca-d3d5-4319-bc42-c793a25ad101' class='xr-var-data-in' type='checkbox'><label for='data-ba40a4ca-d3d5-4319-bc42-c793a25ad101' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S2A_OPER_MSI_L2A_DS_ESRI_20210211T234459_S20160627T142038_N02.12&#x27;,\n",
       "       &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20210210T153031_S20170727T142105_N02.12&#x27;,\n",
       "       &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20201011T150558_S20180712T142035_N02.12&#x27;,\n",
       "       &#x27;S2B_OPER_MSI_L2A_DS_ESRI_20201006T032923_S20190617T142044_N02.12&#x27;,\n",
       "       &#x27;S2A_OPER_MSI_L2A_DS_ESRI_20200822T232055_S20200616T142338_N02.12&#x27;],\n",
       "      dtype=&#x27;&lt;U64&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>constellation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U10</div><div class='xr-var-preview xr-preview'>&#x27;Sentinel 2&#x27;</div><input id='attrs-5d2f6ef0-4aa2-4593-b69b-79dcfd5f5804' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5d2f6ef0-4aa2-4593-b69b-79dcfd5f5804' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dec56063-6d93-4522-b5be-9d38fde485e4' class='xr-var-data-in' type='checkbox'><label for='data-dec56063-6d93-4522-b5be-9d38fde485e4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Sentinel 2&#x27;, dtype=&#x27;&lt;U10&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>platform</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U11</div><div class='xr-var-preview xr-preview'>&#x27;Sentinel-2A&#x27; ... &#x27;Sentinel-2A&#x27;</div><input id='attrs-c2e62a5f-87fb-4792-ba8f-4ce6ddcc2605' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c2e62a5f-87fb-4792-ba8f-4ce6ddcc2605' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ffc2ddc3-90c1-4293-9284-8e99cb7f7200' class='xr-var-data-in' type='checkbox'><label for='data-ffc2ddc3-90c1-4293-9284-8e99cb7f7200' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Sentinel-2A&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;, &#x27;Sentinel-2B&#x27;,\n",
       "       &#x27;Sentinel-2A&#x27;], dtype=&#x27;&lt;U11&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>instruments</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;msi&#x27;</div><input id='attrs-01f617d6-7c49-49c9-9989-6a24107a483d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-01f617d6-7c49-49c9-9989-6a24107a483d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bdb80fb7-2f85-4794-8e9d-d6943dead6c1' class='xr-var-data-in' type='checkbox'><label for='data-bdb80fb7-2f85-4794-8e9d-d6943dead6c1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;msi&#x27;, dtype=&#x27;&lt;U3&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>eo:cloud_cover</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.00218 0.002621 ... 0.001108</div><input id='attrs-fa0d4369-1523-4fa0-8dbf-0f391447211e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fa0d4369-1523-4fa0-8dbf-0f391447211e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1d7fb0d2-cefb-429a-a08f-3412cf5be081' class='xr-var-data-in' type='checkbox'><label for='data-1d7fb0d2-cefb-429a-a08f-3412cf5be081' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.00218 , 0.002621, 0.001831, 0.001523, 0.001108])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:water_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.4949 0.4862 0.497 0.5117 0.5117</div><input id='attrs-b025b9cc-e85a-449a-bd97-5fb22e3d5aa0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b025b9cc-e85a-449a-bd97-5fb22e3d5aa0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dedb8199-7b5c-4460-8665-a40095dac749' class='xr-var-data-in' type='checkbox'><label for='data-dedb8199-7b5c-4460-8665-a40095dac749' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.494935, 0.48617 , 0.496953, 0.511657, 0.511657])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sat:orbit_state</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U10</div><div class='xr-var-preview xr-preview'>&#x27;descending&#x27;</div><input id='attrs-7398fadc-60bf-44de-8825-e2ce30f0fd87' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7398fadc-60bf-44de-8825-e2ce30f0fd87' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-480f1634-013d-4b3b-8f5f-d1a5359ab509' class='xr-var-data-in' type='checkbox'><label for='data-480f1634-013d-4b3b-8f5f-d1a5359ab509' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;descending&#x27;, dtype=&#x27;&lt;U10&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:medium_proba_clouds_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.000833 0.000889 ... 0.000259</div><input id='attrs-75357d0c-1859-4077-bc04-fce4ecff7e5e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-75357d0c-1859-4077-bc04-fce4ecff7e5e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-da5a28cf-052e-47db-bc49-df9f9c99523f' class='xr-var-data-in' type='checkbox'><label for='data-da5a28cf-052e-47db-bc49-df9f9c99523f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.000833, 0.000889, 0.000438, 0.000451, 0.000259])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:product_type</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>&#x27;S2MSI2A&#x27;</div><input id='attrs-89516efd-1337-4f70-b32a-a46d245bf3c8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-89516efd-1337-4f70-b32a-a46d245bf3c8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8fbe2df2-e750-4a08-996c-da6d9901ac2a' class='xr-var-data-in' type='checkbox'><label for='data-8fbe2df2-e750-4a08-996c-da6d9901ac2a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;S2MSI2A&#x27;, dtype=&#x27;&lt;U7&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:unclassified_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.007976 0.02441 ... 0.006699</div><input id='attrs-96f261d0-b058-452e-912a-2b5a6d37b4f0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-96f261d0-b058-452e-912a-2b5a6d37b4f0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8cf2da5e-bd5e-4fe6-b099-a754405bcd24' class='xr-var-data-in' type='checkbox'><label for='data-8cf2da5e-bd5e-4fe6-b099-a754405bcd24' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.007976, 0.024409, 0.005617, 0.005365, 0.006699])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:processing_baseline</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U5</div><div class='xr-var-preview xr-preview'>&#x27;02.12&#x27;</div><input id='attrs-6156694a-d521-47dc-b2f2-c740de6b0fb6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6156694a-d521-47dc-b2f2-c740de6b0fb6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-08e61fe8-03ba-4874-95b0-b49e294a2555' class='xr-var-data-in' type='checkbox'><label for='data-08e61fe8-03ba-4874-95b0-b49e294a2555' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;02.12&#x27;, dtype=&#x27;&lt;U5&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:vegetation_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>99.19 98.65 98.77 99.16 99.25</div><input id='attrs-f2eafefb-a0e9-4b4e-a27c-615f2ee846c4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f2eafefb-a0e9-4b4e-a27c-615f2ee846c4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9d5b8ebd-79a7-43c0-9c4a-bfd4323b5c30' class='xr-var-data-in' type='checkbox'><label for='data-9d5b8ebd-79a7-43c0-9c4a-bfd4323b5c30' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([99.192262, 98.648018, 98.77103 , 99.161118, 99.248123])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:mgrs_tile</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U5</div><div class='xr-var-preview xr-preview'>&#x27;20LQR&#x27;</div><input id='attrs-64b1500f-5043-4886-b7f2-fbf3d342e014' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-64b1500f-5043-4886-b7f2-fbf3d342e014' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-651c4c06-3e07-4dac-a9a6-5c7fb119d049' class='xr-var-data-in' type='checkbox'><label for='data-651c4c06-3e07-4dac-a9a6-5c7fb119d049' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;20LQR&#x27;, dtype=&#x27;&lt;U5&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:not_vegetated_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.2395 0.7313 0.6615 0.2565 0.1665</div><input id='attrs-133a2a36-72f8-490f-8684-61d4c4b74105' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-133a2a36-72f8-490f-8684-61d4c4b74105' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-85416554-827e-4911-a988-33a8af9127ec' class='xr-var-data-in' type='checkbox'><label for='data-85416554-827e-4911-a988-33a8af9127ec' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.239508, 0.731285, 0.661547, 0.256456, 0.166456])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:reflectance_conversion_factor</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.9679 0.9691 0.9674 0.9695 0.9695</div><input id='attrs-07d57ac7-d43e-46e6-b621-38f9468a2ca5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-07d57ac7-d43e-46e6-b621-38f9468a2ca5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d88a3653-ccf1-45e3-90fd-2049ecb5b706' class='xr-var-data-in' type='checkbox'><label for='data-d88a3653-ccf1-45e3-90fd-2049ecb5b706' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.96787441, 0.96909248, 0.96743467, 0.9694882 , 0.96954851])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:cloud_shadow_percentage</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 3e-06 0.0</div><input id='attrs-bfcb804a-6792-4de7-bf33-d3dbd9cf21f8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bfcb804a-6792-4de7-bf33-d3dbd9cf21f8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8292d0e0-6b05-4547-95c6-681e2ccf3a38' class='xr-var-data-in' type='checkbox'><label for='data-8292d0e0-6b05-4547-95c6-681e2ccf3a38' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.e+00, 0.e+00, 0.e+00, 3.e-06, 0.e+00])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s2:product_uri</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U65</div><div class='xr-var-preview xr-preview'>&#x27;S2A_MSIL2A_20160627T142042_N021...</div><input id='attrs-57c7158d-0b9e-4768-b3d6-ddee062c39b5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-57c7158d-0b9e-4768-b3d6-ddee062c39b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-066d05d3-0ad0-4af8-b663-32f46647acde' class='xr-var-data-in' type='checkbox'><label for='data-066d05d3-0ad0-4af8-b663-32f46647acde' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S2A_MSIL2A_20160627T142042_N0212_R010_T20LQR_20210211T234456.SAFE&#x27;,\n",
       "       &#x27;S2B_MSIL2A_20170727T142039_N0212_R010_T20LQR_20210210T153028.SAFE&#x27;,\n",
       "       &#x27;S2B_MSIL2A_20180712T142039_N0212_R010_T20LQR_20201011T150557.SAFE&#x27;,\n",
       "       &#x27;S2B_MSIL2A_20190617T142049_N0212_R010_T20LQR_20201006T032921.SAFE&#x27;,\n",
       "       &#x27;S2A_MSIL2A_20200616T141741_N0212_R010_T20LQR_20200822T232052.SAFE&#x27;],\n",
       "      dtype=&#x27;&lt;U65&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>title</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>&lt;U36</div><div class='xr-var-preview xr-preview'>&#x27;Band 4 - Red - 10m&#x27; ... &#x27;Band 8...</div><input id='attrs-ad44f285-17f6-48a8-9035-7f11bd8680cf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ad44f285-17f6-48a8-9035-7f11bd8680cf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ae6ebe8-8a8e-4521-adb7-c404f07ba96c' class='xr-var-data-in' type='checkbox'><label for='data-7ae6ebe8-8a8e-4521-adb7-c404f07ba96c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Band 4 - Red - 10m&#x27;, &#x27;Band 5 - Vegetation red edge 1 - 20m&#x27;,\n",
       "       &#x27;Band 6 - Vegetation red edge 2 - 20m&#x27;,\n",
       "       &#x27;Band 7 - Vegetation red edge 3 - 20m&#x27;, &#x27;Band 8 - NIR - 10m&#x27;],\n",
       "      dtype=&#x27;&lt;U36&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gsd</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>10 20 20 20 10</div><input id='attrs-30e72f5f-3003-4e84-9e84-1d2969e7ca08' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-30e72f5f-3003-4e84-9e84-1d2969e7ca08' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cf67acee-af89-4d0b-aa28-32f92c808849' class='xr-var-data-in' type='checkbox'><label for='data-cf67acee-af89-4d0b-aa28-32f92c808849' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([10, 20, 20, 20, 10])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>proj:bbox</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>{699960.0, 809760.0, 8990200.0, ...</div><input id='attrs-90695c20-1d50-4ea8-b037-09642a12d7f9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-90695c20-1d50-4ea8-b037-09642a12d7f9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5ff7dd5e-13d0-4eda-baa7-1f77ec11a047' class='xr-var-data-in' type='checkbox'><label for='data-5ff7dd5e-13d0-4eda-baa7-1f77ec11a047' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array({699960.0, 809760.0, 8990200.0, 9100000.0}, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>common_name</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>&#x27;red&#x27; &#x27;rededge&#x27; ... &#x27;rededge&#x27; &#x27;nir&#x27;</div><input id='attrs-010576d6-8778-4c2d-8aa1-04d496bc734f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-010576d6-8778-4c2d-8aa1-04d496bc734f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ee08fa45-5d3b-4f6b-be4f-3fc80e9ad495' class='xr-var-data-in' type='checkbox'><label for='data-ee08fa45-5d3b-4f6b-be4f-3fc80e9ad495' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;red&#x27;, &#x27;rededge&#x27;, &#x27;rededge&#x27;, &#x27;rededge&#x27;, &#x27;nir&#x27;], dtype=&#x27;&lt;U7&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>center_wavelength</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.665 0.704 0.74 0.783 0.842</div><input id='attrs-18ffb04f-6ef8-4fcf-84a8-a1795c6dc9e8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-18ffb04f-6ef8-4fcf-84a8-a1795c6dc9e8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e31817d2-b7d6-4108-b083-efb051e1964b' class='xr-var-data-in' type='checkbox'><label for='data-e31817d2-b7d6-4108-b083-efb051e1964b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.665, 0.704, 0.74 , 0.783, 0.842])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>full_width_half_max</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.038 0.019 0.018 0.028 0.145</div><input id='attrs-6f8d04d0-6daa-4015-8cfd-a8a3a9ac092b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6f8d04d0-6daa-4015-8cfd-a8a3a9ac092b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-357e0673-faeb-4492-8d4d-3e7c676df22d' class='xr-var-data-in' type='checkbox'><label for='data-357e0673-faeb-4492-8d4d-3e7c676df22d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.038, 0.019, 0.018, 0.028, 0.145])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>epsg</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>32619</div><input id='attrs-b2ae3052-1e30-4c3d-9947-f919b7acfef8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b2ae3052-1e30-4c3d-9947-f919b7acfef8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-df051f52-6ad1-4c31-a967-c27534dae09f' class='xr-var-data-in' type='checkbox'><label for='data-df051f52-6ad1-4c31-a967-c27534dae09f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(32619)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-47e3862a-a74f-43a5-a859-1fa28122b232' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-47e3862a-a74f-43a5-a859-1fa28122b232' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'stackstac-e6141dd496554095669cb9f3981a0a12' (time: 5, band: 5, y: 227, x: 226)>\n",
       "dask.array<truediv, shape=(5, 5, 227, 226), dtype=float64, chunksize=(1, 1, 227, 226), chunktype=numpy.ndarray>\n",
       "Coordinates: (12/44)\n",
       "  * time                                     (time) datetime64[ns] 2016-06-28...\n",
       "    id                                       (time) <U54 'S2A_MSIL2A_20160627...\n",
       "  * band                                     (band) <U3 'B04' 'B05' ... 'B08'\n",
       "  * x                                        (x) float64 1.362e+06 ... 1.474e+06\n",
       "  * y                                        (y) float64 -9.075e+05 ... -1.02...\n",
       "    s2:snow_ice_percentage                   float64 0.0\n",
       "    ...                                       ...\n",
       "    gsd                                      (band) int64 10 20 20 20 10\n",
       "    proj:bbox                                object {699960.0, 809760.0, 8990...\n",
       "    common_name                              (band) <U7 'red' ... 'nir'\n",
       "    center_wavelength                        (band) float64 0.665 ... 0.842\n",
       "    full_width_half_max                      (band) float64 0.038 ... 0.145\n",
       "    epsg                                     int64 32619"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "S2"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "That's INCREDIBLE! We have our images as a `dask.DataArray`!\n",
    "\n",
    "And... if you remember the `Dask` tutorial, computing Spectral Indices with `spyndex` and `dask` is super simple!\n",
    "\n",
    "Let's compute the `NDVI` and the `IRECI`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "idx = spyndex.computeIndex(\n",
    "    index = [\"NDVI\",\"IRECI\"],\n",
    "    params = {\n",
    "        \"N\": S2.sel(band = \"B08\"),\n",
    "        \"R\": S2.sel(band = \"B04\"),\n",
    "        \"RE1\": S2.sel(band = \"B05\"),\n",
    "        \"RE2\": S2.sel(band = \"B06\"),\n",
    "        \"RE3\": S2.sel(band = \"B07\"),\n",
    "    }\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, let's check our result:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
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       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"112.39916948188136,17.39916948188136 231.8705351206479,17.39916948188136 231.8705351206479,137.39916948188136 112.39916948188136,137.39916948188136\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"172.134852\" y=\"157.399169\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >226</text>\n",
       "  <text x=\"251.870535\" y=\"77.399169\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,251.870535,77.399169)\">227</text>\n",
       "  <text x=\"93.699585\" y=\"148.699585\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,93.699585,148.699585)\">5</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></div></li><li class='xr-section-item'><input id='section-751bd152-5d26-4f11-bbd6-8cfdf6b6be10' class='xr-section-summary-in' type='checkbox'  checked><label for='section-751bd152-5d26-4f11-bbd6-8cfdf6b6be10' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2016-06-28 ... 2020-06-17</div><input id='attrs-f127c706-dde0-4acf-a189-b07c07a306e2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f127c706-dde0-4acf-a189-b07c07a306e2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7579b7e1-9610-44f2-ae01-fe9a245b55d7' class='xr-var-data-in' type='checkbox'><label for='data-7579b7e1-9610-44f2-ae01-fe9a245b55d7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2016-06-28T00:00:00.000000000&#x27;, &#x27;2017-07-28T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-07-13T00:00:00.000000000&#x27;, &#x27;2019-06-18T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-06-17T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.362e+06 1.362e+06 ... 1.474e+06</div><input id='attrs-6468e1d3-cdf0-4ab2-b236-9a4a93f68f29' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6468e1d3-cdf0-4ab2-b236-9a4a93f68f29' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-78fe7961-2929-425b-abd5-799d27e8e1f0' class='xr-var-data-in' type='checkbox'><label for='data-78fe7961-2929-425b-abd5-799d27e8e1f0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1361500., 1362000., 1362500., ..., 1473000., 1473500., 1474000.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-9.075e+05 -9.08e+05 ... -1.02e+06</div><input id='attrs-eb756748-6f41-480b-9d28-e5cf9a0a1ff8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-eb756748-6f41-480b-9d28-e5cf9a0a1ff8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-27234973-d821-4a2c-86f1-ca52397f8c00' class='xr-var-data-in' type='checkbox'><label for='data-27234973-d821-4a2c-86f1-ca52397f8c00' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ -907500.,  -908000.,  -908500., ..., -1019500., -1020000., -1020500.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>index</span></div><div class='xr-var-dims'>(index)</div><div class='xr-var-dtype'>&lt;U5</div><div class='xr-var-preview xr-preview'>&#x27;NDVI&#x27; &#x27;IRECI&#x27;</div><input id='attrs-5f93f650-2ac7-43a4-9eb4-af445e6a9f61' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5f93f650-2ac7-43a4-9eb4-af445e6a9f61' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a03e1ab2-a636-411c-b54b-29c3973f862c' class='xr-var-data-in' type='checkbox'><label for='data-a03e1ab2-a636-411c-b54b-29c3973f862c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;NDVI&#x27;, &#x27;IRECI&#x27;], dtype=&#x27;&lt;U5&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7d0b0dec-30f2-45d2-87bb-e2aad67be5f8' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7d0b0dec-30f2-45d2-87bb-e2aad67be5f8' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'stackstac-e6141dd496554095669cb9f3981a0a12' (index: 2, time: 5, y: 227, x: 226)>\n",
       "dask.array<concatenate, shape=(2, 5, 227, 226), dtype=float64, chunksize=(1, 1, 227, 226), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 2016-06-28 2017-07-28 ... 2020-06-17\n",
       "  * x        (x) float64 1.362e+06 1.362e+06 1.362e+06 ... 1.474e+06 1.474e+06\n",
       "  * y        (y) float64 -9.075e+05 -9.08e+05 -9.085e+05 ... -1.02e+06 -1.02e+06\n",
       "  * index    (index) <U5 'NDVI' 'IRECI'"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "idx"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "A `dask.DataArray`! You know what that means... We have to compute the indices!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "idx = idx.compute()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And finally, you can plot the indices! Here the `NDVI`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<xarray.plot.facetgrid.FacetGrid at 0x7f5fc7c69a90>"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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FEjIZ29ztWshoZOvtaGiv7fdt3V0ubQ2s6nyWOEerOp+DukJICldrO76qzTVV6HJl6/NoZMdv2lj/pdez5xA2T3W5sjUesGNUAqmq/JvK5+7e7nbu3uG403VX9nahJ2e2Fq1X0NbvMQA0DWR/F3p8avPQ1xwA9v3a5ycArNY4/q67cPQ5J7ZHN43NT76e8YIIsFoD45HNPfsQ9k+vB53N7b17PaBp7Pno9WxvPz+3n3sMIXu70PMLX0c14xy+Z13berta29o8HGTcwHiIc57rcRmjMF7q1dD53Nb++Txinjc++s1P/oZtR4wnM3c35u3VP2b7ZbHO6GIJ6fdsHVyuILs7QL9ne7WIvRaIeYVK7J63Lbo37KH69Ivca0ejWFfRac7x5dLiae7NjK8BYL0CfJ9H29m8rSv7/XqVx5UKcrAHPT23c/A5L71ezrm2i2PouoEMBva+/Z49c33fB1o/v9rWWP5f1eLviCX8tdo0kOEQb7zxLZe9Zdvh48muu8+WscIKH1d94m1/92+67772IT6dxx2q+gsAPvY2P38M5r/wlI/nFbiwMXo9S3YqsQBhPIbOZrawSRUbqgz7tuFL5Rt1C1VfoM/PY4Fc/N4eXvojZ/jV37Vvi1uvhqhC29Y25NUSuOcacHbhgaMFrahr6GIB7Vpg4EGsai6KHixjPCoWPwW0ib8FbIFH21oiyMGEajyGSmuLKYODqkZ38wQy6FvwSqBjtU6AZbWGqiWSOp0ZuNFYwvlJe58HqevcSNrOAprF0jaZtrVrBuR7i1jiCFgS2e9b8sfjr9YR4ESi2e/HMaWu7POV58oEwjdNEYFePQTe/ZBdM24WTWOJxHwOdIo3nvyjp35OfaiGVJBHbkDvuwo8dMOAop0dAxh6Y9swmzaAIp3O49rJaARdrw1YAIC2xau+/L1Yf9cE/d9/BozHllDtTIDZPK63HOxlELlY2D3rFKptXuNKNuau9PsxPy1hE7t3nQZgobyHfQ+UB337F9icN5ORB9IWdOvZeQQXsuNAXtPYvBsO0U1nFjAwmFAFhkPocolPOvij9rwwoGeSuVptABXadvZ8EMyrxECb+TxBt+HAksz5wo7jQORGctA0tk749ebfQrsMsPz9m5feh94vvh2yt2tA4Wplf+MgDfo9vPGxf/AhmmhP/ZBeD3rz1J7NdQPpOmDXEzbAruf1E0jP1hY9v7A5yySlU2izAnxNeOWXPYTZt08w/swzyP4usFxB93YgFzN/Bgg6VXYvutbW567LPUA7KGDr6XwBmUwcQLb7t+FLVNt9CqB5Zwz0+3Z+XMfiwzrQvL8HnF/YcQEDsrlu1XXMwUjWlg20BM16PZu7TYPXHX5+rLkBUhRBOto2E4FICit7nh1sC7AECMBRRqNcW9su5zG/578+TzfA914NbVqc/raX4uBfPwgM+vZ+05kdY3cHenoGjEd440NPS5HkQzNUoSdnsVbIeGz34PTM16LKwHruO6s15PAAenJqcwONrRmDPlAJjj7nBA/86BTv+MSh3d8C7ApQYtAHxiOLGfw0xOebrtZ23EogdYVuYcAC6srmo/j90gZoYefBecUEDkgAl0ADYOfI9X6+SHCjbT1B9HnW8u89Dmga6NoSU53ObG63HdC1FjMMPNnsD+wzFometl0mjQQ/OjXgDsiiSfE86spBRBZO+BnK54dguUiC6iyg+Ove/bmvwIu+9RffD6xm8o1eD2985Jueoon0IR51lcBCa8Aqk3ReL72YQiZj+577GvdbwK6Xr0/VH1jjN/776/ivH38NsruL7vTM/lYFaBtg7nOj9vWwaaBth+rqEfTk1O5zXdm86vcCOEZtIBvq2p6r1RpAa/O217P7Pl9svhbwvdZAgmp/z+Y+gQWugZ1Cjg6gZxcJ5PoaKVL5XLTPKVcO7Xr45/6kyefYvs8CHp8X7Wxu8/9tG/EtgAShPa7hZwvAcDiMAqEuFnY+/SIl4xwF8u/4Hv7+7/q8l+NF3/Q/Ekj3c5LJ2K7voL8F9Z7OIWJ50O1Gd/sffziGiHwcgAdV9UxExgC+EsCvB/BLAL5GVU+f6mM+f8GFpVdR4Qsgky2vAki/b7/v1cDKEgWp+0C/b0GGJ3RoW6gvEr/6+l0AHbQB0MwtQFYFrh4Bx2cGLBRVK20a28B7PatADweenCtQa1TXUFf2ey42BBw6tWr1ZGSLZllZBiKwZOKl68bQ6p2dDCgXC4iDyRvViM6TqX4f8IRK51YlsWrcypBd3zjQdcCpbyr9gS3sVQddN578GiKtTQMZjfw6LG0TKwOC2gNhvzaqFsTpxQW0KcAKqfJvVSG1VcK17QxY8GANsIQF2nmyUEEmA6ugMjhbNwZmrOw6BaPDE2HZmWSgxE2gqO7L0YG9XiSDkeXSNopOIZMxupNTYxAsjSmzX1/7DZeeu+uV3fdHblrg1XUGgA096D3Ys3lX15aENw1Uqzw3IMGD/gBSVeh/pp2/zmb273Rm5747ARZL22w5d8kgINulEmfxLOz6szqyXGUFr64NlGBgsF7ZXDrYh56dW+VkubJEjXMXfo1VreJWMir4DPC1fDa8uiLDQbJ2AHvOVmugrlDt7tgz4ckramdbrBsLop2ZIeJBbm1JKRq1cxNjLumL7jFwB8h77euGXkzteWTFiHNNrPqCq4fA9eMISHS5BLoKvTe/K5kodW3BMIDu7ByobB143eHnQ9s2KzS8xuXcXTcRuOtqbcFG0+TPy7nN5/pgH3rz2D7zcOiMggMDIYeDAEn266uXnrsGgPViPqGuLQFnUjUeQda+HiyWNk9X6w3gMiplVQ1Vxfizzi2AXnhCdvME6PfjnCOY9YQ4GD11BW0AOTqEHp/Y2jAY2Bq6WEDGFmxbUr4GpKjA8fOcntv1J7BAcJcBbNtCbxzb2kEmQsE8UyZRDrxJr2fAQtsC0M0krIPdI59bAaA5SGcJIfL+rVcJJhasM+0Uev81yMM+d+s62GnQCrryPWd3B2gcyPOgV+oKmIwNeL64sL3E182Df/MWO24lBsBNxtDpFDqb2X7Ztu9fRSVDhGy/1SqCYjDo9/01gBKCxLw2g34yCpi4ksXCa+cA3n7v8uuuAU/jSHJtvi0DWJChb6STMfR8aiyG+SKAX7IBAtxpGrz9d/QBdBBfH4L1xaRb1e6nFAl148kMWuDaFeD6TSgMKJKhMdZkMIBi7QybXiYl6wYYSIKVg37ew5KF4HMXLXJN9MpxFA+qOvaZuMaVAKiD5aOzebEPTjKZnU4tEdMOOl0m8LZaQfq9ZIS0q1ifuLbri++HPHLD4isHtgN84fPnMVU3ndlxWEWvvehD1pyvDQEsEOj1Crqu18EGed2VLwhAhiCkXddqg/VhCbMVfiTiKc19ks8iz9XjGX529AcGoC+WG9dsv7rcukuwwADC2vbo9SrXxP7A5gn3U1btWUzyQpYluPZM/tePv2bnPJ8HUF+yAhgPEAiS0Sj2WkGxjjHR5vUY9KP4YGumr7V89o8ODMxbtbFHoS+ACkSMMaO+18twGEwzNA309MzWyeHQflY5INurcs6PRwaAMFYejy1+c3DYimEVRDu7XmUc6Pu4MZBWuQb1e3HtIc7Aa7tYu3S5yjXb54MuV8mmINN0vbaf+xwUEbz477/JGUUJKsh8kYwMAtIeW+tsjuroMBh60u/7Zz6LwkwU+iqx+L2qUN11Fd1jNywm4vA5r01je4+vL/F/n/O6zv3yuTYEeHxwYX37H3+YxrcBoKHj3wEwA/B1AD4BwD8G8OlP9QGfv4aOnaGQRp+usprkFdn2rkNL2hZL28T4UA0HtjCIRMCAzqqRsr+He354ZQkZK+n9PnDjeANQMGZDL4N8GD2YEgupnQo2m1swUlab6wrY2/ENzRNsVt9mM9u0J+ViX8XCVu3t2medTkPeIUM/FxFb7Lj5M8lsmqwY+EK3SfmtgK6zTbGubXHqUgoig0FuOKNRVOCModFFoB/UTtWsdlOOwqRU7fNzYdb1OtkRQJw/K43S6yVl1Tds9HpZGSI9tO8ouVdz9PQsz5/JF8+Dn5EI9nBotG3YJq6LRQS0GTCtIeNRnuvjLUZPYkhdGT1c1RMf/39VY/nANejQEk/ZmdiG0+tBR141qgx0UPUKjW8ys2/fs82037dAddCHXswsgBgOgck47zkDS6eQx6Y36PscyEAabWvXYGfHGC69HuRgPwGBtkN38wQ6m/vz1ouqJzoPrsejrM6S6uvXUhcL+z8T55Wzf4p5aAl45RTMNj6jlpXeksbs1WK0/tp+PwIfJjryjvf59etifup8HqCZ9OoiSPBrxqTs5NzmBINS1aSfetVH9naTmTQYGEDQdgYscGNnMMzE+ezCnuWCJSKDviVsZJSMhlGBJpgp/b7Rueva3n80tMDHP4uBlA7i3EmDIb/OKVtZh7QHUmHxEdeg4yF0PAQYEPd6QFV54C8eGBmrREQgB/u4+BfGGOMzoK2tLRbg18BoaOsGWSwMDMmUIX23dmkE16LlClivjRXRdi6fcClbz5/j+cLWjqj8F8lXf2Dry2KR1WK1yrEMhxngA3k835si4HVAV1drW4sG/QS/pDJwVAwk5etJ2Qec1Tbo+3s6CPW+6zbXpQBBCM74vIzgvwALdbmCTmfQycg+G6vFRQUdvsdZJd6q+NX+XjArCHBa1dkSAgMQz3P99mp3eQ3IHtTVKsChqHKSyVSANVJVsQ4H6HkHc1eKdSeAp2KPWb/0XtvHpzN7tqazrCi6hMyAIGdH1jWqwwPc9WOSsYdIXvN1E/fHwBhPpnnfej3gfJr7ytDnOOeYA3eQKvcsZyDoamXnOl8YcNm1KUvyJD4So+XS4iNS0IvKbbyWslLYWrUhB6lqLwJ0m/eTCdFgkPHSYJDUecpI+cXr+PBjLgFp4z07l3fK7o6B65SIePIaMcN0Zsfs9y0OWSw2JEoRh5DBCiQw29m81PnC1m6usQRRCLQA9gyUz07bQnZ3Y+6iLq4JsMGUwNpkCsHYIOBUJnZPZnRdFrEIBEhlc7iu0X7EvSENkLoKsDpYqEACJ77XyeEBXvNvTosCQ73xGUJWwXtdALLoD2xt4X5eAi0h2+1s7e77ukXW8MXU2Wt+73zd0tZYfrHmObtLPRbQ1ucaE/jlMvaziC9F7D46W0bGY3QXU9vD+ybJQ1UlOCASMUSASHVt+4TH7fAChbIAsloHGECmHABjt3Ed5doGBzDnCyvAODDBOaizuT3DqnY/GcOTDTIcBMjAay1edNP5wq7bbA49PnHQRGzeRyGkss9bV9Cbx/Z+/Z5LtyXnLrDxrDDWjXW6ZGM814ZI5GLv9/XMGpWq8iH8GFX9ElX9v1X1qwC89Gk54NPxps+KMTDU2irR7UZijaZBfXyO9v6rViXpukC59fTcXsPgdG/HAp6mgU5neOR3DyD/eOUVoi6q2axqSK9n7+cUPerL0alvRrVXmuZBKdTFIhHetgNOL3wxs0ScFVYZG92NFVomjpGkk27uCZIuFu+/MQ6MmSGDQQZTpFf6+ds3VQTXMplksk2qe990nwFCLJd2rlUx5Uj1glUeuJFJ3wL+2KAYPHkSJANP9Na5Oac8ZBgb9K0jaKTO+ODrqXMGkO89YPDhiQblHwzufA4BsP8zISiTFtLauUF3bQI6lw0UYIGtepIc9Pr1KhLq4TuuQyfDCIbQmaYRJ2dZzfegm94HGA4w+ZwZfuVvXnEQq477Kbu7tvFev2kJn3aQyciCkzY/m3rSJlW1QbEEYMnOah0yAp15Rc+BHBmNgm7dnZ0bKNJ3QKDXC5Q/qmtloNof2OsYOPR7Nic9aZXdiV0LBnPa2b1pGntm4CwiVuZI6exMt6k745y7y2VWIQgOACEnkp2dmOs6nUF2J1l98ffVB15gwOTpeeibsW5yLjIg8apn0Nkd7JPR0K5vJbZxL5dZcWMle91kQiXi1XW/XlwTioCdYB/a1lgCqxW684uQcaBpMkioLr9tyM4kzkFXqwAYWckevucEOhlCGvq+WJCrFzP7fL4eye5OPn/zBXY/6wTn3+oSqqLyKru79vlOTiPYkv09A28JYvq6IL2ercdMWH2+GGhIlpWvUcNBBv0MxAhWsopD4Gnd5O+axinyVr1l0kawBUDMGen34znT5XKzaqQOuHFt4hfXcPhaPRqatETEksjlMte6vT2AAGDtPiaLhYElDljqwoHSyQTVzsTee76AnF3YM+/PonrQzLlugWVVMOH8WgyHNs/b1ubzylhYkfh4wB6AHQfp8fSg6PXsuSkpziIhSVD6bgxYye9vJLGXGsOhs+AcAK8smFc1xl//vTeBgz2bRy4B1IUlAbznAcw6a0Pnc9z49An231DMWyYiY19jtQv2HQZ9yNFB7svzxQajgHtyVE7bNgEvznVfJw18H2bcocayk73dSJIIWBEYiaDZGYlgMsoYxNeOYF70esBdR5EsWRJXBUgdySy/d1YbXx/sJjIJff2XoVXbDQhobG42DfRiCr15kuBPJfYZez0HZ9uMeVoH6Dx5NTBymUUEf2+7oJ0lbb2eAbtNE8+IFVH6CbSs7ToJwXgCXBcX9l617SPi1yLeYzS0vXG1NpDY54L4cS87d2U88mewtcKSzwl6M/UePQX2d/P5dZkBtEvApbh3AKDnF3jwk47wa37sZs5ZAt6lFNLXPRkObN63bTJfCtkE31/G4wRqnVFo3kude445M6QzxonJbAiM1AGQhDyYADZ/7nsOKkF1eGCxAhkCzlAJII5MJK5bJRBLlkldo/I9I4ByPmdNk4U4SjSHwwRx29bYrJ47ROFxtQ5WBI9BMCW9eSzekdrBjvk8QAbeH7gs21jRw3x+1AA9qetgFQHIf53NBFgRi0Dohh8biz51ba/1gpAVeto4hs33Oy+mPZOHVNVtv55h400i8kf8+58XkY8BADd4fFo4Fs+4K/AhG5zwpNsx+Otaq15N56gullaVvnZkr2VFZHfi6F0NnF5YwEbqcV2j+/0tdn/ATbkO92wh4IZU6KgCNOCCQC0hkXMGZB7sEslG5YY7rIRwMW9t4zWdtgdnVw43j+sLa1SPuMEWGkdb+N2wjCAF6YAMTr1Ky00v/CPmC6fgtZmYe6Ive3tZzenUad1W/Qg5iAj0cM825snYgp6ZJxb9XmibZTiMICvofERLu7YIWJ0at15ZAELK7XrlCe8qN7dObfNtGtv8mZD5RkV0XHYmTpO3ao1cObQFeTjIyrMHH0LtHzdssmTuoISmTWvB8u4kN/VezyQ7VW3A1GwJXa3Q3ntkrx+N7B4d7QN3XXEAx1gJgaY3DV76RQ/jbX/7vkDF5WDPjjmdWdDp/iQ0zaOJJKvyMhygOzu3zZAJOwNhznEPMMqNKAJRIOaHMoDjc1rQNiMo8yq2VZbaDNoX7pPSOq2bdGkmqARO+n3g6CCrDHxWumIjPT417TTvPZMeDyBKBlIkeV4l1JOzAAIJSsk73gvcfS0/iwf8ulgGld1YFm1Ip6rDgzCy0pUn46xUeoCgi0WAWzIeRfXGnlsHd5jEsnq1u7MJNBBIqFw+Ml+gm85A6q4BNHdQ/vXKDyu1Mhw6yOpg33IFWTXAfIHm3kNorzYmlnbmMeJrsU7n0PMLm4OerO7+4Sna77Tvu5fcYxW08TCuFVSBg12buwNjo1h1u4p7refuicMK7mrtz7tmwNq1YWKqLhWxtbMNCmysbYAzYLrca5rN9QBtweDquRZaLEDWi6l7/wyN7UOGC+fmwa7fYLKIJAwv0etZorW3C12uUF27Yp+lSC7QtBG0tvdds0CRzyIB2qo2EJDPIKt4V49CKkMAClI5AOxsl+XKQMRCxqCNMapiv1uvojouo5FdQ1b6KX0g2819M8goivtCcMgZV0IJyHSW63fTZgB9iREmnlWRbLE4oM5ybOyZbe+7Zs+bg6Z631UHI6uIF7j+6HSGs9c32P8+u8/6kvttXa0q2/ucys5rTFkM1BIurJuYE7GfUSYUVOtiPVuti7Ul/RaEZqQLZzlxLyvAfcoxlXKN1gsYnBch66zyXt04iT0j1msHSgAYoBeAYBfPhpJx0DQOFuc6xUo091/d3w3fKQz66I5P4h7pdJaMy3vvcvajX4t+L4EYL9BUAYB6Qks/lHWzIXe0820TQIzEz9kKTYPu5DSLIM4yAhxML5K9ElgKYJPvTaC79NN6MqN2BhVjzX6uv7pem0StsTVNX3hP3ncAujvJ+c491otPUMWbPn4XL/2RM7uXVw59Law3YsYALbt2c91jXEQgar0KFkLsp2TrtG2yGQGX0dl1ZbyAfs9+xio+R3vLc++JsS6XCR6RmaJdrjen53bubecAoQT4EOtbwcgIc/Um5wLBMdnbyz2iMp83jEfoXnKvs7oMxO9u3LTPNB6lH1VdoTrYD48gml/qbFaw04aorh7F56NkOwoCXMv9OsR581nmPHFQsTs53YiDLDZpkvkL+Dpd5b2ta7v+viYTOCc74zk5yLq83dcza3wBgI8XkV8B8FoA/1lEfhXAP/TfPeXj+Qsu0N2Ww5HjoFw3DXD9pi0oN07yZbs7pkFfrbxabJV52ZlYdc2r6xefCtt0H7uJ+7/32AK+AvVTJiVlVXO5NJTdwYioIAMhJZDdHascTcax2cp4HAi9rlaZVAPA8WlIMEihlp0d+3sGhU6jMtTdPA5KmmNsaly4BwOrCDIAJUXRqwORPPh7EKnV+dy0dus1cO+1RHBJf7zriv3/+klQFwOdXq8KEMgCIz21TS1QYUov3AAQ2hnV1jWUndNVeQ+YfMr+bhryMQF1an+g7aGlpjbSE7e6sgr0fOEMgGEuyKziOQ067nPT3Am2kCZBBQIeVUZuYI9eBzpF/dBNkzesbaOS8ynw0KNO3a2B++9x6Yfp9KSu8PI//e6YD+/8m3sZrC6XhpBfTKPDAwCbp9w0GXiUNEggwZfV2u4zq7Q7OxZIk5Lohnmxkfd7yYYhNXo8cgOpLqoppDiWFSu/+AiX/0oMWNnd8XvnIMTxac533n8mjazqXUxD90iTxwhOCu2lereNoF9Waf63UQE6PXdAKBk/vB5ROSMIwoSzrvPcPQiqrvnnqTyp2tu1JLQhjbnNYKuuk6XEIONimv4tfGbb1qrcgOlOS4pfp3cGLricDG1rz2hlCWhIjy6mwGM3gdEQvffcMP+Flenxq8dOIDOXOXStgULjcWp5+33Un2105upX3oub/3AEnJxnoLxcQhb+HN44LqpbVX6mfi807dKrA9AMz4krBykjc6mBsDq2txvrQhimFqASrh3Z+khaKcFLylfKqpdXu2RiLAadzU2esbebAU3TQObLrDAzuHXavS4MSKWeXo9PYp1moqfTWQAC1bseCraH7IxzfyKF1xlxIXV77OZG5VEO9v0a9nMtAmI+xzxqGuh8juralZwX1Edz3naUiLTJomJljnN3Pt+ohOpsDl2vY+5S+hP3605YC4A9xwQUAbuvpBGTdu+eJdW7HsquUqMR5KEbuU4Mh8mOW6UHztnrrVAg73wf7vmhRSbqBC8ojVgbWE5jx0gWgYg/QpZHw8PWTJJjcE3o9bJgUNeRbBE8iARuf8+OMzbwJ/Z4wOYF2QtMiDkISHBvDJPJBDv0/CLueRQ/WHHle3Qu1WLxxOMOuImmnF3Y872360B6L4Ffj60A2P7XmoyTBr4iEgwRAmIArFB0MbV561VgguNysG/Ae7+XCTufS5/jxsaoE8gAQgJAfyL14ord0yaem5A8FUDLZYf0nfFX+GaIe7JEjHZi4KG85xH7Iya2J2cZJztwD1ixgV4+v/o7HbA8Ocdr3njDQILlKoBzXa4SWCWoRGbO0P25Cs+B6q6red/XK4vPKBdwcD0kWYxtuad5xZjgTHV4YED7/p4/GxbratNYzMN9mgbq/UEAdmRxlCB9SD96Nn8MfEgmhnWYGATrwuaUhAGryW+bMLSsfuU9Nm8P9j1GGnrnDU22kKqtaSV7UCpIv2fABNm7p+cRE+m5rYHqMkolaOeMbRHx7kkrL1TtFGCjzdsNWR6PS3CTsZN7/eh0lnsoGRX0k7gDlu6zYjwLZBGqeqqqnwfgowH8MQC/CcD/pKofr6o//3Qc85l1BT6UI5B1o7HKwCm1bZs+BN7WxqhNFiTq2UUmxf00DIuKgWstdblyA6ch3veZRjWf/FAaCAWFrEzC3JBPuy4qwQz2SaHTi2n4FtjnqIO6ql2Xlfqqys1VKjf8GjgFa2oJ4sU0HwIuAP2B0cGILJOC2KtTr+nVLtnbTURcOwtIucCwlVV/kKDN1SOA1afrJ7HIcxPBo9eBMhEnTS/o2wW1krTdi2loB9FpJE9ssRkJRNPkJtE0Ya4FqYyCSA2kJ9LUPOtsFpsIq2JYN0GFjU3UzcNY5eB91nUTdOxIIugDccmhTZOUcHdmDx8A15wDcDlABnp6Mc3kgrrtm6ebn4FJv1cmXvyFD0HXa7zrW+7NwN83wZAp8B5Ri+7MFSaxpMLT5A1NG94O1KKHwzGQyYMH0zTUCo3qfJEGj6HNNkBIL4yuzeQpJEmkNR6fWUDeNAHKsdJm+vA2KvlSFYEmvIrD4FGq9JhQsm8WWVX2IEcm9tllb2fz2rVt+n4Q3FM35qTZE6+tz8mgY/Z6/pwO7VrQlb9vBpXaqyMxjPXGA9aoUnilSEbDTCIZrLednX9XJBhM8CizuOzcZaBJqnN4QHjleVysIU1jJp+q9hx6VTjm/s2TqDrKcJAsHACyv4ujP3QMqSs8/A+PolpMgzZS03XlFGzO+8nEabmtraeDQXSrILAjVRUgQpz7aJSgWyUGAO9MrFLKde7mSTKjXL8eSQRp/kDcd20aAxQctNWmsfu7XIX3QySGNDitag+kXYJFuRElOyVox3WVvhMEvQGAx+iZl1CsF+zwM1/kus4k82JqwC/bG9OLotQdOwiO4TBNxAoWoe7t+GeTTIhZSV03bpLcBeMtkgPJPRVAJuXBRvTf3WmcWzLThsP0B+CeTlCqqO7rdBqFiNjrnD0Apyzr2hI1GQyAu6/hkdfbdb3vRwtfIbIIXUYQRod8Vtw3JFr4us9M+C4slggZA9eEXi8d8P2zBeOiZWcVDS8Zzt2ozmq3QSunvj0YTgR3+v30buAoEh4CQQSoQvrlPig2f4rEp7zXZNF5tZRMhbhuQKyxUfkdjexZd0A8Yjo3nSZoTM8QXguuvXp+bl0MOM9EEvh1uniA5EysK2eGENSgRLKYV2EOV6XEKGLSS4JjkfiRcdG22fKUc5bFqFuLSoVxOEEtzpVohQrYfr4zxoO/8xAyHuOF/6bLOR5eDL5esEvEfJHdbvw+Yr0ygI5sQKlsDwCSJeusJIJnsbfRTNH3SPM/mbqs7qKYi3YfQ97i90YJuC6WUbSydsRroOsyltQuC0ezub2PS0/EZcXx7LAgQuYa7wkr+w7W62KZif3e7qYRtrN8yWQQX4t1tXbPkGXGl4DFPbs7CKlRVeX8YSzVtiZ7rPx4y6XFimQjMa/g6BxcW62NhQEYcEaQ0BmJ4v5CAZBQivRcHQKIVLf9eiYOVT13MOEUwG8Rkdc+Xcd6Zl6BD8UoAjm9mNrC1KtzEWiapOGTCsRgDEBQ/srBzfpw3xaA1dqCwTPTvM4+wxcrDzp+9Zvut7cikksQgf4PruMTDz7iZwwQSd0FskLgG11Ub+aLXFA8SSZtGm4IGFV8wILamyf2vS/63XQWKCX1/dLrWXDoAIaZ8M2t0uZyD+s1XyyuDz1qCw/bcbUtqiuHWTVhkCNVXlt+X+g0Y0NvW1R7u1klI8Uwft+FLjMSfK8ChCkPkJsWN3oHYEiTlPE4mSZA0oNdy8fqekyt2SyqLgH2BAXUj3EHQW4k66tVJhvDoQVh1Ff2zORMF0tb6Inyl6MpzDrDrK7Kdov7e1G5f/Eff9QSdPdZ+OW/dk8m956Ihy4YsA3cE4OoMDoLRObOgOA1ow8EsFHRYlVS3P8iDDpLgyBPduN5Y9LhwbMuFnb85TLpr7xPXi0PTxJWgN27QhsP6vg8PnrDq73TdKGncdqqMG5sO2PVtJ5oVTW6x25EtVD5fl6tJb07jNh4LaQyhpBfFyVoVuiGA9AoAUdnrVhQ0g8KvwWRo8IwNb0WokpDOVKpkS+rcrfOoSc52PrWjBIbk6zQQGw8TOPb+SINBJmMqyXjkbyKQHqm+VRV4Mphdpphwt80uO9PnqepYVXhl7/+BQgdei8/m67Xsd7L3i70niv2jC2Xds6rlVVIGwMejFHjYHCYebVRJdfpDHjfo1mFciChc7YAvXrINrIEvw2dNudkmM6RqVb+HZlCTGa0s3XZJQU6nTnoOQtgoyvAqAAW6jrB1vncPleTFbbYQ+Zz0NtApzM7V3r8lFIiINl13Ft8z9XpLJlEvP7U8N48iXbBAUD5s8DkMJIRmmHymJQpAAm49HvBpApW02UH99qqzs5Cvv5L8TliXeFzzs/vrLsYfo+5R9LjR7zzE7oWD3+qy1RcfvDQP7orEy8/l2AMuAmh9PvW9pqMOzIUGEMwgSjPo67j+kTFtCq6V7RuIktaP8Esv79hiupG0bFPu5Rgg2XISi+Q4Kbv8Xp8GkBf+C6RwdW1Vm3mvCHzo5QjkMHIe922buasweCJrk/rbCdaglJCU+KCUUbJZcgueU8Zu6zWVjmuJJN4Aj79Xu5ZnXuH0AB7tbbKNwEJf00UJej1cFlJBJAxEQG+UqLF4zUJdoc3FZkaDkSTpUG2IerKKueDvsXQ5xdB3X/fp5q0lUWYwfd5dZueHw60s00p92DZ28tr69LWjVbAwVao0rh7NHK/AYlkXwnI1LWx4zwu6M4vonsNYGy2mP+cd2Q1dJb0255V2Z5Ixtign3O3rje6WZnfi61L6msn9+ZqdyeuLSUT79dpiM8okM9C0zhLQYPpEZ3hCMayAMn4oIhZ4/O45ERGw/BE6B674d1ZsltFAH2MqytJqWWXRVGC41GMc3PheIYIAj1nhzwrmAsi8pMics2//xwAPwLg9QC+S0S++Ok45jPrCnwoh+sLSV1ja0RqiKj3N1r/IipNqCRQQZBO17Xpfj6bW3BHOj2QC+RqbQmLGE3vZV92Ey/9UaPzxSa9WES1n27DNHoJai4rANyUfbGlw+1Gld7131o+5KRKMyB0E6XQ/DLB8aQ4nMsZQJM6OOinMzPd+ddrc0X2Vk30XZAD15yJtbXR5dLN71aRwFJbCrAKex60MrRtBkeAJT0H++n067o7dTOlrPaw5Zz/fDhE9rhfpDEUK4j8W+o7iyAeAHD1yFs9dtnPnBW0u67a+7lx2EaniqYJrbwlUHdQ/Z0twjFcxlZtJ21SpzMzrHPmjSVKO3kPrxwYnbyqgPvvsTc82C18MhbxXOjxSVY+WU2dWWLwqq98DI9862GwPIK50zS22XkgGJRTnjt9Fsqgu64MyODmyiSNhnW9pOZr26WZHynCnBODvt1bD8bNHKqJbhrxOfh/Dgb5k1G0JA3zN0pkPJhlx5PwXnDpTHXX1exGwAScjI71yjSTBYAie3tZwSYgVPpLMIDylpnBwKiq6JxR7Uw2j+f05ADNGHysM1GQvR0ENdvZJVbFM9NAPb/IakzBtgknebIaLjt3GeAz8ev1LKHoFDJfpuGjV+RlfzeDFybXgwH0vrvtdZVVZtC2yWTo9TzQrbPNp193XSzxqq+dZZLWaXppVLVJdjzol4duGP2Z8y8SkDbBsqp2yVuXVfhyHrCqy6Q3gE5/BvzvoipK1hMlBiVoQeNhwJ6Bto1OQvQOYbtEq0jXcXwZDMJ4q9rdcbd8+zzVtSv27BOMZZcC1QQfCY64/CTWPFbTub5ynSGoBU+eCaCzGldlNx3p3xKw7u1t+rWwcnx4YGtvqZ+uK8iVo/z/fBHreXi3ODhuQMUdUheo0fZ1rZvOsv2aB/khJaB3CpDsulvWQyat1LJHxdqThQAPXdd/31e2GH2Pbu5PvKb33GVTZr0Grh+nl4kU+zuZE5S6cO1cN+hOz4oKexexUbx/kRBvMDxJ43fTwGBzcO4y4WY1k+vWoO+tDIfeDWXla6E6ONbb7EDk7AA52I81PFrU8tksaOix3nryGuA0E8rh0Kv6XSZnBCiY1DvTg0a6qKpIjNE3M1QZDTelD6zW+7ob3cGArJBzDk3Gaay3bux9yCQgWM4uPXcyd3mfes4UI3tAnEnEggTbVhKMrquIzZLttc54gEwsfl4HyXU+jyKS9HpYff4EL/jx1o6pBpRFku5eMpbUzzd9jWhW7MxApe+FanocnF/Y5ez3ImaOPYpJPABtW1TDIaq93TRu5NrqTB9Vl8lwrjtDAG4OCziYsVgGq62bebtTL9KVrBjZ2QFZkRU7j/W8HfxqFXMlfAkcYAzJZwCQ1no44iKPw6Uu/CX8PgRbstdLjzP34aEvXJhlMwYYDnJeMqalbITxddMESBMgya1smqrKDh7TqbHN9vcuP2+f6UOQ6+OtX8+scZeqXvfv/wxMEvEFAD4OwBc+HQd8/oILfMA4uLFQ4+YGLpCCulbQP0NXRT8BN1yS4SAQZ9mZ2EJASi41Wms3cJvP8WNve3WaYfnGKL3aqmNMpIA0R+R5EF32jTDoqkBS+QBQzpGIabHh17UbfHVpxEOnZi4qHjTKeJzdAVgVattY2Bn0sqd65QtKtAw6PU/w4nyaTtqkbHpyRRPFMPfyamuwA3iN6wpv/1uHyTJhMlLX2UPdHWvDAbmu7VrcfS0qSLp2SqWqJV6t0TDDtNE3i1jwb56gu3EcyQKDCr2YAtePk91BoIhBl7NFWJU7ax772UvPXac5280W20xIIWxb6PGpXb+9XQd8mqza3zi2DaDrgEeu2z0+PvUKhd1nVTX2zXicrAM6P1d1bJg3H933qv06qsRxrYRtmrqs5DHY9OevrNDr6ZkFmdz0ANvcWP3rO2AzGaWTNpDmieJUdD+fsuoWzy+TG7qlD9zBugBmdLm0IKBp814SXJIqHNXDZ8JBPD09LzTCHgDAK3z9QVKYxcxPf/lLXujn1EFvHOczWSR2kCpdpxu7h5Ub8iklVetMUJX3icFtY1WESNp2d6zjB/XMvkZ0Z+eWIHtgRiAqGDKqIZnRpsHZ+tFLz13pZVvFWM9co6kuO5N+3yUrdTx3qYM2tpU8ciPmHrybj0wmFmzt7djfnl1sapUZSF8/xsn13QiqZTDIVobXT+J6S6+Gnk9tDtMwkc9AJCJtSCaiTSUrkRyedMn+XkGDLkAh+qUUr492uASgHAyTK0f2d8tVVIylbzRhnF6EdtYMPFcJWJHtQINWXs+2hdL8rkqjMUhlwIp3WzCQzZKOX/qqFzlrrrXzJFBH9hMr6bwGA2sZWkrozNDV94yjfQTTZGEsi2Dz+Tli0Ieenufey9E0wGyegCVBdZpk8vie1NzRuhuAchv7zIYvDHXoziRRN1gmMB5eSu6LFBIemu1WbNFapeljVDAtyZWzKVZdD/qCe/K8+Lqbp4iWt16NNuq1V9rpK0SqNllanrxLkczwnrLQEIAS1/C6tmSH+wufj3Wzyc4omE6yM0lPE96v4dD2K1K5nXodjIuKc6m1BG61TkNLB7NlPM79kH/bOrjjnjuM9Xa+t8kqPufNrUBzJSkV5HPH1s70DaJk1eVYbN0bvhacF/Qpms3juYiijtPa4zNyn2Gi7mwixhiXnrsER/3Z09XKWUUCrNyjxJkx4YtCNluvl4kuEggM8J7roYPuNMougWldLMwbBjDTR7Jlfd+OjlGTMcJQFMiiFdmx7kEDIA00h8NkIRD4I4Oq2GNk0I/Wz/Z52+y0VjJNYrJWCbBRrhQFrLUVztz7o/L4a8OEc7mMtuxcn3W5Stkfvc3IPiPoUltnnpjbfs96bxgmyHJ+EcUypVcEz7nTNEBv2+w2QxNzf7501+J+6fVQHezbGkQzagcdkylpzxNznOiihiwWxHWHxVUEULVt8aPv+tuXmrbPjiFZ4Lj165k11iLyAv/+AoBTArEE8LQgIc+4K/AhG6RJd20k+hv6MHcID2TucH/jz8PQrhLbUII+J+lyT1TUdcUyGpqLcadBQXv5F7/H/s6NfgC454JEwBJJDmlgbggWizs1W9RvkcrmC4wBB765ALbAeHusCDKZYK0bqxA5yIHWW9NNZ9k2zK9fmOUBqbkHoqKhs9mmwWNVh7NsJN7cvFQRDteeJBEljddW5hyv0xl0vcYDf/x9QKd46ze+JAMEVgg7hRwdmm6adFQGqTTeZCDmr9fj00heuuMTUANnxkWTBDvqTPqkvsVkjwZPQRPuCo11mxXJOxlMuNXefyMxAaLaC9eMR1u4a1cMADs9d0ZGnUEt54Ynp9qrI5ki5bd70d22ibqZ5Gv+3Ftdl1rQ2dnSkFUx+mcwqBCjNofzvUjoskMPz8H2Xr7xy2hkrA0m0TSkYhA/NLpptPqknpntOlkxpWSi62yO3393PlvjsX2G9SrmAlknvO96fJLUxaItaSRzNJAs2DEA8l4AeNXXvwOoK7z9z7wmK4rUMJJNwMqzH0cGfUtuVmt/nqsMLJqiZZmDeDIaQa5dsaCcBlgOSJZu0eg6My7jPI5Kkc0zmYytIv6CezfNrS4xTLu9iPUyAkOyLa4dOXWzYE14hRKVAEtrTSZ1lb3mb/GY0HFW4rgOrl5xv1fH7LO95s+91RLVvd0Ev4pqbLBxuha4+0o8L7pYulP5OpPfunaZj7MLyFogO4ESiJvH1q+8ACY2qr+TcczzjQq3M+ZQGdiBpom5273sBdnGbDLanJPOLgiApWmAhx/zzhRVVssZoDtgYHOitaSd0p+7rxhAPOjjNf/HO4B+Dw/+tZfmuhu02HUytsi+uZimxKLtor2qTwDgocdszrvBZ4CFDihaC8hhXIsADfwZpF8Bn9doweqsPHasuNNqklKDzoCe0hpPlGRngmp/LxM3ApM0q2SiBASIzj02YpHJOKv/ZIC86N78bLM5uk+doTo5zzWW85DMsa6NrwDy/Fkz1mUhI2CS7x4vkVDeQt3W2Tw7o5AZwu4MnLusqjr1X8kq69NzqADcej3g6GCjDSzPRRgTAAm0tq052HNel62mSdsHsiMH5xDPxZkMF59i6+w7v/X+bKvtDCBxVhREkvEB2NyjzIPH8LhQj09tXvTcf2C5irU85Ka93oaMJCjzLqkrK9QB/HCssmJ+6XnLzmCM9QJYsXil2t9LPwSbKMZw2t9LcJJrA9v5jvJ5RNNYx54CeEIlwH1353VaLPDeT+oBJ+dZ8CEIRD+BokMPrh1txgLO6Io1nkDvehV7EveDYPVyT4jYvMpEm/tYv5eGpEAUSWLvqbz7Tr+XBu4OIG0YSwKb3iN8ttbWWpvzWaezjXmhhWwpWApkO0WXDUXze03Ke/bd13LertYpVWI7bso1gGRekP3VH9g+XlfQR64HWMoWkmWHLaEHEgtXAMK/i3GEZMvx8AyJdd2ucxhBPpdHSB5v+XpmjS8F8GMi8tUAfhHAvxWRvwTgjQD+8dNxwOcvuFBWChlQecuwMAdj8NB2prcGUo/GBYx6alIYPeEzVkMRRLtZCjcKyiRkOMTBv1wh+qL6psQ+9kF/dKBCJhPobGGLILsfUIfGyhMrGV41ZXK0wVhwvWrICrg4jIbW5s0paqEnc72r1JVpm48O7XPMvOsAaW7uqK8X00DGwyiRSGypL2fQwVaGbDlFFJrgDl1pWbVg5U87vPLPPYyz7zjySt7M3Z0tCZZCbxfBHSm8pIuKFAGJARwyHmXliW0rfaEPunPRxihodHazw7MjkhxSHHkf7mSU9E3qWN2bwlgwberBqZlVhZye58ZMLd/FhQE2M3czpkTn5DwMh9QpiNXb3wd6LKgqZDzG4A0Fg6Jv7f1w99W83mQJnFu3Bdm1TiXmUl88R0BWy5arrOZxzrp/AtarjfOP/s0oNmXOLa8ABqWer6EO8WJq1+d9j8Y1IuuC/wdgz93997jrfZUAG/W2nANFm78InHtFKzSfu1okSC/9B7+Ct3zDA7EWRVutrrM1g4GmV2P0/CLlGS6NscqoX8f5wrXxptPvHrth95FgICtqZDA5wyrYU7ymnGc876qy7gDrIuC7zGCg7qBJ2Q9a9naBs4tN4zf6CND9mqBN463Cej3o6VkER1JXdj/F/G3M4FTQf/N7ImkQZ2JdfPvBRqcJ6fehk1FUd2Rsferl5qmt2we7XlVcb4CSG8wC9zEogZFMdIuqaNNEJwi2HyULIYA6d+UOCRBpqPQJ6jp7Jh3Q1NkC9MkI9k8lkBfd59VryaCaFV33TCBdFgBkZ5z71IUxSfDoTYTHgd+b13z5r+Bd/+j+XO+8FVq01SRoTHZXW/SqZxJLycPujoE9g76B9iW41DRW2fYEJirOgIGJ/X4mam1rLD3K/RzUiGroHQxhssT7CaTRJSt15xc2p5g8MRHuFea/bWuUYSCAoQCPjk+juh3dHt7x3pgvBCvG37G0Z52SAQc34poWYD714WxfF9c2mDMSf2uAQZfPORMLwPbu1Rr0mQkmoZuZop8Ge7paJd3e30c98Y7P/oizdN1vItZbXl/+zAFmYWcdsvQIPjOmKNftxpM6B7ds3Uu5xgN/+gaq76fZac/aArKAUhj3mRRwbs/o3q6993yR+6dTyi3hHtkxKQFh/EggmtfR14GUIFUxnyuym/hZub/cSj9/EqPa3zOjVMY44eNg0i5drcKXKK5R45KH8rjrBt3NE6AyT6+IkSsx4JGJsjMWcf0kE1YH+n/7T/5qdlwqafk09XS5HN77sCW49NnSrJoDSM8xB30oGaY0Ubgvtp0lxesmuzA5gEHgzeJ9Xx/c4wlAyEbYhrFz5o/ePLG4QmSTpcNYnc9fAImDZFNUkl4ajIfbYp9n4a8/KHxMJObk/h86RfWDO5nEE0RhoYX+WoVMJ4DX5TLOhZ1isFobwLBcedv0VcxrMjAo82KntCiaOli8ueYUPi0lIPdcHQI8GzwXVPXfAfjNAB4CsAbwszDWwher6tc/Hcf8sFwBEbkiIj8uIm/1f48e53V/VkTeJCK/KCJfUvz8r4vIm0XkF0Tk+0Xk8EmfBB9AImuFxwA3wagi0bRPuw1jwDgf6qtYlWbyx8SJmzJ/V3t7G0fXTz/nANq0ttk5BZDmOFy8NzoMMMAiGg7YIueyhvIzskobGxwXJQ/wWS2LfsJr1xZq0dXA/y5QyMdupM5tNHRDKslK7Xi82SrTNYsRZDLZYcBMJNTp0RvGhFz0KzfCE0n9PfvBL5Z47/uuAHWF6ugwN2TXfoWMY92E023Q3phoeuVIetZ2R1htKM3++oMwzTJjI3ebJuW9qnOT4n3nKI3GSn3mZQb13ZVkIqbWLowGcACiI4M46yMYLZ2mJKg/sKTEafxMhmRnnNeIABE3kINdCxK7DqtPtd7Ub/m7L7LNZ702uUVJpXQjIm09KZpO87NwAyKI4xtu0Lr9vgEIamIwRxjMskJK0yanJwfA42CT7O+lOR6D1ZJ6y1NisO4VZG076PseyYCaia9vqhsMGJoYkQbK1/rawqocjcp0vUY796SuMFAKf5Fys2fA4tcqdL7jkQesrH65KSe7EQAZTLYdwkCqKqqPBCRYiarrqGxXhweWmKyKteWywx3B4R4tbNkoO+OkGvd7BkIxaHFpUswX0pV7vQABKF8LbTTgXW0KJ22poHsTu6dNi93PPgWkwjv+gRnr6mJpLUJVg43T3nclK+WnhRyHiTODYrbkZQLpTKxIlDx5jL9l0OqJmtJMjfIlJlruzxMO6d4VJejBXLcBu5/+vAdbbLk0ZgCvPdf1yu9vrzZ2GbvMkKrMpLeukynCZLTKysz0YWMEyO4ucPNkA0yIJK1gcOnFRT4T2qWevmkTnLznmp0H/Xd4P1eroO8GmODMBZ3NE8zruqxE7u158N3cOTB249h18UXS2HbmMbSwtp7RjrhfmNuW5n8cblaX+wKB/6xosgsUgAS0/ZmY/fEr9rvv9eeCLEeu8bxu6k7zi0zEgnLP+8m/pbkeARSeb5nkUtNNQMT3hurwILvf8Fr72hnJWsmGoNzUP7Pd14EbyBaVZYIxBIsJThJ4IrDeN0DZzBrd58nlKsGebJrwBdDFEu88Poq9UM/OUxJAEK3Top1gZcARi0sE4rgusart3gnxDFSS8WBR3Il5MRzafkiZ5Wwe88vAjKKrwCWHLhYQb68bTKp1kxIOnutwaPEEi1NkUXDeFMal4tKpSKg5V7y4Rl8Z6bvfltg1/Xef/GuBpsG1H27iegSjgveo1zOWJVk86rR8jw24zsdzqF3sFcL40LuDSJ3tQKONJY+7WBg7o2mM0dOZ6SdbhEq/n+t5v4eKRpS8jwT5vYVlzBu/j8EQDMDXY03uJxy8dgSa4EW7MbtX1fkMNA2OF26Uydim3A/JOmR+02kY8qIqOppQyuVxeUhYueZK7lvBiOw6Y+r6Nei86BhxljObTHasEWM8pwfnwzPfcwHejvLvq+qXquoXq+rXqeqbn67jfbjgla8E8BOq+goAP+H/3xgi8pEwo4mPBfBRAH63iLzCf/3jAD5SVX8dgLcA+N+e9BmURm2s/DtqGKwBBntRwUwUn9p/Bv9m0rjKagBNcBjo0RSIG5gviiGv6FroHywefg/SQmfoPbwjuSDqGCZadZo28aGmps+PH2AJtVH+HmEU2TSQq0e2sAHZo5YMCiLQ7l9goEpt+i0gUFxqDMXR0kCW+z3Iwb7pxhlwNY1RViMB8ACZrfy8WrDhoO6eCkz+ZTjAa77srQifAwZDvF+FHjfABtLrFsvUznaKaGnITaWuzbiprqLFmOlMC1YAEzv1dopdMV8KulvFe3unC09dmXRlNLLg2ZFvPT6xxJ/J4mIR2jkQ3HFQwpIup/P16tiUA7i5mGZwTCYAr/mNE6sAj0dRuXvVVzy6WUFiktE01nLKXYpDq1lUcjdajAKbQS2QvgaUf/DZbRrI0UEELtKrozKw8ZxdPfI2lbOgIQYdnYGTB8XU/svOJNzKw0zx2pV8vggYlgg1r+F4XHi2+PlQdzmbGwtkZxJtDF/z5381PVPa1lhBrEC4Rlv8uQjNtlQG5swXac61Xtl1IdXYq0Ui4p0/quym4H4FSjnJ2nS41HiyXVpUfHom7dpw7r7McNCGHgl2PepkOjHYJ5Xeg9R4Hnn/tXP/Bk+gCCzQqJBzyNeHMDi8fmJr12gYCfZHfPH1eG0ArR4AVu94KIG4gpklo5GtSU2TAWAZSBHIKcGrSmwtcdPdmEdtmx4vbEFGIMINJtWD/ugtznP1qjiBB5o00jhWjg7tPY8O0kNjsUjwz5ND02GPbN5fzJwRpMleaSxZZBJIY7jX/O+/bO/p0hLZ3dkE4FzTbB5FVVa9pNoA8XW5NI3vcgWhbI30Xt5jD/ZlMAiDzZAcsRoY8g71bk3neQ/ucN3tHrjPnifSqtn60f065GC/2PPaBBi4DpY+G0AAf2Y8u8rET4vA3OeMdaA5T6+lR2/Yaz5znUy9soDgHUJkNEoaP+cnTZ6XqzShdZmGydSazWt1S5EjOtbQo4XrXb+38SwQoFdWP3kfQv/t+8tqna0ugc2OBj0zoctCRxtzN9r+dW6IurdrIMFomEUWrwDbOj60a+HMnhf9kfciaPQuH91g1cCLJ0eHYHeCiBPm/gwFS7EAuoGUR/q9i0IDYwNeU6f1R1cU2H7MZ05GI9uT7nDdVXYeo5QWCIaNjNw4eb7YNPCmrwGQ4CjjmboG7r2WcxvYYEtFfEdQZrFAyLoAXP/kgh0HIOSRjMEvZiYRKhJu4dpI/wWy8IAEKOifwOvMBJkGuFyHOjVvpdIzzA2h2XY82k2qBigRRQ8+P4w3y3a3lURsVB3sJ6jD++stfqNoSQYECwDweUejYmecMWbZ/32PJWDn3TdoAGpFBfOEEY9XaBKKTk1a5M85O5LochVrtEzG9vrYP+uQNwnXCcCu5WCQgC2lGU2z2TnjFsnuc3I8C2QRIvLriu/7IvIXROQHReRrRGTydBzzwwUufAqAf+rf/1MAn3qb17wGwE+p6kxVGwD/HsCnAYCq/pj/DAB+CsALn+wJBFXfkxxqC8WTsqC0krrG5DeMFNvUchZJGKlis9/4QAAM1OdKr5fmgdT49dNVG50lXw99293RPgsAKFcIwIKBAAerjf5+ATZwIWbPehRBoC8qMhqmzrItzL1Y+Wrys8vhfmrqWzfz6lqrWBEBpZ6W1VmnZOp8Edcn6OXug1C2VdO1mc2om7Sxj3IAAAx6HGUmot2++iXAoVXIzYnXrympW0QYSQ9mtSS0g3Ye3VlhzOc/j+PN526SaHODmjujmrVZcWS1QrtwEdbFwoJkVlvuZLRd0N6jxRfdq6fzQq9f533xAD2S6brKRKDw49C2w+xjXmLHIaAU87COzZd9xeM58fG2b3pxXDfqaGmOt9ENgpRAVjXpb8CggAGkfxEAYDcAVorUW66GTp8mZaVu9cZxMAxIQ9xoS9m22WmBiffZRcyRoF9ev5mgCD9LAZIBgO57a9Srh6BeXdfrDH78uaWZqYxGwL132fmzen18kskQN3H6wqybrFp7EBHJa+3tBL2bhLXhc0DCE6Du+MSSTAdSpFeHVIfPqyUH/rncWI+GbnKnc7cI2KDqXTT8eVqvwy9DvHKt83kyVmgmtrbWq9YCUhMgrmusP8KM7spnWBeLpMsO+ilX80o/3Gjvnf/g3lzzaGrY67kxXpuBFd+TXjDAZrXSr2e0KuNwGnu0NfaEGV22GJXKWwmqPxOP3nAdeOEKzmCRz0/TWPLTOGBNr5TJONsFH58WxqrW3lhGfg0JZHlrYtkZpwEcEJIa7boAOLQ1dsDiY16e4Evb2XPDCqFXFGU0siqX+Gcrq4qUkKhTdQf98K4gA8HmrlXKZN88MmQ83gSBgax+c3jiIbcyCS45ql95jwMAZAKmNIMJMiuURqV2002yGdarTAZ4fStxAKTC8qM/IvcnMnQIZjMZqVwDXlSMte3wgn/tkioCOIwtFovoxhKMJd5TIIwzo5AQld06E/rSj2ZZAOqAzd3TM9/DveBQMgs5V9lRpZ9eBiF9YrW/vD9VMnusbS2p1kXSU3YSONwzmRTnAOn9BN967qHihRyo4tHPeG2CsZ5cx15TsE67R6/b/OTncl8rpVEyUOwlCYqwiCE7k/D9USaxUsg1pcp2skC0aiUoEl1cLjvWjTHvuH4FGFDnfSBgfwszI9bDkOe1yXx8+Lqtua99ic0tFp84Z4EwAhbKNwu2qIjgRT8yS1DQ2TyML/R8mobNQDIByC5YLqPF4sagVJKeAC6PjPvj0lC7tv55dnZ8Pe7lNVC1eIcxiA+pDQwPWQulFi6tDrbcao2OQBzBv/4g4wFn0sj+nhUuqjrBktU6jd+Xq2T1qWL6Ca+x54xMYJdjk8nIblrdI48F80AXy01/I/o1OGAWJqpAdsVwCRv/ntI5dblJdOZw6WywfdgutlPcqV/IM38IniWGjv+k+P5rAbwcwN8AMAbwzU/HAT9cV+AeVX0IAPzfu2/zmjcB+K0ictWRld8F4EW3ed0fBfCjj3cgEfljIvIzIvIzjz32WP6cAel6ZYEL27xwgxv0zXWcmwyTbS7QTBK99y0duuk/MPnZdyZliAZvdkIA7AEPXwNqyD3gvP+LzoPGSGRUG9OCRYAYgICfb5Gcb/xexPvct7lI11W8jlVQ6dVuPOkBhRs8ZU/xOlFeIteDvlUM6O7e6wUYEJurm6gJEWVu5Kt1OlAT6GF19vqxfeayhzWQdD3t8NYvf3kaP6miftt7DeSghIMbGaufNhds4fVEKjT6Tm0jfZIAiq7NiVrcKEedCULGQuWtMKOlEOm3w2HKObyrADXVwTh5AuPx5i4/i22KEzcndfd2708fhnN9dy5v2gSsWFkgjbhpwllc6go7v/CQBeRaBDVe5Q3TRVLhXErCefaKL304mBQZJHvHiNoq5wSX0mgxK8ZysG+f6/AgNr00omKXA/9cd1/LypWbHykBCgbaRVAUXURYeWTg1O8lvb10aOe1KmiLdA0P7SRg19ordbh5YvfnYubH1Vw3fPN/81d+RFZBFgvzCIhgNoPO6KjgiRgTOl4/GY+yQuaaTgamGxIoUpXFu6lMZ3YfCMTAKgzBsCAQQ1d+scR1g5Vz2bnLIMsNdYN+T+DWJQvBWmASXrvZKwFbn4M6n2fHl7ZF/13XbS4wGSDQpJ2bLnqgTKrp2o+5XOElf/zhZBi4mSXPVXp1rg1+TUrgMfTfbQs5OrBnrTDwi4B2sbD1lt0waEbowGwZBBI40cUy2uex+qqLRQa8fEabxp5bXs+gptYR+LJ6qYuFU+F9Lu/tWYXx7Bxo2jwH15JTPvPmv/RS+/lyCSxXGP38u7JiTqCAVPge6f3WljiAFSa6w6Gtib6/xrWtJNupsXq3XhlTZzqzFsTedWdjjxIpWD0SQKAuFia76T+xQPdx524A9IvNhILnwfMFElhixXG+8K4GDrguFvkZPKka/vw7kiVGFiIQ7a4JktOl3s8VMhrivf/f0eZ5cg9Y5/6HzjXonP/aRWW42pnYnkzfBu0sJmI1Fsj9mAk4E1DKq7o2PR2AfCaY2LGg4M9EACxlNZ97SwCndRr0lXJCshu4vj583Z7xlXXlCv+AgiHw4F97acrsqhp3v+Ettg6RkXDPtXx/Xp+msXUWCONGgmLSZxeGKhJyuvhzf9bGJScu/6oO9oP1UBZLxKv06gxLSLUZn9zBvOVaqLN5MjeBKBLxHgZbhvuGP59RgOHrl0uTN/n79B98V/49pQoEpIv7qet17q9+nHe/fpxAKeNlKQx8ea/rauP+S11BdnZQ3Xt3XjPON+2SVcR4lPeoLeLgts17S7YT7z3X8n4vP5t2QGfruLEOHThsfW9crzw26SfThWxZeMy2XHqxsktw8OaxFUAAi4H294zl6iDAO77tgZRVrBvs/vu3JtNl0Ed17Yrdp8EgCyVth+rKUcQRwTaLPaNOM8u29TymSqC67SLO1bYzIHo2d/ZeL4sX7HjB+eHSoDDJfAbKA57SIcCzwXMB2Ohj+wkAvlBV/z2ALwPw0U/HAZ+2KyAi/8b9Em79+pQn8veq+iCAr4NJIN4I4OcBNOVrROT/8J/9iw/wPt+iqh+jqh9z11135c+ZfJNS2utFIhaLK3XdLinYcP7vFY7igC+IhbMqH/IuFyJLSNzgrpcPHQNRXSwtUJ7PgbuuWLDPjaWxBSkWEG6aTFzYN5x0vsnYNnpPZIPCS0aD/51SktF4Aly2YOKGXqL6gL3HfBFJR2xa1BmTUVBuJKywso81kEmjewIAyJabvuhFsrO74wGtLdSv+No3Y8NcD4hj6cVFJtXrJtgiqoru5klINozitg46np1AVqSlrtGdnFqQxQAEQHV0aIstWQ5EfoFcTF1yw+SFxygNBT/YeLy5G/ed8284TB21V5yiDReQVPfpLGmPgPeUHgcCLf2+tdaazRzUKipJbKkUAWUdpkhRXSIQcP/dZtC2v2uvHfQhu7tuNDjPuVVcCzKA9PTMNr2bJ95DfpWAnlOseT31vQ9v9owPqmzHC2i0cm6ggM0LdtvgtSzYEqpF1YXARF1IXvj/tkU3naVJFopKHAMpMn5IOfWA5VV/+cEMSPjM+PnnWtTLSrUHndXuTrZrJUuDgCirs6xEtlad0/MLT8yMsUFwpSPjQ01XzIoNJQXh3eGUeVbSnuh43LkLqySbFKq1QNzb4LG9r/Rqu6+1yXWUoGmvl/4unRoN3a8J6tpo0Vw/WYEtpRRMilhR7PUCcGMnA9xzzeb0aOhJ967TyqtIhG3Od6EPj+qYn0N38yT099TyktpN9209Py+8IYrkidVqAPqCu/2YTF6qNF4rgQlnWFgFehlsINKrLVnn3K0iqRXK00RMBuJBdbRog+1TuljYPJIKr/5LbzHK7mQcMj3Z3Ulp3V1XMxGgF4UDgvYe9jmwXgWATeaDjEb2nMw98ea/9LhxjbNOZ/nsskhA5hJBfzJkHMTW84tMci85d9X3Qtnd2WiFFyBmXRvbIlg2lHysAuCNjkq7u+ZT4TT/AHGZfNCFnlXdkk0nEj4jqsYcQNMA914LRgrnqUzGARRJv5/yERhoUUplZDI2oz737Kn293L/r+toMUeZVPg+Obst9kBWcAnCAOl5EEUZTWadXfPsxAFkvABsdFRhS7yN67Fc5nv69eE6Em0jpcJrvvQt9vvxKH1f+k4FX64AN9NkwljKGpTrbpNa/+hwowSDV5Z8LlceM9jvtWlQ7e1a1ZrJfembxOeWzwDXaQJ2pY/WJeYtC2DV/l4CgdTRMx4rE2t+Pu90FN1lOGcm41hLDWzvAixOIOsWEJoJO1m3TbZuxdWjonWhfXY9u/D9k/e0CpAd8HjB30P2doPl4RfCYl/OIRaHyCphu/VBP0DfiAf6gwDRCCbFmuwxodTZ8SOuPQtvTNTbzgC77hYgAvBC1iSejzD6VttzA3R3v48H/ug73o9twthX54uQJEUu0tq+qufnJvEcDnNv0S4lH9Vmq1NQdsfzXDcZSzL2XzcZZ62bYLEZcJwFEj7vGx0/nqNDa7nt1zNsHIjIp4nI7wUwVNU1AKhNyidWMXqS42kDF1T1f1XVj7zN1w8AeERE7gMA//fRx3mPf6Sqv15VfyuAmwDeyt+JyOcC+N0A/qBeQpAW7rRSWes+Agik5Hau/+xRMlFlxZeD4ATg9Eanfk4mGXQCttC5VCEWdxrfeHImfaON/coXv8x+/+h1CxyI5I6MbmULjuZ7FA8v9bZwjVh1eOCmL846YOWATrfzRQYQTB6i2l1Fr22ayzDJjoSPSDPp2E455+/CDBMW2ISxTNtmJZeGPuXnWCwiWeKGpTPXAfMeaG4UALLSQDqn0yGr/b2N9luhnycI40Y2MTpS651GTR+C1ttIrht0p2ep665rYLm0ioTPAybz0LzPdo1SgnFHg/KApjEtteu2WU1PrwwLsKhFj5ZoNNHzaiWTNe06b7U3Cmo2ExgCD9SdA4jj8Pq940+9xq7J+x41ZP36zajiREJAai4rGqS/k+LIQRCELBCi7q2DYK23sPKe1QAyOC2SGn3vwxnYqLFIbB7VBjwEy6FOLbsIpGw96x4S8Tz2erGBlkZyAEBTIxp/beiRgVhzAkATBxx93jD4l34fcrAfOm803lvaaaa6WocWtKP+t2mil314t/icDzASVl0Vr4IHYODBIBNSJnLmN1Jn9Ypz+LKjP7B73TgdlNRcT6CMBVK5QZ77LlC2UxmrwZKiMfR8Gp044HRZ6TubaujtzYZDB2k9wKIUi6wAr9I/+BcfsGv7yHUL8C5mNkecwcDKjohsgCy6WG7ILKyrwSjmr55dZJs+p7VitTYTwLLKSxCU/hfjMeQd73PN+sorcYVm+mDXzt9lWCFBY/JLIJeslq7zSt3Y2SGsqLZZcSUd2INCY7cUc5ssI/VWdrwnpwZUoaqBx26Ep4reczXBPyYWnrxYx5QmtfirtRnbDfqW8Konn578xXuQwu/7XyStpZ8A5zzZRK6Bjfe55AiKb+OyGfc5spZtxXuTIcDnjYBK15qvBeUKrkMHYGsrk1nua85qCA8C7imNtSLlXJ597xX7m0dv+Nyd5hrBYgGBbr6XSLB+wm9g7RVO0van0/QM6IyB2J2ehbQoQGpPxsyDqonYQZjwFNXkKLTYhcl1qXPwdjyyOcH3ZpcPp5RHwl56sABZySWjg+1iK0E43zMxK/cZxmOAPZdXj2zt43PmrLgo8rguX9eNxU4ELLVz8GWUMUNdm7eOFzIYR8TxCJT3M4a87Vze3X1S8/TWQUM+dg7ZYCcw7grwuSh6MWbq9yH7eyZFW61SEkkWiwPsZEeQ7RdeFmxFCnhbT3vfh/65twO9cWwAGe9LgKx+f3u9DQ8NaGfgOF/ncrPwigByvQdsvbmYWrJfAAU815AFaBcApC7SRJf3KkBgylh4jbwFdlw3lxoHU3I4DDPK+HyNeRhEa0h/rsPHrXK6PRD5hyX+XTJEgGSj9nr2+n7PAPH4vQOKLvnU1Rrd0liKOp36vPTCpEso0LYbbKcoxJVxFpDMLJeHVIcHOZfce2pDYvxcHILYX57JngswW4FPhuXMPyUi9wCAiNwL4PrTccAPF3fjBwF8rn//uQB+4HYvEpG7/d8XA/h0AN/h/38dgD8P4JNVdXbZk5Chb6RM1FhJrV2b7xX90t1ehgNL6Jg0U1vD6sl6FW3CSiRfepaERkJNivNsbkmC68Bf/vffae/LZNUf9ND8VnVqXEuDqJKW6RXyMGLjBqZaMARsIdf1OumDlQAvvDcvkFcXZGLGN6WzPIBI+gIVZvLFSjGpnUT5PakTN7mRnYkFHL2eATx0SeYGyMoUkA7VQCaD3IwYYJaUr9g8rBVVUPRYoS8qB1F9diM/KQ0n6eLcdpYMMOmiltOvk87nEWjoep0t14qkrjs7N4DmThM0IJB30u+7i2loliNx184lKWYWmJXMKinjvZSBkGnDlk283zRk0unMEnoGti6TEK9EfsQ/fWcg9XK4D+owQ4LDgATwBN43I392TCtLyqIDPqxAM7jo1AJcp57JwX7oBaPbAgEoJtmsEPlxDUBaQS7mG/TXwCibBnrjGBu00eI8Y845wwBXD4MNQZpgIPsb1YQ6Ay9KQtRbs4kAXkEL1kCvRvW2d28yn1z3LL0eqiuHkMkY9ZWjfD9WDB2EQSXZ09zXNp3PPfHMShBecI8FUOs1sL8bz6z5FbT2N6VE5LLztufB2c4EWCwjWY9qGBlL9AwJZssk72PXQafzfE3h3RJtEHmtV2vo2bmZ29HAl5UVPkerNV7zNe9ONkO/78FqnZ4PnvzRH0Z6PVtrNdeRqHbS2NYrquHNUFfOqupFxU329xJ87PcTsFyvo4NLgJXOVgAAWaw2Kce+7hrLwFkpzk6JdWA0snWATCdVC0T5/EzGURE3Sd4yAVG2L4XvHVxHgaQAeyclPT+393r4MTP7ZWLsQKw2jSVduzuo9na9y4EbvXpHC+5twaLyZ86MJ8epTW47M9xzhgsO9y2ZoG9SIRXaAJHvZPQKVhETVqeLR7LatRt7SIAcJZjpLCldrqxjT9MUyZ//LTvoFIB4HNO9H3Y+1z5rMBc5h1wKGQAMGZdsO1p6C8wXCfy6gRvvVxyXXUucdSWH+5tAJhNjr/jquskOU76GdxfT7BLhMjTGSTpzI+jxKIsWZGmxu4kXMoQSu8IPIvbV1kFxVtdpYj3oZ+ejQtIB7Yxppwq9cWz75XwepnkGpLjkcb4wOYR3k4mYYjRKyVXcuya6BkSy7QkZf0//G/p3saIMIMwz9eIi78FlBhkiBHMcLI+OMlWdLBnus8NhJKkmw3HmLAsLTFRPz/K9uL9QrhLmza11jChlCm2L+/7YzTCKVdWMrRwUzna/9ixFpy8gpG9R/V+tg/0RezbjwKZxwHoRybfs76K6eiXfj5IKAjpkCJP9ysIDB/cbFuUoh3UwN55jBzOkeC45V5Trb3/gMfogQVUyo33tVLbnpaytYQGsCvZCgNjclygL43PV60GGQ1tz5wvIzk7OW8baUqWXSOUA5WzuuZLFZ0qQum0tth6PU467WhvrYja3dfcO44Vn/nAQ6BnuuaCqf+SWr0f85w+r6ic8Hcf8cF2BrwXwiSLyVgCf6P+HiNwvIj9SvO5fisgvAfghAF+kqi5MwjcA2APw4yLycyJyOUOKgo4WG77r5CJw4ubaeF9yVeDkfIPSB3hlnmjdiBXiNjtPUBNGqQArE0Ai+7VVC8pKO83nSnfwaBfnCV4p2QhZAT8fWxt5oBWLDhc7DzCiOn/z1DZSLnJw5kWYWCVjwjbGlQEPDDrqKhNEOvozwWbCy2BvOktDKZpC8XpQzsG2Q+ypXF53msawjZr/ThtvP+VO1UHBdM1bvBdBkYL6qE2bv4dVRMh2UAa+bEcJbAS6BDisMpWBGOdVoOtPkJ77QQcBFXf5xXgE+EaQzJihV5bsnm4ExX4dQ6d97Sh9BJrGEgPSqp2uqfN5PgsMCglSnJ1nNXg2T5TdaeEgeu/VWz05zUCiqICE3ANA6EB7PdMyAhsaVD09C38IsgaiwjhfOIVcssLk10329tCdnCYTaN1ke1iCBgycV+sMdHicAuzA9ZsxH8IwdTJJ9+dSKkUtZxhfaQAhevM4XyuVVc07dcp65c+zY6mDfrSP06bNChETAFWr7jgrgs+BOkUYy6UltkxKHr6OaKV68ySqdlZ5K4LdJyGNuN3QrgvWgTm3G8sAzsoq2w6i8mR0sYTOrFJa0vWhmqyGu68lFdOBGQb1BCbIMol1gUEoGSgOtAWo4lV7XfkaV5q/rtfRGjECYTKrSkBKNQE5ZyyQGq7nF3aPgegcEvKG9TrB6BIw9IBdp7M0DmNSSmYAgRMCqj5vdbGwtYn960Wy4utmc2Gq2bXRpSjX/S6ZFnWdew1p8WfniBaRvl/IYpWyAZ+DFVvC+t5EuQEBLHWQ3sC0UfoGENBdraNTEZrGDFB5XtdvJvDBPb2SlEPdyWCgHKaHsgH4bMjdij04QNhez4AxVvPdC0PuvyeqfVZd9vWLFWcHjaL7EKUDTuvX+dy65nAU8prwoSn0693Zua2NTIZ4LDfBi9e2RRcT11iHgd18Yc8s2Y70jijZJeBpagIbw4Ex/xbWzYK6dOkbC6c62A/5ZsgqRRJgWjfJpJjOQtKHSmx+XLuCkGZycK2m9ICsE66/bWcu+s5oIrtUKT9qO3QX00iA1Q2+zYzbvu+KrgPs8hBjOMzzLmRAQf93hoOSUcrrRnDQz/GOBgEmjnLecm0B8v7z2a+rfM7W6wRzBn0Dt281BCWDpTJvEF0sPb47z/emD85yae/h5uaxRlRi+9wtbdUp/5G9PdCHh+CVkAFYSmNgcYwM+nFd1RlS3c2TfA7bNij9G4wY7tU15QNd7Buc0+LdmNjGM+ZiUXgKtq4XMrrzi7zPTQMc7acJZVt4VZBB0KkVhJzJqYtl7nXzRbDSuE7r6Vlca2svbd4S4Q1GRu16FbG9tl2Yrps/WpdrQwB84ueXa7Xs7jjbdVjE/303ffTr+lwegmeLLAIisisinyEiXyoiXywirxORpw0D+LCAC6p6Q1U/QVVf4f/e9J+/T1V/V/G6/0VVX6uqH6WqP1H8/OWq+iJV/Wj/+hNP5vivu+dPWcDXeAeHpbV6iyCNiweQRipe8bNK2yxb01D3Sno3ncVh6Kcul/bwnp7l+wWC6cEqzZqQFDg9v0gQgAsVN3YmIPw96dQ0EnGzyNBLUZPowYRMxrYQ872c/k66fQT2RPVdIxZmbKSVLZbpjl14O4TelJXwcJj21nmkhY89WaEPxcT0fLqygDQ0+kCcb/TAblu88x+90N5jPgeuHEQyEdV3ngPfh9VbwM6fHSiKauTGhkZzGmqLSy0xnaOjFZFG2774WcXWRZ4cimxWTS4xXv+CL97wvjCgxgPJi1myYGg6RJq/V3lJg9XxMKQFMS+PTxHUawA4n24yQhis+6jY1pB6RNfvBlWYAUMl2RaTFRRqPrkZl4FP4xrVW/wpdDbL4AXIDc+TF23arLgR0KMLNt/fqd96epbV634/gya2PPUAXacpaZA+pVSSwQBg83J/16nFXkG+mNozxNaDrBg6CPCWv/TaPA6TRzKF/LrQT4PtcKMHdW1sHOo0jTEx8iSKFFgLVIWmmj73QkIjVQJ6DKacyhzXZLE0X4nJGLK7a50meO0vO3cHBiRIXQGzOdC02cnBuzaoJ+RmMjtIoJDBMFlYw4F5I9S1ASJta5K04dAqwZ1r3Ksq/Chsra7DLydYOwRHne0RYFI4ukt4T8Q6xIDVgTRebxmP8xl18A9NE5IWzhmynALUYLLGOUb2EGVwpe/CoB9Brz1jNXDlMOcog8heL4NJwBIy+u+4c7oc7idrYIMdVkWVW3Z3Arh78K+9MhMkgg4+jwOg88+os1maJxPoms2tqk22GLuf1PWmhwodzCvJe+9stTC5pHlbEcTLYJCgCMHKxeLO1t0X/dlgoQXQ7AwFGZuvAedEPCNcv9wPKda+xrrnyI7HDY/eyH1FxIAoICReG3OJQDkBBAdUMZs7o0zfr8od1XMHFqudScEQM312gJxc47lG+N4SVPqCUk8JXTBTuP44VVomBQOQc6uoAMt4lCCrszv04iJlBgHQdMEE21h3Kf3p9UJ2J/NlJmFcL3d2oqL+0D+/Hzg6sPlA01EWI9hmtGBMYbkMmQNZTnBPhm468y5eZpRb7Uz8ue4yfgSCwUlmA7X0cf1Z0Xd2p06nUUWPgtZl5+0Lvti+IasuEmdKBryTVK+Xnj0FSKC3SkjgwLk4MBLtKavU9jdNdtECcu9Tk+PE3O0PoLNFmkOyHaNL8TaKYmQqNQ3ga2UwbrlOcZ2hBNU7IpmHyWbswrXHOjgYm5PFLfH7GCCTe0rZXO0yXu0XLCB2lOLg+lDu8Z3v4ZQvDN2D48ZxwTbS3A8nY9ATYvF9VyAOyjLW13XjMqZBMi84d1vmIH1vzZoFOV0sDWzwc6n292zfquvsrMS5URfsIrIZ+V6dmi+Or7NcZ6TXQzUepdziuT6eBbIIEflMAD8J4HUA/jSAjwXwOQB+rmxT+VSOZxZ340M4gqrdNNZisXVq3HKZgZMbUUWVwVHt6vAgE22poCdn3lN6GGwCC1KrrPIXBnuhJyT6t2eAwpv/xksycF4788EZC0FV7xfassJBl6aF4UfgyXNs+KrRhikMkZh4ACnhIGWP1Qo3X4vj7xgFMoyhVmszmmMbPZ6rJzmmn+2CCUF33gg23LAoqItgFc/djT0gUn//bjoLo82X/IlHbfPf2wMeeSzkDdG9wBOBoCUXzr2lBk7n80wqgdwkGHDRob7NjSW8FLi5EjAildL9JYRaXw/wQ/992XnbddFpRAZ9S2phlVy2WuS/VtH2SqezCaytnUDmXiGYz4M2F/OgTRflDU1808RmEUY+B/uAdnjbn3u5BxEj15PPs1riAaT0ejHXo7JT5UYY+nCfR9FClJUb0vxolki5DcEbXqPo/OJBMeU745Gdb68XyWT3a18WhkSshlH6Q9MoO09PLvl8MPGhmddsEXr/8BMpOnhEW1Wfj6/6+rfb+7D9F5C6bQaekXyZhl1EolrNFpRctyD+Ob2KRJBA3TBSRkNUV48SdGHw4R0nIshipXRFLWY/zlnGoyfc6eS2c7dp7fwZAIl4ol+H1wKZTrpYpq+Jz0vpO9No3bhMyb0ROC8ozdrx61hUq8JLYLGwv2uaaCv7jm++D9EC0oNjmXjSxGSZoA+QiaIHoKQEs8VYeN+Q9n16Hut2OO5zzpOBRro311Vfdzp6lYxHuS9xLb/7aiazXQs8djOBRNf5ZkVSwgtCl6sM+iib8YA3EvHoiGCV1u7k1Ctlc7zmL77T26gO83MWlOBIwESy1TKfQzK+qO1lpdr9Q8iMiionnzevcAZwSFYgUGiUN2VYsf7wHt0BRTeYLuJdW472Q2am8zmksp/H5w2Q09dPMqSYsCyWabYKBIiCo4OsdDLhIvOCryUQXtfA943t2Hzv9cr2XK4pvV5IyAKcitbXbb4X/Wg6A2ciGWSXKe57vL9F14sNVhiTSyTwHqw6PidtZ5T0QqoVslQmSOU1IMOykkzimIzRZ8W7XOhsbiwCyiorsbnra+p9X3ADuH4zumNgvUpvrII5yedb9vecXeMeIZqU9wCLa2/P53IhsMNJP+MCVLJRPY/jOHBIY127/s6C7RfeFrcARk943pIBWLnZ6OF+gkiMazwmQtMku8PXWun3krWwbrxTxHTDn0V2JgnYkA0Sz2TBgvD3BYDJvyrWOiBbLK+TFSjcpwkeutywZPfo3A0QC1mg7eNTY0SRFVjIbxKo9f3NGWMb7AbKr2g27NINGotTctM5W7ME68K/wZ9VnifgDAsHysLgF7AkvfRmQgFa1xXGnz1Dd3pmHcpcxi1ja6UebLE642STLzgbl+yFgbEvZDIxgMFjpu7s3K4V5X4Rm0n8K6VhauWGlgGIdOEfBQeY+Ps7KUY8G4ZCoFV1269n2PgLAD5eVb8AwMcBuFtV/yCAP4TnWCvKD+sI7ZQHNdF//GJqSKEHdCXVa/FRL46/V28LFtpKX2ioTSNjIRxkw5SpTQoaN+kqWzy++svfDT0+sYRPNQOVq4dBKbTgtYlAKqs7dS7qgG1S3qbQPrSj/L54RyWfxoUMOtlW0quuaBoDXIhoe5UqtM2u543gg4Fha54LEXwAaehY9KcG9VtMYrlBOfBA9/9I1rkhMRCoa+8wMIgKBH8OIBY4Kei0um4ScXYdu20KScVXVkmKYEkm48JPwo+/XCZdNa5NY4G3dnbN6b3gCW9s5peZuxtyGVLG5wF86XJlgYp3xEDXYf2iq0nVqyoLMto2Klnh9t52bgDpNMagQ2tsdEGt8+obliYRefnXvdn0oYulddFwQy1ee4JMpt8b2jNEwIJac1Yi6XDsSRaTrqj8MbDpNIyzwuCSSYQUmyE1vMul6dGpjR4OrYVpyc5wKmHotvnMs191kSDZDSlYLPN5Xpv9vUyMOLf8eZFBP6nKTB6kcKcm9ZlaXVJFGzeBIl25kC1Fb2k+h7wO/lkAoGO7q9U6AQa2qBSxntyrdVIxx+654U7goY297Nyl5GY6DeZXrJseXAUt2aufzUvvM2DBq2vSczCKwCtZL22bMqRHr2dlju3BmiY9UJj4uXHcA1/w7gAzQh5Bo0jOsQBjxv78dDl3aX4rkrIOeiM4mKiz+Wayz2Sq71Xw5TKSmGg9qF2Crk6NZ1CLfg84vQC7E0RVWTWTW6dxW6WwswqhX9vw8PF7H/JAsmdcxqTzuYMRPpcZ6JN1wfnrFdBg0AEISR9BIafey/5uzM9oDwqgunKYc5fn0rbG5nvsRpoPcr8lgMnXUjZB4IgJjj+DdzRqlwpyfz09DzAMndqzo93G2t7df5evwcU5l/R2AgRloeCxG3l/eZ19foDMOj6HbQt8ykUAxOwyQao9vGoZx3R2ZVwPZ8cEW8aHLvx557xyY2e0na1rTPY5J8haIDDAIgHvTdPkOtQWflAOelo12ucr91waW8Y1WKUbPeWRreveuSeRqeCdb4JlxKSKzz4KxmF/YGsekyrf18nwMiaFJXgyGqLa3cl2nkwkO81KcPxtIW8jC47sOCZqZG548mYSRuvApPOFA7xVri+XGAFIugxXpvM0O1yvcl8vOj10L7q3YImliWl4a3Dd9TmgF9Oct848s2M278e2JStn+ruWKevza864FyxCMPaivNIlAQEuOdNOSsC/kFFKwfCJwkuA5cvstuTHoG+MsVSK592PHdLkiKV8beHzzViajE2fH2TilWwV5dwqfNiE+/5yuQmE0KAa2DCwDhNfMiB43Qled10A7NX+Xs5NrmFSRRFUSmYIYHEiPXZoku1/b7IXXy/I7nX5iM5mxsqIIlTBfHkuDgFQy+2/nllDAFDTOgVwNwCo6i8A2H86Dvi8BBd0WWjmnRJdGkCR5iTcjJdLjP7Hu/NBB6ISEigf9eJcuKRKKhT1klxkGSDVdVTbX/NvTguUu7ZNbDa3ZP9iFvQoW0wKOQWRTl8E5WDfaGX9wmUcyKpJXUebKxoXysACXPGqVVAMo7+xMym8IiX7ewGiUJsdBlYFc8IAkSFIIwxqGk11SD9bu8mS0wejewdZA9zYSL8/PMhEZbE01JWAD5kJYRxVI9pX+etkNMyA2mmJ3flFmk+xnVfXZlcMtt/0DURJdWOFnwt7pxEkAHCd9U6aT1a50V5q7q7XuZnCNwtWozxhiUqqSzJ6b3lPJvA9p597WzLTMq8zUe26ZJQAm0k8Ewt3/dbOaHUPfevVeC+pKuDeu/J83LDP2COVt/1aJiBGF2QgNeOsCI9G3vYpE7Uw4rx2xX62S+ZGLytolc8hl4RE0Es2ApDO48V9AwBqCiPJd1DITP2GCUhNxoUGv4skQ64cghrhCOz6gzDvkp2dnMtuFBWSol6d4JGDaqU5GCtm1d6uJTNF4iv9XoKNnvySDky5SlB+AQTVvnAqr/j5nAmis7ld39U6vDLupBIRxmhck9rW5l5VZ+JZVZEYqCr673gkklDQkLTfd0+LflyrdPy2FpUQyXXeEym2SwxzSBHgu/t2XylN8V73Mhp5hck9bnzebdDECbICIH1dmYiUdFBWlhi4MdHlPsP74oBCDP6NVzLR62VSWRXVXbJ0gGh7WLZClJ2d2Itk4Mypg92s1DkQIWOvVrOrERDJngwGtmbTHbxtU29PQJnJE5lHrNoxsaOu2eVXAFJuRtCQhpiFsWGY5XqCVjrBCxkTrFr6uqH0t4huDIUe+zJzl6wvAt9INoPyM6hLRDxZqt7xvmRZAUGhL2U4wSAsjQkrSbZNKQ+gP41aG9H73tim1HE0sr2I3Q12JgbYcX76tY7Eg7ENr0nP22dSDlmyPPg9/ZJq7zRDqjiTbbZ05p7of6sFmBlVVs5ZzoNBkQT3extJF1xbL2NrrRlm1yUg4JVbABlnEdB3OZQVFCr3sHB9PJkLNCnmM+cVd3uWesGo687Og+kRskoCyqXkic94ycrjHCjWj43rvG6cnbbYZAUBlwZ1jZWUMo+QDjbWqUVcUhidHqRC9e6HER5bar5NNN7eMB0EstjC5BqIlsKoChCM+9j+Ln7zf3gk5XlwMIgeRzQ1Loti/OzLpSf9XbBLZGcHIe0pz0f1/a+ZgwJR2OC1L2N6vy5kOwC2fun5eTAB4pnh/uuxcRieeyEA7vXANsvcj+16G3AmRwdFjJ5rvwzd3JqxKAB0zpamLGM4MEksu1eQccp1lN0mdnay9TSLesXgHLD4qQu2RDCBXcIBIP0X/LoA8LWqcnadMx+Za9zBmvtsGVrJbb+eYeNHALxRRP53AD8G4HsAQESuwICHp3w8L8GF6MldOzpXtsBhkEvXdy6UHnBHP3SnvkUQxUWUI/TYVdDcwvyqDBonRmt88Hce5oOobpzHRKvtcvF0am+wL/g3Dhro2UUmZKy40/kWCNqr7O0FjS/MpkrTxYX1GI8k2Ssh9BGwBNA3DSLUNLS5diU2fnpOxEbfabjb6nKVztAEDvp900uz8sAqNCt9lbX87KZm+CO7O/Ye45EFU84+EF7jMlj3IF5Go2zLxIWaiz5N67rcFM0xdxbXD5WkNp0USFLp3XFdaBZZpd+GtbJc3dGCm/T6KgEkbtwMGEnH9AUuWjj2+6Zxd6MlGoNq60mdszvs8/WTDVMef2TGRTSo0/ncqKZAVpG8Qm6g1Srnu3ZmjOfSiA36PwNwBmiO+FOjaUZLvvFNxuYPMR4VTB4P2tnFgr3fCap5kMLNOUxLSYFlMLCzEwkOfVhK/W0AhqyaFtRB1JWZVPoxw7vEz0+XxuTR41ObB2NLYKvDg+gxHZ+TCZtfC3ZYieeXyRfvTz/ZHdkhw2mPxycWuBZGYsGmYHLISiHBVQcUupvH+eyXgd6lJm8V3UXYiSFARTKxqiqruJ7MS+V63sUy+nlbC8hlzBnew+hWI1VUa/gMMME1Ro25vctnd5kwVmIVuKjue+VzYsmSrteQXZd5he+GZpWS3RLWawMZdidxz2Pt51rIgLJM9ii9o1EjQafKgz9/TmUyzooapQTeRUi8t3oJjkWVloHhcgVZuN9EmBPWAQDSzDElIsbW0OncWCeLhQFlw6F1a6HcbjoLX5VIiP1eo67CQJSJZFSAHQwJg0hnQQAGSMUexCTo+NSC5D69FEyWQRNH00q3VuXz1rNRAb7kqA4P7PzGo+jyxOScvhcbdOJO83jlc+qfYyPh4vrEedTdAuKR5qzJ9NPTMzz0egcgWVGl/IvPsa/jUXHlHsy5dLCXe8RklM+iHzMc6nm+vV6ytCgrJaACJBOJJqF+rDh+kaSEvIkGxGRjki0x6Cd7g4UZGuoVCSTfN5gL2m0A+wG4zhfGEF2tDaTY3bF4ad34nC46DdxSmda2CxaocG9lYulAc+z1i2XKLHy9iusHmOcJu1Fxb/GYBGS0EShlNwkWoS47umRaWveVZQCNAXQA0WqQ8V0APj5HjR1TmJGSJcBqfTDtVsGikbqy92VM/dgN/Kffek/GJ2Fg7LKRW0wtzYB3EKwu9Hu+F1YJYpKRwpaQvs7GNWM7du6rlOQF4OJAKs2n69q7a3mM1+tlW0UyM1jMonSjl2bA8VnoN+VrYrCXfe2SydhiAd9/+fmUe4rH1B3jR8qV1s7iaRqb04xzC7YuYKBBdXjgAPZg436GSSWLqgWIaa1sC0aoVLHmx57E6yuVFUwIFlH+et/dG3PrOT2eBZ4LqvrnAfwdACsAX62qX+O/OgHw65+OYz4vwQWl+zrpts42UFboaVbIlizAJt2V2n3fxFk1C10nH3RWc8qgnA+407Sm34xo8ceqURhxcZPpfCPlpgqk2U2x4TPQCMdb7TxoaGMDk7oyVsR8Hsn8BtLfaVbtWJHheavLQEg35e+5qLsBEa7fDJ0egI2gCXWVlLeujR7pOp0G2BPBeCUbpkBBRaa7MODUXe8KQHMnUn4Z0ANJn64kW4sy2GK7yaUb2LFVFuCbaZfGTbwn1FO7qaXs7oJUegb79tlb+7y1my8+Feas5aZfVwj6NAGzi2lS64HQc9pG0mVv5K61hIgBJROWa1dy/pQVFG/Nymr3g3/jZSmP4EY8GiG8PFgdLwOj1gCGuDett/j0yl8wTGBJVYBs1LkeHmRA4c+GDPr5mURSsuLXIIJXVkfdFR9AtqOFAzfjYVY4Sgozk26nkwKI5DxMTstKIIDodsDgJXrXF5XI1ts5EXAprxXp/lcOrcLPALps0+VBky4W6Vg+N4d4PT1LVoNXkciUMABsYIHatSubIFwRWFdHhzYPyvatlxxsQxnBK+fM7m5Q2ikRi2u/diCBIOXSr2HX2trGz0zN+tWjpGz2fW10yVRQ8zvFO//eUSQtobvlWljVZjZJ2drZRd5DJiHOOkBVp8HWxTSSJOn3rYtBJRZ81VVBK95ksMl4HMZxdtElu7zcdcXBX2f50ISy10smTa+4v97+K7wLSDlnBdRB3dgjCJyvV8HSQ5VsF3rXsKJKuVH4KHgLvZg3zl6LQJp7KddGAn6dpowFyPfzTjx6dmHPLqt+vh/Kzo4zKAa2D9AAkgxBVpzXDYTrWNMYGH0nwFgRM8S+15qfAPXUBKVLjw+sm3hWSxaD7QfTuJ5oO+Dake/VVbITCcx6BRRSQf+5hqQnKqG8X06p5roZxyS41s+9TdkVpt9Lw2lnPWK+sASEjLcX3psSTFZqB9Y6MAzePKAO5h4ZDPwsDtZudBkiHZzPk/0i7mEksEDRbnUZazvnWbQ5lgpy7132fx7/VjYF9wH3l7A37/J5ILDnoEC1vxfG0qX+nz4M3bkXdNyjgPIuVqc3QGgCknwvp+YHfdxB++pgP30c7sDnJhg7ZME4OEufnTLmFRbWuF8CAQgzzojOTp6Ic34HY8qfS7hXgxWZhsBwiJf84EmYFQaYzTm5Wmdy7nOePgA6nSU43Lbobp4kqEQWgrOXWDWP9WIyDokhzUNDqlb4krC4pb7fiu8dSukEYJ+Ppo7OlJEA4Yq9kYURfn6y6AiIOsDQnV8kOLdeBYC5wRIgm7kEbuDPGH0PeFwW+bjGDIe2P4Y0LCUM6seP5wpIf59+PySoUoDsOnXJw2gUIFgZN9AzQpsGuHHs3Yeay8/dZ8MQPGu6Rajqj6jq1wP4WRE58p91qnqHbZRuP56f4AINpwZ902BX1vIqpA7sKc0koPNqEjdGarsc2dfpNPwQrOpiVXSs3TiLxnRNsVC5vnrnCy35jEScCQgXJybYREidAsVKjPTqOMcNuhqDybMLq7x5Umy9geeBRsYiWNABsy97nQlV0wTV1sCHogLRkd5ZZZV+fzfb1nEBdh0b23NKvx+of9C5lktDW/099fQsKzN15T11zXCHrAIZDfHg170S3YvvCa+B0L2VVGQmDsEQsaCOwU30f+f9IthCc0pnPERFlCh0SbMrqhREdiMBIn23MO150nN3uYrAR9kuiLIe6gTFgKsNEy4Gdk1WtGUwyG4afj1ldxcyWwQrxcwuhwiJQdGC8bX//4cjgI32opQTFR1ISrAsAuKmiXkp41GCcGFw1iawAESwqTdPigp7Ll/srMBKa8kOim4lRQAaHgKlPOPsHHj0hgFkbsZo773OY5K+XJh5mVyjTVCRVb6lVa5ifu3tbVbWfI6+9Stfbd073PiRgSvp03ruyS2r3e5NwbkfCdhkYs/mziSZDZV7ijgYVh0eACJh4tQ9dgM4vciqIBBBpEzG0bWG5rN3Ao7RsAyDfgbrgH3fH2SVmXRnsrx83QuvkM5ZOCvr1MM+3TIeAzdPk5p6frHh3ZFMrj5e8kU3wNZ/uljkfT3YNxBtuUrfFLLPoh2pZhDdtWHsG0DaepW96V1+peu17TUlO4Sfr6SZVlZV08XSwIjHbibjpPTWKYE7AgTU5ROIIUWfiRtZSTTZLUC78A7xJExXq3x2VYNlE8meP6+/9FdeBL3/WgbFXa6H4R3h8xM0w/O1Vfr98PUIM1RKVEpQu+3Cv8Vke+5vMJ3mGrFeZbHAadZ6/WYhBSkMMS8zd5nklcCuMydoTolK8nkvGYUEcnmeBDPpa0FvjMdugJ2jdFoAxARMAGPOfFaTydtymVJGJtBdm2sFr6EnOgHcM+ElgBYFgHaj3WyARA89lokM5Y1crwnmkY3ZZethXDtKZij3JgclWN0NeU0UMDQrxGQQwvdTAlJMLvncAFktfOyG3YO5+zo46yBo8v63F99+ANx3Vxo1c+/ms0Ewh1XqMp4QrgkOGhKkJO0esPvhiWN83uVy03+lXFNpGAiYb1HsHdVmF5UnMwhuFx2TxJ85u99d7BPZJcDXWbJHCfaQIdA0CJkumaducB7eIwTYCBI1Dd7xukkCipTQOLBJ1kTE3lKlqTQ7IXmiXe3vZXzLWM1ZXACsredikaBilb5FIYUUMcDwliGDgbcd3jQv1tUqDJ2FEpzV2opRjF2dzRLzjOCqahiIqjNnAOS64cBGd/PYAAbO28LkvGwBuvzeAzSvfFGykMjKoLyECf+czORk8OpqHV4UcR5elAumBgsujUufO2cZOatOp9NgdSoNONk1br4IqYjs7W6wB5+b4/aSiGeaLEJEXiwi3ykijwL4aQD/VUQe9Z898HQc83kJLsignwBDZ8aJ2SGiMkSPVF3SCx1NDF2VatLxgA2jlzA7LHSosWn6/5ffswe9uDDnclbSOcgiKIMUbrKV9w+mDpjvTeplm8GcuWt7FYib4nIZ9M2Kho/clAvH7wiQWCHp9Rydrtw5eJ2LGCsvlSRF7OwiPSu61loLkg57chYt9rRpsrUXZSA0xisrMh7odjePPYG0AJkb+mu+8m2o3/NYBKDddJYtOP2+BsDDc3SUm8GqTMaeaHQZsAPxfXQHYfBV19lebTrNuTIeG/2QizoX/K6FXDm6M1kEjQ0LCYtMJkmr5ii1o6TJMdjvnOHCnuuU9HgirrOZV91WkCtHYcLEJPlX//4LLAidF9ch9Iyr3Fw7heztJO3cg7PwiTi7CJ8NViltkyz8DZioMwnyftKspMtkkjrIJpkaJe1YdiaRtFjXli51hmTiFPfTTIkGESQzwGOl3ZhOi3ymVutwZ471gIEXANLouxs3bU6zMuGA2Su+9s2Qi1lWq1u7R9EekJRpD+BIV5TRyKjobJFI40eyHHiu3toVvZ51tfHWW7K7kyZnzsBiJTZ8MvpJ+wS7TVx2FGyjjXnKect/RQLYgYhJAQYGJoTOk/IBjuHQ5iO74QSbxNZqUpgvvv3AWyGuE4yl9GaxMMYCdecO3MC9X2geKoNBSjq4pnjiJXu7zuRKbbI4yJDsouLZ9OQQwGbnAAKqd1/N7hNu0BdMpQLMlMk4fUR47IKya793gJRmvs6sieCcSUSXAS+BSaUZKJDVbVW85svfiurmuTuQL2JtMyDWWBDBYqPHg4N9ulg4i6gJqUskjv5MRdIe3kX+XA+HCZ462Cp7u1bVpCmfm6rqYgkc7W/6DzzZwWSdaw3nLauK/D/Pt5RGuM4/qqOzeZobw+IRAzM19+KYB0nh7r1haGwYZzzJ0UFUU0MOuLeXlH2uicWaUe3v5bGZQLsEjPM0vG8KffVGNdVjAl2uNiu7QCaa84U9C4/dCJnARitErgFM/l32EL+vxM6VVW5e41Ir72sWgGgpHhV1FofarpBK+vPr7Lrd338Tcja1n9NMmJIIIIDFDSCv/KwhNZgjqNBNY0UKAs79QTKnyNSg/wOfX+3svrVtFCJCWuG+W5c2gS7BGCDj0tIDgt9zT+Qa4pT+uPbOzCsNd2kICamyM0lrbXl5HT/uP14Pf6HYz4HoemWSomEyrHgv2m4zBibLifFPABLOznCPA8bfSp8iZ0kxttDFMotdZFn5+9PrqaO3yGBQeBYN8rlxZk74QNV1sOJkOMjijr9fdMsIxqWGsTiZDHBmIQ1Jo5scJQh+LQafcgP9d18P+WPZ5SSLaBI/K/1/qoP9iM90vkimqRdMpd/bYLVp5x1DvE2rFNILXXvnvE6h5+cQEVR3XQ2WhVTVna25z4YhH+DrmTW+C8D3A7hPVV+hqi8HcB+ANwD4zqfjgM9LcAFtu+EAjsnY2/b5YjUaJtWTrW1I5S07RRSoY1RYgUTuWe3lg+46+cH39TH8LKNExqLhaHBJF2YCGa7BTNoYDFbebrCqLfAHgqKlTWPJDVFWbnyjEcCKyXqdrSUnE6P10rDQEx94UM8qfWlgFKMS4N5rviAu8typj+eG1LbJwgDsvdmiZzTKYxKJLZM+/r0n8zSQJJviwb/+Mq8UKNAfGHACZJvC4h6U5x5I+XDotNai+oxEjP0/WZngdWASVIBBOp9bFZlzwtkeAKA3j5MefYkRensGYlePLHharaMqZXOqjsqBOOWbSYo2Do7R4Z508ALIIjil59O4B9p2OP6/jvCyL72RlOTKqYJehRI31wOQlQkGbF7FDAO5gz37/8XU3n82jwBFKLHxijv11KFPnM+NRnx6lnOHcgwGDoAFD3RlbppkkfC9OL/Ihgm6p1UpAvijDpKflVRcIAI4YUDLtaEE7oCs/FKi5HTvB//ay0E5RzjrV5VVgchyCY+VAuhhyy6/TtqaPwET63DhJp25a70ivpvPMGmPQ2tpxRaDEYxxjZQKePT65StoQKEtby2QvFoAbculm16N098hWDCanR54f/z/Gy1+qzpAABm4VMEDVG0aLL9rF3ufO7MglB1xeHxWKSn96tTkJWSQwAENbzWp99+VwAMTRmeZyGScUgsywFozjSVNVg72o6UuOi2A3TbXqKtHwCOPZXK+cvZDfxDglkwMsOhOTtMPqGS/Oe1W1+voPrThvUEggi3E3CckqleVJHDcaSTZqgrZ28Wb/87L7G/KPu/OGkHPndxZ7acemc8BbN2X0TAM9gK852CVsa4sGGaCSpBy3ViSDRhrijK9tg3zQVQC3Dg2sOGyo+iKkd0NChkUQQWuo+w2VLLj2OaP+5EbK8f9B7L9Hpkkfv0nP1ij+b3rZIH0etCbx3Zt6M7ubK8wU+OawZjCuzfJ3q5LULzqSAM7VUuM+ZxxvYNTpvueSDkYUu1MDKTcqIR7waaurTsNY6f+wLxfuD4SzF+uTFO+btAeH6d3Afcz7rHB4ihYFi4vYoEBzuSLxJ3rMK+xg8T8nLPvPrLrxaS2NP3kvOcayIIS5xNZa4M+aKC7kazy2SOzxBmV8bmWy6hQ67oJw0BhBZiePn1rdbrBmHkSI1vgWitJ81toU46ybiI+VAIxjHPbdsN4UclM9LhNvZ1iXFuyEgmuzRd45U/O8NO/7Z4w1aQUkmt36R2k5TPEewDYuawbZ5WpdU9jcu5sHNnfMyCJ4EWnQOXMVt9n+AxGxb7s4AB4x4OqWEttPewupvlaB5lUNdrzMt4ORiJHASAHUMPPVdcZ3/j+VR0U7W3pB0V5D4t+oyHkhw+sqDBfpJ8MmZyMXV36QNkF9zGdz1HtTNLU2GVofOYAhHwEa4uXQqq8JrOZ61gdDEgCMNa5zffS6Sx9aJ7D41kii7imqt+lqrG5qmqrqt8J4OrTccDnJbggYzfdo4nO8Smi8wKprKxM0l+AixCrJVxoqM0qTKf4f+k7/bdzuptUGH9Pi9VneIKxu1NoqEYb72MtX7zaOhhEUE6nZKtcOc2yaYCHH7OfTya5yZ2cRZslALYwzObQ6zch+7vRRxl17fKQKjZ+o7ivkh3hm+9G26r+wKq8nQKP3sjFk2CLV5vCFJP6W+pRWemjUV8v9ccV6YEO+gRNmkm9B2HqOuFX/9kHLRF2o6HQYHrFJnuvV5GwVlcOMwggFa1Msovexea54HT+nZ2UlLA6wQSOrJNSw+7O0mRn6Pn55SdvrxfmPLKzY/4WTtet9r36MZunaRMrIESQOWc8oI050OtBdsYZ+FIn2OXG8ea//mIc/eGzSLCJrKsDY6yWxTwo5Q5SAVcON+Q1enqeiSEQzshGIb8wNHx3x5kw9lp1uYLs7AA3T4LyK9RDR0DexsYuu7ux6W60cFytEtmvzKRzoyI8N+NTGQ68XWrOHdS1BddkFRTXOuYNqzl7e1n98oCXLRd1NsdrvuItqZVfrizIqKtk9JDx0e+HG3M8A+4Qj0pis6eeNRyk2b7VO7x0xyeZ5BPgZLJGz4p14X7O4MJlMncyzHRwx+7bozfyF31nfC1X0VZLdiaua15noOmyKjMUHBhwJLIZKJKtAcT69N5vvRujz1nFa3U+z9cz+asE2NvZSOCC9bM7cXDUguHq0WOb5x6EV7s7wabRs3MLwl27Ggaso2HQ4AO0I4BK8ISAHMGc3d2U9jDB6FoLLF0+EXppINk97pNh+0qdoBUZGsV7xXp37YrTYNt4bXSX4GiakOLpxRSv/rJ3hPwHXRseRlzj2UYx7g8rob6WUzolA9OfB4uj71V0Ajhq7f66s/OcCzRYoxSPbCcGzLyWgK03F7NLzVm7TwZqxjPu14JSiDKoj/MnG4HJFs/bmVnhEcH7zv2MAL2f9+QHa8w+LRmQxkzqEnR3X4xYJwoviwDgPBGJCnLJkCgTPMqEhsMEuSgBCDZRxgKRfIZEIVsuVrs7GTt1bdDAlW1XuSc5S6K+eiUo1RUTyWjJSQaLxwKeGEf7x9Ewuoio+7KEnxZjAQD0bdLpFJPff5oFDxiwo87eUe4l3M+BZNaQ3cG1gcbFQDAxAYTvhMU1o2QfeCIulLn23TCQ84AMCp4H941LjFInj6raaM8Yc7KIOcO4lPcl5nfl6+5OJpeTST4D2gUIwHN9+b+d4y2/cx8hoypld2TUOFhJWV8wRBjrUf7S9yJEJdB3P4SQC9Ng2dcF2U1zwWDjLJab/gX0/CBzSCRbKa7WxrL1zy+DAdhZrGO7Z98rgxHg+7xdk3E+m7zO7IQxLmILAqS9OvxVdL3O9dzZSEKA2osV3cUU+snn0KZBdeUoi2xkErFbWpt+WdGth3PCGWayuxPGkOhsfQ2Avd9zZsYw1xKur1EAEVTXruRzx4KLe6GEB9BzeKjgWSGLgPksfJOIfJyI3O9fHyci3wTgvz8dB3xeggvUT1FrG+YuRPJIxyoosVZZktAubngytF36EFQOCnReBWKlx1kB8z8wjE1JZ7PQTAc9zJ2ndb32RMp1Tuu1bejTWXYJgAElEQTH5pv6umAx0LjH3Wh1OsvkmLTS4SCNWnq9PC+io10bbtlRNaAev6JhZJ2UNQ8Qw5WcbvseGMemNhpGhYBa39DQu1ZVV6a5xXKZvbBJ5drf83ZRBaV2ndc+Xbzr1PoNh0bL96pGOPQC4Z9h+rQqK+UclaTLPwO6g/0M8AhoVIWO0Q08sW7urPoLgO0idTq1DRnYrMoPhwVjoGgr54EAgSx0ZvTI6oOeX0A9iQq/hF7PEqHlEq/+8++2ivZy5V4M9nfh0k7KKiUunWbVvGkgM2fVrByw88qaDAbWOpLGpQxQpTIgJlrTpa7V/lA2wS8+e/7cWlvWXsoESO8EANXQA+raK8hMnlkFGPShp2e2UV5cIOQQTg3W9dpaF5LtExKGgvrp4BWTvA0zR6/+BthByj915E2D0MTy53AGBDXX1LT65k6/CLuvw41gCrVXpB3YjOeLQa1fFxo+0YeDXXKUwNBlhxvbck7IZBzeFtEhoXwtBxkGBL3cITta7ZLd5TRUshxM5mEB8Av/5LEdu3H2Biu0JQ1aBLhxAnafyPbEXVZ3HawNWVq/B7lyaO9LT4i1rbfaudSAFSV/9uO4fk8C+GKbTrYf4xyYL6za5C3hAA9iuWf5UG/rKSLBbgh3fWeC0JVcRICDvaw6dmodWJgw7YzzWSGV2p/ZMAksGF6xjvI+EmR0/w6dz8OszVqxOguNXYZaNy4NgNqvz8o79XiiEF4XInZ9OXcrAbXBMejdQPbgXUeXn7ueQAVYPk49dKwXvFb9XsYMTE6roqrtgE44yrsmPxIuJiG+Fs4+3Sud5TzdkPtVSe0H0ujQ/ZRIYw9wFUivB8o9GNvw3s3mGww/dW8GEGQgKAZ45d+ZaxPT1cvOxGR33O/I4Ol5G2re366LJNsAM98/Ly7sM95SLQ3GiM/HWMNns2ATENxXl/+R0RBsDjIJS/aZdtZmknsSWUDF+im8t8X+FlT68ShMWSM2o9dFuc/t7CQDwunkdn1XuU8DCf47WM6ONU92lD4TIt7ZgkwNynooeai8DeZkkpKkKKapF6rqbKnaNOapAYRMIJ6TtsPbPnE3JccupSkLTTyvmG/LZRbLCCxQFkRT1NU62HsANlqW6mIJvZgGi4yFj5DAOXCjaj5aIhmfCQGAvd2U+5Dp4qzEancnOtwoWR29XsoXKH8g2OLSgWAy8dlaFb5SZEsCCeaUnR8Yv/h9CsnFem2xyWqdfhK8LpzflIcRDAOSXULp0mCwIQuJNu3zRXg2SK+XTGB4PO3H0hvHHgs1ydQd9OM85XD/UvP22TSeJeDCHwbwPwB8FYB/DWtH+VUA3gTgc56OAz4vwYUIXFg9WSztYfGgMfpoU/ul3qqPVEUAONzPh9g3kTB9nM3Tq6AAI27+syM7Nmm9XnmKDa4xvR6WS+Deu2KBMQMujUTOgjtbCLRpU7furZx0tsjglbpLBgZM0NyYkvRsAGn4pp4wevWUCWUEINR8RrDjwAPZH0AadlG36+Z0NGGDWGuy0D+XlHLAzndeaHjrCro7sQA0gpAqKMMPfu2rMhBhkOFJFtkn5rheG4WOC7IHfBHsuNtt6Nxqb0XHAK6QVehsFhuDnp8n3ZcbYCkzYHI56EdroUtNXSYCTlFmBVbGY3M59haqHDpb5H3gPCViTwoeq4VE38nqcXaODAd4+z98cRoswSrQRKU57+0ZsQ3X2gcO0gGfgTmZN/1+ouLaGdBDIIqf069dzGFKkto2jVV9jga7pW3t2azMDFR2d1IO1O/ZOa8bm3sEjCL59vO/diWq2QQHUNt8pDFctNV778N5c8ogwZ978eqsmUQNM1kldXE2x4Nf8zL7zPWm/tOuUy/9KgDoC+9LEIPJCoN2bxMqVw7DvyHmA6mP9FFwX4U4H64147EBL17F1tUqWqfJZJyO0pcZpbbXWVSoa+DowM3LamNPeZJkkq+CNeZMC4xHAAPcg91MFMZOLS8oxDIc4PjbrwAjk31YC1Knse5mohXn52BDVP1ZReQa4dVb2XGAsGcdLmKes3MOZSek43oFTtfrqOaD8o3WQFtdr4Gj/QBbGOjStDIq9GM3yyPtnhR7By0IbIY0orYuE0JGzMhauOKxm3ltCTJxHXTjLrsRLmFyarhQ4tS2ePBvvCIS3JC1ce66iWMwZF50n92nC2OY8f7Lzo5dm5PTlCOSIg5kRW25SrYDkAAq6eylNNHZYmQzyGCwyZR5soP0ZZc0mf9Hm90SPJEPx3YgpCIxbzYo/G2eLz+br7VRHa9q9H5oYnOW13QwyP25pKwTuBmNUmLDLgC8p6peva6ykMGiRkgh/DiMUwh8DfpB54+klHsl17tBP8F7ZwNKXWdxQYoKtq/9wbjpzGAuDCS55nNdctPEWFv92m7I3IB87oLRMLJuD4xb/P21aXD63dfsczolPAyYQ2Zl10CuHtm+5VVyrp+8dxFPOWAgIgmo8LoTHOVaQ/CAhYa2tZjBYyAl46zXs33+kjFDxAs0B14sog1hyNRuTYTIKuV+GnOhSu8UFpGuH6e3C1uhAtj70UE8q2XnjjBg9PUy5LLuCRMtGQka+JxhRyghA4zxDIFal+KgqrJQxFaYZWccl7LE8zIc5PqhWeCSArwXGiUy5q0K1kLbpcn4YpH+Cf7sVIcm2YrrVTBlNp5/FssYM2qH6sqR7QOD7PACVeAHdgFKWVsDaQMkcYCCsVZcV8bMBPedMaNkfXJOeowabdoLJpKxmpbBkrT7ab+X8SiKlYwhUN3i1fMcHSq3/3omDVVdqerfV9XXqeqvVdWP9O+/adst4qkcpHyOhoE0hg6L3gardbbdqet0w+bmcP1motZVlUEoUcLxKH++XkGqCq88etTYCr3aZAllX2zVDf2znJhBSrQ29MQ+vB8qp9eXKCcr9wCiRdp4FKaDAFLLXtl5GhXLJAEYDm0TE2v/Q0ZG9KLmputJdzed5aZZDiZj7LHN4Bcoeuu6JtYR1KDql67aft4i1mYNj96IXvfhDr5jpjav/bpHvNotSdNSp7x7VSSoi55gka0S5whk0srgHMjzZNDiQUNUcUuzv2CRuLbTNbGRiPP+XXKUTIikR9sGqtO5OSB3RimPZKNAysOUqO3snAjg+DyW5Tr7c7tOH22L0WDtOur6/asoZDiwQgBjV3THJ8GEiaq8zxmaedqFrJJRwQ2urO4CWdF1cIIV0aDscy4vV1aB9Xukx6cb0g8yfLrrNy34ONhLaUFrwJBczOL9woxvMEi2wK10P1ZhWF0ksMhgwudvVNKoN981+uVr/8/3xXWMXtNtl225SDNsO8h7H8mAic8Gg3AmGqfnQX/W6SxbVolklZHrHQNYwJ5//8zd9ZsWHB0dRkvLjXaJlxmVADQkZdWmroCTswB5dbmEXDny5H6YCYZ2wQgz7wFjL+D41PWkCpy7U/nYGQzOmLlv58zc13s9Ayh7Xn08tcRERsP0Vuj14v6yxzelBGz/q9RLVwVLpd8PoCxafHIOqtqae3SQ7CEPwHS9ttdybXn4sQB29eZJdiGipKvse04wjPN6tTZZB7/3CjoNz/Rimt19HDRPGYF7rxA4dVaINq11ZTg35g6fJZlMgLbDa7/6kUhcYu6qFgHpMiu/x0WC5EBEJJNe2dPpdKMiHB2SyMAiLd7vGwG1qCAWbIuoJHq3jjti3Tg7D22L7vTMmFsD28tCMsdBcMuBsQ1Abm1MFHXW3fs9H14ppyTtvvFpMoiisKBp8unJBNsna+utfX3/VMYMzlwM2YPfA1ahg73FpIJMSJGIg8jiC0lol+wvzk2CXN10lokNEw1nA1qVs6C+E5BhzEJmZK8XXXnCNJGMO7JVgGSB3BqLdGr3apEm1kzqoYqDzzmPeRpeB8Uap9OZXb8Tu9/ROpi0emfgBRWd7IpKjKbPAtJqvclKIBWdwKkDADIYhDyuOjrMdrKU+VxmBKNV0xDXk0+yW4IVSoaNn1M5T4IpSoCG7AfGyw7KcM28d3SWXgmUg9Fws4h/6MliXcwsDgzvIq7T1P6HkbmvX9wbOo15K27quCHp4bytco8MQJqxpzORdLlKRirvZWsx6kZrasBjSGepuMwlwLKhsaFt3bQ9X73jQjCIPLYwT7USGPW189w6huhiaXOLTJ7PWBgQpQnAAsiE3322upPTZJNRKuhr68a8bb3zR13bvPXrprNZSCoIQoh3ByGzFFUVTAepzVQ34oXnwxAAtdz+64n8ucjrROSXReRtIvKVt/n9bxORUxH5Of/6S0/ZqYv826fqvW43np/gAivWi2Xq3BigShVaSEveNRFZRz+DLuvJxoYjqqoFeE1jG4VrHrVpceOzj1znZLRgVmIAROKnszlkZ2wB3dqr/L1e0r0rc2GNaiYTfiKmrJKVdOeo8tapxy/NpIiWBn2yiyoUzYRCr+vtN6Xfh9x/jy14lDkwmHYEtjs5tc9aBBMlOMIEkZWpkJsQ1e8ZJY4bM3XqRq3cs8Xdab96dp4VOSArAqSD0ruiqqOaxsTf/uCWqiqrT1WdVZB+P92BPVCTK0d57QqaPtsDlvRJAK7Vu4MgF0A4uwPJJiC93KnIEdwAEXSZGWaV9Lq9XdvknHFhkhT7HTdFmUyg6zXu+T+NkqwXU5St4chskb0d4OpRAV60KdlYu0s5acAlq6bcVEmj7pn/QyRNTIQAk2g4NTGqZPS8YKVo3SQ7YDyKIIkBqozHVkXtWsDXgNCEU8rCAMqvdehtnWpZmpUSqDMmURPtFPM5qtPXgLTE8Sh9FuZzn8ur1J8DqZ2ua/NhYPtLn1/8XSRREVysEqwhiBpShEmwq6qdiZkMRlWkC3YIAchgd7CifwcGTULQEkimBbC5jqka3XO9zmDIq/90LjfDxHTA5rMnOxMDbE4vYg7pcoXZn7vXZEuLBWRl7XhlxyrCMhiYI/aeeeKAcgiuP+zMcKuEgmwwB6SC0u4Bl82XLgGg+TzBDCbCXtHX2SYbJCrunLsOYsjhPjAeYfUbX+mXSsO/hCw7WazyHpEVRGM8Utpb9yzpNJPHw31LmI8OMwin7K2QPmE8SsaUy4bsM8yTAQeEB4oMBmEgyBbI2brV7yvnLnX73IdYvWwau0eeiFrr5+GGRjnuB5kMZUXWK/na3ZIcPKnJWwXwvbFecP90cDwSLLKs+MyQgu+fkxVldSaZTPy6stgxNA+Kd/2xj/B7nIWD8H1wVkq0uwaC0UjmXuVJTHgx+bPHzxRmnKzc1jWilSXp6wWjgcw8xgds9Wf7Rz4H0XmJwBF14a9+wNgMbjQXjCzV3Ft9Dlg3nML42hNUa7XrRqjeRk+bJjq1GMshQdwNuSiZD5V9zugcxuo3i0ltZ8WRyTg+M4AEcSuJxC8o9UFlH8SesOF5xevNhJDAfhHDETzXi4uc28ClDR2DdRAeK11Q+63QQ5ZYk3LSgqVje70DIbfESiEDFbv/0uuhunYFulrhrV/wijT5Wxl4WR3sJwjlcmS0bTwv2RJ8kPOb16rfi45SMRyoCwCra5M1VIIxRTU/zp3rqps+Mj6Wkfm6BOhJ36SXvCBkELHnU3ZAFp0DpLKzk0w3Z6uwbTTPJ7zHAHs2h0MrdBDQY0ze6+V8p5nqurG5t27ST4kyBWd7yGTs3Txmm8AFfP9ZLGN+GzDnMVY/P5/5j/n7OmszWCB+/+Oe0d+EshDKkO401n0WDK1u//XBhojUAL4RwOsBvBbAHxCR197mpf9RVT/av776MucoIr9wy9f/APA/8/+Xec8PNp6n4EIdbVyiWlA4wZLKH34GrJg5vS2MijrFpm6ttfeeL5OGpRqdD/TkzCQLYAXXpQQ0OJrNbME/PY9zAJBouZ8jfQkiSGOAU6CS0nf6fevVUqerkn0R2sKRV4OPDjaCw8rddwFk8AwPbKraOk7cOE7DncJZ2UyZVmHKGPTJySiptx5YCJPdchP3AKU7O0eYrQGorh7ZdVmtLcnt9P2YANXOJK6bjEbAlYOsnnv7TKPIF34MJSWULQgHA6O+F5VGXa3QeTWDJj1keFiFs4uNNAArMkToZUE97mVHVHCLFkN1QREkjX88ghzsQbxdklSW9MTb3MoccI8CvZhlpYuboCrq9173YEdCItNNZ1FV0vMp5OwiWykSRHAGUGzs61W0EQ22CitF7isiIuE0jrqO5CB0xUzUd3dt7l45sM/rlUlxY8vQy3qQbM70ltTL6UVW8s4vLHnZyQQzOmg4cyD07gxevIKNgWtK5wt7tj0JCd0n2TS7u1kNIuDHqp2vIzIZ2zrRdQEqMoDQhctbPJgGCgCNc9p9AVB5j2zKpZzOqfN5AC30DRBeI9LpPeGJVnYVacm7KRO57NRtO+uAwMC114vkRSaTCESkb90corMM12i+D71yikq07O64GaSxoqSqjMnT66F+341gZEX1cT63SthslhXDLuno0WqVsikHbcMfBtjUpK/XIUHR84sMLF3Xa7pje27CUOtgH7K3k7rkXg9y7Yq9H9dB7kW8v22L0VsfsZ/PFykjGo8tOeX6BATQLKORP9u+ZvL8B/3U+t84sfl2MYtKnp3zGnLka+hyaSAuq5VNE4kUnf8jOSjnigPn0W5vuQJeeG+C4bx/vpcJnxtPbmIdadto8xnMldJ4jwkB1x8C0WTQ3Uk1zRkTUeXl2uCApOztueyml1TroMU7RZv7HhAVZakr03IvlumZUHxueffD+Vx6C9Fs/yfRTQVu2Bqf0dfO8P5hbEEmCZkhvFZk7Fy4jw89FVwGpMsiKSbYyc/q7RbJIuTctBtbQa5diUSzevv7EJIoMhWdhq1n5zlnh4P4v+xMAuwXSit8/oY3RGvghmnuHaxTtYSWjJOLacxHfr6QQzgIywSa/gSUjkbnLaehx6iq9NYA7HWUbCxXWd123x/S7eMZ5R7rCXB0OiJYQSYJ58aTHfQUc0NYIdDtz4uMXT9PQI/nwdizLuIGgndk3hHEZHKundHgqwryzocCPMd8EQWgiAMqa3NocyBBpjB15TxuGrum3HcJ0sFjUd8z6EVmXdrqXJv5Pr4Hys4ki0ReBIjY08H10pwxGB0PX/fz2/RIoDmwdSeqo2MQ/z7mLdeh0v9g6QC0dlZMPD2P9TEAxLYz/xEyUFfrKPYJC539QWGk6wUhZ56xnas2ja2xsf6YnEcvpiFr4PoWU6dt7d4TSKOBa6cb62kpZRKPWQIkKRk7z9FxB7KIjwXwNlX9VVVdwVpCfsrTdJrvAPALAD4TwO/xr0eL75/y8fwEF5rGAi33IIiKuSflAIr2WW0EnaR1BaLsSXRsQK6ZjI4KBCzC1EkseZgvgLuuJApam/M89eE0kgk0nUHrMs1upFe/n1Y+2kbCUcXSA4CVA3dej9ZmNMHxbhNMeiI54mCAT6Dk+DRRZF4/vp4UQ3Ys2N+zzfb0LBOh0sDR2zWFUz+Bj34vN8bV2pIFtoFkUEcXYHHTo2BPeHD06I2kYPLeT6dRhdLzi6xK+O+jglb0zWbVSybjADBkMMhNv7W+46TFyZXDPC9fyCNgu5MFV7wTCXuH07uAn0+KObxuss2j95FXtkd0ipuuVqbzritjBbA7SnmelWvhGVTsGWgkdeXt3irI7sSour6BM8ELE04+B1J0HGDwxMSRm1XbxfUKo1W/H+wUQOqpnp4BDz2a9D9qrfd2QYlSVqbaQp5i0g+68QuNAgl00OHfjQ+ju0ARYNsLndp+9SjMqGKD9mfVqlCLDUM91FV4gPBZNzroINpm0mU/aP9MptrOAm4P3mRnYgF14YkR3R1KWcF4bB1SALtOs1m25yPtGUjpkgehsrdnn4EV2cuOroWcnlui6XTKeDadlRBU0cXSPpMnlqXHBqUAkdDXFdB4FwRWPqM7ildlfF3o7jq0a0nQZDAwtg6T+35/I3iM5IrsqWByWLWGIFCwW4AE0xjYrlfZFrGQ0HQ3T6DHxu4i8KmnZ/bMOPOMlamQrxVAL/o9dC+51/Xw7g9EJlnPO+/4uehiaYGm03d1Nk8weH8v6OasXNKtPHS2TZPaYtcZ5/XVdG4HwuMlQAYHK3U2C4YP3vPwRlKm83nuIdwXi0qhHOyZcS+Nhdktp67SU4byO7LQuG/O5wmYXnJQUx0AG6VwlM2cpxlg+AqQxeB/aydVBfjM1nq6WmVSyfiC709pnoOpG0mXA5eRYERC4rTxQT8TEgeVZDSMtoA0jw6fAjF5qJ6ehQSIdHq28dO5zevu9CzvKztr0bAZyKQYgN48tvXD51DIKUh9Z3LCDhsuv4ln/+LC9lWyClg97dQKDpyHjfs/eFcngogBsBHwo8beWYSy5/EJ9e1kpTobKLrC0OSXayoQibnJ2NoAauP6dorq8ADykhdusBhjrnjCH3srY4v9PfuexnqXlUV0JvGSAjjYkB82TTAvgq1HVty6cfZRfyOelZ2d3E9ntq6xdSLN/FgF19UaeME9XlSR8P/gtUG/ZzKEUubiwHe0ySTQQe8Dfi7Ou06Bfh/d+YUVPLimlCwRZ9tszNvZPBkbZQw9MDCSDIYwcS1AbilkcIAXC/ls8jleundD4XeklBfu78Y11eUqPE9otquzeYLA/oyG5AIwcI++T10bxoxRgPG8Jcwme95tg+ski5I+h9WB+WDz0sPiJS/wZ6XaBPl9H4FalzA5PIj1m61pySJ+Lg+V25s5uqHjNRH5meLrj93y5y8A8O7i/+/xn906/icR+XkR+VER+TWXOk/VTwbwLwF8C4CPUtV3AFir6jtV9Z2Xec8PNp6f4EJZxWicWuUBZzhQMzCXDBgCxaQLdV0HWh/JOBdJ0rvJFHCHa/R6qI4OgUevbwTq6oDHRis8+iw44s5EWmfzaHEZdM3KKfk1Xesrq7h68gQgEV+aiA36wH132c+KzQ5AUr5ZCXJNJIDU8i+s77hUVSTOMhpFX+WgBtLxngDH0rXWRQXAdGVumLe3G1UtmrqF30W/tykroByjaSzB6AoqL5kYvZ4jzr6YkhVCijuvD83RmMxOp6kxJXuEyDlpvoXkoXvksXCR1+k8Kb18nSdOQkbHJYZMrCKts3l2PWm8pZGzQHR34psuN9kET4QmcK7BRafAsTFcogoVgVd6jKiDOrIzsdatrFr2LSHTG8fYaGsHS/DiGaokK2zUFDJhJPhA9o+DebKzs+lzwo389MwSVAbT1I3XlclUvBIQhkzUS7NqQMdvIFgy6lReYcLDwHhWBDBNkwBRGOGZZlWPT+z67u/ada/9eGwB5wZTMZdX6zQsBIIeTsM9ussHgMlgyo+t83kEdHp8aj8na6muwiOm2plkQni4n4HUcGjViLPzqGJFyzZnskTbNiZ+pVzoMnPXW1gFa2DtEgVWx6pNYLCcfwCMNiqWTOr+Tl4T96sJUI0+A37fytaW8r7HiqDKgCFrHVkY0Wn+3g5c5fXl9fekO0wPmQj7/A0DV2feBNjl7IXw1ygCasoI4lxWawuW+4NMoPs967s+MdPV6h0PRTWdrTCjEsfP788YQYIw9wUsgD47d/bYKAPhorKa4GCaU4aHwXzhLUGnBhb1nXVAerU/l7pYRNvh0gMmzEQZtLLiO3DQlOvxcmUBcNsFRVin03y/oLWThdhaxY/3pljXLzV3yRIEsuLIQgBZcKzcA5k4u0kfkxMZDrLF6vGp68QHOQ8oSVqtcy3SztgNFxeh2Q56N5lzfk8iMatrN6Adxv5Vauc32kxz3aVUs/DPQF0ZaD4ZR7WUxqCMDaTXs7WlZHCu1kmR9nhKRCKWUbYt5DrMZ4ftKtcWwyiZn1x/eZ1gAKqenAZwGrRuVt4poyk7MVCiOegbUAKkWSKPWyaJzpQ0gNkZU6StMwFbpx6d4GN0aWkd9LxxnAUjl95p2xr7iIl5f2DsCu3QPXrdzoUgzWXp5b1emAyy6BVsTynWesaS7KLgayrlCPYMmClud3a+YcgZSa1f05D8rNYGIr33kYKh5xKas3NQoqUlYwcZQ9p1dMC+zY5CsW5SvuKyAJlMEB1Y6spAC5dKqCqqK4cpr/NWyxsyP2fChr/Mzk7ED2QPUbKgs3mwVwHE+WRbSZdU8nkgG6Jvz2dIpimr9fViQ6rL+8f4Q/Ias2MX5RixplJe5vMSdR3+QAQnjA3p94/rzXodjANdLO2eHh1AWHTkc9e2AaIpW8FKZc/hepWMJTLYLguKPYvGB5BFXFfVjym+vuWWP70dv+FWBPy/AXiJqn4UgL8H4A2XPk/V74dJMH6biPwggMEH+ZM7Gs/9O3+7EdU8TQojE2eCA12bixMXFNLfPRESN+uJv2s76OHeRmBJM6cwuzs6sIWFmqRSy8zE2/XzQR0GItCVySRpmfRhKNgNERh0bbSuJNsgKqlsbaMKPHYcQAi9IHIxbTery6SOOXABOCjgFWsm3jqbe+XZE7ezC0hZ+XZgJhI06iTd70KPTwy08CqiOXKvExTi5t/rZdWeXhmrdbazvLjIykhRBTLN8cTpuv2N6xvUW753JNereK1VhSX7/nr1mG7G7Mogu7vuhD6IpFr6/Wg/dZmh01nMFSYsIuKJvFPT1g0Wv+GlBa1/Feem02nQsDdaVGoHPdjdmI9mkJb3DYf7SXUkfbXUYgMGfLCCywDcGUFRMYmqsZ+Dm4CZOz/lPV0ygFg1kSo3s9UqN/ig13ui7UFHVLWlivZobAcaiSyf6ai+OLDA5Gi5tLnp1GcDCasMKvi8+ZzR0zNj3LDfNecQAUen8NLnIujL0ynkcN+Chtl8k+XCzx8BvwWGEWRx4yfYsG7CYyBkEM7M6JhIkm0EJBDJxMSBlu6B+xHSEjKm6KNxmcEkr289zaXfj4pLaXjWvPJFkMkozOuiYw37nHcd5OZpJqfARusnGQ4s8azzusn+Xq6FrLh4Qh6SBWehBJ29+LwS1U6vipPV4etuUKUJnC1X9r7sfEE6sLO/wkS2qgMUMU+ZNu6JTMZBPde9HXuPdWOJZsmQ0S4lCG5ECjFWkeyY9lZ2JhYsDgcpR+r1slILWMcWPydWxeEBuHi3jUiQnG0WXiE0ZSPDhcAAP3N/YFIn1wRTJ71hdKdm6Fgd7Nv7T6fR1UfX601DUc7d0g+gRw18P6rc4XNC8OeygzINAo+sqFLaSN8JGrWxQjmZ2LELKRCBmGAyNm28d5jPOg2Ze3u0oe0VCU1cR1+fvWsFfQTM66K2qiJHp+ldRNYf92PKpwj+t/xci6REV9aFhwa79G5SJs80Eh2P0nDUwS9lpZeFBgfBqFGPwogneQSPq52JfRYWLejVxHVfKtvrpbLnkX4XIWn0fcVZC910Fl0AlLK5KuckW2ibtM7nm7ftiwSZyS+TOqnsvo7HsX9FpZfsj9EoTHytUFTsIyzWEPgtGJv0yLnUWK/CsDYKVxxMzNvW9jiPkToyHQhEOjjGOSBxnwfZWheISj0r9NVdV01GWoJ6vGfU9pf+DmSdcs/amaSEg9IMn0PsxhGMYbJI62y9rV7BV2eKdDdPXP4yiraZwY7zv+GaG0Aw5ySfEU/wKZWl/JIgh+2vVZ4v2TaUARUMQaxX0JvHWQQrDSPJyu3ScJwsi5BDsCBTSbRILos7BB7Cu8nnrpAt6eCRLhYe4zhbys9dj0/tnrJlsa8dBpDYPQ2QkR4t/Z6bZDbpofVcHoIscN769cHHewC8qPj/CwG8r3yBqp6p6oV//yMA+iJy7bKnq6pTVf0yAH8RwF+57Ps8kfFhARdE5IqI/LiIvNX/PXqc1/1ZEXmTiPyiiHzJbX7/5SKiT/Zis7oJGGMAG0lWUdVixRnIwGS9Sj2y02ZD+0VK72xuAQ7lEv2BJXeDASbfdhZJeiTQXoETkWBHhFGXB8HoWgs8LqZBE+biYx9EI6Axh23JSslwsNHu0pKtQaDq5QYBwN3Ax3HO9sMuq9WsEPgiFXpwLtCH+6DBmnlSVBZA9QebVClqPbnwFQZZpPGHUSJ1x75Q/8o/eAl++etfYBsIA5aey0m4oPprlQZ/HKRWFskqwaLYCI72MyEsg7nyOrKdZV2n9nlkmkv1iq9VVv0YlIH0Lw8YWg/mdTIB+FmYwHYt9PQMo//29jCNk8ODoF7LjvVqJm1bhgN3XR9Zh5LJ2CQ3BDHUA6PxGMtvbjclHa77DXO6Xg+466q3LpRE8wcDawXIc1yn6VyCO61XIosWXKXRJJkwvNdk3lR1VisdNBARyL135bMMmKbxYppBa39g58h76HTfAKH6gzQmo7SEbvvrDCjjeSskHWHMVszLaM8E4M1/+VV48K+8LM+vaKsWrR+BCFwCWGiaTF5YhaTWsax2VNVmtaSuctP34+l0+v7XlNV0r3JV734Y9JRRVhm7IlB8snOXFOW6SlbNfL5xn9A06L/9YUt0gdD7c40RlxkF02QyhuzuQBYrYGSmWHpxAdx9Ld4Ph3uQf7yKgD+NJCXZE0eHaUgKOEvHfFaEHS58nkarvwBk2+zTzsAUiA4fyZRog04b7vfrVSQRofUdGdjKip5eXAA3T9KNm0aXBE1JAW9Iy3ZAkXO3P8hOOW5aLD0H+HYmCGd1BoKkP/f7AUJpY3PtzV//AB78qy9PQNDp69LrpfExvy/8UdC1VsUkc4r0aAZhXuWtDvbT6JjzjgAjkDIN+hiMx5mYdG0wYgCEZ0dIZLiOX2buumt9JIvl9dpgtCzD28ISzXZjD9P53N6n38tk0+Vz6A+yy0LnHX+GQ+x8j59/V4A7TIiqOpJROTpI1tlo5KaIQ+jJaTIeCHzymjMRLva5an/PgJ62dSCqjYJGMJdcnx5rId+v1wNlCUomBIDu/MKAFpeFGSuwn9/7dZXhIMwddToNwJMgQLbNa1Nqql2cV2kYGwUYp9iffedVvO3v3ZddtPqDBGiLBNjkg2So+XUgW7V1M9T1yn7u89/2dTKnJOYCpUqqagwpnh+T3LqKa8tWxARdQ/IJbPhhPanRaRohdkVhJhg29r56fm7dAVbeLaGqN2Ky2LsdKCQjRhfLYMuE39VwCJlM8DHf/1Zbs9hpiWAjAca6SD/IrCm7i7DTUad53z3BZ0zATlF2q5LmHww0r8yXjDudzXIvZ4v5Qi7AJF7dkJneGyVbV9eNrcsOPsTazcJSwdYJYGI4jK4kcS4ueQz5JyUJ9NhZNzj9zqvA9+/YeuEdWMRlU/TrkNoLLstlMmzdnyGKLUcHxmIs5Vpzl0I0lFFr7M12Ll2Cwvx8zrYKnwcg96KqRnXlyAG66o5i3WfLuKyhI4D/CuAVIvIRIjIA8FkAfrB8gYjcK75JisjHwnL2G0/Baf8KgP8iIodPwXvddny4mAtfCeAnVPUVAH7C/78xROQjAXwhzPTiowD8bhF5RfH7FwH4RADvetJHn82LHr72kMquMwKqelNXfO+17G3LRcJp9tGSyEEJ8cSWDzRb8EivDirwXt/fm2g7EMFZac5FDS6A+Lm5iA/y9bN56O83DJeAZFZ4lWKjQs9KkFOX6BxrB/HKcNNkCxwG1r1eggxcrH0hJXiArvVErbOfedASlTo/76C/uzY1gpu6QLW1A65d2fj8qGrIzgQv//8d41Vf8k47PmUUDMgq18/7piqTSZ67f47Ql0/GXjWpzJ2dVL5Hr+ci707HUtITS8DBKcNo2zBuJHMjJCr8fOvmjnTrMhkHkBNB7I4FbW//ky+PCp30ejj+na+MqjSTfB3bHJHDg/gM0cKxba2//c445whg1+X8HNPVIN+v7YD77vae0E7H7vUg86W37swEQlcrMysqqNa6XNn7HB1sBD0BOjApadx0inMiLoRXPLoW3T1XchPja26eZOUHyNZQrqEMXwOnB4LVLQIV/lXKZshIsWRtnRWy0jSyRwmOV1cchApJQ1Xj1d/wKF77V95rASa7wexMDOSr62i5Jft7CE8Yv3bd8Uk6NB/sZwDNy+JV/vjcUlkwfO9dxhYgw6SuLRnhNeMxWMFjsMdno6qSynzZuTsaBe1fV2tzq3YJyK9+0csiCVNVXPzWV6A0hpPBAHq4ZwFf5xVeBmWsljbFHKLZ7HAIXD/G9dlOfFa9mELvvSvex6qDLWQ6T3O1pgnTwPBPYGJJOjgptR7UBjOGfgMRsHWZ8JFu7IyW7hUvToCVkpbpLH0CyrlLUJCgGJ+RvskE2NYN8ARJs4JqjCmXcLRubtc0UfG1CqU/QwXDLei3nVW1X/01J3jtV70rWsYZo2uQjD+/XuJGYuU10/MLAzVYsSxAGNSVeXvMrVsSamN0VIcHwLWjTUCbSQqlADRVBqIbClqTyIUshJ4ll527lFQx4Y7EtcU7/vSvSWC8ElR3X/N75hIYJhQM+Me2p9AY14oKQ0vECs20ARErHA1mWTFfZUtNGZsBrFSVy3s8niBjbLk0lhxBQ5oJzxebJnb0QQI8YVkkYOkyOSaX4kmizhc23zmnnRXAtdUYCF14VIgz6NBZlyYZj0K65Rd441nisxqVdkrD2gQSAthgrEVGEtdddhNw/4mDz/9/yfvvcMvyqzoUHb+1dt77xDqVuro6JwWSECAwIGQkwIAtEQzYBAEWmGgbfJ8f9/o68PzsD9uy/czDBkww0cgYMMlkMLbBJgiBQFKr1am6u7pynbzzXmveP+Ycc/52qVqqqjbQ3azvO19VndphhV+Yc8wxxpzgvq89q/OSlekiBSPBnk+xuhLx0nyhax9ZdKxkA3ovbN8qjm3p2jvo+70s1tesGCPBVOF1EZimzIu+WGXh7TMZ07gvwK0eZAiSxm7XdvHzHoJLaqGgkrZnH/k9cxkB76cVMFCWep9Zxe9oZxuxeSaTCeZ16Qm6WIGCz2uJ9XidtdW/i3I5xlu5pJkAHTui2PzU9uNpaV9LrZaPxWJzA4XFjOwAISb9ctZtkdTMtpGBHZSA0ZsjO9KgH4a1zAHIAqpUtqEAzjjiSiAkxIAxJq3tNGXWrSbWv3QIfO4k1n4yBaZTsNuFzNWwMZFJmeUIMLaJ7B/qGsPPAMzwNGNPzxcoNtajpXahY1IcbFxk7G5x0M99SUSvk8/R456X6pEAKa//88EOEVkA+DoAvwjgYQA/KiLvTil9VUrpq+xlnwvgXSmldwL4VgBfILfgqp1S+rfZ3z8ewHsA/AsAf5RS+vQP8L7302PdaDH/TwtceCOA77e/fz+AN13nNS8D8FsiMrKH8N8AfFb2//8KwN8B3k+j8kEPd8onFbGh/V1lnpllsTJw/lK4NVsVii7iUekRp/die9e+Yxqo7mzmydbFz2zpJD55FNT8ktaOlDypT71e0P6KbGElCmmmOaS6g0EJk4TFIpKrqo7WN1xcgGVasenZnE2wyBaRXINdWSsjBipEfFnRLLIqfuOaGUbAwKjBrNZoWy/xc3Ujn7LU3vWzudK26gqPfettGjjvHzoFUXZ2nfJHs820ue4VYKcwdzqaaE2nUR3zDc3o4GzDCOhCaW7Usm8LJhkjbnxUw3ugdztxDaT+nzgaqC4QAffzOJZanxqajiKhcwlB3QOw8QuP+BjVYFKAnT2t8FH7yvHu0hd7TT5GrCK1+YVXFdygCeCVXaXfU4YymejcOHYko9wb9duAOzdqajT0vWbGSEqrTGeBrNv9cuCDYGDWixtVhTScLFURHbwymRAATWyYHJBy3ul4BZTBk+zuuwEqmq3wx6BJmChzIZGZw8qXVWedMUAQ0q4TVY0nvv2Uvv/KjvsYyGgcnRzM5VxOHTMZwGEwVLKABFUFnDgac5ZJdL1831zuMhxqd4xax7nPm/1DT3yc4klKX5H0vLPxk9rtePa3OnbNrC6Z2RxZOOvvMzDK5sbgvz+q47SuTVIlwJXd7INEfw9oAEr6sLlfu4zMKkebX7yt1d1VpSUXV3aA1UE8h7ECtfSg0Wvu+bNMJkXwMdhu6/Nx3XoRfdhr0243W+73AAMGUlHEe1KB4swFfT3lFBmLzhMck2+51ltE15oqk8oAwZ4AVMLT7XhC7MFfre+lMapX14H4/2YLWBtkrXcrPPzWu/XatndD288Wr7xuAHL7SU00Dg+9E4UbO5K5xTkDqKGbzTEmwrK7p1r0idHxD0eRdHJdoqljp2MMPpNbkXLf7XpiWZhD/PM+KFGiL439+7bfmIRfSVWhvrId3hpmmunPhcmUAVAcrzKd+phxnbKx+J75lJYxdHTssgVpvX/gLD8AChZyzPD+Nho6dtnFx5LGJYA7FVHMmM88sctlN54MZtIgGKgRHgRR/Vf6fBlJDsc1QRrePyAA2iIYiqkZQJkDC9bxInXaAQgQFGAXDILOBqaICPbfdsTnn0uAzAST1V+yl1KrqcAbY692OxI27uOUFdWi/lmNhspCqhr19g7qg8MAAtdX4hrpoWHskdTvqfxrFkUjSviY7KLVVBnUrZqRWncKl1tQ0lAkHPvtvSXGhnYXqyKuo8TVfQyMXdJqBYPIxinXKu8m0Gri9z9RZVjF6oom17OZV9gVNFGgzs0AAR3j3JM6HXjrzFoMEKhjfbdnIjt7MW557xaLAGUISLBYNxp5+1s3bOSeTXYO2RkEBAleuG9UHb4TpUpi6JmWOu1o62lrb+r19HnToPfwMJgRrWas9eYpJlWFu35+GOPWPCKcqcACJg00C4v/KdkCQrJpwDTMMFLExq359wBQfx9jOMl87l033Gslpegsx6Ms3IjS2aZkAjdbYe75Ej8+gKHjB3+vyM+JyAMicq+I/GP73XeIyHfY379NRF4hIh8mIq8Rkf95i6f5muzv/wjAm0TkdQBeC+D/c+2LU0qvSymdBXAupfRLKaW7sv/+pRv5wj8tcOG4iJwHAPvz2HVe8y4An5hSOpJS6gH4dJg+JaX0lwA8KyLvvNUTcE2sJfNu+GaoIBcUlKVXw3Pqj09ge597KhShXXR9K42uTOss0xl2PmwTaDXxKf/9CUhV475fPPDknVUvGvXl0oearcAAbz/m1VpWSPIKL5MDatMzqqIHeaxSEnzwa0vxJytwQDj9AhFwZ5VOatRlZnR9tkzLJQasAs/NlJD3myZCGciR+j2v0t/3NU97Ylnv7ceGkAXPqd9zijmKFDp9LtREpllRtk1f2wpNgpbqlFtNRp3qbgZBrqus6gjWiqRBHhO+nb0lCmtqZ0aEt3IsFvF8ed+hm/rJH38McnIr6JU0D5tO9RlQd0k0PtdCmtTGaZmDftCACTzYxn3pDXcAUuPkz4wh+wfY/+F1T6xTqwVc2dbPzPwSZDrTJLdlTuWdtla2OC5bTXgfek/iF0HpJGuE/0dUHkBiENztOJXYEwzTSDKop5Mx5UvuR+LMibZ3u9DK3+H7M00SZQaWzM0XkfS4hrZ0uQgrivd87YWY37ZGONuFn9HtID1zMUAKBnumpaemFc+c1z+5ufO1R9ZjHHY6YUy5f+BjxgMKjiFKT8oS9ekToX/21m11BP+3aiwGeICT+r0I9O2+b/7i49qmkvel1Yye74sqnO5ZIbbfK4g69bELINbrpGyk1G5rdXA+x8U33A4UJY785zGwe4D5j6+CmvnUaiJt71llNXTuqAX15asuS0idtlfg1bQqRcKVj1szefM2i1WlQaBJyRwQI/jG/WZ1RYNb6+7g+45VIFOzGZUtglombdEOBFoxkoPDjCVQxBpO8JlgIIGzfP3f3dfLMfnYy77pGa9YepLNPQ7QinS3i/TsRV2zScsn6G4UfQBu/OVjFrAOSkciEAaArU2rGI4DCJ7NHQDTdqMjCBO4rfUYz+Oxg6UOdueB8c0e3AtbzeikYuOw9c4nIzmxJCStrwVALxIeFASy6wo1QWxjPlLixcIHKdB8Dk//lTshVYWTP6XtRu/+dYL/xkzZ2VuWRRpQUV+6oom+yQCc+cCWzNlz8CPXc7OoQiNA023LcBjgFg3pel3Xs4MgvOnHxTwhvK2o7UMueWCnlvlMgZPc7LHZ0GswsEbG40ikUuGdpbT939zXiZQSVr8oS6JZ9eU6TdCn11VTXs5pMoMIJJDWb/9WPwuj0btpr85v7yIDaBcuA5kpr9N7qQw/oYHliaNLFWFPNmdzSF1HW++bPbLkmEwJB7fOPBvP2X2J+rq2kdWRS/SqSteu4ShkoQYqicUPLrMDvOr/8P/7NFAU+KhfuwiZz/Hpv3M2iiJbm9FWtkgK2JqvRr27Fx5j9HQhUCJ1jI8ijIbJBnJPDLIuWs1YoxvRJjfl7SiLpEBkt+NGvVJVKhOgNIcyrVI7jUkG8MpioR4T5jHi/jxkycwXMYearWX/mEYj4nwbq2c+rRdgNucYYxcWFClpaDTC+BdwY3GfrwR9OC4PDkP6agflsZjNdf7lclEyFQ4pp7R94MSWSkTYgWM2C5CyijbyL9VDgOfTivJP61gVkXcAgIg8AeB61c5/BuBTReQotMPEL6eUCFDc0NX9sYELKaVfMb+Ea3/eeCPvF5GHAfxTAL8M4BcAvBPAwoCGvwvg79/geXwlW4FcvmzOp7aYeBDDxUrMsGTQC0ObWlv5sHqb+kpFRIbqu98A0XvTCLtUgd9jhihoNbHxK48DqcAvvfZeYDrFY5+2CpQFVn82RWUqKR05nHYNqTTZRL23rwEsXe4NsU2ddmwoTNjLMip93NTHE69S2s1yR/e8KgDAWRHeR9juhbMreLCKkFGvnLZtVFYHIhABX7JKWOq0fcGEtU10B2ZSMzc3nKYLIFzlSZXNfR0KM7+hVwayDQjGapirD4LM5yhWBg5A1IfDoHdxoeaG0elkRjwWdBuFu75wKe4pNyUDMMQocrc8dg1BRrJEIjcjnM2RphZ8s9JB2tpK39uXeqUJCBYJ4JubTGdaPbROEETwmTQc/dnHgGYLFz5XA+jVL9wFasHlHzqugd2xI1GV4uYutSZmLb3P7tBNKQ2rDATvmAw1rbUl6e9MGmdzDbjKUlks7bYi+1YN8e+mNphVF2pk6zDB82dLScKiWp4XgCVv2XnNFwHmtZrA+upytY3MKCCqUkBImGAVyJWBjlkGOykLzkxu4i0IjSZLcCN1OtEKbGTB9pVtB4Zqsm3K0oIkiTHPTZ/rlgXT6bGnI5EjWyszk3SQ4lbGbl0hDQa6npokw00+Fwsk+qCQSkkK6aCn/gcjM8I1yY7TVw0g8irN3n7ME9Pl6rrex7Gfegyp1cSVN3WA+QzNL5gARYn9HzRK68aqzzMfu7WCUqnfh8zmqLd3dF3udgJU5vjgeOh2vMWYt6EE9DumMx27zZaPVTeEnE41wK6rMPYkBTYVQadtt3yt9ap8ZYyklHyfSK1mSNIo26mq6OrApJdaWkodbI9wIJR7Bfc9ghxkgAFh6iq1yuym0/BLoSQsm0Psxa4tRTvK+utmLQOvbOueZz42AJbALZlYIn1pW19//pI9uwA1XVbE8XSrY9fNOM1gjcAyj2NH/NlqzDCOanUmtVSjV0usi9g3SeUXUrHJSAScfXD6ux9G6nZw/i/qGnLmM3Wsbv2MJqBpfTXYDeOJr6vJmCqoK01+zIBZCEzNs2dIZl1lfjw08MvBETKMbB325z6d6o+Z/enzDV14sbkRgH2RlKnCfYgSNHt2adB/fyDTkquQI2mCSWmZsr/GAfR68aT2awIQ18vvA4LNyYSPz5uxTbZ+otlAvbvn0iGPP4xdJO43YnJQY+E4XT9PjK/u6vr86JP652S6HG8YaOFA582OW4JUgD4nA2oYi6SVQVDdzZTUmbm1aAxE3T6NFymnJDBoXjz0ExCPV1Vy8tD//TBSq4m3f+rtkPEEv/D6lwGpwEf/xjawsxcFD+473P/6vTDRNpDfr4W+Cyy0ddq6JzYaLllIxpBDMoPyImnsNZ5E/GasVu/+w/aWgAPaqdUKuSFBtTx+tPiJ3SdSWQSTyWSGws4Ni0WMAbIhOG/0Q+wzSgdrHDRvNpfzicUiMxLW39V7yrx089VFFqdYwYAs3zToL7F5KPlyGXWdATA0jK8qeJvWRgPy1LMhI6pN/sTnQ/bIS/lIeD6eC3+Sx0MppT9MKf0RgAfoc5hSKgBcr2LUEpF3A4CI/BhUXfD9KaXPAm5MLfDHdgtE5PUi8srr/PwUgIsppZMAYH9eeo7P+B4ReZWIfCKAbQCPArgXwN0A3plSOgN12HxHSunEc3zGv2MrkKNHjfJK+jIHvgELdLSXw1EsdqVWmlK/pxNv70CDsNUVgK1t5nPfyFxXxve6PizzPDC9dmqUyyY2VY2Dz2nizp/cNt16DTSsklUkTQ5nc09+kgW3srBEAtCNaD5Xcx1urBZMelcHY1MUuS4WCBYH7w8BDt4LWzAIYsjeQVDEuJHnejpSw9lxw6jnpOrqvc4CqEZDq7xMyhhEmJFVYSi6J6atZiDrPHKTS1ssC3NCzp3zAeiimy/OOXWSnUQMMffqLo/5zN3sfROxxVdR8DK+j9poQDcxOsJ/kOO6Y7ey8zB3aupw9X62kXb2NWglo6bWSjG2d5UZYOeVBv2oqLJiaclsbrREzWBiN4TxGC4lOjwMnXaRcOwr9jF9Wx9p90DH56DnXUBSv+/tM/mcWL2V8SRcwCUL2vOKGem8DD4MIKD8RI0755EsNzK9o50f7z+TFaf0WbLtoA0DBgM6QsNr504TyJwhdGU7jDVJxayNDp/JhGQ49HUiFYV6PLBaRoMqnr+ZfzkoxoDF5mPqd8ONPpMmyc6eBmZGI10K4HO9Js+RwUdGxfcWpwQi6DFzg5Ke66+7EhTU3X2jk2r1lhRxnUf2TBcL1Hed0CrL4TCqJUC09rXkMa2sGK3cAMdGQwGkftcp1LJ3EG0vLcFTc8kKa186xOyHW8DlbdeQp75WC731IYPoQT9c7amN5nty0IbBHaVjdhTra0tdIRxIyCu1po1foo9bMljT08SYAa7rZ1WaoBnb6pWlB7CsnNEbJgeRc7CAgaFwnDCB5Nhtt2z+KYNAZTYHfk2ytx8gNecKx2ijEQEu1xqyd6wqnDY3fO9wp3ze55wiXlX6mbNMUkB2Bv9OycENHtcdu/Gf0bLNXeQLBUJIVyYQ2+u5/wqASLgNCGW3nNRqaRV7sVhOHGisJ1YxJPNvOl3STV95UwfrPzGHHI5iz7FKt4NQvgZFIaUms4VyuOY1YDklkO6XIAFGkwVD2dx84QkUAAX72i0zV9Y/5eBAgTlWztmFhyACq+q2p+UyDK8ak0nBeVak5U4KRYouTwSVea5kwHHcE3SrsjHG4kRVKSiQ7/n2DHWeNWIckvlh98XXAM4t38+M5UDAotUEDajJTKAxb95N5Eb9Fq47bhl3AZpYloWvXWQXOdOEAPj6mjOAyOKiNCv3LUndDrybAVsvmvaf1+97WLOppp6Ml6sKv/v625TNwLbRJkPhPZXJ1NiiBnIamFWPRsGSXCzCFyS7Ty6BNbYFO5cQhPDi32LhprG51Cb1uktSojo34iTwysIa2RrNRoDBLEyaDDQZoOMm2Zzn9MGIh6jzspV11wLg8lDAgWI3Q2XBwdYFsSIppRQsyrh8guBaHhsxDzATSplMTe6muUC9t2/XE2xZghvOPObvDURZ8n56CR8vEnDhZQD+IoDPBPBKAKSvbuL6hfp5nlMb0PDJAP4BgPtv5Av/tG7BTwN4s/39zQB+6novSikdsz/vAPDZAH5ERP5IRI6JyF0iche0ncerROTCTZ0BKborK6BJnUwmHmwuGbbMtBe60uks0B+PkWigxMWCwTN7lVP/Zyh96tlibIF/+BwkTzBEBI0UwIfs7et324R3ilVeyYQuph7MkQpqxlAwbRcAX4yp8/YN0IwcnZZHk0Ru3qmI77UAxX0rbKGiEzqTWtcHM5m3ih4rZo6cm4be+5UzML9mMfWDC25t/heddjwbavHMRVvoN0GqKXuK835k2j0AwfQw00KZmk5wPPGezmg2oi0hAxXS14iST6dLiDzpZql8nlPOkq/UKB2QoS5f+l2ICKb3n4iAZrGAHAwDze9EIilDc+pn1WKa3X8GmpYASk97T6e1VTOgmi1JAPj5/aZV/umOfXCgn0HtJgDvb84g04LtpWS9Co1ktC61sc52X0BIGpjA+BirHdzzSopVVZTWbNImBgiLhckYsg2Xsp35PJ43x0izFYk+AQ3OHRot2v1jIOe6UqPoa/BSx3cxgQMicGUwzaMWp5XLwWF2nosIRspyOZmqtJ81Kwt+P4FIPEntt3Hvni+Zu3XKAtVbOghQ0qCV+szFQs0du13M778tuvFUNYonz4WkzDScroU1RhIrUm7S21D38lQUwNUdN45LG2u6NvG+JwacunYe7RzCadtsCeqStxrsmY7xxKiopQaNXJsWCzVM5TrMJI3sNgNq3f+GICjX8EE/pDzmwyBWQdbgWam1BbuxcB2mPMcCTv9u61qDhlVAmUSYiSDP2d871laK3knCqmRpdcUYNeLVWvePKMqobhowmTptTxo9OeO9IGBgIB/3SQLo2j1jqhR/Ajo5OJFT+KmBpieRXUvq9/U81lejdawF3bd8ZHIclXRJBO7mA5O39URV6drHrjMGUKZe1zoNWNLBe8SqqlVSUZYQ6xDihYt+P4L1HBCoKpzs7MFlK4AzTWQ09mRcuyBMvUuEMr8KZ+elRpkBC1Ukt/l1AwFoc61h1Z5AZ1l414zU7wWoCUtIuTeRSp+bxFLWacxBSku9vXfDpDg0DqTXBxk0RTAUpFKpjnftcuZkbR2GLAHr9zThtPvEuaEgY+GtHB38JpCVd1TodpY7j8EA2pyRVmrnAveTMqNRJoIysbFLJhENd5/PkRXQGJf63M8BcptXbr7MvajbCYlnVZlJ9SxAJsag3h2gEV1jyHghi6sslyWjiwU2GsNYPyUr7tCEtaVmlzKexDiz+eAxLYs6OeA0HkcXEgDuITFRCV1KKTo68NlVFWqyrQj62dgkA8KBWZfGVsEc43hw/7HkMROAYGnOl2ONot+zxJ7PpbDWx5V7MAAIgKeij0M3ro9FMJNApBwQtrVL5vOQSpJtwfgVCAYLj6IwOVUjCjGddjznOrq6ueeZiO4XBLFusBjxoj7Sc/y8gA4Reeqan5n9/oqI/MR13vJNAI5f8xlnoR4N33Ij3/mnBS58C4A3pJQehXZ8+BYASCndllL6uex1P55Seg+AnwHwtSKy87/l25mENBoaADBAtRZyqdkMalimW/JN0QABGk4BiOpvu21usmbSwmCo3daKe6Ft/tju0XWz1KAtFnjsU1c86EVZKlWUlGsu4jwXowKnRhmO0Eaj9GSGHREAQ+lHgf6zqkJWgi18bIOGqtIgxBZM39ibrWiXw6DTzPhofuSygXyByZP6IpmXQhZ48MglGEYrFaPl49gRB4O0SmTvZ7BtJoye4Bsy6xUie6asnHuFhJUxex6ozNl6oHR+760NoNpas44UswhMgKj6s8I0MLbF/66FNmlS4kagB4fKuOn1lBLfaqH17mfsO2dRBa5rq4xPI8FiUmzJjI/VRkODL2vnmLpdNSGcThUwWFRhuuUbvF734nOVLeIAANt9mXxH6OxPpHweEgFn8PA1Rn3UvtutzGhslukPY6PzKhpZCbM5cHzL+pxrEpa6mkh61YNO5wx+B33r7bwK922o9L3uL8KAMZcZZUZqcnDglUn/Hd3TjcHhgRnBN4IUXGsAB7lSWSBtrAWQxPnPSgwlC5PJUqcHGY21RzXXEGq42RY0p3YTzGTVezRSl35gyU9Enk8lImP3APDqprbI0vHYfORZoB00Y01e7Hroq7CoArwlUDaZqKcHDbXWlcmQsgRKDobK5DGaK2pt30iN7O5nQpPG1YGOEVbgRLIqWOnAlIzH79+lxJIrXweseloPR0sdJFJRBOOElNbdPR2jdr7p+Ja1UVMgKvV6UWXKJX30GOF3bm3E2AXCeI1+BZlEA4CbvvmetqisIqWgiuztq6yq2w2mGYFzmnlN4ztoZIyqQrEyiH2MSQN1ywXBFgPKGo0s6aqBI+sBcBmLzuecMYTEjNNYofd1HdBKPgFTkefVpUfHWjBe3OPCGI0KmEyX13+ClgS4zVzV29lyLtCniYE7A/5WM+KLWuIecY6z5Wijgfd+xtGYm6SP29pYrK3qWlCWuhYa4AWj8HM/rK1t6RJLjEBDnXlX5IUXUZmf77mVskaKrSO6lo7HTvMm24h7pXuqSOxBedXbJTpmDOpyzsPDWK9p1mxV0iXPiqb6MsmdJ/U7+PxZyDBzSZlMo8pb1U69T6WZbnJO5iyifC2zsZi3KE+DgfpAmCcEnf815pAAHmoJc76yDDNpALh0NZ7BrcYOHE+cUwYapZVBdNIgyFHV0dI4K0bl3jN63UV0c7Cx7gk2malssTu3OMMAlXp7NwDyRgO/9Np7DQBtBEPBrrdYW/W9PHXa3klFzb0FNHt0wIqsR65rZJZxXpDtwDbIpO1XNn6aDZQnjwd4WKqXh0ubeEudmVKHDwSlW1zn7PtCqlZEvMUiF4t3LKJlBTQZjVHffZuujyzoAcYkK6MTBL+LHjaNhj5b+wwW2OKeVFG4sZyFRrsu0yySSpjI7JkvHBwksOFHoeu4jEZmzt7UYqjdvyWw4qV4vEhkESmlT8v+vp5S+h6TSfyHlNLxa18vIr9yPU9DEdmj8eQHO/5UboGIXBWRTxaR++3Pbfv9ORH59Ox1nyAiLzenzF99js+6S0Su3Mz3ezBUmXM6qViGqAa92iZGowGcPBaJ2FzNS9JgEMmvVe9lNDZ9VgAVXh00tDatr1qwqxvJ+n8psP7TglO/aHICJoTWQcJZBhYAuolRR5kQaDUj+Tl2RIMu0rigia1SLJOh+UQ0s0Sa9PB2WyUcGSvBDS9JUYchuYasuiSiSBbUGNWQ9MLZ3I1zPChi9QOIoNOSt9RR3a0Mh7F5k9Y+myONtPKc2q1o+WWodyLVmRUf0tMY9HLzZNV/Ntd7y3tSWR/rVLg/xlKniLUVAEDx5Nkl6pr3ILaFn8CK7B8Epd6e2/Npz8Me2AD0u8wcT0YjvRcuW1DtYRr0UN9+LIIzjt3VldhgCIIVyUEDWVTq0s7nv7UBGo6SqiyLBc7++xM4/KEBDr637S3rluitZuaI2VzlOkc2wuSr09H5R0PCDaNjtsxQUrSCDiBo5HObI9Q8WiCAsoiWW7CNtUjA/qFXjbVVVI1idcW7ijhzxYAQNbhLkCvbAWSYK7J7qBTWV5qMGAuonQVkz1jBL1Z3rNLeKCO4z1vH8v2sBJFJwHG/s+cmUblZFBi0U6OZMyga5rxvNHEGGfXVnWiRaMAnK4Kp3QJOHtWgajdaZ3n1koHVrYzdRsOkIObl0VfNp88vAht7+zoGmk3XihNUg4iyA4yx4eslK0SWnCYDwGT/ENhQGULqdQx00bWx+tEeqre10fsJCQmBV2UrPQ8LFmUy8aqiA6z0uakq4Oim3qP9w5Cj8PmOJ1b5Sp6syWS61DmAFSd+F1KhZrA2b4v1tdC5EhRtm/moATGUb+GibofeVtNYDGqIKeZNYsBaFgCmrrW5JZPFJR2l+iE0Gy4RQRkMFK/eMxglAFZrazdvoSx1JA8ZWL1Et2b1LhWqRyf4zXk9HAXbiIywsowORseOxPvp5QLE3n2rB5NEnkuzZbTk0fLnkh1hUko3oDPgI62sBJ2aAATNMFsKeNEXBrO5rs30FSBLqarQ+pkutn56irt+eRpMkuw+uvlwValxm+2VXnhoty1xbyOdPOb7LtdlX8M5ZjMmloMopNGzzR9ZKpTIVLV7angLYKNd+/ztdILVVVXqZWDjVS8kM6CmgeC1iTaBtLIMf5MUa2A6ezFAKTI0gdjP/NHp/JH53FhDdYztVLjRc8688HOxxE5sTinbNKvIO9upEQwyr7Qbu4kmkU01lgYQgPbzaAHsADolIrVobJVJOxyYYlxFiQulSra/6vNu+ufQu4BjCQgWSWJ8lMWCD/76GK/9zfN47f8453JRvw/zRYArNs7oIZKaTQW+rAAIAMXWpn4fQTEm9ln8QRaVg36iAIqIhNyQ3Stmc9RXd6Jg0VCvBMb0LhErC/OjihjSzVmzJBxAMFo4DhYqH3FGS7drAOUiANJaGTLF48/q+OVafM249ziXRUeT3dT7B1ZAUZCn6PecbYH5wtd176zW6+kctmIVYHtwbRIwu1ax+ezPq9R298WRDWU4SL0sj6jl+bHFXiTH8+kW8Sd4/JPs728FcB4qk/hdAN95Mx+UUvr5G3ndrUeKL+LDHVtpAMcAhtRXVvxpsjQaRxs0JgXm9pt6XaNyAew77r23iVQzYGLVwyjMMhrj5M9Ocf4zNejbLXpI7QYwHUUgUZQQq8C7aVtmvIeysF7jRhfb3nMtsXdGcAp87RuA9q5VcMXbg7mDrgWQeesyLpK5wY5RYVMR7YU00G1FBaTSBNCZEM2W025FaqRmG+jbZ5pxJqmbugGoszKN8FK75S2p3PMA8IXXNafc6G1hd78Gar6nU12AGTSOJx4UqwtwpagsF8emPjfZO7AKuFW0Z+OonnJ8lIXqC7kZ2CKbkmkyn8/CQ8kLux1w02TwQYTdKqOyf4ByUUFY5aIZ6JVtTbLNP8M/PktOtRJkyPmOjiusGaB2dQcXvncLp796TwOVdlsDAQkgJ/W6oTkHovJp0g4xQEmqGsXaAHJ1Vw3/xmPIsPJEquj3AiwgAEBAodEAyrknUV5BYHVvOgXWVpXdYomhzwsLmtgO0cHEzXVN0KoKOHUCuHhFx4oxOqSufe4RPPRqmplgKqVe/HcOErKqaxUdsTmu1wNPvKWuw19gMAiwwioWUlW64R8MvRqhVbZJjLuyAGBJzHgClBJBR57E0czWrglnL9jc00BHLDBPjebzYt+Er4Zkz7D0BNppnSsrtmaNrPOD0fQ7Jje7uutJrK+10CCTkhMHg1pNZ9Wg0G4PcnCIx7/1GO79Qm0zPGqpaakAkfh32sCgDxlN/DkLDWYrrfoy+UsrA2D/UAMKsgOovScAUcvyPSgNvKS8hi7/lTIB6uFI16ljR4DtPch8Gq3s6KdCGjaTV6uEMnBOqyuQvX3dO0gpbzQ0cLRWwl7plbxdceljsxj0nQHiczCXL5Ul0JQYT0yc6Tbf7erztsSSa6uaDs/CpJU+IHTlN2YOUiNaLEsV4HBVGTCie5qPg4uXHcQndTmlpHtYo6HOTbc0eAVYmNfNbA6A0p7K1nNLEDt9SEOlMwKEgWbfGCiHQz9vBxIr/ZxIRsXjBG8VPZ36PRr/+Abwpn1ckYQr7VWkZtL1nVXJVADtxnKVnedflt7m0Fl9ewexDkwXEGOMFSuDWBPy81osALGOKhwzRUOZwAYypEEf9e1HUZw5r9dvlfLUKCGichYykvj/9cGBFjYM4IhuOBLdW+YLpE4vukWY70XeOUflkhMtotgc9TWe518hmBRs7wfoHByb6THnGz+D6y7HBMFIQGMSykauNfvMTfhopFhGAkz2Xr27p2tUw575bLbcreFWDmObpZQglbHnTB7o+0RVGeA+0TlDZu9sruulddXiHuishTrbM/J9tJIwkrb1KdVz3POrU7zvdT28r1QJVGqlMLW1uU/mhIzV3Fv2D/RzDFDwtW0wQH1lW19f1YAYqDaZBmsy7xDBw1gkiT5VKen+RqZqu60dlwzYTWbGKBMbT9l6K3PzVZEaEF3Pvf0uWzg2m0C7cpPcVFpeQYnSfK5MPBHA2iEnSlC6zZCFcawsLP/I4lVnhtizTL2eyy8ABPBhEgcWMVJZ6ri1a/T5Yt4KqdsBphJrCmqfr5DkIEx9dcdZP6jNY8r869LzYYu9CA7BC4+lcAPHq0Xkw+3v/yql9OZrX5BSetVzvDcB+PDn+L+l48V3W/53HAQTGOgBzmBw5K1S6rnM50ZZKyLhZ3DFzzGE39tRsdrO6hBddvn1wxHe8w/vBLodBRYAp5Vpe8UiqpdWafaFm6ZygDlP167B5aKkG7g43TG1W0grQTcEEFUnC0ipb/WqaGnVAAbe27u6qDIZza9nbA7NrADTbMyq4dTopWbTTClnljgobVL2D80YzapPNIyq7ZzMUd81cmYOhFrCGJOItVGE2QOctGWZzlznS8kIqwhLLSv93hKMmC7/OTPKf05/ZaIzGnlXA9LpWIVKdh/zKvCtHCG/KJ1qCGDJI4Pn6ckoJRB83jAAqSYTQZQ1wGdobsZuVmesnNRpAzt7ePyLjwKpwIkvu6yVOZONSM/YH9xch8NgpCBjcbByadIZVj68KmtIvbvtM0msxdpkLfweqNGZhNTA7oUzhlKhVEzb5MTmL71LllpXsR2tGSIiFcCVHdcNU8vpkh8za3RDV+oQq9r1mL4eGH0SK30P1JzFY+wjHj52C63IsgqYBgNfY1zfTWaOgQOp0zYqZGVA3Sx6eo/HZupUZlrxFJKD2SyYSe3MuAxWJXm+1HKun0mDSlZjPSAjfbdma0ybY7UxP+bKKND51IqAe33F9f98vjIaheP1xcvabWL/AI/+9VNIrZa2BQXUYyAliDm98zxlbuwvBv47u+8XqHKtlINDN+ZzKjvvr1f/jU5s4IqDKgZIkAXnpqJsWXvparCBmCTaHPO5lVf9KceDgbUpeTIpBwe6Rh3f8vsqi2qJwk9Qgf5D9KeQydQM7rg/Zj4gZjroHjX9rld7ZTZzrS+r5z52OZb4dwIKtVbZ5HBojK/Sko1YX1xaVaT3a42Xuh39DtLSi6TnfoPdIq57EAiw555YmR30Y00m62QRzCyCSK6xZqBOJsPGmjMEqSP3z8iq4jKd4b1vPQ10O+j+5V24nr0WlRERGPX1JjsnAl48KJPi/CBDgkyuqkKxsQ4yEPkeZ0aRlUK2j50jvW5SUxlKxeNnda02UESuARRgoBZbHDuro90OP6dKwbR6b9/BOgXXC4/T3PPKvSxmxnwTHSc2F6UiKFxqC8SF+hw4uMZ5xM4Y3vmi4b+nrMSZBVbhd9ke167a1vumGtUWR48EQ6g0bxTe/yweKLY2QckQK9reLexWDso9DFj3uMTP1/YOskSBaD1dpCWjWTcrNQaOiEQhih4JfF32/jPfcRJoNfHEG8I3w6/H1jbfLw0YQqE+V+xsoQCkMUKbLcihFW8aKkmk10yxsY60qmwHso89tiTYQaPOJvfSYJWl9VU1Z+W5MO4hqJjtuYldE0wi7Mwhxix1FfFCbpKdmavSnwtQ4LlYW4WbQ5p8RCbTkCUQGFgZeGt1H7fNRrCOyTwxtlnqtPU52/otLIQQEPPigsbnqWmyi7tPOWjn10AWA+dfbZ3AbHyRBYF5eI68ZI/0AX5eWMexlNI3ppT+NoDVlPIN4bo4wO9CGQ7/4pqftwJYv5Ev/DMJLqRuN9yGGRTZRkknWJcyWKDnix+gCyLd8ycT3Tyt0g4gEr5eLxIWmtjZpv+yv/tYaPzofE7tFj+H3gZMHKk/NY2mDIe+kKZuN4In0tcsaBcRrVZxM8/dgqczp945mm5UbwIrsn+ogW4OpvA+NRpBH7R+6zRA04TP7tk0kvMljTjg1QQmPgxoU6sVrXrabV34DUV3UzcDgZauzeQZ3qWBAECpRndycBCBaqvpCL63AbTAQhHyPlCWiuybwROqaok1kLpd08azYlw6IEXzQBlPFFDJ9di3MnbLQivrtpl7hQUITwjSgXOdHwCa6cmJo151ktMqt0qHo5ACVWZ0Sqq1jQ+2Drv3Xz3iG7KbYc1mZp43iXlRS0iAbBxqRWrquveohmSu3KyykroPeIAjs9ly6zNjQThts6482eNYLfq95aSPbB9zwZbxxAExXw8WsZmzO0mifhwIgy8yJtrtCOBt7MRDM8O6qlZfjNIcmeeLAMb8fE3rb1IaMm7Yu74+OAz6ZDcMDL1XtwUkqdQuM6nXRbG5boFu08CGUQTMNKwqC6fqessxwA3O3KOFHgO3cKSiUHlWKsI0kBKfZstbzbqcDAgTKiadRzaiimm0WOwfhiQH0MpTos9F5QAAUsJ9//IxX9uFwC8A7OwtG9SK+NzHYpG14jIAy5IcDyhLTbBTUcRaWRt4ZG7qMp2Gv0sOctHIbDY3DwgFA+vdPZdhoaqsWlU6Ld+lIMCSRlpv3HLSkhplVPR29gK8pjyBQSZNBuk1VEcnE5duAMtGjdZ9SM0cO4D5CzhQSQdzB7RrN6l0aQ4BDsDZIGp8vOJrq7bmXERywm4aOrh8XVDztyrGTFnqfcoAvJs+yjKYWLnUgvsbAc/5wr83Z9EBgHs0MH4oSoCUf5osrq/5Z7sm3GRjD/2tJ71iSkpyKovonkRDNpMU+V5m57/UepvnTsYM908yRwiImMzIwT/zPlrqbAGE54LNhdoqzj7XuM6L+c5UtUqJnElQh8RoOo3xy6Q4a1m7NNa57loy6ICJjQ03meZ+TqO5q7suJwrANpublK0Y68zjG2Ml+HsoHciB/l7PDC674f+xvRNzCvB1Q6oqKPJl6QB8MiNDNA204Xp9s0e3EwAWTWzzcWEdIXxc2Fh0/w8Df9xfi8m+zeXaupottVil6WOlBoR3ffnT8M4jmaxOAbcqYk8CqGUZprUZqMe1z8EZAowWt4uIsgr39r24JjNtFSoL847I24Dz8022kVJCfWU74tPZzAow1bJ/lwGBek70XhuFJxDbznY6wUokkzcV0U2KLA27fm1jOg5WkYFlqdN2WQLjMbE4wNtt0r+j0Yh9DAiGF9dx+z5Yhx8HTAlKlwWKjfUwsjxzzoE0lwTZ/9EzJNiqE/98Mdlgej5r7ovkeDF4LgD4LgArAAYAvh/AFgBYR4g/uM7rHwbw10Xkddf+ALhyI1/4wrsFfwJHfTjUDSQ3Ssw0/470W7AjNJmjuR0QaG6z6WYwHvyRpkvKIE2CiKIDHnTRPMi13URRXYc208CYVE9bsD2Q2j/UKj6DAwAysuSbVUJSuZgcUEKwfxBV9SMbcM2iJYPu6E/NXNKWgr4BW3KUOp3QfJEKZgk9F9jU6YR0glRxLrq873Mz5+q0I+iksWUtcR+oqSxLa6eY6XI9cKp983CNvoE8rpVlJZB9iIHlBIqV1Ia2tcsTRk8qKtW05pU0fZ7z0E7XgmJzI8x1ngeaK5MJ0sHQr5MLPOUN72e4x2TEXdxLpItXXTebKgmknfeVLAxu/OwwwU2V97IsY7OuzcdhngV/RYLs7GqHCVZTVwcojh5RY022mOSzbJSu+WbiD8Bbgi5RopmQ1AK6pBPMYtXer2U6Q2q31e+Bc1Bq6zLSsJZxds7Htyx4mgVaby3uZO9AP4umY6RyM9gGkGuRHeRrtyD7B8EKarZCxzjOADjS23l+RjtN/Z4mnnv7WtFZLHS+GqDp1QtKRYwSKis9rViMjOZrHRU8ICbTJWWBHYNNY+Cwj70nmM+DuaCMJaO3GhXUJSZcbyyAubYa7C30tnd1XrXbSHxNPuZFk+clB2/+Se1xQ71KfE1OSQE7S1yYDMr2bqxl5raeVge6JlsLMFYn9UErO0FWBzZm0vJYYMLGxJv/Z+C0SjImUR1smmdGo6FjINPUp74BGPNFXCM9S/gDGJBjnQIm4bvg8gVLCBxMMwpusbqic9/MLenLkqx9ceL6bc9oiaE0nXmbNPfamZlsQWrgtuMRKJele9v4Pgzod5ukwgNlrrGLGLt5IE2GjieglXW66HR07ly7Nt7MQWr0tcGyGflR0uN7Cv/k31ntH44yBtZsuV0o2WImlUkdk3I4yylpvDHoa+JKMzmulVZRRlVHcg8DDotCjZlZBed6xecH2P5lVWnKDAysyA38UqvpXSzY0pTt68i44j1zfXqr6Wuxd3bZ3g0PAurCyzJiLCDkEdmeolI4SzC5HhEI5/k2G/E7+7t2EVFQZslwleeakrVrNco6wbEMqGZRg8k0K8D+/2QfMWYEshaHtTHE5laNtsSRBRqbe86u62kRTA4zVsHNHuOJJtsuSVO2oswyX4lriiJqPDoKsMBYhBwfuW8UQQH3I5rNdW02liavK/W67gHgBRbzLdEKeuZ5ZbIw97UxsJNeOS4rIdjQtKR4bVVjcPMFcFCP7OR+T9etbmfJ84JmywRP2R0tdbu6V1LWmcuDDKzT16jxo/vH2N/d8JssGEBBDhbw5guTSpRLayw7ZFDezPlAAICtcJdATrt3lBC7l07OTDKZa8rjNs6jWqytsXUNsrWW8ku975YLiJm219YFhkxUO49ia1PXp9xw8iV8vBjABRH55mt+LtvvL4jIl1znLf8Qz40PfP2NfOcL7Bb8yRxeCZvNA1EvS93U3YSmjkB/apWYooyKCBddsaSXk4zVX2q4bVF3+rVvjpQHDJXiZYyFJbM/W8i9/Rlb4czm+m/AAImWuR9HkiBsD5aKqOAAukAzcWeglBJkd9+RaTe74f9nFWQZmmaeZjh5y7tmS4NSC2ZTt+tu3WKbQGLbHaKfk8lyJZ9GM+22G6N58gGAPhSgcRIZBKyasZpdVeaw3g2giDIRLrykvs3m6inhco4ykH7eg8y8yTdlSxKXPDuMeudIPCy5NISfSeMtH8a+WHL0NnM3l9EQkfdKUhGJDccmk6gLl+P87T3arjOo0u4TIFngaM9Cdve0UrlYWLvWRlaxtMBjNAIKq0Zc3tb3AA5a0LlbKaqVBh0MslnRBgIAqOqo2jt1Xlur0fFaDSvJAKo1YKSUhsActYisJALA1V39DKsIe2Wm3YpxtX8Y1WZSkykHMgpuWrGKMxNlUvZzaQDna1mGOSupm5zrVl3j2FJz14kZ5Vk1joFbVlmDCHDhinoGzGdmFlbo/LUx7NVizoeUVYSK5NU3TKfBQno+fiEZMyjaTVZhVmdeBN4z3Z6dUvtNrtHUJD01zWiVQK6t16nZ9Nc4WMBqMZQ9QWaK7O7rvZxMgZ19B9Cc+k+tNizJORyaX4EBtGRGWYte77JzdUfXENLMWa3i3CGYYOBEGvS8TaQ6o3difFDfy/Wd/za2jc4tlZlg14y8NjfgUoO6Utq8jSF3fuc6aXMnZxCkfj9Ak+ksOhHlZrQEG2dz88VIvl6w2lxsrAPGTiKrCIsFcOmqJuoE2JlgEsQ0ii5/fK8hhd3AM682W7LpFVjus61mXO+tVn55MAEzJgQrsz7/dXCpPjsDSJTZsXDggSBE3gZamFCyumkgsUxUV+0UbkDp8o0G5HDkFX7vBsJ9v6qC9m5xjUym4VPADj2+fmXswulUxxTvJenRjDtIjQeAulKmBRMOrhts5c09lEkOfWcoNyIo22w4qJb66qcgZJg5Eyeq7WRoLrXUnRmLyGSRHvOQoZOKoP7bvayHY7CVpwNbzYYCYmTHcS0ulGkm87kluuNgLgC6//IZHBz4Oaey0L3H97A5Ur8fZoAE0MkOq8W7VBC4zhPcmz5s/2GMS8Zdogysri3hzZimXK+yirgzlRgL2yEEkLIEGvNZMOJMxuCJc1nGvM6S43o4CjmJeV64B4ABeMXKAJS8OUBWVS458m5JjFWt04T7DHEcTsMPismxj9ey9GcvzoxMPg+EMhU+M3asYFtdwAtYHi8y1jVWWCKIU5ZuIO3yErJY2CqVsRBg+6+N98zQmUU4eqO5vM0+SyrzlqA0s9lwBq6DzyySTad6vgRmjCmVul1nsxCUcdZhXcc51qJthM3n4/mwdF8URwLkOX5eSEdK6WNSSqv2925K6ZtTSj+TUvqnKaW1a18vIj8mIo9c77NE5Cdv5Dtf4k/+AxysfhiNGkaZW6KNcbPkRK6roG9nmsYccVyqQrKLxNZmmHVRqjAao/ETLRQ/2QOOHskSHQtUsvZvXtXJGBZOgWYClbMduNgYZVXYcijFAq3XIEtGjuh23HdhqcLOpLwRm5wDMnk1qFB9L1v+OVuCfdStDROopWs1FW3mQW1gpx2fWyQ8+TdfFtWAsoh7T8RZxDVoTtuy5FNGY920uCly88wqUKzKFqazrw+HugEP+tFiihIIGyeOiqe0VGkB4Ogyk0kmqDKeRDB0qwd7X3PjysEoJqoMsJg85EkOxwWrUJThEKiw4J5AiNxlmjtzNGeC8N5vOYbHvu000vrakku4b/r8DGM6JJMioFDDvtTv6X3OnemNYujBwWQSbSXL0pJECVYNwTzrPiLjcSD7VhlwJ/EMJGFlgnpePlcm2boOpKDZpkING3kwCeR8bzYioC6S0vKtonrmax7ydmleZSHAYEFZWh3oPTL6ZrG2qlUW03az8sTxlDrtpfuSd3QgMOHVTLHAZzjUgM1Au6Ve54C7WiuVdxraTK/iGCX0eYxftsgKKrklzKyi0ImaLua5PIyJRV3HGCPN2qp/7q/Cqvhtx6KVnEkCZDLF7PsSDn9o4JIdZwTkrBHOpVZL20GOxrGesXsFxw+N30ilLkpvPejyj17X26+hrrx7AgBt7zoaB7uLzJFGw3x06uW1MV93jQrL+er0ZQawRamASKWgHeV86HZiTbAOBSICHN/y5PjR/+M+PT9z++da4q3j5jOkzXU4o89AOKHfRF0rHXw0CjA8rwKymmb3QoYj84xoxdhlAmk+GwVZQ6mIaidBCxqh8d6wWjgcBkPxVo8MLNYEsAzQr9V0dpW7rhsF3Rk4lhgs9ZVnRd1AQ/c1AVCsrjjTwPfsqkL6YcHsB0ofV/xsUsB9zWW8QMkZ58d8Zsa7GXumlmgPynEhEs+KQC5gCXjL4xvZU4DOjX/JJuM9A2Jf5n3Ik2W+nuxO0ruZlIwny21nKf/i2kAJB4FvKw48810q97sW+Pe9cLFAubXp/h3u60OGSLfrtHSO/dTrefXXASZjmhII8mo94zFWyI3RwI4gnEc+PugxZes31xvvcJUl9Dd12Ljya+C+1umYfEY70aSU3JtBAYkq2FQiIflkcczYKqllnXOYcPe6weQiODCfYe2H9nH8p8bOTCN9n+emTARdE9zXIost6S8AQEEsgm1cw2x/9XFqoLV3j5rN3UMMgAIc44k+UzI0TG7sYCuv2RmvlXsXeJLP+NDiKjeyZhGPYEWrqfOYndIYg7GwYPNh54c2QI8brqnORjSJkQNfNm9Tr2s+X039fM7lDDihGXphPh7F+hq8BTGghQeLZVKn7QAPzz98oLLCXccYKkXMZWejmY/ZkjfPS/UonuPnhXV8L4CR/f1fA1gD8E/td//+A70xpfQZKaW/k1L6+/y5kS984d2CP4ljPnNQwGmv1NJyU+NiQeSdv8spoExuiOYR6ST1nwvele1gMFiLqFQWWLxxDPnChN737mvgTSOvZjMqDNyoZ/NAlilTsI3Z9bJEjxmYV9niZskePQC0IjIPTT6RbCCq+0Ak9IVWzLl5OEprdEevQJE6x0SIQZl9jxhtzpOhnPnAzcEQT+r27/6X79Kkgnrf6cwrPqR411e2w9+AujRWuFk5YgWCyS9RX0ADDMpOGg2VMJi5po6BOgJ0UhbrKgADSjyIbBeFa+NJrc97G9/ysXfo55iKwoNvmc1dVrDkMAzEBsXnSUSbTBluqkXyCjtp5emp8/7samtPhGYLD/7Np3DfPzjEpW8L7wpsbSgAkOkqmdjX1hpVJlMNSOmGf83hNOC5aiDV7GsWJkwW1DhQxETTOwp0Qp9t1WW+rzh+dPm71gPYUjaI+LOURom0tQnq0oW0WQaQRhtOZGlY4opmC9g71IrGaIy7vu1hn6up3/fxngMg9ZVtlYlMlIngxpeZFja1206r9edapGi9B1jF0ujHZJGQsgros6mskg1494OlAGA6DcpoXjW08/BzuoUjN/TMjZ5oiJl6nbg/lEhYNU/XvTq8GIwCnfo9XRtsrXF2SC3Asxfi84YjsLtI83MPMfiGJprfp3M3FYWN3X4kkQZayGSqLu7Nhpvr6tou4Y3B/uZkMjiQWTuA5n449n4HBS3Z4TxOvZ53ydDvn4TBGuBVUV/zgWh5auu5tJsBwi4WrtH3nvOkXbPiaJXJ1GoC5y767+7/lvfqWtBux5xbMjEuUF+6ooG6de6RuYK0qVF6NSv3c7geyEozUohSc2U89muWyUSBCasMy+oAlG15B6JGQ708jPnDhA+AM7Cc8XCLRxr03f/A2QTcRypjjhmIT+Yf21C6NhlYAny9qwyf7XQWTJzh0GWVNZmRqUD9WRO0vmiOY/95GOCXeat4i8tavT88QWBsQrDl8DBklnyWZA6xys73ZC0QvYUpTZ05FiwpZBLmn2WMFbaaDGp9Wpbl8BwsKU+b6/o7S1I8LmHVmX4V/N3cklOLl2Qyxek3n/WihrOYyBCxpM5NImtrz8qYhvcIFg9adTov+ND0LiQ4ymJxyjiLM/OFm8amrkpZMF+41wNBNu341dI1yMYQ50NqNpf21Js6SN/nHsW9fzbXcdvv65pirBr3KWjGuE3tlsmhbGyZ/GGpTaY9ZxYEAMSaV5bY/YwaF/9iBx/z6xc93ixyY22OsbYmtjk4wI4vQgCqlpDsMIZrt6Pizqo9rxsAaluLCTLkR7L1hGsyZRTWKpueAy6JYWxKBi/lAJsbvk44qMF21YDHpQSgZDzR9c4NXAusf+4FZ2TK/gGcxUWmlLGTnIEAmEF0mEf6/AOW483ZXOOwZkOfOaWRNsaXfXeMyVGoX1QiYEC/FwIc9hnJzFx5/1IOMr7EjxeDLAJAISJczF8tIn9LRH5DRL4ZwD3P9aaU0ncA+HyoFCIB+MsA7ryhL3yeJ/ziPQxV84qMJZ2eZCysBzMrLKS9laVOaibIFtDLdObabG81RUozD6uYp37fgwAZjfHEzhFf7D1QkzqqTE7XawVNi8FjkXTR5PeV1pWBVdTaAjciy9Z3GKmIfsYZeOKmRqSK0Vme1WJeDyu9NIdst7X6liJ4kr39CI5zzXy2AMporJvsxnpUJq7RS6deN5IKM96B1Lqg2U8x6GeJni5yxZENr0x4tYWVPiamRFcZ3DQbQRNnhZnPkYFRGQl4OnUi6OPzGdLGWshKiLy326qRzinxt3qQOj8cLnlY0KHZq0SsLnTaQRM3hN09KKw6qrS8tlccUqMRXVI6bd/IU6ezbDC3s4/7+jJD1AABAABJREFUNy7r5y0Wqofn2GV1x/rS0yyIbtU51V+lHosYs4BvTG442mwoa4N/z6tfBLiaLU84HOTI/ThG46hyFwlyONIKoI2bpQ4EV7YhV7b17/NFGFxx7Dca1t6x1AS/SGqctbXuwIfrs60iRp0+UnKzwLQyUClRplNVD5C530tPbAhY8f6kAvLUs0ugIADvXCG5pKvdjgrfeIK0torC9OgQTUyLrc2opFG+Y7TqpcrlrR6k+ucACc+7qlTCYR4rfu9svUv9fhiFFincyYvCEyi2oATg7cr4/HTd7Tn4gss7GC6MGVLXanLI1rM2fmXfEgyuic5WsorsaORghDOAyJrieZCuSsZR9v6l8Us3cq4hc/PYYJ91o8PrM2GPcqPTcjxxTu3sBVCGqLgquEpmhQEra6sODmNrc5kV4XN4GIZ9Va1r7aCPtDpQUJygMuAAg3tLEBSgfhqAm4mx0m0Be2o21SiOYD+TQ/o2lAXScKy08lMn1CfDKqxCnbIH1coccACF4MotHrK96/OMJnF6LWWA9oCCyAZI+1jk/WGrSCs8LNG1OR/yvcbuZ+q0dX/hOjKZ4unDDf+7SywYG7TbClBR0sB9jfsviyJ81twv7P9UdjFU8J57rzE5E30M9KHqnMpp0ubPoEmqdqqhBCoHCXx+LxbK3CLAMhxpZyoD/VxyQ9ZQWaLe2bVOHQOPgdyslPtHoeaZ2sJ36sUML94Uuvai2wHlFyml5bWuGQxOxl5Lxt5kg3CdJDuHIIadB1tdyljZSWl1xZK3IhJ/xhvseFKamTTZl/zsmz0IMAEGsNUxDljssr0kWfznXbmyeS37B848rPcPHBxxvxTKV/l63jMyBWw+17TRN4ZrnJcBcgeHUQk3dh7nsLeRZvEgPxZh+irW6t2fFxDMCyCkCN4JST1kXDpgviSpYck15w47nxggokCQ+D2Q/QMzJa1RmDdY6nZ8DMlorPNpdUXvtXlquByK6wqlI1Xl7A1le/Z1fel2XQ5GQKhYGThbbolxwYPji8U7MgTJLikK9wPh+GBHMdk/ANptZTuQEcxuKQszHx1PfCynft87rvg8eIkezyWJeKHJIgC8K6X0Zfb3d6aUXg0AKaUHAHygoO7jzJNhx4CIjwVw+ka+8M8muEBUjclHJmdIXdPoN1thasRN2PRqHhgVGjjKcBgsBX5+pgVf0rQuFiGBsEl88qu1GtX4ybbTXlO7DayvBgOACTdpVNT8Z4svAN3Qq2iHxIpeWlvVDWA0dn2v0+GNFuy6qfzgYkUkef8g6MxMZLlo+TVX3nZMDPRw1gX7n+f9gBeq11dn5zrM/ngKE+20ACCCG1as3Qht6tUbN6DZ3Vuuys9nS/4RLpFgQMLzt0oUqa0okgYO7PgBxDVt76K+fDW07BNzFWYFDdCq+8Ghvj/veX0Lh4NDZK0YJU5Y9WXiRepjaRVEUnKhleLU70XllZVU095SD6kdDeYRlB/btNaPtRtx7n2+djNY/2kzBJpZ27lOe6nqhVqiAjOfhXRjvvBqucznmjAADtikRsPN5XB1NyoFZDXQ54BVJW70k6luwC0LJLtdyHxuvcQNSJhmgXkqQl+fJ0y5ZCQ3MzRWjEynWu1NyhaQsxeCHZKxjnKnbm8/ZeCi9oXvaVCVM5/seZN2zNazbugEZN0dCl9jGDBGUiNmVKZmWuyYItOZzmerIAqDTpr1laVen6hxVe47cktj16tNRdDYbQ3wLidWrVY5glWYMsCQ0jIm1fWVbe8CkprmkZBLbQB93vRamE6Nyluj9WYDl99mDI/xWM1H2cYuW1eV9aFrv7eII33cElttUVuG/KXRUOPNqbJ1liq1TJYsqPT1qd0GFsqMoEt8MVDGC4N6Hed1BLaAzksgjCRTclOw2Jc4vsznoq4VQOM6ePGyXitd7lnt5zhK1lpyov4lsrev4+/kEb2/pOMDSOtrCgIQ0KUfDCuV2b7C++G6bwNQvDrpcim93zIcAnsHwOXtAHoPhhr8EnQkvVtsraBB360eOQ07/zfXQv6+roxpZAlDNoZ83SaYRPNOu+f0hvH7nlH0nTFg4Fj7C9W4bvVnDRiaz6I7lQEBBCp9/aol5FIE18nUWZIqFCEHMnPO3EeH8kGwWiq1JrFsAWjGc6nZQGEJfr2/7wmiMi+n4V5PVlGZjSGjXvt9zdZeeoK4VK1pnkYcT3ZPZTLVZMeZmrNozWudKeT4pjJzCOhQQlIqaOTGgEyASRW3BNBjCsoH/P+LiKec4aG0dhmODJgs433sCJaxumQ0cZo5Y5pbGbfexhBYkhyR0ZPyjkQ0XeXB9QnIZEgR67KIItMp3C+Hv+dhXgNoNvC7n3IKAPCqX9/2GIJgP5kVHs9S5lQrMOlrA9mgjLOL5LFVsjab7uGRgxNmPC5WUGPbUjL8XMJSKKAp47HGCywEOstG8wAZDuGSz/3DMJ601us0t/bOOIDKhg8PvdAko5EbWEs2dnOJlN6Dyg0iU7+nQHBWwKiHo5AiU/rCIgyZawT1GDczhubY4LUYSCHzubOeFaQzFhlzDcZYLGLZfZaMJfVn4kjP8fPCOt4C4LUppccBvBzA/0opPQHtIvGWD/A+onijlNJtUCDi7hv5wj+b4AKRZvZMtw3B6XMA2F/bE2tWDLkBU6c1zZJJS7KdnggEsj4YxIJpCW5qtYBjR3TRLBKqL1LXbg/Ct/fCEMe+26uYPEeeh11XsTJwV92liggXqlZTNzjbMGQ6i2SX30vDJ0oWSltsJ5PQh7Ei6qZ/kzBoIm2czrUp+T3S+2AIM6m8RoeUySS0q2WB+UO3RzBNZsE8Sxj6/WAD2GK/1EaPoA4QVD3qNzNdaGo2DT2O6qTQkEbqaMFEUKbR8Gqo37tmSzctBod51wTSOFm5y6u2N3l4xbHXcyYCigTsHgQYxc3XwCx2DvGKE5OP0chYDMZoyDXxeWtFGzdp2yqilWnJW03I4SGkqrH3OS2nt2trpskykHN001Dv2pNqmBmha39FgMtXQUqt05CZWHrF2iin40lU/rY2VSM7y8Ys20iB1YrS55YHo7XANdsGVOQtUlOnE6AIjZ5GEVDTdMmrxMYGklPHvCLmSQYpuJZY5qi+7B9EG8/ZzGQYRQTCZWG6fNM4MjDsdQNsZMWJbcGY1JgPhffrns6W5RWk4V66YvTikEMUx7b0r/N5eAvc6tg11okn3kXh80sGJtkgMCASyXFVR7tZ0+Y6c8i0wzix5d+TVlZUljKfB1uCcwdYqpICAD5v7vI2ORhC9g6C7ZMScOIoKNXyKjVlVMYASmUR5oEmm/AgjskbD1LETSKQ1lacKovafDMsEckrtomMOF4D1xir/nqyYxVl+tl49RdwUAuzeTxTWycJXMqgF+1OWeGmp4O1kOV5yWSCdHHbA2oHUS2JC8NdZcB4BZasqFYzgEYbzw4+sYpmrCk0GrrGZxR1UpxlPA6jN44DAmJAsB9u9eBc4XPIGHr6+yJAb7IIM+POqKiX3oquMA8ZgqQyXwTl3+aka805jlKB+p5T1mqxwv6bgoUgk2nIyaCARRr0A0QgGAAFf7ieuscRiwQ0R+XaaoalBG3qg0NQVpk2N/T+ixjwLBFrEPgEtJJLVgvZJmaOmNrtMPjjfG00dL3utKMFoMk03JiRTD0ClVIDxiR0Oav5Zrmzf6MRHacWC6Rzl91XZgnMqMJzgM/dnfHpf8LPovyUDFdLXFOr5XuIS3myGEkfRFKgjmbDQCTOVhV2s+pbHbeFJc6sloNsGh2DNWn2Ig6OOfuCc6bbsRbGreh+YYCMgxOAA3qawGfAaaOB+o6T7iXxjk8+GkAOv8NZsaUXn7yAYCCExyj8fs4vQOeM7RFLLXPpxZPFxeqpMY9Chb2fvjHul9AMgFOZQCMvMKa11WBQmOxW26a2lwpAEMlaY9cZWJFJEbod3df42mSd4+o6zELt82Q4UiCYcSZzDiCkcQRPCvPPkDrMtu376GEFaNziz60oYpyLROcQApcAvCU72dZkBxGIM7aY500v4ePFIIsQkT0R+VIAHw7gKwG8BsDHishrReSdH+CtP5tSWgfwzwG8A8AZAD9yI9/5ArsFf3KHb7w8mITMI9B0hgInvEkkXIPG6p4ZvNC/Ia8CM+j3ZIZat04HMuhh/Xuvho58PgfqCu0fscBvcw2u+bZqJzdwp1BzM2dAMp1ppZcACitOpJfbhsHAYYlmTbDAe0fngaxW1WQ61eTnjtv0PmYGW36Yx4AHjNazF4Bp7ctIihqUIeh3SZasN997NgykyJAAwmSPfbGNvij0paBjNyUPWVCZkpmi0ayzqpfa3iVSz6dTM7hpBaLPiqR1F3AtXrsVyWlOqwRC22qtDZdc2m/lMO1mvbu3HCwvFurtUZRLCLqYORCrt6ndBo5saEtAAxm4McreQWxCxgbJn6vUdRgIlSX2vn+gwUY7OjpUb1P6/eL+2+LcRCDnL1krxRSdHpg0WtDsIAErEtyI2y2nKqLMQBoGw0UCLl3V53fymAMg2lKpGUkaack5hZhVj/x5OX1XKYTaPk4T37S2aoaL/Qge5jOnQ/K80vmrUZUBoprabntLSm/nNptrNYtmra2WVttIkSbDqtYWc0wCSePk3PJEOzP7IxCTup3wNiD1ldW6djtabvJ8LQCXXQWUEsfx89FRpkKrofZc+OxlOFIqf07DJSjDaxFj6WysacVkdSWYHoB2IGAAx3UuMwqlzwRB5Onb+pq4dCOIvfJ960CRMP2Ie4I5VdXAuUualCWTWtCfp2UAhNRaORqoXlr1v5aYNMowPC2tlS+flWh1ifOu2Fx3oCs1DIidzaNdaVm6yWxIumwtYhWpqbRvB04WC3+/tjEc6Nrb69rzzMBnjnuCiBkrjd1xUrulLVxNEiSzeSRGrIw1G97q1jvVzGYGTrd9zomBhjKZIPW7SmOnkzzNBY1VQeabSxXtfqouvRkgoDEzUJReESfI8H5U6ps9qDNmyz2C7LWCST7XcxkGZXZcu/g7jnGTgMjI2r9lEgvvYQ+40Ro2VjH4l+d9T1Kgq4XGT6hR4OFrH/R5UA9HGi/wGWf7juzu+dpP8zUHZgkgJktMrHJMUIV0/dRqqjN8WQbLiAy141vLHQGK5Hr5Yl0lQmIst5zFwKIPY4YYNx1PiMjg0rW8jn0V0O5HlJuwwsp/U+Jq7EmZL1zfT9lZSBeL8P1gNdkMd73tIhkbFgPJOPwGfCyQ4ThfuBROr7NwKj+BCe8aAnhhiPIbehbdyuHPptnQuZoK/Tw7N6/u2/NzVkIuTZtOtaDBc+e1cX2yf4dha6mAp8mhUreDY//2mZAkWlx3/Gc1Lrr4eS/X9amt3RFqJrQmL/JiWOZRwljKC0qzkMW51ILruxXmWMWnVCWtrixL/Y4f9YJb6nQ07jBJROp2db02ebDsH0bib+xANeXNGH7m61YM+tGOe7GIPYHMrO0dvW85KOLsgyKuie9nRwo+JzKnTQJM0EL3hVaAKATucmZBoX4jxfpayL0IdFKWZcBuLqFRBijHSBHeObVotyyT9L2kj/TiABeyowPN+2cAhh/sxSLyj0RkV0R+HOq18JCI/P0b+aIX7i344zysGiqjSeh4SScFYmEokukde16JovGPm5MBTlsCqz2Gui9VZAGQyu3fsbOH3bdsOUqq31li+vnW6/nqTlC1DVlkcuQuwqRPZnRMN38BlmiFzoIoy0giKAtpNOAUcFYvjqxH9cfZCrrgpYtXQR2heyN0u8tVOtPyerVkdUVPaf/ADNuq2JAM2EiORleekKey0EqL03Oz58SKcVatoRQEOZpbi2nWGrGwk6Y+tADMqo/ODqBJDelz84UvnphOg6poiXxqNZdNJakvN6Tbg5L0PKad0ffZrk4WlUpeWE3L2p+iKIG1QQSVDQsutvc8AJaFJqna+qjOqOulSxiQrOezIdoMsNa/YhYtk0wmU36esiEaj57TzamhlerUaLhOPK80eDBTJB2bu/t63lUdleK9A09KEn0XinIJPAOgwf/egQfA7r7PZ016oCVhSMnR/RzF9/nKBEUHmAZl27se8HJ94Hm4azO7avC8tjbV4G6uIJN3xPBATKvxzgriesBAl0FEs6FrEZOFsnQzQaeyszNMTuPmPSbDiLIKVjbYYovsHvoO0ARsZpT8jL1xS0OX9NR+gLpeBc9YJQ6Y5hIZ0rl39mxM7GtVx8YXqLNl5YUVYkDvGSnK66uQ6RSdL7K2p9mat/Xle0jNJtp/9LSNtzLYN5R3Ze3GlqrZ7RbkcKjnMJv7+JS9/QjKjx2JZ8/7y7XSdPJICXL6hCbkDNoJNFWVAtBkUPG7zfOEngOu8fUA3aq8w5EZh04UmCWQ1u0YlXgaCTA7rayu6D1m0DsaKxjCdZc0XK61vJ4cGKrNmK7VjPlfLj8fOTj0pLoY9KNSTTNggpEEHAmaD4e+Luf7IwAfSy7leh5j18FPgi1kuTVjXQumlShIykCewGJe+fY1Rn9frK1GEt9uRVWee15V6Xi9dAWjz411g3KixefMkdZWMfhvj4QUpdcNhhKBDGfslRG/kGrO72pqrFHv7eseZzIHZ/7kbBz664wnOofpLXLxSmaOzT+zMWTrsu8feacJB3TFx0s9HClANBzFnDWw0sFmO9yYeXMjA4olwA4bq4ldacxLYulgDEQJncVyTh1nkttuh8kqWamsdvN7+dwtfkx8/uwoRZ8RFjZYLFks3E/r/c7vRg+Xx2UxB+Mj6x7jTAoWDoClApPPOQMjXW5Z1SiObBgrJNi7bI8sI5PzddqQg0NceVPHxw8BjUtv6iE1mzj+o+/RMTGbKzCR7c1e+HNZQuUFER1Djdjz6F3A2DuXTown3p0FAFKnjXpnV19z1IoaFy+HKfLBIVK3o6BEod4ZaW1V4wvet1xeZPIt9xYB3Iug3tO4JvW6du+bylwC3BuIDOpia9O8GqpgefI5djt2vRJAjT0f7xhj67dKKXsOEivDYOKsKpcVmb+G7O3bODZ/Ecq9Ta6icnFjVnqRxu4l2SLW8aRmu/Hns+a+WI70HD8voCOl9PKU0q8A+F8AfhvAdwP4o5TS912vFaW9Zy2l9PkppW9MKX0DgDfhJq7szya4kAqtmtSVm/CQeugoHzVg47Eu/gYWaPJYBMWIgXtKClZYUsqqlveb5ubAHrum0U+7SsGV6dQC/5kGEYsFtn5m7hUlN/5ptqIiBCyZP7lPABcD6hdZgWIFPatGAFhCq928UWpgd18DJ6L+1JYyWCC9t65Md6y0XNLw3dEZ0M1oZ1cXV9O7e5WdHSyggUdaXdGEtNvVBXNjVRNMthayoEYOh84oQNM06ValdrpkVSmlr6pC48qKgFXF1GBT74/kVeyc4klGR24QRkqrVZsB+IKf2i2n+NIlmsHW86KKMcBpWeW3rtx4ToO+FFTN+Uy7S5gsRQ6HZsRkgY7R0mU+9yoin6t7fayveTLHyrffntksALV5IPFS1dj/wRU3V2Sy+n49mBmMmH7eqdD87kYjmCDUSW7vBJhm1VinXS8WOp8X6h/i58tqJhAIP00M19eURk8d5OZaMIJY1bNqt5tBclPNaMYKROj9dcBNaqW87+wpiJMbwRJQsSohu80sjQ3SwRlUWRDl/isEKJK1gJ1SzhTVwqWkhprhLDDTykQn9JlVHaZnAHDqeIzZPGG8xYOmjWItZN/P68OS1dRqIe0fOsVVJpn+2MAIWVQBRhDENXZV6neRNteDtm0VsHQ48kBsyVTOTHBlOsP8bR39bARo6aArx7klYanX844opH2jLHSO8bmx68+5ix70OSuHz2M218rnYoF0/kp0DvAqchFt8Ww+pM0NPedDZQ6k0ydjvSJQQ+A4B0oI3nEttfniki9A19O+Jv0BktcOLnJ8evI1n4W2OE9gMwaEd2a6RlojBweRzAGaUPEzuIdx7SUwQyYZ2ToMbputoGmfOBr3wvTdz+sw+Z6ftwEbqdlYqppCamWRAXDZVV50WOr4UhodOSQgui6WCjhQv0xpJJPUpplI+16mXkWbP5e18zXAIA0Gnjw6aMHvabZCDuCAYsa8I62bVUsmfHz+VnQQmxvaenQcMQvXr1rZK3x+xYljVhnWe+GdbAzMlmxsOmuiNIPHlEL7zRjOWGHCxLXfh2zvLGvuKU3jPknTQqNzp2sScCHtHNC9ks+9qs13IoXMiCAeTfE4T4xOHwygCml1JZiVZenSHl/75zOtdPO6pb6+H9YNHCKic5jXUiRPeAk2u98EWbecowRXjPHhklcDmlNZQIZjBQNTCqPMTkcBJDPzlv3DMH0uEtjBiRIRmUxx6hcXARoQrKc/B9c0HgR1OJ+5D5rUQOhFY0WgvKUm14DcDBtVpf4tltyHtNKMFS3pRqWmw4k+a9BilrftbDS8Uk8pWjKwNvX7QF25h4N3nHCpUK2f02pCru7o9eesFhZJLHZxIJ7jlmtqXUd3IJNkuwSD8ppmSyU6ZFrSD45r/CJbJ2wMabeTjptbp1bLn0tqt9xvKLVamv+QQfI844UXw/EiYS58L4CvFZH7AHw8gPeKyN0AfhPA91z74pTSl0BlEJ8EoAegD+B1AH7P/u+DHi+8W/AncZAWRE0eZQLNhgeHrrEtS6WBcrHNacH5JpwKAwbUsFFIkZpohcjRatL5a8HmT1dRYQKiRc5iAbRbuPImrSi59o5UPFaKSfG3DVCmU3O4NQpikXV84DkysGWiIHUEPwx08yoUE7Z8gS8L39RTpxOoKs9jR1HLJdMuyhfMXwLdji/8hTEauLi5oWPL2mNe3sZT330b5OqOUodtwSpWBljSs4uEUSRZGl0aR/acQuy0OAIvrPbDqpx8xkbxTHz+NHhiQGtoeK7R4/sc2AAg4zGKzXV9vlkSeEvHVJNmsaqed1gghZ7DsdNWUOO2LQevnF5H5gMAl42QfmxJT7Le6ored0MbbWNl7wdXdLPdOzBTKEX308oKsLWO1S8+CCMsSluYkFlnD1ajZT73zTmtrhhybhU+ep/kUhK63rMaJfG80G5bAm/gg/kTsFqa1tfcXyP1ug4echzj4uVIyKtK6X6zmXqdzGYa4K4O3l8vyvOSDLRrKOV974fX9T5sbcY4W1mx5FFCA3zsSCTYdn9kPg+PFvMBqIcjfT4E2UjjdNZOGYaDuSRobVWDnry6THYKZRKArkmUhz17MRgVzzM5Y/cLp07yc5mAARHkzmbqw3BtMmvVzGS0Ytekp8ID9tTtqtv9eGJ0+FGAaLM5Dn9oANLPZTjKOj3Mga11ND/30FkpzkDi/Dp+NNbXxSJamFmFDil5cuv3muPXKti+x1DLTsCz1wvZxMaaruVZhb/g5xH42tuPvaAsFLwANJgtDADPq45cH81rCI1GJFpMLMlysCrxme84qfdofc2TA2cW+H6iVWJW2lOnHW09bV6mljnvjyc69gFQ1gAgHNOZzJi8xM+JY4PXw/lFqVpZxvji2N3e1XvZboFSiVs+SFmfza0I0QyGGtcWkzv5uix1gPkEKEnNZ6JujvgE49nmz1l9dp0EGbZ+1vbY8djN+GRRObiy/RnJE4hkgIwcHgb4zufHg8B4txPJtjEg3RCXh7N4qgwcMcZgp+3drYR7MRMoSwb1hZYE7h2AchLUooBS5lPlY4BMGnYdIZh7PYND8z4BtFjU+emW+dR0MtZIBkTb+adBP2jitkfBquecJzKZehttZ3EwceLztPFANlbeOctN9soScngYHWh4DwkIp8LkGpakGhs073ZwM0cyLxBnARg46x23yiLmBddXMl18vS1AGYzfx4xVpMB5M6QWVe3dzchSeeXPX3RQVKYzFMe2guXVaODZT214Qhumn7r3F8ZgS5RJSR10e4KZBJBM8ueSwVS4iWNi0YmAaFWFRBZwUMwTd14zv6dISx1nUlLWn8dgBljnLSe9s5XlA17UyllE1tGD3S5e9l/Vg8PNzqta2V0EiFKhcyyTfKgXRlP3kJxRZK1lvSX8fKZeWzYOKLFYGvuUuKUYLzR9964ZLAoZm0/m82BuzRegB80tM25eLEd60YALXRF5BABE5HcAfIj9/bugBo/XHn8XwEeKyFeLyP/Xfr4KwKsB/N838oUvvFvwJ3EYBfvxv/1yYL7A+NX3LFVbPNhkVXDvIMzEuKmRjgtYcq0b1/jjH9L/6/c0QDO2gFecOMm7Hex8dts1aaS70/Bxes9RM5ebBiJKA7CmJRvttlatueguYlPixkcXcTfrMiOxpQpEUdpm0I5KIDd6Vo5scVW9ZR3UQurIaN4IRXNTu7Xkio92O9zCW61oWwVEuygGNmsrgNR49i+d1vu9WODOrzyvaPXh0ANbGfTMqdio+81m6NBYTeQiX1ca8DKoYGDLik63E9UbHmbIxwSELRrl4FC/14ycXDZA6jYrJ1lwKPuHYdSXJ8o3eVx5o2oTH/+GB4DFAtOHbov7ZgZ3qdWELJRGm569ZMFnGYFFu60I9xIaLkFpbJRa3TAaLNuzqi5Yn9naFx/EfSTdviiBusbwPqsW07QTCDBrOtVkr9VUSiLpxk2l98rhoYEfbW9j6UwUBhIM2g2MSmurwJF1/ZzpNHOcL8OUVFT+ox4C5s+xsbqM0udMCfMpSY2GmqTu7Ln5pZDKz+pPFtRyHj72jff596692ZglV3dDx3s4DANKBrZXd/VPBgFGk2cHDtIyWRnyigQBBAYaTHoAeBu6jTXUu3saxAMacKysBLDABNTGkYMcRvWkz8jzOjbWABE89g33AXWFyYMnI8ltNKJrBKC/29lzgC+nkcuiiuor5SdMdo6s69imfMmrW+JV58GXDH3Oclwr5bOJ4b0bDtbJ3n6s+3NLYq/ugCZsBHDJcPKxVpi8ajYzjxZZqoZ59RQGQBw94gGpDIe6tpApRBOtE1veFUO1xN2gjWd0doJK7ILiLXJN7y4rfQfmfNzl9P3FAu/9l3d5InHX114KORXp+TRCo3ltqwk5MGmZJYxiHiQ0gJSF+fs0G9HZYhFBLdsV+j0i8AEAbClsFWplhXX8uTrrippimhTauND9IT2vdRcnjwEAHv87r1Da710n9SuZgLOyCzhA7s+Fzz8lBz5cwsEKOYDUVxmDmKnp0hi2dePKX2r7M9fK8cgLDqMPOw1UlSZ5dRVtKI1pRQNS6XetkprJR5g82XrjJss0f+XzajRCh24sI7rvkzWWjHkBwPXpmM/cs4DjKK0MQKnoUscAgu9kW9FjZnUlWHVzJlrJ/Cg6kMUCj337XV7pn3x2vcyMzO63zBe+18to5KCQA9qU7tj3pXYrQKp5JGQ0QgxJTuxzqddF2lgPnwYgqP3e3aAVVeNUaOLX6zl7w5O2W+wWUd93GgDwxN95JaSqsfMpD+h/kEGXV755j7gW0LSW8aJV/73LB5kodRVSXP/3POKNVgvv+gvHXYaRUoJc3dHn0m5j5/X3OoDja3cGpsjhUOOSdjtAMALMZam/E5tjfC7cL8jg6fV0Pfb1snDTQ8bp7p/AdYKyY84Ti0OcGWWxulgM4ExYxuvcN6yqLweHsU9ZzJPWViFVhYs/fMIZAg+/fk3ZEQTGaot36hr1eGJgQRnrNxmKc5WtuFdYVVuL646PVTHZiecjerNiXE6n4e8ChCcJjXidFVl6a9LUaEDGE/VSyYsZ6Xmsty+SQ/CiARceTyn9vZTSx6WU3grgDwAgpdQEcL3FJUEv79qjtv/7oMcL7xb8MR8f/1n/HOf/8n0491fux+As8Mi/uRfd337MqlG9cNEmJZVJOCuvZCBY0EJzO1noBtF7+xmkwlrTsIKeVf20tRGR3xTBAyuTJs14+q8vQr/IBd6oUm6ENpsDWxuZYZ2EKVsWSMlwqAtBNzPDItOAbZjmC13EWJk3qq6edBHU3dFIN01Wxuo6gnGJhM47P/BYLLT6VWvSKwcHCK+FpCwEBquW2Nz2tkf1PtvC7b19SSm8dDVYIVWlLtamQWfLQTcCom7cqXC1eWnYZkEjpnZbgx4yRBYKPMhkEjR7mmEaTR219Ru3fsCeNFa1BkR5hY9GnLdwfPLr/gnm/YTxK2/Hvf9hG2e+5mVoP3rRJRkymYaBlAX6YXKmGxcTIKmvcX4HdMOYh4FcsbriCRiv21F5ji8Rpd2yAt5q4unPlJCqMHHMxySrONzAGJzWgrSxrs/84MBpiVgsrnm/jWFWua9sq/zDAo38tfx+tNsa8PX7CgT1usCVXWtjNtQAk4AFgTQGIYsFcOp4dG64dCXmBisA1CNbgHLfWx8JmQ3XgVYzeqED0a+aY1Jqo4lOAiQwLXlt5nRyMIzqScPaFHJ94D1l0MwAoqqQDkch1ZlrJUP29qOax8SirrzS4f3rrQOGmz3dwvGpH/73cOm1J1Ddfzvu+8ErePorHkLn4WeDLmsJmIzGOp8XC/dokbr2NrX2C/USYestMqGkBi7vhAGcsQQoeSBow3kow5E+g1XtES69Ds5+wTwYKawucZyRYVOWpj0NTwGyblBZX3Am4lNju5Sx1gl9bpKxYsbTaOOVG9Ba9Tc1m8CFK8rqWVuxNdBM6YajYC5lc4JsCd0jNl2ihO3d0J2TLUBDQgO+H/pbT8K14otF+A7xnvD9bWXNUc5BI92cTUSPBzJFOG4VRF714F0mE7t/Ud10sHr/MEyU5zo/ZP/QgamlCjHHh0m+lgDlW6Toftor/y7OfcoxFKsruPcHLmH3TR+K4tFnYm3JAUKutSsDHQuWXLO1nMzm2qbT7p/YXAQA2d6Ft+ml7wnBN2dnVfEMqJmfKrMK/8dlBR8b2djkmMjZeZOZrnlcH+jhkVXMyTBK7Vbo341Fo3MphXaeyT1lElbhJSDvsg5WMrk+7e4tjSdnHpWFg8lpY81ZArK3H5172m0vPNDvIpUF7v3KJwJ45L5B0M3majLdvWvUc5DF/YOqpWKM7osT3xsKdi0wlk/R73lCKyIRM+wfuOGoSiPLAHIAsNPEtWwKsiRlOluWxt3MuH3om3D1Q1ZQDPq473uexeP/5yux8V/e48moAiJ1dCkyJsz7MdQIBm2sBxsFULkH48iqCn19VfkaHmDOPNYprk1T9Ww6/bWPegtJj615DlxfUqEx3XgSRRGCM9Ym3NsyQ/esVFqMTNCmma1fVa2tUtdW43yBZWCLkhhj/MhUwQnZ2dMxlbdHpU8D5xQr/YAWTAgQtdsRY1QKyqSyxPEvvKDny72c8tbpVMFqA2qL9TVgPnfGlNC8nGOY4ArX3MOhyy9SWUS3DRoysn072bzGTNAuG3p/HMzg2CQbuJ3NKxhIx2c+zWKpl/qRnuPnhXV8OYAVAP8XgCmAv2m/7wG4nszhHwN4R0rp21NK/5f9fAdUKvGPb+QL/8yBCyvvOIeT//FR9C/UGB9LOP22hlfm3VWfNFEgJggprKx2m5uwm57w9aw4itGUmVg2GhrkGY2s9VMdDxDpjM/vl9kM9339eTzzL7tu7uT0WCLYpGht72qVfDqLzZZsgVqD6KUWg6RKZ5VImtOxDaZKFyw4nkxDQpLRxb3NmxtbtZzi5mZ7QFAiG1nFaj6zVkAzNx+rjR3gfYJF7/neGx6KqhvbW7Zbkeiw9zcQ5noESOYLN6dJDPAIwgBuYCbUqZmbslfpCNZUlSbQBIMyVocQmabkIts8nbrMhZjPoLy1aVeOFrjtPz+B7Ze3cfVVm9h4X4Xq+LreL44zVluAoNVX2ppSjqxHFdJYLvTyoG463wzYjSO1WuFFAODCD5zQzYrjZzgKM8D9A7z8Hz6Diz9wFPQpWWrdRqr2Ijbu1Gp5MlhTq2yV7IJt9Di/WtatZWVF38exbcwEr5RaFaMeGmhAAI7GeymFnCUVS4GHS4o4nlKhQJaZVqVOJ3pw2xhTtlMdiVctmL7qPgeTZDpzh30CTW5aRjMsMzT1VpJGW02UB9FUlsFmYd4FdR3BCiVWltAyQfP2VlYpZBLgz52BNVuI2fyVqtYODSIK+Nxi9VfKEkd/dweXP6KPnY84go33VZDVQdB1AfcpEFG2guwfLFUR476IdwfhWPFqK0FC+ps0m6i3Nhz8nf6YAbYmTZD5XNelsgC29/DQ39vG5e9ZX65WcnylQn0ckgIx7Crj9FAzm6THiUuPMh8EAlvJ2G3aWm/ka2SxuhJaXEvUZT73lr5ycIg06EWCx2CZjChKNgAdw41STVJtnfZWxqTK2nqdut2l1nPjj7lP54TtizIyc0jOY2PkqRu67Ul8RtwnbL7S7NUPds5ZVGa8mq0jQADe7oMzD0CGgBIlT6wK21hI/n02TqxtqT/DWzjSwQin/tPj2PvY0xjfs4nBM8bSkzrmNCVR5m1R75tcjHp2Y9aldgv11R394Loy47aonjq4VGT7mI2d6sf6AURSLjCdOoOh+zUlFt+HAL55/4Fgh4mYTMLGNeWJefJK+ryx0qj79nbSWdGArEGZZswESh/o/WAJvbPPDBTxcZRUZulAAODrqRh7ieummpTWDip4VyqOv3YLo9e+LAD30Tjo3AameVXdjCr9YBvJ2Sz8Xcz8V2bzMGbNGFxcZ2U01r+zgEMQmRTzsvBCjBAYMsq6t/EzY1/vBkO5J+/RLRzHfuFJ7HziXdj7yJO48+cnwMlj3srVZR+1OLi45Hdi3k5oNBQsubrjoLeCrQtjcFIiU3oMkiexwx/bWpbpcUzYuD18o2DtR8fBngA8XnNqfZE0sW414a0SyfBhbCp1dK6SbM8QawvKeCUDhRVgjso+gDDrNZYUWXypLDJwoArwNStgeJcSmp4CMddyELSZxcylrRn33h5MYBoz27xzvxCpQz7dapr/gTKDHFhptUICAnhLYrK6APja7uO0qQyTYBoZ4F/XAQbRz8069yy14SyKADnMxyXf21+yx4tEFmEdH/6OiHymiPxdETmw3++JyG9d5/XfD5VA/DcoGDED8OsAXi0i33cj3/kCuwV//Mfk/uNAkdDeXaDzUVdx6VVNYHWAM1/zMtAoyqn1pvl0DR170hKB9SpWy5O71O0GTW8yiSB/ZQAcDL0aN/+ybphHkmrmpiyaWN/+lkt45js29b1cwIrSE/+0sQ5AN9BwXU8BfMzmmniy/SHBCQaRpJAn08rbZgcgKs+9XpjvAUEdNISfLYMcoCBSmlUKlvp0G8ChBlYtM6uZu/7LK3UA0Ghg7Rcf1rZxa6se+Mp4optgswGcPon69Ak3c/JzZ3Xd6J0umciqnEvnWRgtN0eW+VnUJeefbwF06nai2kNpiG26lFw40s5ne4v6ydmGJrvtXcGlj6uw/XL9nGf/6n2eiDJITN0uqpOb+ner9qTRxK8xtVq+6cmgBxTWZs+C4aDSVUCnjbSzDzl5BKgqnPzqA69wAwiwhGMDwImv3MdT33EsnLWNQuvJOKmVk4mZIhmDZXXFQRpvLeq6Sqvkj8Y6zmYzyPYu0pGNqHhMphboNoNuS9ZRWboZlXd8oUleMwAJbc9lnVC4yRs91pkFUodWs8p8BAg0lQXa73wSV37gSLRPK8ul+Zi2NlHdf3uwC9gfm07+dk8dSNtc14R4NA4GSZUZRQIR6Nk90xaJA2MHVOEWDQQVlRXJ1RX9u0QQkTodpPkigvBbqKABwOiOPoqdQ7T3BPufc4ArrywxOb2GS2+6z1pvWnJmAZOs9H0ccww5o4PmhEAYqa6thA8KA6vZHOh1UezsQ44fAWpB581GYzZQ06veVa3PfDTGsbfs4cx33ubPNXXaQceeTAE+S2ODOdBKwyxooOpSNq4Fs7lW3wgajMdhOrhYuHGlU6XtGYGGlrOZ+UlY14fxJACXIum44XpGmdx8Hl1baK7W6QClrt1kNslwFLRgqdH9vTM4+3236TX1u8728rFzdBNy520eQCsQVyyZ5S0lC1YRzSvqkrVWXloT8xawrNpLrWaurBay3SeNUwnwGB0597VxgL4ZSfHNHLO7jkKqGu3tBc5+UgMXPqaL+tgGrv7Fl4dDvTF/CCa4N09R6hrCPdLM3PTEkp8fmUJLJqNmWsfqf+OLMnbKfBHrmo1f7Oyh/LwRnv6+0wFgkp7dNB+brU1Psl1DD8CNN3le2f5NmQELKd51gSwE+jDQaM4o506vN4o3X+ssMSbzBMcImLKaXpY6r208y2icdbZSsM9BLmcb1Oj/5qOof3LFQWCnrRvjq9ja1O4ALBYwrrAKPmjeyKo84PGcWPHGWTh8Hjzv3E9pS/dfl5YBBlKY95IIUNehkae8js+EevdbXHPnx1ch8zm6V+a4/BEFdh7UtXzv018RDEwWgooyuvgwBjJzSgdorolbUq+3LBO2Ipn6RBgTrqqx8uXTeC9jT8ZYxgDb/UsJp39p5uM/9XphulsL5OQxl4V59wuTEnuinCXPYpJish5kNtO1pqpC/mvj3WURNIVlRy9jBVECyW5P3m4SCNYl4C1HAbhUma2idU038NuesQyHMZYXCxSPn8UDv2oy5m7HvZRkNNL7d3zLpIWWJ1Cqwraa9Jmwz1dj5gZk/yBkO3xvLp90Fur7g69kEsps7utoarfUmLTf98/l+qVjukLR66nE5RaNSF9Ux4uDufB+R0rpfR/o/0VkR0TeJiL/QkTean/fudHP/1MBF1JKmymlX04pPWp/bjzH6/5mSuldKaV3p5T+1jX/9/UppUfs//7ZjX53+4+exsHH3Q1JwNq/WcGdP7OLer2P5mGg5QAseJya78HEdOVTbwHoXQMYUDgV2ZJnEV18u/p6OdQqpeztA9Mp6tWeTjyrGl6rC6Qx4e1fek4DWqtQAND/b5qrLBfJ2Tz8BQw5T8k8EowW6OZTpCra97gjLtkRFqSrXrgKbbFtCrKowuHYKkVeKbQWgEzsaN4nrN43Gir3cHqa0u/zFp3eSso2wPZn72rV1Da71Myq4RcuozhzDs9+11ZUeajLZ4ArWjn2ikJmzIRmQ+8Vnyc30cy8SsTamZWlBtqUqNCQqBZPyut9re6mQd9R/GJloInstWZSN3l0fv8p7L3mdvQuLXDHfwFO//IQs40O6obed5nO3KFa5nMUjz4NtsmU+Tw0yw2jwNUqNUmHVjG0BMed2LnxzZSGl55RwzgZ9Pz1S+wVwNuZyXiMO99yDq51rk1i1O2EBtU046pfN90kk99GA3Lb1nLrUFhFmgE9g8L9Az/npQ2SbA4DDXl+7h6+MgipQF2h6Pc0CbLqSFpRoIO6QyQzQzPneXfYB/xZi5laMWDb+pKrurnTWInO4WUJ2d5B+d6ncOF7t0wbPI2EgQGz1AqkFQm4suNBvbucXwN4JVZEyMSAVYQzN+3U73vbL+qwUSTUl67oPWIV2+aZ0rWzxOYWjsFvncHBq27D4Nkpjn97B3f99C4aowWmG0FHpX+EjCbA5avOkOKYRqMRuudk3iCzmZvJejcdHlYZk8UC6ex5fWbddgRZmQ4dgHY+WR1AFgvc9RXPxnPNxpLM5/GMixSmtjavPelYX3X2k49ZVn+tIoX5ArhwWV9PEBYIkIWVY64XBAwmE6SNNWU5mAxMe8l3dX6ZeRgZHZ4cFEWsa0AAK2RymZyK6+jtf+2iVbqzaqaND1y6AjxxFhe+ZxOUBS6ZxHJ+zowhMh6DzBwFsARsN0umBqRWIIz0+vygJr7dttajZmJqleV6b9+kFit+/9Cw9mqULdxiFa358NOYfsgdaO5PcecvTHH7L2xDyhKTrYT5y+6Ie2PrFyt7S61dyaggg4pgGhNI21tTtwtsrBoAOg3aOufyYhHdERYxJ1O75V1U7vjys65HL2z/dcnX7r4xFaKC76aqtj+l1RUdrzSOK0tndtGrQNiWOX9OOWvOmYvFsu+JxQRcQ1OnE0allkimXtcTOHos0ccJQDAz87WXzKx2CygLFJ996N2UlrpAlKXq/c9fwuEPr8Z6xvkGnRe6Do10/yFjkvOXYLexMZwJQc8YMk0PLFE035XUarkRLADtVGReAC6lscIQ2m2VAJClcivj9r1nMfuQO9Hcn+GOX5zg2P+4jHq1h4PTBeTE0TAObWmcV+8fLMkeRMQ8mlohRSXLjOtwLSoR2VyHULI1Hut8n819rSMog6oKhisAtmcEgGc+pRVFhMk0gJVmA+nydsQ29qxlsYjOF2RsWVyncUwRrCrATRFlsQizRwMUnGXM8SXBguO/OW5lqt08itUVK9IoC83BLPovFEnHdqMRsZTt/c6KydmizRbe97pegGZAFB3mC8iFy5ALl7H18xJrbbMV/09pG5mHZEIVCcXWpsaxzANonkuwzpgKKZ+vVkBz9oiBNChLjTfZgnUwcCNO7sX1aGRFg1sbuy+mQ9L1f15IR0rpIKW0b38epJQOANzL33+A970mpfS7KaXDlNIspVR9oNfnx58Wc+GbAPyqiNwP4Fft30tHSumVAL4CwEcD+DAAn5lSut/+73UA3gjgQ0XkFQDeesPfXCSU0xrdp/fQ3p5ieNcAo9u6OPVD74UMRzj/+Q8umUux4ujBJU2SiLYDbvCnCZklMdYiTw6WN7m0uoK0MkBxcXsJyPDPt4objY9Svx+meA31a0iFttL0BZIAA02KGMywBzcXi5oVBnGTGSaRaWMtaPWstNCgjKj/eBKI7eGhbi7c2MmqyMy0ZKXvdNrCWk1pxfjQgQVNyIYhOTE3XPba9gCMLurWxcATddsY6nw2Z/KPvJLonQS4welgcu2rm6dZ0sbNohj0I1jNjM3qg8Og7HMjrWtLSMee7Mp0lnX6iET3pg+pUU4Ere0JWntzjE90UHVKnP6pi5DdPVz67IcczAGgbA8gKPPUhFqbPa0ODqMq3FRPBXVQDrqoG46tDnQT3T+MayAVGPBqKI2a/LsYSFDHTy+RzC1e9g+9gs/nW1xUiYQ6zfOci+g7zqCOHhn0L2GQ2DCtMRO08QS5UZqMxlENWRlYZaqyaoEFSNOpBk+ePGqbQ4DV2gCLcgNPAFGFsmTKqcE2bskimS0aXv3y6nNZKtDRbMV6xGDWTJ3InpC8PzmBQ45/VqgA15YqAKb3qKBZHh3JGw1NFM2MSkbjZTOxRvb3mzhSSmiMa5SjBcppjf0HVjE51sYdP3wGMhxh91Mf9EAnNayrh1Wtta1XGfISAG6aN7ZkriiiCrPSh/vl8Dh6BGltBWk4Xq6i2ZhCWahx7+5BUMp5uO+HJV6szhsAI2wXmHuB7O4H4MS1BYjg0qp2aXM9qxgXzkxLrJ6RiUF219z03Xv7XhVKqyt6Lp22nweNhDVRswrxaBQeF2b0qeBMqXOGazgQ7AkDD50hkayNc7OliWui4Sa7llTB4OP5Lxbh/cI5DjjDgEwKgjcOVreay8/QwGGCZanXdbPRRI3zZBr3mlKAdlvn0a0ajKUCxbwGKkFzd4LJ7Suo+k2c+g+PofHOxzH+2AdiTSLTMad3k33BSul0Zj3np3o93OcIOmzvgh4JlFylXk+rtNyjbQ647GkyCbNmPv+yUH8j8wpKpNzb2pxSikSKiU9trQZrWdZa6xu8SuyJ8rW6asYf+brIxJSsvbEZxEITWPVIaS8xAmU0UrCXADKBDDImWAhhYYX3tqo9mfc1ls8+kzOmlDBoTf2cneJNkIMSBZd0VNZBZejArRiwSMkS/Um8Ms/934z12G2E3RTq7R03ulQ57Nyr2DxP1+/fiqRHaqSFIM0WKCcLTG9fw2KljdM/+BjwxNMYfcKDsUcAGqPZuHC/DMY29hxlpt4TtbOK9PrSotL2q8YSSU2V96V+X4sHWWHM2bXGonVD3RyosjHp8dvhcFnCYiyU1Mw8V6pKf89Em78vCx9fbBNP1o4bFbqhc2OJ0eDna2CP+x2JhAk5Qf5a2QgFGYCUEEi2byUrcJlfgo85B+PiT+88YfdtScbDoqQl+F5waDTcaJPtJ6WqUV/ZtvcbQEfjan6ngd8oy4hRyFg02aUWYnpZpz2TcJg3Sz0chVeDsV88LnkpH8Vz/Lywju8D8JMA7hORFRFZAfC0/X31A7zv2wD8FQCPAugCeAuA//+NfOGf1i14I4Dvt79/P4A3Xec1LwPwWyIyEpEFVPvxWfZ/Xw3gW0RkCgAiculGv3j6ytMoFoLDB5RKPfhfZzB4347LFU6+7b2QjVUcfMI9yGneadDX3umkfzZUhwYgtKBVpdUvq1RJswH8p7aZhq1owrKza8lcJACq6e8jFUW0+QIgp47pxAbw7Pfd5tRYqVXrWRw9ooswA9Gmdinwjg7UVFmCkSwRc/f1uVVBN9ZM21iFWZJXM1IkboBXQdLKSiThZlpJKrocHOgGefnqEp0dRRGatFzv54yNMoISIt32urz10M5/PKobhrUZlNEYd3zNdriidzte7XYTRpC2NovNmpsCgygCHtzULfhy2QM3tNUV01QbiEI9MBDUdlbNgai8AtFq6RaO4cfei1QLhnf0UMwrrL7jPAbvsaGfChz76ccweug4rnzynRY4miZ6dQAc3dSAsNkMloaBOK5jXizCqHOxwHv+0R2h75tOITt73vXCQZJC2RwMelkBWNx70l3CH/lXd4R2FAAuXoFTqPNgmSAbaYZurmQViCKSX5czNLTdI8rSnaQ59pfmmH2+DEc6P4AwiQM0KWk0dA6wssu2paQBU0ZCIzJWsEgLJM1YJIxhzWCVbvGX/sNJ/WwLvjCf4Y6vvBAbNimp88wEC1b9NNosNZX+3Z22gl6khZalPnO7d6Qep5WBGr7R7KqqtDLICs7WpgUTVQRaQMzVVLx/4n2jY/dVdyAtBPPVForpAmv/9XGs/N45ZRKUJdZ/5VEMP/wUtj/xtD5f686Qul1IT+ca/VPshvgzT71uVP/6PeBgiKf/3YlIrKdT4OIVyO5euJobkOKtTy1ZTY0S04dOOc3+2e/aCqppWUJ2dgPY4jMguJrJAADofTQdth+sak01CZbxBO7vQR+duRrugRIxAlM0XptMwpRUxMcuJT/OnGlq+0dtfVm6xniJljxfBItgqkw67d4z0aSsaUF4VSvdnj4dRYKMxzj+hRcCcM98h1Aos4TO+jKfO2jm672the4OT8ZarxvmmdwrAGBjTa+5aZR/YwEwsffEjsbAluT4fpIBpjdzTD/0DqRaUHcVJOj+1vvQOnNZx0tK6P7O49h57V04/Ni79A0ECjl/SD832jKd7l0HbmtDajYhwxGq/9jV61kZaMA+namchoAiWXntduyLtm7I7cdtfxOMf2TgwGRqNOLZk8VBoIudAyhloC6bezVgjAUDgq+RUKTVlSVQ3plB5lhPg8nUsQSN7BPA3ftlMo3EC7qP0szWK6a8t5Q35jEDQavpNKRegJ/L/D+vBejFz/nssTNKlOpdR9tt86cRgr1FEYyGyTSAF/O9oJ+U1HWs5dwfplOklb63AOXaXVDumvtocX01gNhbF97Cujv90LuQqhqLlTaK0QztP3gSrcfOa4Gg0UDvfzyCx7/uXhy+6naf40v3rYz4wOW9pXZtSI2G+42kfheyt4/qR3tIHS3G1PsHGueycMTrbLa0UMS1gkzCY0d0jV8dAD8RCSkBS2V42N5m8beuE5GgS1X7NaSUvGMbJZMe0zViXjqT0GSyuWzL26uzhTo7L3DssxgAGDMrOQDMcSxVtVz8kNo9IlKrFV1HjEnqjOi57ikbv2Bg3sqKPqPZHFc+vXTmTmLRjmwmKGtIpXi1G8ZyDnpczPbNuRkvpZ3mUyGLBbC1qYBCWSo7jIzKMvMsydvmFkWwpFPIgV6yR8KLxXPh6wH8awA/klL6GymlArhuN4jrvfcxAKWIVCLy7wG87kbe96d1C46LyHkAsD+PXec17wLwiSmlIymlHoBPB3Da/u8BAJ+QUvrtlNJ/Syl91HN9UUrpK1NKb08pvf3y5cto/8GTQC1Y+Z2nUTx1EdjawOz4CmanNjD6uPt0szp/CSu/+SQoAQB08svBoX4oFyxWZDKTRxmOI8jfPQA+TzssyO6+VYWXpRd6kgXk4EA3JlaCU4Hi8q5WEXsdnHrLJTz2jQ9E8NhsqHM8A1zbONk68dpDbFMnPds1jUVh7re2wUu2cesDisWE7t0rK8pIKJJXn1xXmJvWNVtR2admkpsuKzvsntDthNEXaXS1BEiSbbwbX2rghdG7Urvlzu9ycOhmaa6hNOZEyg0Z2VXDApMlrTpgVbGp/04Oh+77IKOxXTOpnPVysmE6OyZpKSVHqylDuZHj2rHb/41HkSrB2tvPo3HmIur1ASZ3HcH4nk3svf4BAED3tx/D1i894b4CPl639yCdllL0F2pCKSePRPVrsTBjy7knxi/7psfDARiA90qnFIKbMgNCu/5UFmg+ccGrRg/+jTN47F8fj2DYKLfodoJBwqppIzZ7lxox+WDVgC1NOx29x6xezeah0V2q2NfGkqgVSLME07W9RXJ9o7uRGz1UxuOYr4tF5p0wt4p6CgaNyYE8uM6clHmPj3/JZffhUJ+JIqQ1wLL0yQJaH0OkjQORaFuFweVEZQmcPBptFI0JlUx+goZR0tttDW4tGUjNplXDJzFHGg0HNViFvtFg4dqx2/u9p1BUNTqPX0b51EXIbVuYnz6CyV2b2P/zDwCpQO93zmDjlx615zG1+S3A9p4+j8NDT+S9FSAT98XCaLpa+bvjy8+6Nwepxp5YkG5bVwrAUeu9ULPd9mMXPYE69ZZLeO/fuzuSM0qtTE7lDDOCshbEKp07k0Dl1UiupfOZ+yzIbOYdLVK3G6yHTLaRNjdCwjCbecWPFXAc2Yi1txYN7K+VYBVJK65sBczqGJkCBJZJwzcaLKZT3PEV5xUQGdn+QkCbfjhlqUwMQJ+DueanngbAqd/TeUJaPPcyk5egLIH1VQ2MrQqH+cID+mTJg1eLrXqtYKOCejIea9LftGsjQNdqBkh8k2O3/XuPIVU1Go+fR7pwFbjtOKqj65jcvYXRn9Pq7/rPvQeDX3tvzGdLZGQyCTDJvJWc/s4kh34WFlOUn6XShbziu0Tt53t4n4oA54uL2zrfez10v+AA7/nHp4Nx2W7rmG82Yh/mGGXCRGM4zhEgOsVUlSaHrEayEn94GGO/2wnDRsYSgEp4FpU7zbN1MVkc/v1sy81kyeYTzRR9T07JZVvuwwAsUb5zBkXzcw/DbJvSKe4bZibpBoeA+2s5aM5YwRLSvDOBzOYK9jWbUczhQYCGHisEj4GQADJ5nJkprUnjuAYtdcq5mXH7jseQakHrsfMqqTtxFNXtRzG9cxPjj30AaDZw7z9/N3q//rBJZ7Xq7yyL/BybLae/A3B2IGrxFovl5w5VhjYchfwpZ3GYl5h3rnH2Vwtpz4oWKQF/eaqSFQK2NPw0FkNaWfG4TQ1Rbc0dDpf8atxHhqAmDbeNgUH5gFgi78bMjYazKMgKU5CuinHL9unmZ0N2onBeNXV8pG5H7w/9vCgxsntIE9TEfdzuKQtqO5+2CIaCgSZoNX39c5DODBn9vDlO6etmsh8ykTyeaLcdPGCXLTkcuh8aC2wOAhHIM38qsrVcksSxyNfmrKaX6PFiABcAQER+D8Dr7Z//DUDnA7ycxyil1ALwBymlf5ZS+gYA/Rv5vj+2W5BS+hXzS7j254038n4ReRjAPwXwywB+AcA7ATBSagDYAPAaAP8vAD+anoPzKCL/TkReLSKvPnr0KFALOk/tQDbXsP+J96DuNtF69zNoPbuD1s5Mq7Dra04hJjVr95Pvxf7r7o+khZsvE8q60h7rawOtMg16kQwx+c+qNKndQn3XbXY1xjjomIFkQ9FZpUGWgFFH7/vXj+PZ7zyiC0pKjhhy4XOQQ2JC1/ef1oW52fAAJ6dxu258rpQxX7As8HSjJamVCgdADg7Cc6Hd9uqov+/4VmwoQGzKnXYElbZg1cc34VRABta1LFVNNAHuIa30XaOWBgMNHKnTZyAJoN7Z1fNpNcM8jTpC+luwg4BVG4uVQQRHRp13xgERbuqXSROcTDLqHQPdRSRnZHZQC2gyhSV63weeA0tjN3XaaF+dYHFsDduvuxtVv4XOI+fRe/d5dK/Mla5/ZF3fO50hbawhFQV2P+EubL/hHiy2VvQ8Vld0bC0sUKAEZG3Fgl5jEBSlVsnZXzwLOOcvvzOeWVFoVZD3PEVrMABAq4l7v+oZvPefng7WDw2sWG0E1HeBGnIRjD7uAWcFeBWIrdiu0dK6ISqrFOsGMjCp4TMzA1KOK3+9JZf11oazH7za1m47kMRAyisUgCa+luw5OAFoEF9X0XrWXrsEQFB/3wqKIYG5muaoBiZ65RnKwmHLNQf9OBYvXnEwACbF8s/f2bUEMRItqSoHUVO3G8wUOooDWlHifbuFsYtaUIwXqDZWsP/xd6PqtdA8v4vuY5fRvWKmiWuDGE9JZQ57rzmtY/fEugY8ZphZTEx/Oxyrx8DKQMedSV84JjRw0nFC48XZK+/0IMzHTxGsDJnO9N8tDfIf+uYncOm717xTCRPDtLYKdo6QyUSZFpYkTD/2IV1jymuSN8o72E6YvcznC9RH1yGzmXpsGH08ZZVk0BQvA5SVCaBdLJwGzn2BTumdjrWUrUFqOyU/fn4MLhkMWiLg2l7TwwOIKqCdi4zVq0FGY02I19RITkZmiEqNtHUBksNh7I28/5TlHQz1vMgo63XDxPXKtjnMa5UY06m1covxIuYPk3ctSN3uUtu4mx67ZYk01/199JF3ou63UTx9Hp1HL6K1r3t0OrIBtJp47BvvcyDr8M/di9Fr7lUwpUieyEvPZCDGkko9BZPcy4asmn4vmFz0nDh5zJPP1GkvdUUBFAxSPbw+m5d901OYv60TBrFkO3W7Qbne2tR5Zx1O5ME7Y+xynhgTgf4DBH5YMV6SrpmE0s8933MpHcjmRbG5rlI5SlvsnlC66S255zNNmMxfSFlsIa+kkTZbpGprwzrGLNdl091TPiOzucY2pL/PF8oUAXxf8HtgQLD/jl4JZRFafsYABl7IfGHAbsNacKfoDEIQjz4FjIWkdnPBGwXF3m/cAkjTCvXWBoYfdRfqXgvFk+fQft8FNIZaYEhHNpA6HTz1lvs1Nuh1MfrouzD6mHt0PLRbPn9clsPn3DUwfXM9nnWzEd2PTJomVQ0cP+qxVmo2l8AaAGH6bKyTwRcd4q6fH8bF1VHMq3f34r6LMkCkqiEvu9s9OuKmGBBsZow8T63kzwKYS8VSnOgAxf4BaB7p0g179sXxoxpnWOVf52HD2QSFtSZ2loHt++7bYYxX9/6yeBUmZXDAq7kcezk4N18oQyRjP8jEfDqarTCbtNjfjerdY0gBQBmNYh7NFxoL2/gU8wTSzzVJZia7Bn1RKIsDwick6+T2kj6SXP/nBXiISC0i3wrg86AShw92fDEUJ/g6AENogf9zbuS7/tjABRF5vYi88jo/PwXgYkrpJADYn9eVNYjI94jIq0TkEwFsQ3UfAHAWwE+IHr8DoAawdSPnNfnIezC6/whQ1yingmJ3iNkrT2P04DEUY+upO18Ax47oBnDqGKqTm9j49SfRvTjTbhNQRHv/kx/C4uSGLybY3UdaKHUp7R1ElYuoX9bDXKoaxbnL4RBdFABZErW5lDcjYUZVAasDnHrLpah4UnJgzur10fUwaAF04z57WQMPehhYNVkqC2qYfFB6UFWQw8PoOW7VM3fuNRkGg2l1oy492UqNBnD+8pL23am3ANgekx020lPnl7SqHixCEx1u+DIeOzsBxs7QNnq6kQvpjK0miiObuqFPpk4B9wV+0NfraLdDDlAkD7RSUXgboGhrpotyzVaa2TMV65fsIETSVqJpVQOO1O8Frd7AIg9MbvIYfsRpDO/oI81rSAE0dkYYfugpXP7k02jsTiHDsfYwP7KOVBZYbK1gdu8JrP/2s+hdmOPgrq5r6HZfdw8OHtrQIJMtJ8cWgE/MPFRqTTpJWaWrcqOB5nuegtPl6dRe1cqMMYd6Ot+TRv3Q334yKMqmL5VBD6ksUN19QpkDqyueoPff8XS0Mc2lJTPttc72Zx7stduQnT1cfeMrIL22b6JyeBgmojZ32ZYNhdLHUYuyW8z4b6kN4YLaQwFOHfdK+PJmb/TIydSZAWr22tJqKjXoZAKwI8Z84cmXV7TNITq1muHgbSBCarc0WWm3tcVUWarWHlBQj4wJSyR5/WDgC4TjNStjTslnRVHHfOp2vZotk6myJm6BngsA41fdicmxLlAAi05CY3uI8f1HcfGTT6Hcn+mcGY6BrXXIokJ91wks7rsNa7/1DHoX5th9oG902BK7n3w/9l+2rsCBmTuC953AHuAdIZBMXmCU/Na7n9GTajT0WkVbbgmrmKX5ChBolRpHv/hyyLToP9NRM6/FA7frc0oqFUC3g+67zob5rx1KqZ6EsS1p0j0zwH3mItIdt2lyl8vJcuDJr0XBo5SMvTKdqeYZCJCX+4RV9L0i12x5EpayzgDca1KnrT/9vnVzCe27J2C812QcVJXSvms1LZbpLGuJmWKNH/T1/FjZ3trU94wsaR1PArwnU8bWHD9YWa1FE82qjsTV1iL15qkcdE7rMf9v9ph9yF2Yr3UgRYF5v0CxN8LsQ+/C7sfejmI0DyBlcx33vfUR1LcfRX1sA4PfOoPm/gIHH37Cr2f8MfdjesdGMI5EYl7u7mcJeR3eONk9TDv7IVtiSz5AX0uZmEnGUqEARvPzw7DXk6aBGtDJqaMaq9h9kskE5dnLAagyUTAzyrylstO7y0KZfXfcFt4GNKsjOEEwrJaoUFOydTj01rIKEhsjgEDq4TCTarW0uGGG18hjIbtPqShCKpWzADg+zBuJiWQqCzeVpLyh6PdckuEgNpNhqzwXa6v6fY2G08tJ2aeLvq6xRbR/tfiFh5v/LRYBJrHq32oCq4OQ2dzkMf+wezA93gPKpON2f4z5K+7AwUfdjsbhLJim6yu489vfjfo2Hbe9tz+F5t4co1dq8Uvmcyw+5B5MPuyOYDpVtY0vAdiCl0wTyq2MIVIM+jrGjGXj7Q2zgkHKYgi2mD3zKZk8YmaMB5MiyW1bIT2wpLZ46oLeQ49ZbW8gcwGw+WGSqsLG9O0nFSBkLE4wH1gyRnb5G8Hqg6FKf1mlN3CXTB4ZDo35pf9Pvy6aFIeENpN+FcnlYt51BfAY1DufWPEgrQxUQjRfuJFvssQ+0SvMxi49HBLH9taGDZSFgxgi5kW1WICSbOS+FlBwwlnIgIPwbJmZmpnnzi2uuS+WQ56nLCKl9GnWmOCxlNL1vAdTSulb7f//MKX0qls5z5TSZ+c/AD4WQCf79/WvT+QpEZmIyL6IfLOIfKPJJD7o8adF3vhpAG+2v78ZwE9d70UppWP25x0APhvAj9h//SSAP2//9wCAFoArN/LFnT84g97/egzT21bR/+0nUW0O0H7iMrpP76G8sqcbxXSKtL2nic7TF1C872nI6gDNd51Rqlm3i+GHn0JjUqN88kLQtg3dnL/89iX6cGoYbXp1oNU5q9wGA6H2xZOaqNRpu0xCFqZZ3dHzw9Y6Hv3XpwLNNGf1dP5KLAhlEQipbU6p04kFwf4vtdvadQKIYJbBqiHoV77gwzB/9f3YfcMDS5pMr7JatQh5NRcwbWTpVRtZGP3akE5frKEMCFZiibDKzGh6lECMJ+ZK3g6mQqupiYk55pLerf1/W24umFYGYF9hoXu4U4znITVhayjeo6oKPbdR8dmWitU93yjtM4rNDb9/sqiWKqe5Hu9mj97vPYXBL78H02NdbP7io6i7TfQfvogj79jRsdtqalC/ewDZXEPj6Uto/uETkE4bnT96Bhs//zDQauLgw08g1cDqO87rdXa1Ooj5HLNXqPJInwX7RtuY2ViLzh/drm3GrWV/ANtkUGvFVMZjpVGT3j8Y4L3ffL+bE+LiFchkgsYzl7VyMJ9Hz3SCVZmvh+rTrf1nkaz6oBsyGQhbv3ke6dwViAgufd4rMP6Y+7HzmlNG7a2j3zr1sJaouWlYo6GVLFaXgGBiXN4OVg4r2N1uGLoRyGKCUAcw5cEEKZ39vpsoUqfrWnvSgA+sdWCz5WaZBM3k8FDv/d6BzqcrNo+ZANJ41sZ5YRVKZwbRLd7Groia8xFElMk0zFyrShlBmSb1psbuu85h8PanMF/vYPOXHod0mui++xyO/cZllDsHGlCWJdLuAbC1jvLsZZR/+Dik10Hn95/EkZ98N9BuYf8jTiLVgrXffjakBLWa1k0+4m5LHCoPvnwdJl2WCQwPrq0EFki9NaBAptqNIvW6SIMBHvkXJ0I/fPkqAKD55EVrdTePtZFyhtxjAPBKPEEnlKVKWAAH+IqnLgJ1hUuf8xC2P+NB7H/SfXDvmyJZ+7VmPDNKI0zqIfN5GN/xc3NqdV2FqSmp4wxyYeD24TCo0QcHwXRZsELXtApZth8QwOAawKozqfeLBWQ0iSrZYqGJCat6Rt/1qicQyXarqaarZAcxabXx6XudgR7ewpYJyN51jDpv8Gg9fBadRy+iWmlj7dcexWJrgPZ7z2H97RdQXrjqrSKxd4C0torizHngibMOwvZ/+d1I3S4mH3IaUiS033kmrtV09cPX3B3Pp0jhxi+1y0nyXvYAwhvDJHguMQR0rxyPgzbdKHH++477fJcLl/U9z14O87usguvPOjdzLc3vwHwinMrN+3pl1xl/2596P8Yfcz+GH3+/M6j8+kiHL0tnKvL7fGywykoGUbI1nkAVwQbzAfCE3bx2vE2pUf1ZdJF5ZmiZVYN9vJjnkIi4CXUOiHghqapUAjAP2ZLLAChD4zWYsaHKItsRS/Dc6X9EkNxATJnOdI3JDWFv4mi+5yx67zqHqt/C+q8+Cmk20Hzvs1j5w0soru57Eo79Q+DoERRPnlWAs9FA8+Gn0fkf70HqdjH+8Duw6DfQeefTfj0a0xW4/Jn3ZebYhRdd0tamxr3mzeJyCgAukeW4bbViXHP9MkZf6nax+rPJx0B94ZImu2cv6lca+Otxr4Glen9LB2HdA4SMKTK1AGB3X89xscD+J92P6avuw/jV98TY53NhNR4whktmMsrxTRCIcg9n6JQO4ANYArBhsZbLeCjXqerwT6AE0t7L++1JPv3MbN2nnJFFSsayvlcASKNJJnMp4/+t60Rh3bRkoi3W2aFNjPnhxVPAWn+SHVyHNPsWY90X03Gr4EJKqQTwbwD8BQAvB/BXUkovv+ZlfwHA/fbzlQC+/RZP8y/az18D8D0AvtB+vhvAF93MB6WUfv5GXvdBb0FK6evSc7SKfB7HtwB4Q0rpUQBvsH8jpXRbSunnstf9eErpPQB+BsDXZj02vxfAPSmldwF4G4A3S77rfqDDkOFyvADqCnWrBBaVa77EElmZz3HwIcfUaKbXBQx5Td0u6iOraO7N0dqZYf7y2zH5iDt9w5TRGK33nQ8a4sK07ItKe4wPx7rwdbuY3X1MEzdDE123B0RlqNGIxYcu0Jeu4v5vOOco+fnvP4n3fuu9ugiyI0RZqlna5lr0WbfqLqs8mFrvatMtuymdbbKzj7gXSAXWH9cFYrqagGOm06fGkpv8LAJr1YOXsahzEXIqoNLM2ALQ5QZABJaNhjEu7M+idM0o2+ixcuF6UFiAy6Ca1LvpVKl0OY0W8E3dndAZ8FqAW+8fGNWyDbY/VCOc5O3lPFG1ilFqakvBZZOyYKzkVMCbPqw6KKVuYPM11fOlc5f1npgOX6ZT7HzYpjIYVle81WRaX0O90kVrd4Hu5Rlmdx7B/qtPOYVW1lbQevhsyBYYfFl1ys0COx3M7jablLqG9Lu+WSs4Zxs4wbNkCHujATk8xEP/4FE3Jzz7A6fw2LffFX4fANBqojq2puZkjTJYBgSk6mpJ3+7P0jZ0aTcxfI3q5DffM0LVKTDeKlAfXQ+ZBeUI7bZ1c5GoBtOgkmPZQAgAXo325I7mrCZ7ci8KG8eeNNPDgwEdW5gBAc4ZNZlVQq3+BNDh44cB2KkTwImjXgmHMR1kvgjJj1UP3DHaWArKOCpC55mbUQGR1DFgrmqrZvdubewCQKOBqq33frZlnii7+5DDoUoCDHzbf8UmZHMNxZENpIOhAnorA9TrA7R35uhenmN211GMXn2nJgMm3+m++1lnA7h0IBW23lUe0C9uP+IVThn0LPhqG1Bh4JNV2Rw8hCZzD3zNk14Bfubfn8Ij/787XVompPGf3FL/A3u2nrQRkLRKr3uB8HVlCWm3MHr1XUBRYnB+geZIMDxeKivFkhIsFlH9JeW8LHROnDjqv/eORdNMR08NN83IvBpXLleZOBepFSY7y6ReYoGvs4qsqsyxBEDB8r19o0MXsR4mbYWXVlbi6yYTlRaQ2ZTJldyTwfTGS541ubEgQSPSiXlPLDiXm5BGLB0GHFU9ZV/ULd0bZP8gzDLt2jxm6FhL0F5P/QZW+2iMFmjtzrC4/3bMX357BoBN0f9fjwf4CGRrUunsG7TbqG+351tEwkVghUCmtz61KinHy8k3n3evlvGPH8ET335KxzflfO22yuq2NnRcueSgWFpryVbkOueme5025q+8C6nXxcrTU0iZMD5SAiePuaO8t6YkyGGVXW81SfCCbB0aWBsr0UEy7tVAeDZQqpMneBzbRRljqhYdu0UKCrcBquySg+lU192MNaD7V6xHAFRTPxwplbyW2Pfb7dDwjycu88zZj2KsyzxJy8fcEgh6jYzohg57T9XV9bta03PROSkOtmOxwPieTeDoEZtfNm5XBpBuG839OZr7M9S3HcXs5beD/h4AcPRnHwtDUDtEBHJlO9iqqYAcPxLrC2WyXfVvcs8UxkiVeQstFpDxGHufNncG5B2/Lhi/TdcN9w5rtkyisBrfCZjH2Czmp0kD3DNjNvNK/vxD7kHqddG9OEXVLjDZbABHNpQl2c4MlG0+uoeJ7/Uan4TkoYp5SOYyGS3GHvYxTPCNBQ+alObsNLaKJPOZ7THdSLzjxTmws9BspvuZycXybmmpoQbA7GwjebcjAKgF9XBkPgzaBUxZPKUxG6soBJalxpC2ZrmxNfBnRBbxHD8f/PhoAI+JyBMiMoPmsm+85jVvBPADxtL/LQDrZP3fzCEiXyYiXwZAALxcRD5HRD4HwCuue0kpveo5fj4SwIffyHfeCHPhBIDfTSn9qFE4bp6fdc0hIldF5JNF5H77c9t+f05EPj173SeIyMtF5MNE5Fez389E5ItMZvEqEfm1mzqBWtB4n9JWm4+eU9TN9Fyp0EXg0mc9iJXfeRq4uqMbeEqo7zwO2VxDmldonbmMxsNPo/W+8+i840mMPuYe/2wZ9HyzRZaEa2BvE3M+R+vRc9k51ahObEQVgS1z3PfBzJioxzRkPDUaOPnm83jZ37vsFUZAK2/Y2VMzNCA23boyimign5hO3YRp/5Pud/O5/TtVg9d65Bx272lj9ak5rnzUEU1ghsOgr86N+mUdBEivxHzhGjKYIz3BBBzdiBZEBGLs/rnpjjEf3J06r5qxckxzm1rwyL+9NxgkgBv/sToELoxA0NHpvWDBm3pMxEbvlcyWBQpkHzSzzguVmm4ySddq/yLAIUCvu6rCjfoWjmSJcP/3n0HqdNB5z9lgfjQabhp56Y0PYPO/PqnaexGgUWL6itOoNlYgZYn2oxfQ+qOn0Hr8Elb+x2O48ufv1Ge3vaeUOauMalXFNj0L7GkG1jpz2cdtGk9R3XncEXQc3YhAQgRy21G9N6SDt8yBemUFt3/ZBdz3t85HcGXoefH4WWUfDEdRGXL9cVTZUIt3Fdh7w0Oobz+GNJ7i4Hbd8JpPXMDhbSVWn17g8kdtoHr5XVG9qqrlOWPAgezuxcbJaoQF0aqNjbZveaslOTyMcyVFmd0JOA/4rPj3zXWICB77znv1MzgmgZAjtFvBnMiv/5nzSPva6pa+EjIculQk9fvWEWMQQQlNCSn5gVWiZnNlVjEQKQsFHXNWyHyhGtRbOJio9N/xNFK7jc67z7p/Qup0tJIG4OpfeABrv3FGWRjGjJo8eBL11hqk1dCx+84n0Ty/i95vPY7tT7zDAVyIQHb3dDy0W8DWugZna6twnbMIGs9c0XW+KHTs3n7UQKHCgu5mJLknj6lGnonbyoqCwP0+Tn/5eTz4jWfjeVPr//gzCpq4J0eZjdfK57+bQa6tYviJD0FOHUcajrF/p7bj7P/BsxgeLzA4V+HqR25i/qH3aLX6jpNw/a9ooOr63ItXQqJknjScVxBjJJj3BLqdMLnMGC4e6LMix8obgNxoNa2uANMpnvjuu53lBkSy54G9O/7PnZaezl+y3ydP1FTfbBW0Vss6YvRc0keDtiWvlbVVvw8qj1gE2MZ9gAljRke/qaPQvbb9zjNIjQZa734mDP+aTQfvD157Pwb/80mVLtiaMb9jC7I6gJQJzScuoPHwGTSeOI/mH55RtkKmJZfhyP0X1G/ADN8qY+PUgvLcVR2jxgSrT5/QcZQF9CJGSz+yofeHa7HtH2ltFb3P38M9X/l0XCPH6JVto7lHb3vv2mFyFLLX0FRT0NlHP6BjQQT7d2sLw9aj5zA+0kDv0gJ7r9xEcWQjWESsxmbG1p4osqptbJWlsbnS1zVWapch+drExI9sSe69uenzLJIfNVRd4Mp/POVMCfVxWjirzkHoZkulDaMxUquF+uAwzB8z4FEWC38ufm1W0JADpcqzo5azGAD3oOC9pfHf0ni9xiPmhg4rDrT/8GmkdguNR54JQ2YyMgEcfvx96L79CaSxeuykRgOzu47quO000XjsHMpHnkFx9hJav/84Dv/cvcqiGY2jGw9juLIMnynKyoqEdHk7ChXdDuT4ZnQAIdjE53hiawmYYAvnNOjjmdc30XnTlZAGGIulvnxVxy2BTRGVFlJ6MxwFvd+Mxmcf85CD/sPb2khFgeaj5zDZLNHerbD/oVsojh5xlmQu+/AEmkk05bmUsRGor7STA1tSFjSBZocFAgp8XpkXi46NjksjaAYrszkWP3PE35f6fW/dKpTikHnAuW+eOADC36Gy1vD03rHnl5sTy2SCYn1tSaaRysJ9F5J5jSSykAC434h5brykjwSgkOv/AFs0WLWfr7zm3acAPJP9+6z97mZfczPHXWymYMdFaIOEa4/fBfBWAP/imp+3Ali/kS/6oCuWiPzfUErG9wD4UgCPppT+SUrp3hv5ghfaQQQ5mQbUE/+UMHnwhL5odYDjP/sEAOjmbfSl4sx54MJlpe4Cqvc0d/L+O55x08Jk9H8AUWFvNIzBYGh7VVtg1XcNW/H0RQ16e92gc87NbI+Vp7FqU8UquJqgF9Fzlw64nNRERvnv+cJkCRJOxrVtwClh7e3nIAfK4iinAul3MfzIO9DZrSGNhKO/+ASGH3oqAltuLJacp4aBH6wYkOYKuNla6nVVY0mDH6PPudEhTR9rTf68P7fULnWgs62DEK0mHvz6M1HVoRkUqcm5PpRmT6Sora1q4D0ax8ZA9PfgUAEOo6QrLTJjYVAbbR4Qsn+gr+O10PyKyQA3qFsavPYZnXZQYi0wnd2nXiDYWMXxX3gKaDaxeOB23YRnc7Tf+SSKs5dQXt4FTF9Io6itX34ivCjGalIpi8rbhwLQazwYqoGeyXiQeRI0zm0DzSZkpYe0d6isDqOtF1f3tVK/tx/UvjzxzgNDGrLNF0i9TrSSszHqyYolM+7YPRxh/TeeQvHkWUAEjRGAdgu7n3AXygmw6BY49uPvweRo1l2AAbKNJdLg3TAtnx9MuPK2gQQ7gEh47HkAWGKsuM8G/RCMzi17Wj24/6ue8IQoDQbR/suqSxo4WMDR7XrAP7/nhAYBpntNHW3DmtZWlVUhgnp7VxO2rLKLzTUdm92OVmFFIPuHfi0ynoQbPRCV61vUUCYG+r2u+3KQsjm/Y0tftLaCrV95EihLLO456cln+w/PIJ29iOLpi7F+HAyBlLDxa094200xp3VPVAgkjiZaVWHgVFUAk42qQnlhB/WxDcjaANTOioh+7vYe0uFIKeZ2b0GPHFY6c2+ZZC3r2C6USUaRHASNyrN5tBwOMfj9s+r30WygnOoz2v2400g1UDeArV97GtMtq1Sfvxr7igVyKukJEM7Bhms8H1In2gCitoSdRoI0STWfGbJAnGHDihs9LUxydu9XnMlAztLM+DpR7Wuollm9TpoBrtAAzLowpZY+k7S5Ye3+Kl0z5rNIaAn6mVmYHAyDvWGdEGT/wIAIkxYQILyVBA3wDk/0zHDvjVSgPrah/7e+itX/eQap1UR1astB0sa7nwSubCOdu6zvabacVdT/nTNesdf1tB1Mg+FIARN2R+AaVasXigIpc/VtajaBtZWgeVPOsL1r92/h58O9zNczvmc8gZvP2bzz554xM3JpJawLVPsPn/Z9r5zpew9ecyeqNlA3E9Z+/QnM7jyi124+N9TYkzHl8YlVlQHEOTL52jv0xJvn5l1zKDMtlamUBmr+7GwxxgytZmjK220c/asXdK9p0xtHAbdEc9TSWh/WdYC9BENmmcSR64p3vRIf38mSPsYCzrQwirkMRy7dcGPg1UEY9d1iMQLJTMFbzYg7zUi2PrquSfLaCga/+ThSp6PFLXsmzXedAbZ3kc5fDcZJrc998D+fdGBJRiMvRnn13eRoDri0WromcuxMpvq5zSZwdNO9qsCOA5e3ozgFgJKgencP7MBAKUy0KGdxQls96ljPQMhO281etVVuifbbH9XnN5sj2Rg7+Li7UbUTpExY/fXHsDi2GgAAvRuY+FOeRXmYM2BsfcsZXmUZjFbGExkrBgYg5q1/2ZHE2YZmbJt6XTQ/Z9/fK5OJFTJbYfJqYKswRuc9qa1IYFI8Zz5kbZ65fyZ2brHXepchmxN+LXzPdAqcOu6gubzUgQU7JF3/B8AVGqzaz7+75q3XK9RfO9lv5DU3c/x6SukXU0pfmlJ6M4D/AuC/Xud1DwP46yLyumt/cIMWBDe025rk4IL9LKCdGn4spfTPbuT9L6RDjILP4Hb+0GkFCSYTtM8ZXWysQTdEUDxzIWhO3S7k5DFfyNzFl3RQwJ1jKYXw9l62QCXS58tC/382x/jD71Czv5Yi5LBWh1w4fZFghYLO0bXYosbqchGu3tZX12nd1P2LuCzDF8FMn+X6XwAbv3sR9UoH816B5mGF3v98DHt/7i70fvcJ27wzvaUngBIaPFJhjX5brK+BkhP9f6NGLjSIqHf34Jppq9TQPIxMBZlMrRVREUHHdArvs25AAp+NGJ0bAKjXT71eMDkaDdTbu/q5rIRYizieY97dwau6vGbSxknBpJYdcLRbJpMINEyLfEtjdzjShHpf9cPVA3cokj0eozw0U7zRxBKnGRrvO7uEgKdBb8l52jfHRkMN8QCt0GTVHgXiDJxZX1mqGspkisNX3+EVXywWSNt7uskYi0Jq00NaNdIlJAs1HEtrq04fTZ12SHR6PdVnU5dIGumR9TALMhkBaeHaa7qA7B9i890HqI6uYdEp0NmrsfbLj2DvDQ8p/XjQ94q5Xoj4/UgEtUxf6N1SOI6tW4kGGnYvGg0H+Vz2QPQe8IQTVa1VWlamCHoJW1hpNcMNGDnfoZt3aresnefIf99415N6X6hzb2pnE6XdB/CxFKBOp8CF2B9SWag52dYG2A40tQI44lrCBOeWDsoNrAOCnD6h43EyRblvwc90Bhn0IIsFmhf3jM5pevrNdaAWVMfXNfCxjhKp0YCM7N+sLiU1Uk27B8HAoWyNAf54ovIDO4qr+yqNy7TbmM31cwEFLaYzyNFNBRpHo6WkC42Gt9nj79zPgAlSVakHwTW6eU3yh6CGduv391BtrWHeK9DZEaz99yex+3GnMfiNx1VuUVfuUJ9LwDwRLTVI18qZSRJY2UcwJsi8kas7ESSySg6Yj0PtQG7q93QtaDWXOjoQHNcqsdgYHioQawmoUq2X2/t6cmBzUWoFuCml8HZ2KYCcJfkcgcrNdWXjwdY0W0NkTD1yirX5Fg6xa3Umxu0ndExOp0iTkDaho5X9cjubv5xLIpCN1WX2YavlAKBLcOxekMHg4FQG8Mh4jOmH3AEyKiEC7BhTxpIH9/soSnfvd1BmsYh7xEor9yTzRwIQeyD3kH4vvBK4z5m8ksDj2nt2IWsD1GVC92qNwX9/FONX3Ynmu58Ot3y2wyXjhImpAXvOUmQswXtgjMZ83WYHKwdcKB/N9jOPjfxzaxvXdp3NRrAqOHZXBg4sy0hBh9wQk3InrtEspsjevmn7F5Hwzhe6r1b18vhdLFBsbuiz7poHlj2XenvX1+Ab7S71/gO3jg4IiwVwfMuKKjOk0dSLTml1BTKbo3z2SrDA+DzqCrLaD2kqwRbuCbA1wwp2ynYsY90zY1KCZtMPvctfDwC4shtr5nRqstMi5Cy8V3Y4jd/isCUKvkl4Uq8XRRzKtWpl++RFAN8Ti4TVRw9QH1mHlED/4gL933oc41ffg/KxZ102662nAQPfZsHK5TpDLy9jFwXDRZkEAHQdJOOGsiOuk7VJGc1wNBVFgCz2GqQiTN0JgtViXmMdZ3BhPouxQ38d2PrfbC7fX+5hjYayUXlOLOBwfQe8VTDBulQW3mlOnj7n0qJbHrcvsuN5GDqehXZf4HE7gHO38JobP1eRrwPwnQA+DCpv+Hci8vXXeek/xHPjA9d7/fsdH/QWpJT+Rkrp9wD8MwC/CeBDROSrAXwkbrAlxQvt0L7ZprlrFpidPoI0GGB097qjdrKzq69tsoWiaumLnX1dLCfhkr3kcDyZahJYqylKMkdatqSja7BMZ+qQv1hA3KQo3PY9IGKAQfTUGAeus7UgghslZnM89q234eK/PxItn5h0F6W2xzEk3xFUwDWHTCD2P+l+LI6tYnjHAKuPHqD33otAkdDaWyg9n1VoUtP7PXXHZbWWbf4oX5BaPSBYxc8P27QTuzc4sluEjwODQ9OoerCQMyRYPQA8eEutpgI9Inr/p2oi5FWsqnZ2Q1pdyfTD4TcgB4euWU40WuL3WKXEKc9WEVmiu/H8xdp53qqyiEFMUfoGXa/1kVZWsFg1d++ycDOd1G4r+gzbEKxnvBzqc/JN3q5NRuPw52CiPJp4FQ2Xr+p7ZnN1jgYU8TdGjrMdSPG0SrksdNNU+r66eKeUPIjxtp9liUf+z3vw3r9/d2xuVi1LKys6dlvar95ZD3ngaUHJ3hsexORoF3v397F6ZqLGlVWl7To7HaVQlqWPCQcQOMbqCHy9Wn9kQyUMBKuaGTvHKoWp31t65vRmcD0zK6z0Q2BAkpIHHjKbBWCXz41mM3xNOH6MLp5aLQdIYZIdGKDAlpWu1ec18TuytqrYPQhzNM4lAoj0u2Cgc7OHmUS5znU8Q73aQ1pfRbXSDsBx/1DPlaZchY4PdjIpnrrg0itWFFOnHeDgYqHP1HS8Sodt2pqhY33y4AmgFhSVaNBv488T/cnE1uqMYVRoV410QSvFNMny+TKb49nvPILLP3hUx2hdh2SnaWaEqwNdN3M6LbW3prHd//i7MT7Zx+4rVrD61BRrv38JmE7RsbGLi1oBl27bKcie3OVyjuy8HcSi8WHGalPNciO8NEza5uw+aDCM6dQNVzGbB+vNvA5IO/dqVlk62Odjj600Aa+GplYTaX1NwRUDk72tItvTMdHh9dRVJIrzmdKOx5MAGnNmGPfQzBPopg9jxrn2fjSBdK21cMMYV3Wtciomo+adkoyxCEpWCPhxTDYa0Q2BFc7FQvfSkXWZmVulezzB4oFTug9lHgsyny8z5KxTSCoiafH53mp6sgUY42o6xf6PbGD/RzbiPot4gp26XV1fDg1842c2M1ZBKjB69Z2YHuvj4MF1dC9Osfr2Z4GqQmNUAeur4ZZP02oDeZeSQ64xlNH0e05j5zrk5wCgWF1Zbp9LJpHFMgXHNT0qjB3GfYSfL/PltU0LUIt47mSA8h4CQF2rn4YVq1KjoYWPaQZsZEw9Sg58X6ysDeA028soeQH8GtzQ7xYO71jTbCFd3QXYBaajXiQymUK2d8Jg0DrIuKcWAJy/HCaAnY77kum6owAEPae0c8ooWLaixZrq/tshIijytYfGszZnvPpvLFqPra2tKe8fZnONFUWw+l9KHP8FbVXu7Kmy0OulkXddefcImS+ihbM929FH34vZkS6mJ/roPz1C/53nlI051g4eZFbJfO7rvbJPYr4ueU7MZupNxushME2mFlvp5nLgnK1TaRtLZypyDpBJ02l7pzeXBVmM7+3RW80Y0xyDWdJfDPrB/iFYl5kyeje3buY/5UzO2mN6Bzp4/dmYX5rbL9UjAc+jFeXvArg/pXR3SqkF4AugzQ7y46cBfIl1jXgNgL1rZA03fYjIT4jIN9jPf36O1/yYiDzyHP/3kzfyPTeCr2wB+GwR+VQR+U8iMrcvqAF85o18yQvqYIBQFsCquj63nryE+Z1H0X/ns1GpISpYWEDMHsQMDiyRcC3zSj+oYVy4uEk0GlqJtQA49XvY/vQH1SF/Pkf/PRdQH1n1KiaA+J6Uoe2ZE723oVss1KRnFo7R9/2Nczj+5TvRIgvQBISabcA3uclH32/tY0LGkdZW0ZjUGJ/oAAmQlCD7hxh99L0opzV2/9wdQLeDxcvvXApmEw0XR6NlVJX3c3c/o1QGauy0Olb6yM6wDV0pzmZERu1skSwBKcNhme74BHrmc8h0isMf6ButtgKlFV51tupDarWcSuv3oqnBWur3okJE5B5ZBdBlHEobZms5p7lnLAhPFG/h8A4KZQFsrKLx7DaKSzuojq+jdU6rfWLmf0qBqxUYWZgnhFVu3YyKdMSmUTWN+pis8omUvAezLBau4d/+jAfR/cNngMUCvUeueCtUB6eo4WtqUkGT0NRsuiaeDBrKBHgeD731GbzsW54N0OgaMCoNVfeaej0MX/sQ3ACs1gpYGvSQasF0o0QxF9StArK7h8M//xDqMuHKn1e2x+ij740AB9BNkg7HnrhYkLtYAFd3VMLA6muhQFVimzEbb64ztEBRxkpjdANJWw98PFigwsSWVU4mwg+/9W7viEJTUQCRqFFnvbevwd3aCii7SK0mChoLGvPD1ysGEa1mlgiVSq1cXwvQxu6Ne5fY2LnpwyqnqdUC1leRJlMUV/dRrQ/QPLdt1zQJ8MQqT1IHAMa5mZhsNhrO0nGNqxm3Sbftn6OShjbSoI+dT3kAnfc8qwn7M3uaJDb0OZD+vuTZYuuRV9StgkPghlT81O/h1Fsu4eiX7USFkxUiUQAuTWfebebwkx6M52Ia+dTtQgpgfLSB5kjHLi5eweFrH0TVLXD59XcA7TaGr7nX11K2XgNp1+22BrNZtyJnzTH5NuaBesgslqVH9OApojrIFmeQ2nW1lDxoYmRVto6tezbOz3znbV499XME9LMX1va5LCF7Bzp2jysgThaQU+cZvPpzWcS+wmQoJR27g0FI5hiMG6tlySDvZg5SnYtSGTSLCtg/hPQ6mrAR8La9wVu1kb3A81gZRCywsAp+baB6Vel4JeOg0bAEYKbrbq+H4Sc+hMZj54DxBK1ze3qvJKNYcz8iQ8WSeJnONEEjAAvEfmkJxOoX7mL1i/acURLJQhlAWbeLot/D/MPu8f2dGu+0toKqXWB8tAkIII0C9e4eJh99Pxb9BvY+4hjS6gqqe0/5eu5xAs+RVWYCeSkFS8io8QT4GQu4SSf356zCCiCo2ZRCcZ+bThUMG46swkszUj2fzk81tMW0mQCSjSDGnqinU5WeWTJHbwEvOrEQwPktNNabeZewpe5dZBEWpbHYalDG5cyrmz3I+Gk2gfUV/d14Alnto9g9CKCO9w9wEFA9MSQYhS39DBmNLc4z1uzc5FiMAY05h7GBlutrOHztg2g8dQmoKrSeuhqG39d6DQDueUWpa21eCZ48k/lh69b+XwIufkYTbgxOeZixBeTg0ADQNuTl9+g5Eni39sp1O2G22kDVLZFqQb2zi8lH34+6LLD36tvUSPUBK6a0W8qUMgBLfTia0UUkFXq/8taq1pEqddqZB1jT1wUWGylHA2DyG8s9FibdNn+nensnvLtyA9OqwuXv3wpGCr0VzBhaqjrWBMa63POAkOqRKTrVQqlKgGYaF6Skn8vnXRbhIUUz+VqiG9ifBfZC8Rw/H+QQkQWArwPwi1AZwo+KyLtTSl+VUvoqe9nPAXgCwGMAvgvA19zKKaaUDlJK+8/1c53Xt1JKX5JSer39+6+mlL4tpfS1KaUbeqgf9BaIyN8Xkaee4/8evpEveUEd1IRVNdLhCMNXnVZ0/ZFnolJCdJmoZFWFE/5iodXX4Uj/tGQ2HY4iaeiqU7RXvlIRFUmr6Bz51Sd1cdjaxPzUJoqL214dd20muxMwsCJFkEmLmU9y0Xns39weKKWxFhwlt4qhVqttQ5/Ptb0QpQllqYZ3vQ56b38KkoDxRoHiQDWa5axG88ohVt+zC2yuYT5oxCI+mei5UHYAxCbPShoXz8x0KfW6cd8ZkOdVPd4Lfg5lIOOJ3udJ1ns7Awx88S1LrPy1mQfUUll7QNLKrELn1RBD83PmAQNHUuHT+ppVuJXmLaORLv5GG5W9fW9tJwvtuZ7WV82oqxOO0Td5sNWbVDXScKwaybpG+ewVpKEaBjl9EQCKIqjMNC01CcT/Q96fR1mWnXeB6G/vM9z53pgjMjMyK4eqzBo0lmZLyLZkZOMBG4PdzWDA2A0883hgaDM0PBZu6NcNDa8fNA1uwJipeSyMaWwwyIMsydiWLJWGklRz5VA5xRx3Hs643x/fsE+USrgy1TxLpbNWrMrKjIh77zn77PN9v+83mFbDG2qKD4CkFTAw4B/UHol2SYrVX7xOa3VzDcVaB2Y08YWCK9Wh3Q1G1Ixw3rqbz6nxkSa+AtQ98xfPU9HOjRiKApJXrgwCx5Nmfti2v7DnH4xBgPzxB1F2Guj+/DOwOZD0LOpXD4AgQDQuUL87xvIzE2B1CWmPKcMCVAUW7symyjkgTs/i1mwrdHBAgTzRtALw+ltpwrhgIyCv5gE3MaPKcr4+od7v+nkcrb9H/7s7vpBOM5Uziemg7XY0jlMn2/KZjIGbznXSYBp1zVJXumaeU3a4FDLTGSWQMM3frC6THIYd3Mv7NXTk6brLMhihLOc57N0D2ksbDZ2AE2BZ+MxzwHuMOEfTN5biSC69RJrBGqIYD/h5KXuytcAiwcqHr9P62d5C0anTvs17pkyUhIlG94L1Ex1mF4ikR/a7Z3/0IbpX8lyLdYmvlEhHlxdwFQpv59dvKjhtajHy11+Ea9bR+/CLCFKHpGvReIHWbm2QIViUWHlqAqz0kHat7qWyJyRvPM/nwXlmlrC32I1fwRcGC5wjpoATfbisP02GKGj6J2BoEMCNx36/r9VOxju6UjXMKApc+L8f+HOY5R6YYmq+aTZ1umXqdZidfZSDoU7MFawD6N5bW4ZZXvLPNY78o9uFaMFusaDPZQxLqOo6rRcK/T0fSnWmmsFNaJKJo75PD2IwFmGo59Xfy6XS7REE9BmbdY04PkH1Z2aY6OUFNHWzGdpPcBl2agMujgiMA6C0bGH8ySRT9u3y5PtAWbDRo8Uz/++LCh5o/COzSsrR+CRLgSWN0bN3tNkz9Rrcw+fhajE6v/wiwsShiA1q1w9g4gjhLEc4zdF7qg/XaiBZY/8olZtZuDMbFJPLNHwEwQn2pibABGQQSIbRidY9bj7n5y1/fhv4IZEcxsINx7DtlveSkUGGAilGAbvkDzT9NRGAU44ggK3VfHwlT4zdfEHnTiQjFVmaabVojTNzgyJuA71PJS2J4ikD2OUlH9HIk+97Prg2dWkKM5mhHE+o/ts/8pKh6gCsKgXle9YtFrpO3e6BN8aUQZf4aPDrKRDDEhc3maL98Ru05y514VoN/1mkQRcgVGSwYahS0hPX0Bp6HgHY+z+2OD4792upUaf3N50xO9CdkP/a63fJeJBlR+7Ri3CNGtofeQ7RtEDesCQNsRbRKEU4SdH93AGw1EHWq6ksxw3HdN2We7Rui8KnxgAnWK2SrGLabToHmTd81H2FWc6aWCJRnzKwylJmOi38cEwMGQWI4R5h449M/POsKCugV0LAAUtTRWZdDoa0LzEjVpkOea7MD1OjSM3yqO+BYl4z6l/CgwNhl4rxroJBr9nD4T9j6Pgb/7Rz/8E5d9k5d8k59z/w3/2Yc+7H+M/OOffH+N9f75x74r7epXMd51wXwP8HwJ8DmUJuA/izAP7qK/zITwD4NgB/whjzzwB8D4BfB/A2UHzlb3i8OmXIa+io6v5cWaL5xEtK71cDKJ5oivGRFmJCWxTd8HTOmrJcm4ETzIey8KZ3suHwNN/lOVyPYgLDqztUMDMNWDeSKkVfaK+R/31uwfrJWgz7UzU89Cf3tJFXz4HKJF/fgzifx7E26eX2Bga/9TLC/RHMZA5jDLqfP8Tyc3NgMML8666g/vQdjB9ZgR1OsDjTxWwzIiPAWs2zBoS1AShIoxF21eYJoE1PNh9p9gEfjSVUUWmUZKLCppXCFHE8ETzxcOOHFMBTWm785Pv03DDYRDF8oh9m2m0V0W01dRJfHvW5IKx5c7fSqZO1eArI5N9Np3CTmZ4fpWre69plsx9hoNhrd2hyXvpcYWXY8OcWgMuJyagUvxyfp+dBpCsy0RlPThaj7ZaaA7ksQ3l6HeZ4iODFO3AdMoPUBprpkJI8oZT0wDfzkqfs8hy7f6eBR/6Hl9jwKNH3S7IaLoCSlKbAZQn02jQ1msyAKEb28Bn0v+UKop0R7JAK+N5n9tG7Ri7ds3dcQu0LtzB8bBnB0RjjK8tI24bisTbWdP3ZwdjTw5nNouCdNERacDpdq7Dsii00R2kMAKbmT707el6h2gYBysmUUxpKP40XGiKDF246A6whU0eOIBSfBVeUsGsrTIFMT743vnZW0mHSjNZoUcCsLPlp3HHfew1wo+Iy8htwR33geEDXgI0l72vtcoMgqRZ6PQGIVl8MNWnCl5HRILM7TLvl6fLzBZ3fkAtFaTClWWMarcsLpfg6ng65PIc7tQozniG4dldZN0KlRVF6KUWeA0mqwKusk6ox4ODH63j4r1xnBkOsU0lqDEsPfOY5zHjqi+75HAgssgtbGHzTQwj3huSXkudYemIPnZspXH+AyXsfQvzcXSxWQthpguHrV5E1DLCxQrGBPLUPZjmlSPAzw/Dz5Pgbz5MXgLBG8pyo28Z4OUVVyiP7ljyn0gxqRCzFsMrhJAHJ+HNSWdtOpBB83d1iQfIQnrSbmOPoLE+ls5yn1VO91vLvbjaHu7tHgGWzodPg6sRVJ6hsxmsWqZ9mWwO7vnpfa1ci5ygZIvXgnHxmY2kdMYODznFL9wMjzyJhrtXr3oDZVphjygCMPUAk4CY3euh1YIZjmJ19isw1BIxCTPuKkoADOSdy3a2vOwAA1mDpp0s88mduetlEYP30Xeoh8dEQeRXHPpt6HVhdwuwdlxAcjWGYwdL97B6aeyncZIrkTRcQ3TxEukT3xOh1q5iv8QBiZcmzFqyFi0IPEPCzYvbuyyxx4vcs7CSAnlXS0IlsosoOs8Yn7DA1n6jiGT3HBdCRuk7WsHgkDUYoxxPAkFbeTaYEWlYb8OqEXOo+kSkB3usiy1EeHXMqV6jyCzedeSkTD7zUNNpwRCM3l5Y9Re7pEHZnHFNzKUaI0kQKO5R9PNxiQdHV/NxR2Yuhc3siKE7WvqRggQdaPKSR4ZwOi9aWCPC9u0/7uoA1VampNNxJcmKYJ000sVYLvOMje9j8wYEyl+i6WM+YlP0JoOvGoB/YdNy1m0gf2UawP1C5XeO5PXSfH8FNZ0jffhnh7SOkK3UgCjF5bA3j7dh7oQiLuGJ2rfU/QMweAUVq3oxRz1tRAeyY+SPDNU35AXxSWafj133p/Hmuyh34IBCeDN9tu0VrrFbz77XqrwJQLGcce/8UBtBFvlQeHdP7rRqtCiOQjUllXZhmg3zTZN8Pw/tnOn61HOY/8/WVeXyzc+7vOufGzrmRc+7v4ZXtDV7vnPuvAPwOAB8A8Lucc/8MwPcDePOreaGvOXDBcYOgMTi8eZo4Ur2oTCPECAsAFdqLBS7/h2NM336efoapTobNekz1IS8N3nDsp8IimWg2qHg6HtIGs7bMRWyu8WEa5SNMhqopkQ38n8MQSFLEln9W8qKrjAuJ2ARvPklCjtY8nUweO0spAgDGb9jA+PHTdJ7yAvGtI4zf+yAan3kJxZk11I9SzK9soows4ADHyQXKGqhEHSGhmDfXalQmgcFJgEGaLZnqMT1ei3I24lEKpzT0FaMrU+OosnOn6Hf02kqT0ymxmL2xaZZO8cUAjtFZNb8rvQEabKBNmRYRLJnQ6VnFOEco6XpI8c7U0vt20WU9mzRJ1NDG/iEsSDegMUhahJUFZv+0hlvf+wDcqTWiskpxlbNbduJdtjURQ4qPaSXGKAxp4uwc5dWPp9pIKAIv1Gxm+sAQaGa6bV+wCNhi6P2aDjWQQimmxpKZOqxPRV6g7FGDazotZA9vI37pCC4AppdXMXrLaSpCW3XUbvUxfN9DaH1+B+W5TTR3U0yvrMNmDqYEEFoYXh9muecnCtzop5e2gE6lKQ5Dmn5Kosgi8T4gYqYmU0RpQqUAaDf1/6saW9si40oxSM0vb3OxGZww3ySTMtKTu/mCTasCLsZSoirKmmWtp9Bu3XTKUZiBFmRuOlfav6ZPZLnmcZsGyz/4elNMYAU0udeDZTBuNGFtL2vuBQBkR2ttdsuCwSOiBRc/UeLZHznvwYB6nZlc7oTvhHgDSJGr+lrxBmi3YPf7VICdXifmAuAniXHkizfRpPI5qWp6ZapuAJ3CmzBQE8Uvkj4x68e1aR2ZVgv55W1ENw9QBsD49RsYvv2MMl5qN48xft/D6DxxG/m5DXSuT7E43UGQloABXBRQYgYAhCHmW3WYJNc0iGJrFdn5Daz8p9sYvuUUTwiZPSJxlCIZEA8DWa+yP6nWNtYJqzYMgDZa7tQGUBQoL5xWsE0p+EL7ZbZKeXis3joSzybNgMSbSeKHgFyO91gyDbOagAOAqO7isxAExKZgY0VqmBKVilXNiu/5YEBIEwkA2tdKAlxxcKR0ZBhD6S287rf/zz6e+xtn2Biu9GwAAUTEX0gAXmEr8jUQzxZTr5Nx42IBrK1Qco/IRuR+5ymlPmOCynWTegLUdI2yuiZxKPAJ0GvJ+wEIYMoyeq7yc604swYznCBvWKSnlzB86yldL7XrB5i/7RLqz5Hcs3F3inS9hVo/pwSqdpMTq0oCXixgxCA3DGkdrfTQevIuxcTK87/6HBXfLNH1y/qUg2skJ7K5KD5BqRdKv7Bn3NktD7IoxT9UsME06mRGy4aLAAgkU++mwjfMwo6dTL28QEA0Mcvk2ktqEZVJRJRaIebW9NoNz9C6lyUbsaSRgUzDJn5SL+leK6B4GJLXGAOgFz84xZ2f2KJEB+eIKZrnfp0E9gTYLuwLOjel+oCYMKRatyiBU+s0uJD9lRt+1fMD+swRY9oqo9LNZjhIO57FK+CFNepfo7GJsn83GvT7sxTu9BowniJZjpCdXsHsdad13diDARbvJNlcsb6E2sEM6UYbtcMU0aykdavgloOrR948FUD+8DmYpS7i5+7Cra/4hl0kPUlCDFZhDLJ8QM1RRSrKwwphSJEni/MsmfmcAIdFQqwhvv8pxtqncwh45SZT9idy6pcjA1D13RIDzKLw7F0nMk3PfNJkl6wSuyoyivGEBgYKugVfA8wFwFn3il9foUdhjPm9xpjAGGONMb8XwCsZY1j2gegAaAIQdLMG4P8aWcRr7TBRxEZTRptLon4RDc/UYkL+pZllParorJ//5h5aH79ODXPIOn5rqXkQ7aQU8nKTAdrkUYwfTSNNGNAEb+8QriQKsBF0njWljl2VRZ8pdPuqbtslKRa/E7j6p64QTX86I5S1gjQqGsp0Untzn9BsaxEfzTB/9BSWP3IdwcKh/eJQJxaLSxuIRkQDHj3YRnx1H7XDOVrP7mPtwzeJjg8AzmHwgSv64DbdDo6//REEu32YRcq5xEzPajQ8gCPFWVH4h5xow1mzpprF8dhTIKWRtr5JNTfu0kbdH3rzJpkMcOEphj7qPyHmTkIlB7xTN+D18HyuTS32rJGi1OmEXnNhtwj1m8ESMeVyWUb+B/dxuOlUm10tanjar+frZbnmEsmJMETzB0ts/8QzsAcDevgsFmxQWCfteS2mB4SwOSSVIQxpzXGUKJJEdcX2aOAbaC7qlbUD0BqezlVX6EYT/ruZFonr39/H1T95mWjNLB8yNW4w2O9BWANuNoe9uU/vZb5AsMgxePtprP7qDlwItK+OqAh2DrMHVxGPCiAMcPxYG9HRFOG8AAyw/MwMZrqgAv3cFvbef4runUYNZnkJh99xBfHVXZgpTexcp6UTlar8QYveqoZUJmGu1KKoPDw+2TTwOSul8WE6eHh1h6mLfI+LbpHlMEShDLxxoUw9+aAM9woQIq9Vq/HaLX3qBVO3JQYPYJaP6m35fpTmpt2670mEm840qUEjCsUYl9+jabdhuh3P2LJGU0yC3w9c+SvPwbBUgmj8jtgLwmiYTD3Li4seyeFWXwxmYZgwgN3v+88nU019w2xSy+wa3XeVrk8NQ/f7xnj+z10hY7YsU9aA6E3FAFXSHcxwrLKfYJSg/55zWP2lG7CZQ/eZvjKh5pdWUd+nfXFwpQ07nCGcF2hdG2Hjl/dh945pDTQa6L/nLLqf2UHZbaBcXUL/3WeBwGC+QUaXFA9Yab5CorjDGDUFBOCbDZn61mKYMEB5dEx7T1GqxEHMxFxZwtzZg1nuwd7YJWqypMtIXnvoY2fFMFRNx5JUWT2qAc5SZg+y5LAW+yQOYUwI+LxgPwgpvnlqrLrwoqBiOooIBLmfQ8BCeJaX43sWIODR1OseUDLW08ZtgNvf2cOVP36NmlOR3FSaCH1+iLSBp536vOc16hYLz7A56kP19OwhoI2MSKQE7JDnK1ABmQKUv32KZ/5fV3ySUaNB+5i8JhtJiymgmSf0/A5DmKTA+G3b6P3qDZRxgO5n9/l6OyQX1lE7InbR6HIXdjiDTQvUn9/F8id26B5glsLwXWcR7A/hmnVgqYvZ28/DZAXylRZckiI4HEEjfcUDRcC90ss1fKMp0gJLzeRspmC1shaZDYUoJv26NTC3dul3yfVzfl93We7N+OYLvzdZq6ChEQDDUfKPSzOaCochbK/LhoIMLPH9JfuMXl+WV6rcSExwy5LA73s8SGP/MoNmlngZAdIrsY4AvAQjCHDtW7s4/XtvwiSZl63KZJvXltYLwEkGk/y+gn0JWKaEu3v09+LZUBnEAdAUE5Go+jW7UMnwtffX8MzfvOTlf3IOxWBQAF4Z8OTszVGrwaQ5Zm99AN2P3UDRCMmonKXCiyunEB+ROef0QhvB4QhRf4746i6WPrlDQDSbQk7f9SDs4RCu0+R1ewnh4RjFSpv2zoNj37TL8yyO4ESuZ/w51Nq3wrQtxxNvoilRoLI+o5ikVXFMUg8BYmRwUKmb3HxBIJnsSZGXMpDXmAyCEl27ArCL7EgHJizv1tQqYRzK54tCPwjk/caKpOk1fBj7yl9focfvAfC9APb463v4715+/DiAZwF8FsBfAPCTxph/ADKh/Jev5oW+ck/Bf6FDNymhKArVS2iDiwU1/ILm12JC49hkSBqH5McKnyGcZpTzfMTFKm/Epl73RS5PpJRKx5nJQlc3DADoQ0f+C2oYXKfl2RSloweR6FVZq5yuVgzQZELKRkf6sJKoLmlOAJjdIzSe26MG9LM3YQZjTL/uQWCRID6conHtCKN3PYDeM0Ok59cxudjB3vtPY/B1Z6FGV6XD8kevY/q6Uzj8Laex/4FzaBwWKJc6NPWsGKu5NCVtljROVYodNzKCqOoUMooJgW40CP2tuNUKndkXB1w0ywNK9KdpxhKGUqdjLkkI2ZXmvNWizXexgG23vKESoEWmaTaowQM4H5zdiAX0sIa0ldL0ZTlTN0XbfZ/a3yAgaiEXA6q306I/pUhTZqkYS/GMbjYn0IqnH+6fU+FhGg2aECcJsHfoqcidtr5X0YGeAMp46mh7Xb9mk4SKIPn8MiVhho+nS1v2vii8pEUmgewtYMJAJ85uOD4pKXKlriG3SBDc2sfSx24D8wU6n92FPRxi+OYN2KMR6rszNK730X/7Kax+ZoDJ5SVMT8eYrwQYXWzQtKzXhrl7iM3/8BJuf+9FHLxnA3vvO43GYYH8gQ3yxygLkgZIcybMGXH6X1vyyD9AD/o49jRpLjBNswHTbfvzGYbeUIlRfiOU+aqHhaNJvjGGiswGMa/K0VjTHFxRorx0FshIR6mMmsAb6am3CS0OajqMBVaWaD/hAhmAb/oZSDNhQI3+/Wh/gUpDZdQ7QQFPTsJwSeojUTvkJF8yHdlNJoA1OPhfI9oz201ms7AXgzSbbK4mjLIvmrbzuVOKtfMRXUp3F7aY80CQ966RezygZA4AODNXI05jrUbGngCCjfd2EXd5ezTA8q/cBJxD+4mXYIYTDN5xBmY0QW1/jmhvhOG7z2P1iUMMHt/A8GIDx29cxuG7NiD6c2QZlj59gKN3n8bhG9s4fNsy4lGBdKWO7sduAK5E6xM3tOEynbY2/KLvFynHiekrrwGXF7CrK7R+6xQLrNTaCsCrrIAk8Wk+Wa7pD0aegezMX7Iu2jSZ2r+xRnvadAbTYnZKHOv0Uc0q2UBOm70O7dem1fRGu4sKC2ap62m7B8f3t3arkiHAg4oAPas4Nk5pwnJ+Erpv3JSMC2v/ihNzJNml0ujDGro28gxjlps6wgtIw0kmAmarfEw8NqQJ1OaYag31feLzKu9x68LRiWm9guByn0vdA7C8b6rnsvPEHcAY1J++DTNPMH0X1QxRfw7bn2DxxnPoPT3A4vwKJmcbGL19G8fvOuVB/yBA72O3MH7LaRy/aRnH79hEOCUzw/Cp6/Sak5lnRUqCQVXbbv3+JjWbK0qVShrR4UuahNQN4ikiQCCfc212K6wz+rfSS+aShJ5TTW9uKr4YyoAMQwbHSu8PUZYeyJHhRsVk18heLfv1dEbvLc+phrrXI0lIxiZgt7AOxDSXGUAqg+F6QNkAGTEZH/rJ21RndtrKhlW2o2OQQPT8gD9PFcaoS1JiWvE9pKaOzJARySeKggBmQMEHJ7GewrKJI1w5v+MBD2ER6rWqDEfCkJ6Tso8cDtD61E24LEPtqVtAkmLxlovAfIHazgh2NMfi8QvofP4Aiwc3MLnYxfTxszh+12llKJg4RvuzdzB58zaGr1/F4C2bxCgDYJ65DpWbVIY83my0cl/Kf8VrRIZkzQatW05TKXn/8My+QodcEJPGSt+gQ8UgoDUVhlTnMpArg0cTUiQzgU0x9yYeaJKYWpUbFoWva5NE5dUAg26AxspKVO+J6/JaPAzw5Xgu/P/7cM7dcM59p3NuzTm37pz7LufcjVf4vv8FwHsAvMs597dB0omfA/ADzrkffTWvFf7G3/IaO5gK6hYJFaSNOjCe0N8FFgA/pAM/sZq9YRuNT12nhwfr1uvfxwWqMB6CCI6LBKU8ghu8vFCDFKHjyxSPHj65b1YAwAAmEgo1T6YB7wdgrNKVjLAbsgyP/pXb9J5YK2taTaVySiICHMkMHKBTK8mKF+8BlCXan3yJztXOEdKHt9G6OcXRm5aw/p92ED03RfvMOuzuEeav20b9iReVltX89EtoGQPUYpTLHeTLDUQ74UkTsZRTLKxRV2HRxYoZoDdiMwACT3XLC4AftKbVovMoU3IpyCwZyZh2i3OnQ6WiKgUUNN0yzQbcdIpyOlMDGinQxClXNbNipsnpFTrBMAaGJ4EmsETVLWdep99pK1pcff17PkoHU489elxnersUX3wNaPrLOshOG0j7tB4kieB30zRfC51OGy4KaapbFCiXuzAHx17fLx4XDBYoMt5gR+/x2Cc2gGUZJa3/UiQiMkUMApqWpBmw1AWOBnClwaX/5Tmg2QSiTJtpab7F2dglKTUnYkAUGiCKCMWv19UocOlXXiKjy51DDN99Hq07Cxw+voSNj+7AjcYoL5yGvXYHk3c9iNavvqDU4zP/4gUuSurIN3ooWhHCVtOngpQOWO0C/aGXyASWnKHFCMmVABjhZxBEJxd5DjdMvHSm2fC/2xggDAjILCiDXWURAvREoPxz8THhhBNqOEKYq7eoyGPPAsqr9hIq02nTfuKcSgJNqwl3PKDpxlKH9ocp6y0nU+DCGZhbe2xq6mVi93yEIVCvAdO515Iaun6qOQVI5uMckGQAxya68UTzu9d/YETRvfMFmZKG7GEwIgop1leAwZj26kbDF1sCGiQp3R8SKcbX0AMMBhDAzBETiBzr2Tug2aA9a3sL6FNDffn/cQvodoA0peut0zenLAnxsECa8WQyoH1CZHO1GkxZYumXqakK9vvov+ccOtenOHjnGjY+chduPEH+0DbCF25j8q5LaH30WdrbjgdY/SUGDttN5OsdzE7VUe+x2aoY+TIjQL9qJP8o+f5SXbJ43Yg5ZGDhFoXXhs/mBAAI8BWGFT8XmqaXk6lPo7HMDpvO6PwJ2yv3UZhuZ58kQswUI/kZgz3yXsXzge8nE9Voz4pCfQ3DIJ1zDthahzka3L+URw5mt1ULd4ccgPW+FfI9oj8PQzhr1GwVABbfzZKJ6YzZWTV6fgmVfDanfS7LlElDz/cMJiLWFu0Z/LwTpgKg0+QqbV1iA4XxINIp0/RpIsu/+1A9itQHgj8hNdjGpzWw3tsJiMa0bdOhfaP1yRtwAOzhENM3nEHjzhiD1y9j+WN3UP/UBOWlMwjuHGL++m3UP3UN4vHT+fhLdL07LRS9FpKNFhrHbW+iisADobL+hI4v/gYyBRcAiIFruSam4T2ZNJ1KmkWRFsrgKc0A64EIqbWIddj0dYv4A6Usr0gSqm0ESJX3I0antpKAIuuZX1+kmEgS9i6qgPnCaLnXoxrtGFZMq2s1z14wBjBck7D+nsweoYya5791BSayBPTI+ZW0JGM8cDqd0u+eLdQok5gX/OzPjQJfDtS8EujiDQZdUQJmdqIRNwy4VU1P7ffMPcsnSXxtU/BntCKXKnVvULmhyFDiGMgy1D9/i6qW4yGmbzuP5q0xBm/ZwPLH76J2PIA7fxrNvWMsXncWtU/zup3O0PrYizxcWIFr1ZGd7iEaTfxaBTXbRiJOuWZUj7AsobUtoAHXRmL063IGsBYL8qGROjTNaCws8gauQXW9sfzGGJGvBLpfkwlmSslRUXgiclTXbVEAofFrmNN2YMggXO97Nm439YCeLaWD3dpQY126rn5I+po9zG/8LV/JhzHmLznn/vuX/71z7q4xZt0Y82YAOYAPOucmr/b3fs0xF5DnNGFt8eRL3MLlxhJNO1MJ3SJB41PXdULvFgsE/0ehpimq4ZfiVAyvgkAf4Dr1EnRRoq0AddM27TY/yMTdlR5GakIjDQrgG1vRqaovAeurBS0WR2ApiDKWJgh911I2NYqC8rMLmmIrVbYgZD++cQAAWHpxrkaGeTtGfm6DsuKDoLK50xR//33bGDzSRXzzEKbZRPrmSwosKN1aqHEsATENTjAoOKbLek2wW7CJW5bypOdlei5BsDNC4p/72+epsBP0mM+V0vYFnZVCTCYNlul7Qk29eM4/5AXxBxhNrzz0xaQpq5jmyXnnnGS71CM0+n4KBXAjKAaNRem1dPz5JFJQzR0XCWvlWRM3n+PWj634vPqSJj9uMiOarTBEdg94nVWisAAtJPSc9occkRj7BxHg0XljYFeW1LFYj4Qb1eHk5KSGwTudJAnVNwxJq26N9wQILPrvv0gMhsvnqIhZLLyOm94wep+4A1M49K4nrJltoGiGKC+eQTTNierPtGmZNh++9wwGD7dRu3FEzdrlbT+tmSd6rW27RedbvAlk4sWvLUafGgHIxZDpdvwewf4Lcp7dIsHVP/Ggb9rabTW5EpmQNsbLXSoImPqv0xq+VhqvFkfe1TlnXwW+Hm4y8cyagyPg8FinDbbXhbm5Q9dqdYneo0yV7nXt1msEErSbaq4o028jRbcrSSrhKAWiGqfoZnPs/viKNorOsQ/IeKpGiOpjw2CC7ndc8JMpVQDXH1Dh1uv4c1d4I1qJVyQPh/Rk8Sfg3UGfQExOmHDHfc9oACqFsgdkXEkyKhNHZLS4SOAeOEXnXtKFhGlRllj+xA4AoHcjgQu4sAsMygunEQ/IcI2i3yKNSz589yaOH2mic3UMhAGy85t070hDA0BN8OYLPzmtuOubiKPVSmLVueGYPjdP0kyj7u9nefbw+X7mr16iJozTE8pq+kgsjueOgMWK0ztRbWPfULCPgwIR4icijAmZxPP02o0ndF1ncy9JuLNLP7Oxet/xvwD8PWcJJDrhDC9SOMB7gEyndL+JZKp0iP9tXNkfnQdWACiPVqQ50oyw54Q8HxGF/mfYt0ING0VakedeUpllOmE+IaOU9yVgb1ZZ44YBMDFIlKFEEOh0evKu8/S7Tm/SM1vMAJmBCQCtz98FALRvzuEiSnxwoUVxZg3RiJ7hFG1c04an//YtDB7tUERspwm3vUlrLa2cb7lPZSoqU/kKyCKxyxIDqB4owuyQ4UVB4Jjsz9f+/jk/5Agqcaky+GGzRmWwAnA8zYUj01PnnJovKi0/4HhJufaR38P1nhCpGg+UFKSKY1+L3Ou6rdfp3ms0VL5AUa0BNa3qZUHsF3d4rGwJ020DWY7uvzdaBxMzMj1hCioMKjedeuCPWXYoK2aFMoRpNrT+sryfqORSJDjiAVOppbW2S1Lvl+a8rwMAz3ICvISGB2YmDLF48wX6vWwm6mYzb+oNGgS2P3sHJs3RuTEjyVWvi7IZw22uIBqQt5gkG8k1Gr1pA4PHeojuDGBaTZSXtrlW4zUo8ojwpIRR1mv1PKpXEEt8FHSSwYV4dPDhsgxXf/iKZ1IxG0ZBT3n2s3eHqTKF5fX5WloxghUPCL4GYl4rQKXLcg/WsJeEMKfKvQMvw5F67bV+GPfKX189xw++/C+MMY8aY34RwMdAKRH/EMDnjDH/2BjzqjRaXwNX/uQhxbeYPJmQTIGkodFCVwpJdt1GGGLw/kswnQ7y7+LmiBtaw1nbOkEHfAHExnrVht2NJxDTKyqArT7o9cESEO1WMtgB6PtQgxgpojjy0PGk7cR0p16nBnOpq5II0+1ANIPNJ16ieKmbh/QarB2lOC2akrs0RbA3QPjsTXrPaYr4+j7CWweoXaefmz92BrABsofP4uA7LmPjI3ex9PQQ2ZkVuEWCeG9CTte1GOXGsm/qxX26SdRnybB3aQqsLdH0VDSvOn1M9H1ofFazAaz0IK69l3/oRQImZGrOTZU5d9rTIgGv1QVYm2ZoMi1RW7d3yKl7NvM/Y/wUSNBgSsNwXv/NzR5qNa8Tnc2ISl2lW97D4bLM0ynZPFDXj/hFiP5WHrrMprn5g1dg2m1s//47JxyDtakTk1BZw/IaQeAj0YSCJ/TFRsMDJRUQy0SRGjGJuZiYS4kMxrDeX1MLikJjxuhhxdKhJEVxYYuuSa9Dk32mvi5/6BrcbI5gb8CTrw7MypJ/PQDIc0S3DhF//oYW29Gzd2Cv30Xt2gHcfI7x27bhsgzzt17EwXc9jOWnRlh+aoT0zDLMhPTC5VoPsAbpg5v0e8WBObCwm+v0QJeC3dDUzE2nPLHlwkskIfM5mXaNxgQCdDpwvQ4DEAUu/fWn1DhU6LDOOZilrm/KrQH2jxS41PtmNqNrWatBzdySRAtdvWY8idSCTOLpAF0PbsLRZc6R3jpJFSi757XL2ng3GPFkJoBolsXJ2tTr9PnmixPU+xf+28sw3Q62fv+uehooAFl9DSmwRG4Rx37KK1PFvPBTpSl77whtXOLL2HPF8d4jEyMFRVli4HKKAhXvA51EsjQDZYFye4M+U7fNDTsxn1Z+6TpJi9hI1yz1iIkhXjQMxIZ7A9SevUvrP80Qv7gDe3MP8e1jwBgcf+MFAED/A5ex83sew8pTEyxdS5At1+ECYlSVnSbJ5h7dJoBAPkujDmysqsxHmrxyPCGwROQHLGdyc/YfkZSiNINZ7sGt9Oi8FgUe/pFnfLMsIF+1sDYsCRqM/DqWZ+WMJsem2SCwUxpm2Z+rGmrxSWK2n+l1vRxRgE6Z2i5Sltnd574rwL6ksWS5jzoWOrhMhoXBxFPFZ//qZSCOkH7nwjM8MjGV9ppyU6+dfBZZ6xsG0ZzbwFOoRfYUsp+FNAO1GpsNc2knzXTl/7XgZw2+6XX1uSk+LigKAoAA+iwcCezyAu1fvU6MyPGMBjW1GoEE83mFbZnCDqcIn79NIHKeI7x1CHtrH+FOHygLTN68DZQlRu+7jMPvfBS9LwzQuZ0gX2uTzt858mIIQ2Br3a8VBqos+5hUZU+mViO2ojwbhR3KXk3amKYZNdBrK2rkffEHX/JrVa6NtXR+pFmNeF9QOj83znlOYElgSZbGbAORS5qGT7VBlmo0rwD6Cviw5EbTvuTa3o+Im8HMkiNQkSS0p0vUM59HBfnYWNuEIZ750Q2YVhOj30ZNrgIqAowAnq3EAwaRQ5o4PpFuoEMY5zybRJgyxtK6btTVjJXOe6D7jtbDLIEhRmCmsbQir9UkOAV3Yk0pcllGbJkkYTYXyUJlnzZRpPImM1sgePYlvp8zhDf2YPf7CPYGAIDp42fh8hzzd17G/u96FN2njtF5aYHs1BJQFLCThFidYQiIV4bxzzgjewlff/HGKKczug7V6z1feDY07w221QTWVngt5bj0N5+l72HPDz04xc2wH4Mbj5URoya9zEJFEKAcjnTAAsD3JGz+SZLNBYFpIjeuAmfCcnCl1mj3bV7+1XIYwFj3il9fSYcxZvQlvsYATr/Cj/wjAH/MOfcgSB7xrHPuIoBfBfkx/IbH1xy4oJozmVLlxclMagEVJF5wkdCDvdvG0oeveZ1tdXIhUV3Wo4vyWtp0iqZVC68KPc+VWpz5SbtRwxQARFfnmBeNYhR0UBqpknRd1UmFZm6Pp3TjJ6luHn5iF8M16zCNBsqVDsQbQr0B5KHMwAZJPXhSPxyjPHcKZWQxf8t5zE7VUBuVQFmiaMYo4wC7v+tB5EtsDlOLMT3fwehbHsXofZcxffwsUT25IADgH/C3dxXoETqhqddVe2kadU8pTVKip4veTuilTMPTh9atHdXzi35NdGKeEgo/qeJJhhZ/8rMVgMCwUSVYS+yyXKUAWoiww24peuz7OMTs07RaJ1F6MfYqaTM3bY5740kDwhDn/sGzdI4qNDgAcPXYF7G87qQxoAirhS/KK42AuFrTuiuU1qiAGX+/0Jq1aWLQQ96/mD3qYQMtjk1Ixo7BS3t03Y8HdP+JqZu1sO0WylXSgxebSzRpYtaOywudNOo0FlAgA2mG4uJplKHB6D0XMF8NEM0cFQeBRd4KsfftF1HUGTTptJEsRTj+jkcxfO8FDN95lh6ux31Nd1GQRyYEc6b2imaVPzvlmHORNZn6ZoqnWdrsBYEaxrnJzBeovEbdfHGyOK1OLeS81mo6IdZpXyE02EjfX3k88FGuSULrmIs70YjjyygWXJJwMZtSITefn2AZqIeNcwT4sqP8Q//T0x7INYakDSKzKAo1iwWoKRM6ORiMMyFNSRXQFKMqwO+71feZMqgbkpeFm055Is3ADcdlEtOLp40SVymMEAYag31eG6OJ92Lgvd102pg/cgqmFmPy+i2SMgUkh3HOUZMmpl6NBjUFsjdPZnBnNmBKYPLWc4ABasMStj9BGVkkSxF2f8sKypCBlHYTeSPAwTecweG3XMLRe7fpw/Keqftcp+PNcAE1QxQjTxOGsMtL1Ii2msBsDhwNIBIJI34kfK5tr0vrKc/9MzCnNapNiVCgs5TWs0zfpPnh3yfSHNNqkS5ZJGZlQc8Pfq6XEqPLPjvqTl/dZ+7lkAldxB4QUchSjEA9Ugw72zt570UBrC7h4b/wLJ03pnS7kp/d8v6LymejbzgpUbDc0IlpoXgMWJ9Qo47u0oDIeeFmQBpLuiCeuaiMEYk8FOaEgPjjqcZmutkc4nkjjUx2dhXGWkzfcIYa2TD0bMI8J6mSmFHz/UL0+RnKc6dgsxKzN55FGRnEkxJ2tgAKh6wTYf/rTyHv1Oi9LXUw3+5g+L6H0P/AQxi/+wLgHMl5wlAnpWL4C8Dr8R35KKFGKVNWBiuBpTVzPPSgEU/XXZKyMW6Do6TpmQ5AAdlyPPHDBmaDqKyC/47qhrqX9ohsJgi8VJD9s4RNprWJobQDjTB+2R71ag7xHlFzZHkmMXvTLRZqrKrXbL4A1pZx5Y8/T9428swStqtM4gXwEiZpkrCfCpmWIwyBzTU/rGC6v4IF8uey8OCDsG3ZbNoP+Oq6b5hW06ca5XSvUXSrU1DdzRe8FmZeQilrOoqRPngKCALMHjvl6xxmm5J0ccQGyDVtkOX6ujMbMAUwe/tFpN0AjaNSmUZFzeLgG7aRnurC5AXMUhfziyuYfMMVjN53GcNvfBAiBRLvGRhL64ylOQCYzVsoCIPS0T4qUrIkpXqhAj7S9V54diEDElqnyzWX+1iGQTIAYhmlSk1Y2qemj1KXSWKZcwqKiFeIY6NvBUnL+68VvnoOB2Ne+esr7BgAeMg5133ZVwfAzit8f8M59xwAOOc+AeD1/Od/AODRV/OCX3PgAmnS28RQqPP0lPXnTpBVRjFNp03MhVYLOOyfaKoFidUHWKOh08MqRdxNpj67NggqWcBOpwaKnoahNiOG6cIuyzwyXjGU1Lgv3iRe/DtntMCrAhJazOU50TUTLhRWevS6K0twZYmyS/TGxWnamPJzG8gf2ib0t9XU4pByc2O49RXkD2zALHWRrtbReu4A4TRHcz9FkDoUa11Ed49Ru3GI+rFDtDvE9MoqivUeTAnEowK9T+3A5A7Tx89h9P6HT9LD+KEoemnaFEnn6bWY8Mh3YD3FzEqEp1V3Z5cXinTrBiibrDRb4gjOUyA3o2ZOp15MM9OpvzQpck24aDBNMlEyK0t0/thgDnFEMoHW/TnoilbQJQlRL0s2P+LGR9aKy1h6wswV0RqqK7TQZ21AoJNMgYWSLQ1STpRjlARUnGhsc/aiALwhmBSexhKIMq9cJ35Yf9FhDZ79K5d9/BzAU/XCu/zPWe7AemqsL5N/wHIXLi9QtAjomDxAUZbFhS1kr3uAdcaRXmvXH9Ik54EtzN6wDddtI1mto/fEDurHGZaeHiNMShS9BsLDMZrP7aNxXCLaGyHZbCHfWoILDOJpid6Th4jHBUbvuYD+tz7ifThYzwoAptfxueYB0/HnpHVV0zkAYtBJa9EqjVPlIjoFKvwUg8+d4UJEHKNhDVEyZ3Odkut0ogLeGZlKsou0aZPRpOR4U9RpWPGB4eb9ft2fmfJqZBLIzamCt5VJn7hRm+1TbDboH1Mq6eHpiRH/AoDYT2VlQs33roBgxlqVz6ixLqDTHpWr5BRjqDGNch8FlahaPnfX/z436QLwSWwf/1cpqWKgtrkGOIfs4TNweY6iQc+e+UoAGIPF689i+nUPqtyB5Dp0f5tGHfnZdQzeewHu1CpGV3pY/uQubOaw9IUBytCgXG6jfv0Y3Sf3EI8dooMJFqebyDd7yFoW8aTE2iePEE9LzN76APb+68foo9TrXGRPPT2ez7FzjmQHCbHlVHYljeh8oZIxogzX/F41n9O9XGXccMEsWmoFW42FaTa1QayuC9NuMWOFgGtliUhzyWwBGAu7vuqp2PI8sQY4tX5/a5ebEjiKjtXCvAKkip+O7XZo7baawNHAMwEzBgJFpz8aqxEzAN9oyftm4FtMIWlw4VhSxuubY/AUpJG9R77HWG88zICAgnTNOiY/uapTX02cEBYAv5YylfIcWF+BiSLkF0/BxBHyJk2t8yYxBPNLp5C+6QJ95mZDPxPJxiIUZ9YweXwbbmsd8zMtNJ/eRZAUWHryCLZwKHotREdTNJ8/QGs3R3QwQXqmh7LXRBlZxOMSy5/cR62fYfaOS+h/52OcGlMyM9ADC1KLoShQjsYstyy9OR1Az2GRLwHkHSENmzA+bKCO+1VpqmWQ3gljDfCTXb4mKoeTmGB5HgpQEUckq1A3/4Ce62xCaYxRt/37kqNJnGgQ+DpAAI4s9ewOBjoRhsQG6Q8rsaYL/wwpHdcWdWWVIYqV4QgA4ieENKP1L89fYXKqVKxUeYpKIZgNZARELsjXSIZs4jNlf4bkiODoYJXLioxyLuaq/J7WlwEAxYUtmDBA3qZzkHapSc7PriN7/UUC8SUhK0nI56DVgDu9hsUbz8Gd2UCy3kTz83cQjTL0PrMPUzq4Zg3h3hCNa0doHuSId0ZIt1dQ9looIwubOPQ+tYPGQYbF4xcw+vY30DUVac1kyj4MtZPrI0m0riDjVgZtAuvZBVGo+6n6WYgBZJqp1EFBX2EdAHTOZUgHANb6odR8QfuYDM7ExFTqbMCnsqhkKvLSuyiECQLYlaV7X7dfZcdXSVrEPwXwwJf4t3/xCn931Rjz/zTGfJ0x5m+AUiNgjImAV+fV+JV3Cv4LH4YNA13ODz3n4ObkfD/7Z01f+EuygAAIgvir0UyhD3zN1K6ghBIRpbpn1YWlnh5puVk/YWhGN2c5nWkDoi7vMpVgYMG0mjr5eGC9T7/HMr2XKb70oiUVbdxAm1qMfKWFyZvOwOQF3Kk1BLf2gZUlND97E26RILx1gOjWIYqNHm0cjQYVmRe34aZz2MkMJiuouAktyk4DpnSIr+4j6VqYvKTJhXNY/tVbQFmi9ewh7JAK0/ruFNnpZTSuHqH15B30fu0lRZc1Zk6mAfxgMrWY9P2KnruTLACe/GragCuJ1ihUenFc5imGPtwE2ZdNm4sGBQmkkGR3daG/KsjBU2lhgggS7yZTasZ4GokggBtNTmjm7umQKERAr63rD4AwxNUfO6sTQSSJp7oKEBJYT1FjrbZOE2VtJ4l32o9j//DgIkKn49KUSUMtGl85dzKJAcipmZv8Kr2YKIz0+x64sutpp0xfF7dhmbBLIgXiCHmvgdGbTxETZHsD4dUdlGe30P3la3CLBcJbh4hf3KOMdC40XZahvHQWbjSGHc5QO5xTcWJAFMasRNAfI+kGVDCMxih7LXQ/eQdmnqD+0gDBcI4gKdG8M0ex0kL9Rh/dX7mOlV+6zo7shmmbNKUpj/rqmO/ve5lsWT9FkjUp1FHRdVtD1F2+fjpVEIYD/5xLM4iBmcTc2m6HiqVmw0+KBAASaRY3MpqpzWtZElGy112AaYmMwvJk8v6STuQaECWXp83sGbLz4+u8d3FBeWaDiuvh2Ov3g0C/x8Qx7XEgNoT6kCwSz1AKJSbYeGM7AXglFSWKKgkDC7rmQmkG1HgPG6sqc3KLBVPWqZA7vTzkJs96/4yqx4gwP7iwL5sx9n/HFQSjFJN3nkf7ky8hecM5rP8cseIaz+2h/dm7mL7+NDEzuEnPHz4HN54gGM7ROEhhsgJFTPtAsChgsgJlBGq8D/twUYi1j97G7NIyGi+NER5PUcQGzTsLJFsdtJ/ro/WFXWz94g5Mq8F7YOGnmCLPC0NaK2qU5+nKplZjk7uG34+FBh6GHoiqNsyi6RcdNTvVq8yNEyQQR9RYyXmfzfx0c0GTP0jqiqwxkTxOpsivnCWZnLwvY8gn474WLzf+lSkmAacW9qd4vYnRb0hgH7FcDAOkPGFtt+h9Sy0ga1JAXZ5wVyOkKSa5UCaCGOAhDGm66MTE2HjgQmQbKsvz8ig5/246w1qDgQMGh6pTc70HBNAA4GoR+u89j2CaYHHlFOqfv4XskXPofvRFuNkC0UsHqD17F8lDm/Re63Vqzs9twc3nCPpTxP0UdjqHC0FsyayESTIknQCuFgCHA8A5tD57C8VyE/GdIexoDhggHiTINruI7wzRemoXqx+9Tfe7MDsadWUJiseN6MwpOcfSvSoGhxKNawz7WSQ60NDvFwo5oHR2ZRmISXJREGvQOWrUImrSCeDlybb8HpEfiGyIGbKylt14THUdG2cK00xZgvdyiH+EpNaUjt5TrYZTHyxOvCedbEuNK0wfYQYwuEbrK/NDK16XCnjLvS41k9RuEU+/5d8FNMhzlP0Bp6ZwXZGk1DQLUyJJoH4nozEe6+1ATDJlzxXJihzqL8R7/eD9DyHoT5Fe2kLjiWsoHjyD3keuAaVDeOcI8Qt3kZ8iEEIGMzizBTeewI5miI8WsEcjuMDAtZswhYNJM+R1CxcExN6aL9D8xDWUzRriO32YeQpTONT3Z0gfWEV8Z4DG525h6ddu0ZvkWt8u9ajvqF5j2RMAXxfJgEbMY4XJlPC6rdV8cy9+C5OJsnhUailAj1x3Nt2WpBMFdITtBNC5FRBCQHZhl/FaM41GBSgmYPe+k9G+Sg4i+pav+PWVdDjn/iIzEF7p3/7sK/z1HwLQAfDfAUgA/An++yaA3/9qXtOc0Oi8xo+3vvWtbn3v3d7ERZBcdrXVKYBMqeXodWCSlOiwXEAYpsxWHbNFM0cbqTcKU008F4qk621C8s5P6JKkyTWWNhwxqGI6JsVYMf2IncvFrdilPF1WFLnUZoVivVJ9n2pkJg3O+grmF5YRLgoEoxQIDMwix+ShHroffwnZ+U2EByMUK23YWYb52Q7qhwvMtxooYoP6cQZTOmStEK1P3/QPIAZSXM5GTBwFufttD6B9t0D78zuYPbyJ+p0JzN4RnYLLZ8jfAaAipd2iiZo0YoKWcxyUTNREv4gsVf22nC8AngESRUC9hvKoD7O9Bewe+ochu/zrA18aYmnoqgCSZLILEi/NGU/SXJr64qNWg5tOYVeW4ZIUP7f/9z7lnHvrvazdteuPsyFkqe9BWQn1mn84CZ0wimiNAET1k2m4TKekMM9zTenQhAOZVAuLJ/JmbHRuvSOyFrb8uYkeXCqVWO8zPpdVczW3WKhcQda1mBkpcCHTFtmrKswgFOQVMHr8NIJFicbOlECvssTkyjI6H38J2cUthAdjZKd7sEmBZLWGcFZgsRqhiA2iaYnaIMNss4beZw+Ag2N6PSkCBUgsC5h2C3e/7SzaOwW6T+5h8tgGmtdHZIIZBJg9/gCaH38RqgVeXSLqeWXqpWaunTYlNXCKg5qxieGrfE7ZbxhgKS9twzx/k0zvdg80WlaKWDUbE5BG9jKm2LqCjWOznH5WE1uEKUHaSfV4sUaBMhOG+ODtv33va3f8fjLD5PPqZt6sUdIUZM9DSaAgxCiwavRZ3Zd57YrG1zQa2iC4LPMGpIACEBIdrGkN84U/d1w8aeMBKNDiGjWY6dyfryDQaZPuu3JPyu/IMs/8ETBI1nJObJby4hkMLrcQZMTmCuc5gmmGyQMt9D69i/lD64hGKbJujCApMD5bQ2snw3wtwnzVIkgc2rs5nDVof+aOjzEVna0kj6QpsLGK3W9YQ3unQPuFIUYPL6F1a4bw7jFcPcbs8hqav36VmV8B3EqP1hc3iuJZgqKA2z4Fc/OuJp5IqouagMk1aDY9sDqbw5zagLuzC3f5POzNHanOmFZdaaploi6HNMugibMbT3whLc9g3g90P+Z/d5MpMQqCAB+89bfufe2O3kcML/n9gL+HxV1fwAF5lkuDxcCf3v9i0MYNrxNDPWEq5kVlcFH5XPJakiAhz27ZY+X5A3gGguz18j4qtHyhm0tz4ZvlyK9ZYdsIK0Sef/I7Tq1jfrYLZw3iUQY7y2CKAslWG43P30Z2YRN2niPv1RBOUszONFE/SJCs1FDUDbKmRetuChdaND9/h814S58qJa+TZjBLXex8y2n0rmVo3Bxi/MgKWjenCHaO4Ro1JA+soPbkDfr8S10CiMdkCmvZvFsntSvLKA8qfjUy0ODz40R2JY0wy0Lt2grKw2OY7VO0pwvQKT5Eco9XGDPa/FqjDv1aHwjlvFIz6CF69gUnIcQRfm73777qtfvWt77VrU2+ibxyRJqp5oD83Ja6VNa0yHWFLSVpUu0WrXEB6UQaJPeurNcqM0IMiZlt5OZzv6bl/pR7RdYWSzh1rco9w9IaAT7Mcs9H31aNSeWziJeIpmHYE7Igs7yE2ZUNAEDtcA6zyIHQItloovHUXZJZ5iWylSbCcYJkvYn4aIFks4mibmi9D2mfr33hlq99ajVlxlFqxhy23cLet19A51aOxs0hpheX0Nib0zCvUcf80hqlrZVO2SkS9WiaDV23Ls1gtrfgXrrjTTHluSJ1AgMG2FilZxVLh2y3Q/vl5hpJS9kTiCQo1g/aBBjgms0JW7nqcyF1jbArqmsW4H6Grr/tduCcwwd3/jcYY+5p3/1qOeqXzrhzf+2PvuK/vfA9f+kr+jMbY37IOfd3/0v9/q855oJMVQDoVAm9tqfOV6ZaAOimH0+pGDYG5UPnlKqvN5oaLgaeAsmNgglZ15xynrhMbJjpoJN5V2rEHE3LK9T7oqSiViiionsSKjzgTbbEUHCxIF0z09gkT9vYirYP8FSr4RjNJ28h7Uawdw9gFjlsf4QyMpg+fhbRzQPMHlqDXWSwwwkad8aw0wTtJ24imhQIJxmydojmJ675wgDQ1zZNMrBywxHcbI6lqynq+3Mcv/sMplsRDt+2DCx3MXrvRYQHY6+5dc43ADJB5YeQAgtF4XO/ebJa8tTRpSldX54ImW7HMyMAuNu7nhIK0MNffq56pJXCWoAFNlXU42VAkYmJYSEosGm1vO76fo4wpAkJTxWNtcowEJaCTl1kOtYfwo3JULA8u+EdvfkhLgkpQskHgPLcKaK2tlv0e+cLet9cQEtMHwAtvgzTOavNn4Av6rYOoo4KW0hMVZGkVAAJXa9S9JhmwxfLrKs0zN4RJ223SND5teuwhYO5vUdGdv0RsqbF8D3nEb5wF9OH12DnOYLDMZovHCOYZuj9yg3EoxL1wxRZM0Tvo9cIWBAzT0HiV5boHGc53HSG1WcWaOwtcPBbTmF8JsDBO5aBpS4Of9slNK/1PTMlz2GOh54SznRRMZpyQ2LSiOQHABVtaeanvss9X8x1WqS/fOEWnceDYy8V4eto2m3V6uoalfuDCy+lKgqgUAEWhEqtZl8yARKK/Ow+JmgAwCwmAMpc0HScKnXdWgVm3WSiAF25ucLeCU16b8yyUYCMz5+k3she6+ZzLy0DWFdaUBO38CwZ0+2QEaM0btKA1ZglMeQp72zOFPc5U4YT1cG6Nnt6BJQUZHpd32TKZMhaHylmDOyNXaz+0g3kdYPG1SOgcLCjObKWxf43nEbjqbuYnW7AZiWigylWPnmIcJph6ZeuojYs0d7NkdctWp+4oXplOEq6cEkKLHeJLZLlMIMxGoclgoXD8ZuXsViyGDzcRrnUwc43n0J9f+6ptWkK7B8rk8VNJhDjStNuk9EtGBys1YgVxuwl027RPri2QvKSbgfokNkddg8Aa2Gv8vSO91XSt/MUVRq9qlms/D+DtCdAJn02SGxu5bmck5xQ5Tf3c3D0rLIKCmICqha9VvP7UnVyy027TBuVIl4UTDdeeHNF0eIL29EazY4XerdEWivIw9rt6vrXJARpVvneN/Wal7WlGa3bslTwg2QxXPNkqd9/xLBQDCNFFhhYYO8Qjc/ehHFA9NIBEBj2/DCYvvksout7yJbrMHkJk5doP30Im+Ro/fp1hPMSnVsJXGjR+NQNv69UjOzUjC/P4cYTLF3NEPcT9N+8iqRLa9ctdXD0dVuIBjTFNrUaMBhR85mlHjhIEtrPw5A8W6RJFgkfoNIJqhPaGq9HzBwLJxKWnX161s8lwYrMHKmu8oCOxm1zvWWXegTc8n6r5swAMw1LvxbYc0GHE9Up8qs9Do7JxE8A59KRgWsQMBOsVMlRdUruUhqimW6bpS2cJJPluk+rXI33BJX0AH5wwexNTS0DPCuC5XjVYRd5nzn/3BETRAFHBRyXoQNwkhWV5VSHSG3OexcAz/hj34HGE9cQTnMEtw8AC5idQ+QNi9Hbz8Lc2cf8XA/R8QwmzdG4egjjHBqfuoFwUqDWp0Fa7dPXCPSsHG42J3mNNObzOZZeTFA7nGPy0BKytsXoUgtudQn9d5xC7WDGzMPAs5iVrUWSMtMkRrUZzxTUpj2az8esAuqurVCK1yLRqNByNIYrCri7e2oYqVJLSV6pJD6IvFWABbu85Aea8jmFacgsNu2l+Blu4ojuq6o32Gv1MF/i6yvoMMb8qZd9/WkA/738/yt8f9MY82eMMT9ijKkbY/6gMeZnjDF/3RjTfjWv+ZsCLhhjVowxv2CMeYH/u/wlvu9PGGO+YIx5yhjzJyt//yZjzMeNMZ81xjxhjHn7q35xS5p1aQyf/csPAsMJm6Hw9GGlB0likMJEzGbs9buYvvmcnxJLAwSogRyhikzhTFLOBW960ztAC2SfVBD5aWzpvK6ViyMtrGYzjuRJfGPIm7MizjzNPoGmy8NMCvyyAJZ7Hmjho/3p29TAjKcoTq8iHuZoPbWH9MIGirrF4lQbh994FnY4JX+GOELeCpCs1FBGhhoxcaIFqOi0Bm44Yu0obUb1p+/AOCCvGax/9A5qYyoK29cmcA02xpIHKpvWifGN6vr4esqDw0QRuTLX615jWBQ0dXIl6YbZ7MuNJvTQFPCGJ+4AVBJD+u7cS2GkcJDzJ5NiYbHI5FWKS0uTU1OLqcCWKbTkNd/roQ8UuobP/akLtBYKTqyIIpRry56mWNGVw5WwN3bIa0Ac8bnI0KgxXsP25g793sGQPlejrsWpxNGpcWDKtPXEa1nL6YwmxEWpn1Wd8vl+kPcEQE0jNR6rIrUol7u+IK/F7I+SwHAjZ6zfwhqfvw0YCzucIj+3gVq/QPfJA8wffwBFbDA918Tub93C6A1r2H1XB6N3nUf/SojddzQx2Q7h1leIacCvp2yZ/tBTNYMAtRtHsPMcZQRs/dSLiGaku1x5aoJsi7WxLPlQvb1Mxlk/KSCTq4I0XJSaZoMmZKzbBkBAxGDki31ZYyDAxlQacgA+tx2Ayodk2pSkLOtJSGubcYHIjt/6Ggw4uelMKcci07jXwzAwJhOxZ/7aRd67vB+N21xRNpep16iJjWPyG7h7iMWjBBzIZEglKIDGeEbXdjWOVj1txIyw1eDJsNMmTSPF+P/dbK7O7qbVonulTY2xS1ONqdSCmCetpk7MBr23wxAu5Gm9NHtgSnEYsFdEqHvy2odeghlPEY4WSM4uoXGYY/m5GYbvOgubOUxOx9h53xpml5YxutiEO72GMjJYLAdIO5aAQ/ZfAeC9E476J9I3ek8eIpxkyOsGm794G0HqYIoCm78+QtarnWQFsYzBpSmtDz73GqemBbvRqZ1pNsjhX14bxJoyk5n+zqoeXpM5ZpSgQnGhIeuvuTGQ9yMMHcDLs7LUN42Gk56K0jdrHIVr6rX733eFccDU7JWfdV46aSztQSs9/3yvDC9cSs9qbKz6CTdTj9VnRuSVHLcsgJVlHbzIGlGyb1BFs08nmBo2N5v7vxMAtt3W2kX3gzBks96E7mduZFWjLo0oA5Km0fDTbr43dYoNoPnkLbgsQ3A0RnZ2FcG8RNxPMX/9NsrYYrFew9Ebe3CNGMl6E+7MOorYImuHmK8GcKdWaa8TWnyWAY063JC8EsQct36jj7IRwllg/SN3UBuQ/8bK54bIemxAN5tzKonxzWmzcSLG002nKuURJ33w2jVdHjSxGeWJ6MWDYwI/2XRW3pcrCk0EMlHovTUib1xs4ohiIYOAmsVO20+dDZlLmjoZVJtlkvPY9VVv6rd5734h4l0jjf1jHxoAh8e+LjSWwEd5v8KutQFcRoacbmtd0z9Mp01AJRsdyiFpG3AlPeuEug9Q7CMAMa6UIZoaPbKviBPTc4m/lvs3z32t3ajT6x4NdN/Q9SqMXQEno5jOp8gHxCCR3wuCAPELFJdqj0bILp9BNC7QujnB4i0XUYYG04tLOHjnGlw9xvR8G+7MOvJ2gLwZYLoVA6fW6TqKJCMjUNSNxz41JopRu36IohHBWYOlJ/bQOKAarvfMEMl60/srSQRlxceAagiWhUwm3oeMGaT0OWtqduuO+/q7TgCWQUBrU0ABOdKMGDUCqsuXgF5RSCkS4pUUxeobBYDNlOkZJok9dmWJ95jIyxRfq4cBrHGv+PUVdvwogHcAaIPkDm0AAf+58wrf/48BbAK4AOBnAbwVwN8AwSZ/79W84G8Wc+HPAfiQc+4hAB/i/z9xGGNeB+C/AfB2AG8E8O3GmIf4n/86gB91zr0JwF/i/39VRzVaEgDpva1MrNiH4agPN2PjNaFfgSexrAeUwkCnZ6I/C9gJmB2IxR/ghB43z7W4MK0mbSKs89Ipm+ibCsm6pkl1tfhz3Nwd/vM1nSi76UwnH0ItFYdrYVSQmWUdGIz1wZk9fIY0ft0WNXCTKVxgUDtOUKx2EL+4g84XDtB44hrqx4QIZ90Q2ZkVmNIhXBQoA2qm+1+3DawtY/iBR4Czp+ih2+lg8tZzOP62R1Ce3cLi0TOwgyk2/uM1uGYdvU/twswTlI0Qg0d7HlAB6FwkiXdk5gZevA9Mkxof9bxgZPf2T2xRoWkMNU4RF4nGUsPAxarEMbpKg6xFh+irASoi0pQebJUscgBk9GWNnwKInpGbE980F/evQ1MZAhW5rYcG9NdNmlC7+Vzp+RoNVv3ZokTjszehqQJxxFFZhHArhV6KD3l4izldnlOTW5S0bkUCIdpQnliYZsOnWTA9WtMGKpo8U6/j2b99ie4DNuRShJy10ub2jp84CNruHNxgxFpkh/SRbfrrpQ5LiRbIujFq/QTJ2WU0PnsTnReG6P78M1isGfQ+eRdlBGRNg3DmEE0d8oYBQovjd24CZ0/h+DseRXnxtE4KRu+/jMPvuIL8wdOYXV6HTTJs/vtrwMYKlp88hklylHGA8dnaCcBOvEq87MTrFmEseSMIYMaaWJdl2P+XZ8iAkgtfpXtXfhZZCmyt0fmX6ZI0sXkOdX8WY6yUaKWaQhHHNCHsdui8i69DllPRlDPFkhtLFOWJ/fCeDgZmHAMdUZv2Q4lFc4sF7D43owWBf9QQsdY0joj2zAwwIwyH6YwTfxh4WiSedSaUZjEI5LQd2XMpqjL370uc04VpIqDDZOpjBqURaTVx/C/WtTCkaV/i2WVRBBz1vcRCTM/EfDWn6OD0wVNweU4gGgCzc4QyNIhGGbJOhO5Hr6GxM8PKB59H90aO1ud3kHQNJhe7KCMgSAFT0j0xfsMm3Nkt7Pzex1A+sKXTw8FvexSH33YZ47eewfziCoJFjo2P7CLbXkXv2RFd19BiuhX56Mei8FntbWJcmVbLU5qNhWkS40OBsgVp97O/W/H84enriXx3oV93OjxtrvgSsSZep+Uy8RTmmJjxyvXhSFhKJChP0KY1YYYniOq5c4+Hymu4YJ9kNU8B52hZHA9PSLXUnI7BIzOZ+TheMR4+AeKYk1K1khM8eIIrnhNuNCYQiRkUEktJDInYA+BswusmE/8cBa0TZCns/8nPzNmCWXUNH+1aSsoRsbfchBvtovB7mw1QXjhN38tr1w1GKOohwkmKYJ6h/uRNNG4O0fnI8+jeTGAPBkiWAszOtuECwBQO0dzB5CUmbzoDd2YDe9/7MMqLZ/i9lhh/4FH0v/kyktefw+L8MsJhgtX/dAfFcgetF46BvICLAqRLoU8VALypqDXU+FckacQeiGBWlr1vELMLh/97xGu38qyqyBeE8WDbLZ3ck4SrUkpXPXHKShyfgCeTKe3FjbrKrgCoH4KbTIkBOxozK6cA9g7ufeEKUyYIgPkCL81W/L9JklR/5KW08szmgZZZ7sEOxjrRdsyA0fckTJYkUdmFytEkBWLvUNe0DJ20zpK9plY7UXe52fyk7KFSh1z6pdR7ZPG6pUEaDyrGE/WKEt8NBfz4/Zfnt+h7Oy0ezCRwgUGwyGHyEvUnb6J1fYjWLz+L1n4O0x+hiAxm220UkYFNSkQz8poYvJuMHo9/22WUD53T9zz9+ocx/KbLyB7exuLSOsL+HN1P3IKr11C7NYCZJyhaMbJueAL0MEbif1l212woy4/ittte3upK9cZpfbDhz2dVriprjte91h/C9hKmlMi0eA2o74IcpZihFn4IFJHpqESHawRsf+iHK1KzvUYPAwdry1f8+go7HgOBCS0A/7Nz7kcB9J1zP8p/fvlx2Tn3pwH8Mf7ZP+6c+2UAfwbUj/+Gx28WuPCdAP4J//mfAPiuV/ieRwB83Dk3c87lAD4K4HfwvzkAXf5zD8DdV/3KsoEyhaf5B1nDKJRWRpI1orDicK83mxQNxuqEGzZQ2iNRQymRwonRCeC1hDKxskabAjca05RTCuOi8LnrEkUnNHKhv9dqgDVY+32HGhkmkgsjCDtTqwDoxkNIKBd4NXpYpB2Wg8zZIC0MEd45hh1MYUdzzF+3DZMXSN9wHvX9ORaXt9B+cYjpdgOdT93FYjUmU0Zr0L45h5nM0H12QA3O1hqGbz+D1rUhnDWYnWshmOeYPLaGo/dfwOxCj6ZdSYpoZ4B4UqGyAVSoSewkF+hEF6RprBuOaNPl5kmagu2/QGwIbWzlgR9YuPGYc93zE1MO3ei5ODHs6Ez+GuxwLlMJKXyz1BfP4lLMOk3YAFgkHs0uHT549Pdf9XKtHiYkuYzha739x4Z0PirOyEIDdWwARAUhgx2cEGBCootXm2BNNGFNqqlxyoXkjIsBlaxbyeGWApkn7gB8OoY0CDL5k0n7UpeK1jzHwz98Q/1OKLa19Kal0lCLkzo7F6tZai0GjEG6xDTT8Ux1gY0X9hEcTxEfzbB44znY0Qy3/sjrECTA9d9/FivP5ZhvWJz64F2UkcHGpwjw6dxKYAZjrHz6CCYvUVw6g/5vfwzdzx/BlMB8s4YgKTF+eBkH33wR4ytLcNbCDMcI94aIZpUHchiinEx1IqXFKjtbm1pMhS9wwlsBxmDrj050MgthmgjTQ5qu0gEHxxrBZrptmvxyzJ3lvG8pWjS6r3LdXJKSoZZIAeIIptshTXK9DnM8pN/B1/GDx//wvtYuRL/LXg4P/fC+3+tOgCYU+0qgLIFXJo7I/E2/36i219RrTIEtaS/lXHHTaChgrBnzLEfQFAJAJzbCAtN7oiioAYlj3XNpqk7AHYoCK7/nABDdNpvGqhxJAETxy2HgSOQaJqbCLFkl1pAdjOlZEVjUjhYI5hmMA+ZvOY+iFeHgt1+BzUpk59aw/ukJJqcCbP78bcxXDVY/vk9vuWZhdg6x+YkxTF4iv3IWx996Bb1nhyjqgE0dTOkwerCNo3dtYXyuDmcMMBwj3B+heVD5nI0GXH/oG9ZImCelrlU3mpC0hNkbwhyIf1/mgQLx2akwzDxjKfGmY5tr9PPsbq6Tu6orekZyLCfUaV6XpNV3yvwpD45ONNSSpvDBwY/f19LV5pAZbunvzE8YAUq9IM9fAPT+wpAK8Chi49Hc/1IxE5ZGASAAXDTQcq/Kfxlw1dSAqgm0DCLkPso9E0mbiVI08OT0X/522pdMSIyxklkmJ4x35dwJyzIITjQLyQo9n01/pNKV2u4YwTRF3o6RPrKNolvH+BsuwyYF0ktbWPoUGT73ntjB+GyI7md24axFkJYwd/ax8bE+NTJbqxh908NoX5ugDA2McwgnGSYXOui/8wzS9QZcI4ZZpAh2+4gmhb4v2VdV5iHNvjAZopDAE07UIY8JWi+9H1jo+XJF6ddx6V5mGFgoEG/5uWW6HY2h1khSa33TVjo/Oea0BGWzSPzffOEHRUK5v899t0qXR62GyXfR7wLvkSfqXBv4eyqw9P9yXwEKJriJMDQqHhzVmgzw6VoAfS7xA5BUEmF3ioySwQqtr8WYsAII0dDG4ur7Yv99YUjrVppveS8CYLA8Td8DPw/SHu1pZiLRwBa1G4cIj6YomjGyy2fgogCTb3wY4bRA+tBpLH1qD3nDYOnXbmF0Pkbn8/uAc6gNcpi7B1j59DFMVsBtrWP8TY+geXPMZo8G8dEck4d6GL3jLBbbHbg6sViiu33Uj9izy/JQZjZn6WjFdJSZTaZehzvqq6eVPqtKh/kfaPv1yYwzkYrBWC9pKAt/jcTbSWQoHE3tZCAn0ebys/OFr22TlN4zD5ncbO5NIC1717kSH9z/sXtet19th2DPL//6Sjqcczedc78LwK8B+AVjzO96lT/nAPwH/q/8/6uiZfxmgQubzrkdAOD/brzC93wBwHuNMavGmCaAbwVwlv/tTwL4n40xt0BUjT//pV7IGPOHWTrxxMHBAS16obYXBSNyGRuglB5xFWq5NAQskYAlIx7Uax7NZuoV6YMjRU2FceCSVHW5WuQDfnIRBhpZJZorimMslRnhkqRSRBhP+2XU0c0WbPYU+MIjzajBkJUuVKVajJdn0LY+ecNHT/FGBwCGjazCeQHXHyAcJRg92AIMYPIS4bzE6G1nEA9zJFdO4+Cda+g/0sT0zWdpsw0CzC4uwQUGyWYbadcgbVvMt+po3plj5ZMHCKcFzHCi0WYmd2rIowj/fAFxpFUPCW7ESAJReC2oGCodD7UgBKDxaMhZmwfo1Ff1YkxLc7M5NWmdNlMZG7CrKz4xoSAtnOrUCjL7K8cTzn7mc54k3qVeoitf5fFFa1caevmdoGYN0thAKIqFL6jEFKrZpElIUVDBUy06Aag2PwjICCtJadrHk60TxpbCBAE3Z5srHsAKAtXKy5oT+Y/Gg47GrMPkFJOKhh0R0eBRFqRdlMmfpK6ISVMlH779sRv0wBOmBptImdkCZpYgPl7ADcfkpu+AaAIMz4cwBXD7u86gtVPAGWD/7T30L9fRfw9PIAqH2XYTYeIwfMMqsiaxHebrEdpXR1j53Ij0lwu6HqYo4Qx8syCRoXnOPgptD0JVGmonTBA52JCqepQSCVc6mM01LVLFaNPUYpTHAypohVJe85N5oAIESWLEnDTBpl6D2Vqne5/jr0yzSZpJMYTbXPP71f2sXY48c3nhC5swJPYQTw4dFy3qHcDruVzuwkzYX6YW+6mtfzGvY+fpNAF7lmm1C98M8vmlb6KpqwA6AJQ5Qo0hJ07IhIYnMY7XnWm3iWEhdPOIzN1MGMCsLvuJmkhKhNUkz50kRfvjN3T6bQIL124i2BtQwzRIUL89RvSFl9C+m2F4McL4HJ2vIHM4fO82ogmQnulh7509TDctDr71Euw0gbMW840aggzov66HMjIYnQuR9AL0nh1h+ZkxaqMCNiUKrLMGaTfQhlYaf3BCDrE8Cq+FdiVMr0PgTafD17f0+ymg17UcDD1YuNzzEjJh5AQBcHBEIO2Yrl8V1NGJNJvhmXqdmhw5NlbpnhcKuuxtReENZEvffN7r2tWUHpFKStJTNbawKPzeK4fIKgVYq9UUhBGZgQJbIqlg+Z7h9JcT6RGlg5vMtPkTkJlYPMxW4L3S1eNKfcH7dp77uqFFRptyrUwtJtp5nmuzrNIrQ0ydE1HEWUosuCzVRAPTbNCeezxEsMhRu3GI4IXbaOwuMN1uIOtGKJdasAUwevMptO8UKHst7L1nGaOzEYbvewgoAbvIkWy2ECQOw4c7KCJgeL6GdDlG+/oYvWeH5NY/matkNWsH2iCJWaWysCqxinI+TL3mQUppTFUeYpROro0xs06d1AkyrBDPGwDlcESgYUyu+9owOqfXUGsX/r222/Hmx/Ja/F5Ms0k1RvHq1u4XrVv5OZHW8LDGLBgwkn3POVo7Ms0uSpKQLSgC2tRrwOqyvAit25dPpGWoFXO6g4Bt4sUga1ga3QoDRoYExhi4TkvXOsADvSwncFqMiNNMk09072bZrF4b/nsrz1Wpc/Ic9Sdvet8RY2E6LaofD48RzDPEt49hbtxB8+4ci7UIZWyRbfVgc2Dy5m00jksUvRb23rOKyekI03degosCmDTH4kwbpnQYPtyDC4DxuRoWWy20bk3Ruj6BKR3s8VhNhLNWqP48wsp14pPSbdPQTJJ7cmYUskTUJSmdnyBgtkBliCj7alHSHuQcr8lA9143J5Bd42b53wAoKEzsXUO+C+LzEgSw7RY0mh7wiSyRrPOKNOY1fBgDBLZ8xa+vxMM599MAfitIInH7P/OtT4i3gnPuD8lfGmMuAXhVFMD/YlffGPOL7Jfw8q/vfDU/75x7BsBfA/ALAD4I4EkAUt3+3wD8sHPuLIAfBvAlRxLOub/vnHurc+6t6+vrfnoaRZUNnyfkRh7Szmv4GUE1PIEyId2wbr6Aa9ZPsBnUcM85esg3xKTKUz9dUSolVpt+1qG7UvLlyaEfHB/oJlOdlikCX9IDQSIEFa3k6EU3mfoiEWCdX4teWybboClo/vA51RhrYZZmPnbusI/w2ZvIXn8RdpGjsZ8h3iMDvrifovupu5ieihA/dQvxpES9XyLtBth53zrKZoTGS2NEkwLpUoh6v4TNAZs5FLUA84srSHshkoc2Yep1DN+8CReyTKUyfTCdinZUiqacJ1mSX119CIucxJKOD0FAmx/7ALjxhCc3EjvFxW9E5oPaTBwP9IHvxmM/DZHX56kpALjRxLtBC/jAzb1LM6UYv9rji9YuR25RFrNRkEsBM3moCIAizt9hCEjDxDRAAajkqCY4AGBz0brGPyq6zQ2CUEddnsPc2qP3Kw9B0VOLk7pMjBntFno+ADac4gdeFJGXglD1WKN/4mC6schg8kcf8FMllgy5ydQbpR4cwb60h53f8wiCBQADLD+bobVbEDU3B/K6QXx1F0ECRBOHMgR23r+OdLOF1s0pbO5QxAbhHDAFEKQO6WoTRTvGbDPG6I0bMHGMwdtOwQWVApy9CxxT8ckU03LDVKvIPMqTk+6iUujJNF98TAIL7BOrQAs6LhTEHFEaMnd47D1AAN8ciByDfTBgDNHHAaViZ1eImlwyNdftHnjd9f2sXTDjotemzyvRYzkbkwpAJt4TgNI6bX/kjWunc23MpWh1eeFBC/lZgNaeaEPl5zdXGTTmKeLhQME6jZ8LApQrHWJEsa8CGePWKsaYVkEdNdPstCrGsnN6VsSRsiJo6ley1CZBceUsNaAtkk25oiQQZTYDyhLB8zdhdvYx+saHUDtaoHctQ3MvQzCco3lQYOVzAxQ1IL7VR71fIh451MYlbn3rGpKNBhq7C4TzEnnTwFmgNnK8dhsEJrQDDF63DFOrYfLYOskrxFk9jrwuvdvxYGa9zjIyx9eCvUnk2STrVkAIMV4VkF700ioVLL3nBz/XTLt9QtLlktTHJDIDSJ/Z1pCB32Do01S2NxTs14jFCkvrnteuRG6GHFssrC9pMOWzSqMjhnnSsDHQL429GA1WXk+ZCbS/18m3RujyGUuBmg1gbYnoxyJDMTwlrOikXVnSHlGLmRpe+Ak2m91pghI/CxAEcIfH9DmExi7Tacdu/yy7cmkKnN70E3cGXdxsTtIjAPbqHbjxBPO3XUI4mKF1Z4H6zgx2NEfjIEPn8/tIuxb2aITurRyNfonasMDON64gW2kiGiQ0ZLCAC4Fo7mAzh7xNjeh8LcLoTRsw9Rqmj27BpuLBwWCCeB2JRE8YBlwDkMFnomxHmRajLPxaQ4W1UquhHE/omR55g2JixTB4U9I6K9lnCoD3FyoKAhmzlGoEPs9inugyinDFGksXVGb7MsnFvaxbBpSo/qyRVxFLhFTSIWsvDNl7idcxN94A76NHfQXZTngjAQrcmnod5WSqMgfdM8SoUdhyLJ/SGpbBN5ekBDLKkA/we2fFlFfufdlfFZQRFoowXoW5UBmguLOb9HONuvdwGk/ZVyCAubULd9TH/J2XERyO0DhIUdsZIzwYIx7maD+9jyIyCHaPsHQ1RW1UIlgU2HnvMvJeA7X9OWxCNURRA8J5CWeBohHBLlKk3QCDd23DNBpYXDlFIFnAUoIo1toAtZr2BScYM0miZo0AqK4TwMvYk55MDEKUo/FJ3y+V7oW+xohieu5UpD8A1JjeTWfKlJZ1X44nBCYnCQ2CJIEKgMrIvgYOa90rfn2lHqwG+BHn3Hv/M9/2c865iTHmwst+9iqA3/JqXue/GLjgnPsm59zrXuHrpwHsGWNOAQD/d/9L/I4fd849zifhGMAL/E9/AMC/4T//JMiX4dUdpfONdZ5XpqaJNzMJhMqW6oRfJjI0haZ/NxOSKZCpCd904sAMaHyPqbIHANVGy38d6/5No64bqZrsVehRplYjr4CqSYpz2Pknp3yzN55QMSafhWnVbpFQAyORM4KmW4Pwmnf+1gcQT/lFxgFjED39Elxg0HjxAIvtDsoORfXc/Q4ilPS/6RKiWYnR+QC9Z4Zo7xQIJgnseIrFcoD5ikVtUKB1Z4Gka+FCizI0aH/8BsbbNRy8/xzCRYnW1QE95IQaJxui5ak5O1yTDrzw100edqXDc3/nouq+TC0+Ebfn5JrxJiwRd04QcWtUGw5AEwlUtw74yXLFhV9j6FpNjkvjKRzTzWCs/t19Hay7Q8TTONH2MgKNMKSHplBaK87+muAhEoeXTaE99bfQZkonO3xOVT5yPPB0YMBPJorST5QZVAGgkwz5PmnY4Erc+okzWkiUkyncUd9PuCUVQ8A2ASR4Cm7CEOFztyrxaRWgTz4T30On/vWLOPOLxzj3r26jfyVC2rHY+tgELgBcYHD8DecRzUrMNi1WnjhEbVCidnsIO5hivhwgbxjEU9JazlcClJHBZLuG5V+9jbRtsfdtF2Azh/ZNbgqk4B5NYNutCo2WP8N8rlRZpUbz5PHF//ayNtri8wJA72WSwiS0F7TbfhLHa7tKz4cxnp4u11G+T81eS13DJo5glnqIvnAdttdVN3tTi79ozdzzYQ1MXvipojZcfgLjv5f3WFnnhk2uLNE1FfCrxsxKsyfmYGlGwEXFN8Ue9gnIimNvBipFtDjFGwN7NPKeDM55VhlPRpHnOPwnK3SP5eRm746JWi6yC5cXJyjRAHwkZhgiuLpDKToC8uleFDC4TMBg90PPI+vWUN+dYrIdY3J5GTZxuPu+ZTgLHL57iwzITht0nxkgHjk0rh4hmCYYnQtRxAaNgxJB6jBbC+AMMDnfwvIv30AZAQff9ABFWT4/JPAzinVKTkA1T7bY2E0c8nU6KXuwNXj+z19WgKEq5RGvG/k9xEDjxjQKvyhGF4A3uBPpC/uS6BBA1q1kwIchzMoS7M0dAiuy3Eutvpy1K4w3BoBIWkhMOgJ2rUqYVE/OjY42/mymKnJKfT4D/vwBlUZPZD/1E00odg/p2yLa83T9A9r8A1CKtTKPpBnkZ2L9p0O9r9wi8ebJAvzxEET3nNJx5CaDDzsH1GzMF56FwjJSJ/enDdD49RdRdOoID8ZYnGoiPd2FKRx2PnAKpgT6795GXrcYng9Qv35MINmtIwTHE0y2Q+R1g87NHPGwwORUhKIZYnq+jaWPXEMRGRx+41m4wKB1ndkxUejXKOAZNUnFjJU/p4KZBVHyX/wzj1KDyeaOKNm0kZtgYUIhSznZoKRpMEsgjNRrAnTzzwuoq9dD9jFJ9QksrfFmgwx8RToUBDTEut+UE/ErqNW8344A2uKTIPeRJF/IVFu+z1LaCfmFEB1fUzXk2cLDMpfnsGsrUDNBlda8jOUgdZ2wJStDPlOvs1GqsMy4Vsho0r/y70rP4BRwSAA++ZI6Ls+9b4lEzt/Z92Bfnmv0q223/F4VR2j8+osoey3ELx1hdr6HbKuHYJFj97eegi0cjr/hPMrIYnwmQP3GMVp7JaK7xwj6YyxWqT7o3MoRjwpk7QBZO8TswhK6H34BLjA4et95ZN0AjZvDih9YqYaaUoPRuWagK8/9fSn/H0W4+UOv0zVN0ahs8s1sKiOsJbl/q4cM3cqC1m2jftL0sSw5AcXq80kkO7Ivm06b2GkyNAUzdLIvs174KjgM3FcVc+GVDmPMf3yFvxY1wE+9/B9EIvEbHb9ZvJWfAQEE4P/+9Ct9kzFmg/97DsB3A/j/8j/dBfD1/Of3wYMOr+5Q/Xjg9YkcpyJOyEKN1dxpmcoCSsVyZekn0QHHPJaVG9Mw82Dq6YcAfGHxMmGOUj3FIVYmbEIpTjNCKnkSKpTPU9931+s1G3WYXodoS7WY2Ajs+SAGLkJpJ9mG8+9Jinme2kuRnj52Vil19mgEFCVsVsKOZzCLDM39Equ/tksvERps//RdjC53Md2kQqTstbD03AS1YYn6wQKmdFj5+auovbiHYFEgfXQb0azE+s9dw+Q0N6mi3+Lm/YTxkqC0caQO9yea/TjCxurIo/BMr5XIHxiO3uLC301p8vby9A1tBGdzKiwA9c0wnbZnoFjjASnRBU+nWoDIJmvC4ISHxz0f1QQONktzUrjK/c6No+p/ZXpWNQTkh4SP02QzMCl8RHIgBUZRerMvACoZEgon60dPNLTyeSsyEgAV/XoMRDHOfv8dpQ9boY0bQ0ZNS10qaASlD6xnComm01g611IsxhGtd252jn/bZYhZlT0YwIUBbAasfXoIkxRo7ZZY/SQV7OHC4czP7qL/+BqK2KBs1oA4wurnx4jHDq3bc9QGGdb/3fNoPruH5l6G9IE1RLMSmz97HfM1i7IWEEVbjO+Ak8U7ANHAkv7Z+uKRWSfZWqYNsExeXMraTKF6d9pwxwOauDDFUqn/YUgNYY3kIY7XCp3DwK8XKQLFlZqlLG4wVFYEnZgQ7szGPU1/X37opJbvD3JhL3SCp41+eXIdyzrUTHrjp7swhiQI7SYknleAQfHLUc04gxM+gtcp60PvDwHVIm90qsUe4OUSfO3Wfu++p+3zXmTqNZJSSeZ5lvm4QTkXxtOu3WjimQ/SfPJ5OPrWK/o8qT9zB3Y0Q9o2aL8wQP1gjmjksPFrfeS8vT/wM0c4fNsKTAGUnSbMIsPa5+aoDUtE8xK1fo6Nn3kRjRcP0NhPkV3YRJAC6x+6icWyhYsCv4/wvlFOZycmgbqnNuoM1HvWlOl1sfk6mhOYZoMn67Rmy/OndC2ZTgflcKQeQmQ4TOwGU5HyyLVy05k3RpU9RwyTmfGgpp3jiW/q+Wex3Puy1i6tR/L0UNkDA9s6hRb2lTCF8lz3Vr7o9D6rXgmS8AR4xoA89wCSkHRbet7IgZ6eXaJp9oBa6Q3gAK+Blr2XQRFhBi2+PaH1KvdVowExAjZsLi06b6ACTgvIF3LUYqPy7wJu5Dkm73lQAb/gpT2YeYL5Woj49gDRYIHGcYne0wPAAeGixJlfPMbwTcRwKpY7MHmBtSdGqA9K2MIhHqRY+9nn0XhuD/WDFMWFLdjcYe2XbmK2HpzczyRlQPZFkTgAHlCQz8HXxDQbOPv2OxD/ELcgnydK1OhAKPamXlNjaTW9C9mFv1YjMICZrQDov8K+lGacvzwzJfeDgqqhcum8+fb9HOL3AvjntPxZain5e5mOC3NDfj4k2v6J6EGW0il4L8BfUZLhaBR5VpzUIFxbKhuWYz6VKcW+DaUy+AKNfUXAdZM1OP5W59PAwCwGHi4oqC9+DgLOMatBpDCSpGP4vZHPCNXas3dc0jrJ3NoFFgkWKwHiO30Eswzx2KHz4hhBRvvk6Q8dYvCWTTgLlL0WUJRY+fQxGkcFommOuJ+g90svoPW5O6gdJyjPn0KQOqx+6DrmywFMQtJp3UuzSj0ldVlE7Djxv6k+J0wc4fy3XKdzxibeFAFOTDv1jeP9Q9elDMSEmZqxLGgy1brYsOE3LEsotI7l/meRKGPJm1J78PVeWLpfzYeFe8Wvr6TDGPP4l/h6C4A3vcKPHBljPgzgAkdQnvh6Na/5ZT5x7/v4nwD8K2PMDwC4CeB7AMAYcxrAP3TOfSt/308ZY1YBZAD+mHOuz3//3wD4W8aYEMACwB9+1a8siHCWKYXKjccQky0qeI1ublr4V8y+HGu/3OYKcGuXNjZjFAQQHZkYNJJRHvRhLY0ybWicST6ZQmmhrSbAiQ26KS8ShYKUHSHNVqOOl/7uOh74I7tAWnoWhRQqbLTlsgyYZydp2ULbZOqoazWAwYhlGFQcx8/cBuJYzZ6MMag/fYc2pUWKztUxho9von1rgWh3iMljG+g91Ucvy7G4sILFSgibOZShgTOAKR2OP3AJRc2g3i+RtQxqwxKu00KwAEyS+rzoLGe9mPUPq/kCqAXepGeRwFQbhyTF8u+TpVLC5UylrUzMIXSuMDxJ57KGrhXT+Ck1wid8uNnMu+xXwSEuUIycd8Cf+0b9xNTufg/DBp2m1fQ0Sy7OZdICZmHoWjeG1o0g1ODPNp3BCdKdF3CNGsDNZJWyb8IQzmW+EZRihE2SzFKPHkjNBqHcrvRrXqhxm2vAYd9/kNIBhovdKMbtf7CG7e/fhWp8M37Ijif0O1aXiC7OhnemXld5D0W8MhiV5UAMuNLRAznPsfIL1xRUc4sExjmc+tcvInndWdSfuo36ah2jx1bQublAdOcYw7eeQu/5MWAtZudaSLoBgsyhiAyKeghnDQ6//TKKGKgPHPJ6jGhawnXbMAUQXzvQ/UTWrxRHGkvJkyDVK9aZBl0CSDM88ueu65oS81XDrBuhgZa8Do3QQSOjkwOzsQrc3VO2iFC4NdZNaNyy3tnXxPIeRrRg8o9Rve7ukW887+eQibRovFstzxQSLbAxQMyFC0erKosrCmGYwuuSFGaRkNcIT9FdKTFoFIvqZI+bTGkfjSOf5S3MpM11uMFIqcdGi2lKznA2IK3xwTGcjdiYj6U9fB/t/Pg6Tv3hY3+/OaY7LxYnJsl0DqwWiAqGcnPoFgu6l9i3x+U5Vv/j81C6vXPAfIFTP/kCygc2Eez2UX+ghYN3LGP1mQWinRGGb1zD8rNTmLzE4nQTWbNNmfAA4kEO4xyOv/kSsibvu80aauMSrtWAzYHgeETAJV8Pl+cqB3QpT8B46gdmvZk4JtPSMITrD9H7PgZUBTznCDh79bYmprgFYFtNBiYsTIjKvcFGvUUO067DjXIgtvQa8m+AnhehS1uJek4Sz1iIKDIQgy+DLabXrebZPoEFCsAVKUzAkg/2JXBZ5pl18j4D8PPVKoNO1rbKDUQOJM+9MITJcizOLqPeH9H1YAM2t1gQ2FLJqhfQzUmjFoUUtV4UQMryhSwFTEjPAxsC/yqC+x1TD8I5iTrmhi4ryPCTwXaz1CPwJis8nVpYFwz209o1aP/qVQXxBahb/bmrwEoP9mCA+FQL/dcvYenpMYKDAaavP43OjRnsNMHidAfFmRaxyiwQTuga9z/wENKOQWu3QNa0iMcEJtscMKMpyiRVxodOs62hfU9AsYohqQAShhvO2vd43xCUdL+ZOKZ7IubrxU0XbKAAl8goTRgA7ZY3oOYhiZsv6N6R88V7tu7HVtg6hX+Ws8THuej+910enOk6qdX8uWD9vYmsl5iVDpCShocyxtI+6MYTkm9Vqe7M8lUgnZ/fuheXBa2z0gEx1dJWJFZSb2eeheokOYOBFicmsFIz8d698W9n2Ps2lruJDwwAVwq7Fbom3WwGu9RjOUGF3Qr4PdoYMq5OUjQ/cc2DcJZShFZ+7iolUe0cornawOihDjo3Zgj2B5g9vInu82PY6QLziytw2x2UkUERG9QOS7goQP+3PoSsadC5kyNZClA/JsZBNHP0rEoJPDcI6T6cM0uGY4xNswGXVFgAImcAsYzK3wld8y7LYYyF3VxHeTzQyHvniMFrcr6fm00P6vAe4ni9K1t6voAVE14ZrNZYNqxgFDMhE5J6aX1RwO/Vr+GDlJRfWUDClzg+CQpFMK/wb0uv8HffBuBxAP8MwN+8nxf8TQEXnHNHAN7/Cn9/F2TcKP//itoO59yvAHjL/by2EYpY6YCSNxspppgWJpMYSguIvWYdUJosCgtza5dNfnzcEBmwEIWRjAYZOefCVJyYDUsOjAnhpnOOfJpSQTydeSdXdoqVKYDLCqVNwYRATg+4B/7ovk7t5eFoRI+fZupqruZuwoywptKEBHBHA+/wXZYQIy7VmXZaQJIhP7WMYLzA+OEVhLMCjd0E8UuHcIsENltDvtRAslpD8/oI9VsFFmd71Ji9uY3GYYnO7QRFjSi64dwgGqYwixRrHDOF5Q7szR0gCmHlIVQWQE5NvKLmRQnJnjbyEBZAJsuo+P/BIy50akr51HPhSiBzftJWaeBo8pjT3RiGQOY33+q5pI09p4bDBr5QZiosvUcHl1Viqe73YGAAALC6BAxGJwp1mRR4WmMAE1rP3OBpsIBNLuUmbjCmn11bJn19FUgTU1ExeavIVNxkSqi2FGSupKavKOFcRk3kwREXq6kvcOKGslK2v3+Xf1+oa7EcjdW8yUznFfZCgHK1C3Nzx6P9wkgRz4FOCxhPASdTTjZCikLMHt4kI9JZjuNvvIDOjTmCpER0tw83mZJGvVND1g7Ruj5CC8D0YhfRFDh6tI5w7tC5kyFrBYimBYKGRf0ggUkzbHz4LpIHNxDMVxC8eAcSM1ZOZzD8wJbkCwUYOZ/aGENshCn7q4QBnv4LW3j0R+9QwyAMFdlPxOCyYEO9WgT0h7S/3dpRXbxcK5UdiP5c7h+5ZkyxRFH4JlsMaFtNAqBeTm+9l6MsqVBlJpgmigjoyd4pwpYiuUCiII0bT6D6YLnvGMASPTxK8q4w9TpMUZBJVxjq60qDqCDbaOL3eGaIGYCbYwbJDo7pmuU5NVquhKm3aGobBjj1Awf0u2TKW5Y+spKbcAUbq4yg0vmJZmABnkYbYQUxcwwFTzjjCMVaF4u1OuJRhsHXnyUm2KBEdDiDSTPUj3PkrQhFbNG4PUGjcJg/0AEccPxwDeECaO1kqEUWwaJANLOIhnQPrv3yHSwe3EA07MHe2gdKwPa6rLWNVc4kEjJkqZrbKkBbMEBT7+DZ/3EdD//IDl1DVyjYR2tBHOqNPo8Ny+Bcf6j3uRuOdH0qw0TXrtXptAksEMccwxwBtVD3NZFtnJAP3Mehe6fQuEMLW6uwqsQDAfAAqfgkCbAm3khcWwBgCQo/0wWUEL+f6Rz153b83l4BVkiy6RS8KuWzi2xQ/AdWl1EeHsMIw8FYrRnw3ZyWIACfgMHM9CLWCYHxriiBwVDZmOLHI14yyviUcwTQ9bHEJHPdFhZnOqjdnWD4dWfR3ElgCwe7oPcSpCWKeoisE6O+QzKc+XYHwQLoX2nC5pTkU2sFiEY5giRENEzhAovVj+0ivbSBsN8BmPYuTEvyPrHqsC/yHMeNm6QYmCLQwcLOP9rA6T/S10hr3TfBACiD45r+xewmBdmcg6nIcIzsV/K7aDOg7wNgWg1K5xE2E5tJA/CDpfs5GCitSsbIZyD01Hp5HiQJfZ4kVSYbTMWwj/0iFCCseCAgS7VJp8a1rlNtleHKICjlwYFlIJsHOApQ8LDEtlsqVXZFCSsAvDHY+4ABbOEHdS+/zwTQlyHSbK6fH2ENKFLAxhATVJU/C8PHOmUNuGYd6Zke4lt9jN99AeGsROMwg+1PCIQuHIp2jHS9gcatEVCWSE51EUQGo0sNmBLo3JgjXYoRjek5Fx+QPGH5EzvIzm8g7LeB/SO+3qHe34bZcLrHKCuVZSSSvMFeYTv/cJWeR0UJN1v4YVoUwsjgSUA19mExQej3C1thWwqQ7xztHXKtZYBhAu1VDDN0SRLE5pECxL/mD/fVIoF4BsAfcc59EcufgxFOHM65FMDHjTFf55w7uJ8X/M1iLvymHW46VZqR3jDqMi0T20CnR64sYXiaJ/o5lxdeNiGFI7vxigMraY5EUy0+CpEW+uIQ7JgG7lLa1F1Z+gZOQAiZmMR8ucR40JWV4sQozU+RXDE5ZCNEE0UAI8MCcrjZDIZ/hyK7DCZUo60QcQTQYATU6whv7iM/t4HuZ3fheLNz3RYMgOZTO0CWIXyeJxplAXeuh+ZnbyJrn0c4L4ESSLsBWrfnOH60hfXrfSomrYEdjj09MAh40+PNLs88zY0ptCYgNNVxgW8CS5tes4FTf2gfKB3KB7dhX7ytP+Pm5IhPRXIByEOKi0il3bW5mS9K2LUVeo9BAFOPyODp/DZwZ5eLaAdjcphTG8DuAU1U2bVepsAnDCHvZ+2yvt6lKcxkhlJclNXY0cDUGvpQlrWHnFzHXVYCsJ6yLIaD4mtwd5+YNFK8JgmcTL1Yiy3FiNKhhZkhzJq88Od5OuVChYo6E0VAjYvPOAJy4x/ki4UWcqbZ8OZ4uafuwxqYW3t+2i/JHKILLJ0+qMVjQ2UziwWCxRrKkF5z+XN9ZCtNJCsRYFeQtTfQfO4QGE9RE5OzZh2TrQBbHz3EbG0NnVspFmsRkp5B53aJ6VaA9osLuP4AMBbxZwYnmEAwxl/zomAGU0mgy2xO1EGNb8q0YDL1Oh7581eBOEZ+5SyCz12l+5TpyJKkouZsfO9oASmTVpFRKFXbMR0y9Sk3We7lK2BAKXAKgJJpVImXJ8zc09qVZq9eY+okMy1krWQZGSKKudciUa8Zx5Il36QXcEJdDQOYRp3uZ2tZa8+sGQFjxIODiyidWBWlB2HYkEwKe/Hj8VIsfiYwzd+0W0CW0UQpDKmB5meDATz1WPS+Qvnna0teDUZBHAKYmGouz6UKeOn6U5hOA/V9Ar+WnxygbMfIujGylSaCZoz6tUOOCWPGVKuBrNlD78lDzNc2UD9m/W/TorlfYnwmxOa1AXA0gHMlap8e6xpSTxvxgchz2jsEKDcGJrK+Yeb3K+DNlR+6CteoI3/kHMKnb9A6BeBSMR5lcECuhUzHtrcoOUikg7WQGtjjvrIHy2QG4+xJNiGvF5EWkYQwJ0q7tTC9zn2vXdmH1BxQmqAM+sxQY88qe0DBFDapXCz8wIAbNWMtXMpTQdnDjdH9VhzkhQUn/kxIMzYSZEBQgKowhEPuJX2DkZ8Gs65bmzLAe7EkiW88BES0hsG8iNa0gB9pqZ+NEhIiz4KsMnWkEU0JtKvnBYpeA73P7MPVazBlDWW7DluUqF8/AmZzBa9MFMGd66L13AHy5iaiaYGiHiBvWEQjYLoZYv25fQJOAovoaICq18zLPS200VlbBg77tGcsEhgb+nPGFPJT33cXLgqRPfYAos9dA2yp4Lw+l4oSrkhPDCNsq0mNsDBRA0v3SJaq3M+zFQyM4cENu/U754i9VjLLjGtITV6633UbRcTCAjwg12p56SbXk8pgkDUu9yWfQ8j9xXUMNe0F/a7KmnfDka+vxddDGB8ASXctN9C12DMFWAasLGAZ8kg8ojA6xIMgy2BWlgmQFAaeSDcCCzgD0wj8M6/IqF6QGlnWt4BN9TqA0p+P6Qwmz1HLCxTLLXQ/vYNyqU2v3azBZjkaL+zDLRJEAtIbi+L8ElpP76KMTxFjNw4AR7OO2UaE5tO7KI+OgSBAyBGwGs8JX1O5JIUpEz1nSLhu4HtX9wFu7k99310gCDD+hsvofOgZ+jlZt2LOLQCX+JfluTKuTMRyhjCEadY8ABdHdE0j7x8CR0C+1BgydCuHI3rvVQbta/ww5quCufCXgS9pg/DHX/4XxhgL4A8C+G5jzFkAOch+4Meccx95NS/4pV7sNXuM/uWqTl6UOheGSueqasSlWCEDqxRuOqXiURpFjoEydTKTqhq0eVp54KnJbAillDH+/WIiZkR7nCQ0aQUqGvMKEFI15HP+/Qrt1nA+u0RcmXpdEwYA0IQS8PpRgPPXrRYHJoq8bpSnViYMSQdfFCg3llE0IyTnV2HSDGWnDjOcAGWJstemSKHVZdoAl3uI+wmK7XWkLYvWZ24hmGfofewWTOGw8R+vw4z4AcuTEtngTaNBlDx5PwAVjb2OIt/yoDA8MRKHXfUesAb2uZdok1wsaNOu1/w1sNY3zKtL9D7YAIqAhYJ17FM/7TUGdn2VgIWi5PgpLnjHU71eptGgRo91mF/O9PfWT5w5QXN0SQrb6+pEQGnmDCygLPyaTvlciTkTALPU1d/tpjNdy24+5/i5yJuyra+S63TA63OpB3EjFu0iXEn/1qyr+ZCYFdFkq/SxbGKOVRQ6CRHzMl2HTLM0IevR6zVNFdDvF6AwCr0kRCJbpRCq12HiCPmVs5ivR7CFQ7IcY3GqjWCWIpoUCPtztD51E/lmD+W5TSQPn0G53IVr1tC9mWN2YQkwQOOpO+hcm2L9iRFM7rD5r5+jibYUXoCCPaZZV6d3ut/4XuZGStztxYAJSUJrNyODQBgCBcPnbkHdzCUVgumSJwArMQoDTewEKNOvSpa5XVmqTJqa+vtNq+UjYMUXghkmypa4j+Pa3zsDNfkU8DIUc0+ens4oCQJMq3VppnuYmqUKKNBq8DorNHtdJnUuy2jds3kiql4GPKGTawRAJ5qUIONd1eUwzaZnK3Eeu0anVkAb0sym/lrz+TbG0H3bbvrXE1ZTZcIJY9TLQIE4njKWD51D2YxRtGNk7RDpRgt2nsFZg+hwguD2AcpeC/nZNeRXzgLLXbhmHc2dBMn2EvIG0P7UTTR3Flj91BHCaY7Nf/M8aX6liah4cAjASPrphmfc1blwFGBGAO0k8XvPIlHZVPjcLT+pz1J/XlkSZRoN72dUlGRoJ7I/ATf7Q9pHee+zva42a6bdUhBE3w83eggC8naYzX3c2n0c4b+jBBsnxrTyDGbquFC6Ve6iDAOjsgFt5rPcp7qIz4k0xHK+w1AbBmUiRLEHEQSw4mZM1ptpNn0TzcMGes4xY0F01dU1J9N8YZbwexYvBr80TWWya/U9n4jVlgEEUGFZWbizm3C1CMVyE1k3Rr7ehUkz5O0Itj+BmS3g6jHKjWWUD2wSXb5RQzxIkW31MF+xqD95E/EgQfez+7BJjrUPXgWkFpOpN+v2Taetn6X6WU2zAfSHfi/hBB7dK2XSzqB09OwtT/VfJJ61IHuJNIQC5PA+K0MSZasoQ8zBLi9B5K/e6yYjc15u5IyYMicJDavs/ZXp5b/tVJishQc5hOWV5Z4hJU15NVlEZA/sUUEeQTztl/tJADCJmORkLl1Lsk44blLNFEUOJH5O8mysSk1FDiE+BPOFZ7MxyOuO+woo0roP1FMMpVMprzLyhPWjhuAstTSVzy6AyuoSEIYoVtoomjGK9R7scIpsqQ47ocQLF4XA6hLcmXU6P7026vszFGtdTDcCNJ64hmCWofWFHQTTjKRuWUbeJnKPWZb6dTs8mKydTDGToRdArD9j9Dmopqvst+byHJ0PP6uMbGXqyZ4hzxXxMyvJPFvS4fQ+TxJfV+Q57FLPx1K2W37Q02rpM5PuKaodlAX8Gj+MAUJTvuLXV9LhnPvXzrnnvsS//dtX+OsfB3AOZGHwYQA/y3/3F40xXwRGvNLxNQcu9P4gGZYoWlrdzCq6Ik0GEKOlWk01Zy71sWWurEz0mBqkmj3AU8EApSMJbUg3bAY3hOIL1judKOZFEycTimbDT24Cy6ZDNLGvFsuwAevNFnBlqdMTSaqwy0v01jSLm6ee7LJMoEPg9YZTSsCw+33EdwaoPb+LYrWDrFfH/OEtzF53GiZJYYoSiweWUC51kG90ER6OAWOw/pHbmD5+Fodv7MAlCWZnGpi98SyKM2u+QBRzyjwnYzrxyBDDmEYdbkg6WnFzLi9s03kSerxMO1nThiDA1b+9RT9TveZ5TsWqXOujgU+SEHOoRt0/AAU1n89RHhz59yAP5KLw5nv8947RdxMEXxZz4ewfPvDFpEz7RS4iAJBORbmZ5ImUggQ8yTW9LmlJ5QHGDBHRQ8rhEv4s/aFnsghNXaaufD7l4eNmCx8dWvEskcJEDJQU5Oh2tAExmktdqKzIZcRKcZMpNeuNhqfzizkXe5XIPVNNHxCH4/CZm+j9wrOovbiP1rMHyDoh8k4NRd1ifLmH42+8QOkmoznyZgDXiJCuNtG8PiAQ7OdvYv9bLmDvHR0Eu31MtyLM3nEJ2VqTCsw4oj0CzBpiVolE0GmhW9Xblg7m/LYHcjgx5gQVt1bDs//jI2rGpBMHS3r4cjT2502up3iLRLH3FBFzz/mCpj1SiFcMvZxo1mvMiBLKtEyD7vO49MNH3jSs4iNzgh4OeN+aWnxiEqkABMe9YZF4A1xj6f7Mc5hmXRkSL6drE2We6d9VdoDs2RHrhRsNT6Fmc0BNReB7SffvqhlwGCjTxix1qeiTdJlFArNI9Rli2MNG/SZqNZaiOW0KVWoXRbA3dhHePkJ87QDtp/dh0wJFuwablZg/sITJW84BZYngeApnDcpWHelGG9H+GMY5bH3wNg6++QL23tYCjgaYb9Ywf8sFzC+uenPEVovez3xBEbwMgEm8oKxlJAntPZMJ3JlNfRb5/cGqAayp1/Hi/37BN70cU0fnZEEGcPW6NgvGGO+vEFiKOAs5blSiF6czXecuTb25pJgOhqGC1KrBl3V0H0f+XYkH9IURw+dDno9Kr2aGig4nZHAhn18mvgU1exKTaNpNWmvyGjmz/qqNn7C3hBkVxSx7Yy8BYdoUJdSEVExZ2ftCmidXlNQ8VQwhqQYh7widbgK+LuI9nWqEmK5lHPk6RcAjaaZjivI2O0fAcILwpX00rh0hPJ6i7DURzHKk28uYve40kBewwylcaFGs9VAstxAeTWCzEpu/eBvDr7+Ivbe1YSYzLDYayC6fQfrAGsRYk0BW9jMZjDTFoPqsl+eibTUrrEI+r7UaMRirkkdjcfDPN9n/JdTm2zB7ELIfyzkSsJyBLwW9tS5g82jxPGAZKwC65wQElnVsDdUMtfsDde13T/z7kusihrqOowjl88o9YowmlZlWy4OfIZsEy+8CoHIlYaGxUa+wAfTgdaXSSQHPeCCmEgCWrGi0p1xTYY/FEb3n5Z5ft+wvomxHZSTQnuzyHLbb4fXbgZi2u/mCgBFhqFWeTQrY94c0wHlpjxJMDoYoVjuwWYnFhVXM3kA1p2FPlGJrGWWvCTsn5tzmf7iO0dc/iP23deAWCRanmsgeOYf0wVP+ukQhgayBJfZjycC1GLJKzcYDBccMXR1eyV6X5zQQYsP22b9apvtR7vkKyKOguHxJ9HC95qMsBYyseALJfUGpE4EORBQwlTpM9lrz2m8vv1rSIowx7zDGdPnPDWPMjxpj/p0x5q8ZY3qv8CNvcc79Zefcrzjn/iSADzjnfgHkxfBDr+Y1X/tX/+VHLVaHX6N6eONNbhjRNILYij5Y0gJaTTJ/AWgyNqf4Rgi9C/APBp7Oqh44STQ72jmWS7A/AwqaMpuIHsioJkPIVJQnS0bMyaSgMhZuPKXmstXEMz96gX7/ypJ+bEmMEF2dRNZ5Uzkx21ooNUr9JwTVz4SyvFCjLJfnCO4cov7CHuov9UkSEYWYP7iGIKGiJF2OMXl0AybNMX10C6YA0h41GDal2DT74knZj8tz760gDxKAKPiCqDODANbA3rjLBVauDymJuRP6N15oeVBJHJpLR477QSVKstnw8X1C9ZvPdcrkuPBTp3CZDEmhIMWaFI6CBkf3X+ACgOm0/JSA2TGmOtWomPMIU0Ab9ApNnx5O/HP8HmUyp2tNptdy7hxNbPTekaKaC3+lnorEZjT2FP0o0hxpeXgK+0CukzSuL/71ZXqtrXWln5s60SiF+qhgXQXNd3lVOWkAAOqBSURBVHKNuOHUwh7QiapQMN18Dgwn6PzyCwhmGYJFiSBxaN9NkK00MHr9KmAAlCUm2zEO37GGeJhi/JYzZO5YB1CLEU8o/ST+7FX/mlzsmjgm5+uKAZYwDU5cK2uA27tUNMgETUBKXmduNkfvqYCmtBUTTzefM71Wssv9FI2KrgpAIOuysg71+hY8Ia0agsoktiCPBJ1k3efhui2ewhk2V6xobSuHJrakmaZ+mDimNbDUYyZWTSMbTcDRaWXJ4Cl/1iQlKnxeqG+IE0CG16RqbeUeZsBV1pepM6j4sgmxxraF4YnM+Ft/b5l+rtVg49UWTLfNn4umqnL/ioxKJ995TvefADh1r2N1C5oiuTnHXk5niJ69hXBviGCeIxpnaF0boGjVML+4grxF1zfrhBi/bg3hJMPs4U0EiUPWAdBtI1yUqB3OUX/ixUrDyhMreW7IteEUBFOvqfGtFpsv3fHSp8oU283nvCckKG83ae2zqSn9glKbJiceClywagEMkLu8Kz0wVvWv6LZ9c8mvq88soegLA+rLWLtmqauTedXAM6B0IpWLEyMcMwEUmM1z3YeFSafnVc6BTIIN+4MIW0YYMMJwbDb8Pc71icsyf25L33icAFSqQEHB0XuHxwrG9//ZEtca3DzEkYJl4rMgNQcc5d6j5PpH2BcMLpt6ze/V06kCf/Q5p8D+EYKdYwTzDFF/juYzu3DNGhaXNpA3I5isQLpSx+zSCsw8w/yhDbq8TcB1WrBZiXCckGShdAwYWpQVM1JtUC2DQaI/Z4aR4+ZavTSy1IN7sp6SBGnO501AsYxYKOppJOdbnu3SsAlQwP4CADyIJvuuMF9knTEzSEystVa5T7YjAZnOT/CFQi8glshggBMDBbD5n0sSBX3VUJvXuEzB5RmlUY+tlgKFfu0Zz6CRQ/7dWIhPFUo27ub1LveCsi0KAn5xNOC36VD+ZEPBcE0t4HMvwwvHAxY3mernNRGxXLVOKAq6Vmnm122zqWCFG0/gBkMEtw8QTBLU7o7Q/ALJENIHTyHv1ciMdKuJ+bkezCLH/LEzCOclihqAXhvhvEA4WiD8zAuVgQ4PgGSgJsCcNfRs4jQ0zBeVeqf04FgUnuwPeN1mpezdRr0rqs+f6t7uGGwiOVbumWZBQOwWqYMrdbi8P1e5zi7P6f9thSn4Gj8MgNCWr/j1FXb8IwBs1oa/BaAH4K/x3/3EK3x/Zoy5BADGmMcBpADgnEuAVxeF8eV1O1+Fh5udzBQ3dcpldtWiOnSVyUesNDKi+nEjxYWh6XU9IgvfvJs4Jk2uc2o0aASt5c3WjSZq3ANraRqHEhDjPMAXxTLtZVNCU2MqUu78RowQcBke/Ss36UY/HrAZG9RzQTW9SuHmxjIrvYmk0ry56RCNeMqpAVHsH5BJQjpk54A0hVvqYvZAD0XDIj6YY36ug3iQwRQl8qU6ZVI/8RLi4w3AObSe3vPu7mIcWJJuEdZqXrcJoNfH5TnsyhJPsKynyIaxTrcQGACWkP8ogisKrL91D6KLE6dvV6QEWAAwCFWTqZv/y9MdhLWim2rhCxrW/9Oks1LcBPCFyZdBFXPHfUX8XZL76yVpJUUBZwNvWhoEHgxQ4IMpnBzdBqZgik5b3fmdg3MFAJmiF/7Bl6VwRrLAiSbr5PML9VIOfnh5c1MLbKwDOwd+WibAB4BLP3SbXuPWDlyjTvcC3696VM8h64BNwEh7FKr20jQbBHIwBV0NupwBHN3HwdU7CIxBLc8x/S1XkPQskp7FyjM5+o910b02x3yzhsV6HXnDYvVX7qL+6CZQFOj8/NNeCqMpMAHtCdbAbK1rSoYJwM1kqg92ippMgAC+0ZZizRoPMroSg7ekOP1v6ByUWU5rllMepJGSZA+kGUy3TewEZYzkum+JwZiJI40/0wmITCmb7GciAIVMie/32D309G8xCYwiIJ97oDP35qHUrARqpAtjiAkSBDqhJaCx8CBbha0CQP0bTL2mU0zShhfAchdmzkwIFDyRjGn/5cJbwQgQg8fUYgL4+kMuzHlCzJOe7R/Yo3U2HEOM+dQXQ3wrqtRjgKUTRplGbjb3gC4nWDjHAKBELLLJr5nMEPaHgDEoH9hCslrDfDXA0gszzM61EI0LlJFB2othHLDy4euo98/BTGZofGQPdmUZLooVrHaQBsgAG6vkXVLVsTOYpQWvrA+AgV26PuoCz3KJ7Tfu6P5hGAwmaVqdJ7uFv8fF26Uy6XS5b66MuMeXjuj0Yh7mMn//S3Ee108wR+73cEd9np6WcDm8xwwX4HRt2BB5wayOav0lsjEBhNstb7gGKOPChOwvI++3MvhwfIqqaUEC6uo64n2F5ERM368ADKZWIyAI8MkKDBYt/1cHdF142OBmc89akmlwIfsAy5VsADRCbY6oIWuc/NwAsTtDLxWVKbgVed/qEvJeDWkvRPv6GMnpNsJpjjKyyFcbMA5Y+uXrqB9uw0xmqP+nXVq7cXRSgirSgiiifb+6FxQlsfW4/jMiuxQiYZZ6/5UsB0Ka9G91xhxLzee5UYcbjmBagWc98flwaQa7ukJpQYCXDPDaM670qSuA7vXGOGWGideAoYUBSiW5v5pBPJoQGDW69fda4P1S5BrLtREDUQE3wJ5hItWVGosNlykNBRVpcOEbUmF6TqZ+3ZYlUFovGRFWLuCn8GGoewFFrzKYO53xdD2GCQqY756oSbSwRCV9wc3nZMgtwEZRACHLYVVK49+HaflnOFzppRvCAgU9B+zeMV2nbgfp6S6ZP18dYHGmi3BWwFmDolODKYHmJ64hmtKeG31iH7bThotjqEFrRveYMLXUyLrk5zRLpB3Yyw1ssFyUZLQoLBcZjHLtEweVgYAwOBeJSgEV9BIpnPHGkSYMgfmcBwulDjPIpNwAmQNQUEKbPHMDC4Pcs6sAlMIsfC0fBrBfHZ4L1jknSOZbnXOP859/xRjz2Vf4/h8B8GFjzAJABOC/BgBjzDqAf/+qXvDLe79ffUc1R9wEPCUwBui1IXo6daAWOn6esznd3DMMhAomGt+q9AHwwIIUykGg2ch00xd+Cl6WvogGNFbQCdVM3oc1Or0CT8KUciZFa04mlHv/eE1zb/0DRb7P+WmdNDHy2vU6NZb8c0KTdzzVUB8G0X4yaq2+EUmK5qdfQvczu8hW6uTEf3UHdpailHNfo2LX5TmcFFTGKNPAzeasmc79Q71Cu9V8eNbrCUXZVTZSnQpK8REE6HzPgW8aopApzk2mCDJ99rCv+jHMF34iF4Y06RBwqNnwDQLrGSXBwrRbwJktT/kW93jgy9KtS3Pv3dm5sWIGjDwwhV6pWn8wes+TXZfzNFtACWFs8Ll0ZXlSlyvAmTxoazVlOrgFSW7UMZoLCk9nLP1kSKiAR4OKzpumJDrtMQY3f/w0vefxhL1RCtW7qrkp4Ol+BQFGptf1RYQxXvZRVIoJnpQo/bHJcoJaDdONAKsfuoGtXx2gqFk0DnNEL9xFNC1hCocgcXBxhDIyBAxKQ24DP71NEp/lfTzwUxGZ5sjEQJtL4wu5svDSA5miMI35kT/9Ak1qpjOg2kiL14DcNwy2qO6X2Sp0S7iTjA5j9PxIcWa6HZIHSDOcpVpYmS+HecOTUPFuIX8C8qMQ6rKaR2XM2uLMeFgL12CplnhVAFS0VycnXGg50fDzRIaYMiyNqNVI0zqe+sScslBATdlQfA9JsyeFK2ZzL7FgOYY0zLABdv/RmtcVsx+MyH107ZaV1ykL2sek8JcpK0/gNJJzsYBo8E0Y6BoW49lsqY7WswdY/UwfRT1EOC9Re+oWwlnl/Cx3YbNS5SLqxs4Np0iQIMa9UvjnOTRdRNap3GeuVFaGMpn4fMtzovm9BLBVgVp9Dlemhm6+8E2FrE/Ar4848nua3D/CmApDYjutrXDzYLxJIf4v2Hdl2ieMNAFKq3FuTFdWEFOYj+y1Id8j7CpiA6R+qq/T8MLvC+LlIYkNKvVLfeMg5s6u1Gex7oty3vOc7nFjvZeKeLDwfhr/dN371UhsqzR6hb/m+vvz3E9d81wlYSS/CHzdMV/4P8u5kom4MXBxiPj5HbRfGKKMA4TTHNHzdxDM+blUOIqpnhMjxm6seWq27HlFweksAdxo7Bklsk6LgvbELOX7h4GsCigm5pPabIchgt/JQIHUYsykIo+LBpRFmKYE3kymNO0VQAmARglX/bOEsZSyD9LyEtVh4oGQErVeBmD3dUQx10gsQ5BUEgFGGXg2leeAggxBQAzd6v46nrBU2Pj6qnKcSAeQf2dQV/2uFt6bRdkb1fUu60fWtvg7VM0IS95b2ENk6d8SqOjYW8qb9FaepYXfxz0zwPnvswHV1FzfKcNEpNOVn9P7MI5Qe+YOWi/2UbRrCJIStWfuIBynKOsBbFHCdDuw85zMv5tNBY+UPQww8Cg1nDnJarTGy6iimM0zU++zIICfMJz5mja+Z0C/w9CAjdJ5rILUco2dSBq45xEJib9Pecip3hv8nrKc4qtbTWLnVQZE4FQhK3vJa/gwcF8VngsAvmCM+X7+85PGmLcCgDHmMoAvokY5534JwAMAvgnA/wbgzxpjfgrA7wPwl17NC37tMReEZu8cXOW/ZjLjIj+gxhagB6ncXMbAWWjT62xA2q/xlCdjrKkTV1ymw7uMED9B7/2UuDKJFcMyManh13WZ3yydgAHysKlECCEMlRUhG+zWH50A9Zp+RgSBf10LZSTIJEKmTE42FQYLNDqxdHApb/C2khogDw+ZCsq0KQxQf+o2UK9h/I4HEE0K1J++Q02QMbA3mEEynPhpFdPEjKGixTHlUfwhZHMz7Y6aPJaTqSK9GuMlE0J5QEiBaXI1KgRwkpUQRUoRV4YJ6x3L6UxlIoY18S4hQ1DnHIxEH4HPVZoBuwdeKynSgij8sopcE8d0/qS4l+JTIvckKg7wUxChGpqg8ntEVlPAlUTBdbMZAW0S+VbN8QZozYuJGeABreq0Xf7LpkkytTX1OpwUqHLe5XrWOLpI2A/O4dwP3KXrLtdDTJnCEJbZEkpHl4Zcin1rgCDyBqrTmS8WSwcIXY1/1s1mOhnZ+JkX4bIUyVoDzSduACs99N93EfG4ROvXr3MhHaL90UNfHEuRWjqa4IjkYDii9RJZP8OsvL5Ly5OU2UaDXOOlqAor06SSadYVnwadViQJAQIM5hgBJXitlaMxRz7WYCoGrsrwYGAO4AavnHljPAav9Nx+OVh06eCKCoBar9F6C7lJFi8EaeYbdTWvdHlOU+ogoKZbplvdjk5YnewTxsAAvtjiay3AH00ZA98IMqCljZ0UpLznUNpKhaEAntAtFkxxr+w5ZYGt7z+gayNeCnIfCvOhQqsXaYWnuzrv9zOdKWChRaiwyqwF8oSeWyxRqn3uJlAWyM88gNpTt2BaTUzf8gDCeYH6kzdVV1vbP/IeGiLBYZMvAT/cYOjv86ouXBlBHVrfkiKjMYZOi+CqYbH8v7DfRGKALKVpcp4DxkETTYyFWeqi3D+kpkyi1KShrYKo0mwwbdg0GxwZ6jyVV2Rc93vI/iJNaAVMUINLeHBA0kZOsFFKB1OLNCVKz01RAEFUmRIDyIrK0MD59RVavY7UvFeaOwF/BBTQ1yj9nlSZoEstglqdjYojpL+TZSdV/Tngr6WsQ7lOgQUMpxdNKmtUmh++xl/EOuO93Fhi3pmdQ7g0Q77cQPT8HaDTQnb5DGCB6KmbuieGzChUA1eevJuI2CzO5ZSaI1Rx0ZJXYymbDdoT+fxrCg3r922rST4gq8vk3SB7Rr1O9QOzY3Qdc9OpkqEggO12SKIhKVHyrCsKWs+lA4zz8sQshTtKfKqHbNMVb6z7OkRWJUwEuZaOmWqm9CBfUVKk8SIBDEviRLoVGLiFsFUMMOf9Ko58glnpAJd70EDWodRKlrwcHDLoc6QoaX0L9V7MNBH4Zl5kfAw+CmuIzjdJCQffGQFwWv8YqfGjmNa6MChkn+DfZ3pdv4+V/HnlfDPgIc9cYy3V0vDyIjMcw83myB48heiFuwgbdWSXTqGoBah97gYP+hyC4z6nPSQKiAngooDW8YCe0SLtlbjJeh1lf0DPQRnilJV7lFmTxlqUgyHM9hZwcOyf6cw8MVIvsE+Gs8bvibxuTS0mAEmGQyIVr0qF8tzvd7M5HAAbBN4InA/1gXmNHyKL+Co4fhDA3zLG/EUAhwA+xhGUt/jfvuhwzjljzN8AMALwv/Jf/24A/xTA9/5GL/i1x1yQwhmgTarT1g3QFSW76xc6rRCgQc21rNVC07BpkJtMFdGTiB5t8kLWpLMzP+nCan7DlelnEHiKteiBWQ/phC0g1EpprqRx5qm9Yz3yCZQYoIeftfq5xbAHAEe3STFQwZrEz0Hdz7mBrdcpMs4aoNPyk1HVwlKDavICaNQxfWQTnSd3Ee9NFTxQnT0/oEVnq6ZzFQMaPxG3WpgIgq4NAadHfBHaLDo0Qcqrn0/p36wFTlJKc+BJIxUQNA223Y6nj+W5L8qlaBJX3goFFRLvJxNMbgyqG/C9HgJQgc1ENeFDGAI6CaUJuSQAEOvFevZLmsEs9yoPl0z1sk6ABaFDL3XhtjcVPBCKqGowRTt9gkYJiB5eGSUCYAlFj3XJYkro8sJfN77u5OpfsLmf04eV42hYAN6dPQjU5BNgVswi4UKC6X69rndhV+MpadZyZQk0ntuDaTdx9I51rHzsLtpP7dFn4SZKGwQGecTPRAs4WQeuPGHMpEWssKYYDDSNBjWTWa6u8JQiUXF+F/dmmXaV7A7vHMrjvl+fLMcRTwZzaoPXed1/3jTT/HOdzAeBsnEcT+fJiTr3Otbi/h+ipllXVhQVqdbTwBVclWbGwU1men3Jp4av9yIBVnpMrSZ3ayr8OX6wKkEzBuXmCq/Vwvt2sNu9ms+ptKryOOS9Q1hP4jlA/2+9hEv011WZg3iu8GcyzebJ54kY5crEVSnnnplFFN5QwT5Tr3uWDeBN9+ScgPb1+OYxTLOByaMbaD21i9qNI72+cI4jGsl4T81zAa+blyJcTMOCgK574fc7Nx5rg2l6XfYMEgmdUxqt3vPOF6PIUmXBmXYb5fHAT8QlBcKVcEd9WH426/VIMz8cALxZnxTB1hA1X6Q1gO5brsIMvOcjCLz0TZmIdK3E+Pj/R95/h1uWZ9dh2Non3HPjy+9VDl1d3dXVPTMEMIPBIIcBSAAMYLBo2pQEyiYpSwwyg0FINAUzmhJlfiZNmUGSQUjURxKiCAOExgCRMyYAg4nd1dWV46t6+eaTtv/Y4XduTwPTU+U2pqfP972vql69d++55/zO/u299lpr+//VHLwJjBmo8dqnFFEkRY6Z1wHOOnRgaj4HVgb+vDrAkWULoEmQ51A4V7tvtierhEEkgqG7yXM1nbVrZbKoBtuL0jSsOwM8gACelKWP0fb1YZIXAzPTVpCP2uuUAmTwPPe137qzC+p1MT+3htbNx0gfjRZBIQdjNP8yY9/XddDDNdO8bjyW7ndVBc8PXW/SBQ4UcR5JccX7B4FiHysAkOcKCMQwurhp34UJQgqq50Gi0WTbxXHIC7kxpUDvm48dtcLSPANe//ne5EFpKteI69CMMhat5pRcBUmwG5KmaYj1xkhVhpSPPmwwhzze2bNq8dlZEApeGhuu6RnS7NTbn/b8xFFg0kQk8UCBM5E8FAGUaEpH1NTQzt8lQzpBzCZ21Xv7zkaxZ5cs5iq7N1pbCft5qjJGYwjr+7fu7IJaLUxeOIb01mNkt/ecTetMh1I6/ZYv2fsau9lz7VqMqW2Ubn1w6AW+GdGL7DL2KTs8mQpbsq6BB48CWG2yJ8sZ9J7VKn2qLefQGoMnU9CgL3IMA6Xm8wVWrp0HtTPYhDsejkIeoescCDXTl/oREb/h1xfTwcyHzPzHAHwZgD8J4AMAvpqZv5GZP/Fb/OolZv7jzPwz+vUnAVx6M+/5jgMX7JBxjdJ5okiNlezhVu1YKKB0oWhBS4Y46jxf6nYlkY8iuJu56pSd0nk4dFQ3gAUM1DWOvuFCABmsEx3Fcl4GBERK/7ckBNL9o3bbNcVW/Hp3XAO+6SB5NAaf3JQCd9ADrSyj2lzRjnwnILuNDrO8fjtsnrNZ6BKNVZfJmlBFsSS9SSKU5uEInQdjKVAePg7FuRWOOvKMiMCjkfxuo0igjTVnVCw40GqHD5AuPA364i+hGzP1e1JcNAsHC7RqaGSHG8sliY+A8g0/ks2tPhqGRLDZgTffgaLxGmkaijTtuLhjuRbUT3zY9Wt2zwCnzoZxjpEn8U5VHo4CFbYWiijPZmG0ZVUF3XqRh87f/iHowY68T6PLIcyNCgff+pxeSF6UGZiWs6EDBOD0WVu3nOfheVDnczdenM1kTSgrqLp4SrpOnQ6ifg/FS+c8cQcAWh5IF98Mipymp4XHcBiKZAWiKEnCXO5BT57lPAePJujfU8Dp4CgUkCbjSFs+29kAIzFnVar91oZfh0gN8kSzmITkUY0KpculSZYWks5yMRqrvIB0NzQ55MkkmLw1TJp89Fa7DRwciXRFmRQGSIozdKtBN41kjrXp4I3Vkwbw82mmRUBHu9KgL5/HroHSQS12sp4P6Qi1ZkfEZTmPdhVcaS8mpxGJVEeLaK5r0MNdlTHoc2cFCoDhV52TGGr+NkqXJu3qLowQrSqRE1g8NtBYGWqYzoIBpH02jYU8HKJeXZI4pte4PLcVjLQAH+9o7uVkI2MNPJ5M3ZBMJHoTee5No23me9MZeDRBMtVi/OAoUNuJfLLDwhhfM+rKCznnYxuhOLbitUGjdpbZxqqAA3bEsTv2O40W8GTX12klo0h5qrPlY038jzRG1Szadp1QBEANZsPECRoMFKCPNeEeeOxzVpMdaWsR+P1CD++ghtFx1gQw/ws3vQUcUKGsFaQ9lrAfHsn/9bqBEQAsFPR+v/YOQjFn76v3qnzutIOOss9ReB37KkpntzkwYXFLjXHZKfjBXNL/bc+e/YwZFJuUycDlKFqcnGBMwW7XgQTe2QvnoZ/JY+rKkty30Rh8NEQ8KSWPergj7KZeT363YbDsnXUt2BARopVlibtVQ9ZnLNQ4du8dItGt13v7AZyPYp/cZWCgGXHbyGPShoPs97HkNd2OMMQODsOa03hgAK34cCkAGEeLvhQtAQBcCmtgBwKo8KTTIriuAzuqFeRnQVYYB2lIQ37qTSnV2fNstpBzAnDJhcsfmoDBwx2g1KkcCjiygknFS+c0pihI0wQWjJFjcqyGMaQzhJrsO71OaCkjSCUq1OkEaSKzsDJzYxc28ibL1/XnXPrSzgJ4eDTyvB+lTp6oOUx5I53QNpsjHRYu+zRTVKStEPfMGN08S6xQH/TFn8mYHmaGW+lYyqwl8ZEZWF9Bvbcf4r0BRkmy0DR0c26d/uCTdOLGOjfWjoGKWSa5CGQ/igzk0OsKA0Es3rRSB3/8ehvTwZhRX+IH0VsjiyCiNSL6CSK6qn+u/iY/d5OIPkVEv0FEH/t8r8vMQwADAO9h5m0i2iCiZ36LX/k4EX2g8X5fBeCX3sxneOeBC00NWV6AVXu7YDoHeGeAeh01QQuUcDOMQSwAAE+nQbNrqLp225ronSe4lrRBOkZLv3hDi3Na7EIAi6OkyGQBPaXLVq5d9mBhiHojcN/7Q+flHOMYdPM+6ufOgmbSseAsxuG3Po/Re8/KZnj+ZKCRH9sM3TlLCgy9tW5R2gqfUbvFPJ2iOr0JPn0MNJkHw6OyCgkCoGh6QDmFkqfSg0LnRVeBnraQMFIk16Fm0QyfPu70U25nrlOz4pVHY/i8ZzWqItWXWUdNOugNqm1dB+PDiBZ08Dbe0H0ZlErHs5nr7+nkMfld1QaiKD/XIPILOcxzQpM7l+8AYoBZlmEdpS1NYDmAWrNZSGizDG6QZGwSBSfc1M30lWUZXM1tsoOu0ZWfua7UQaVCWzehyVYwWrUlWuogzqOxJHUGFNlaKEuf9Xz/D1yQn48jxFfuoHr3BfmZXgdUMw5/12UcfeNFoGaMXzwWwL0kQX12Sy9OHDqO5rXQ67r20U3ldDzj/KUz4FObiGeNbmKTGqjriEv5Pld18B0xoO/xnnc/eP9QfsaALUvy1AWfzp4M1E0ExJ9LXS/zuXh9KBMGrRTR2mr4mWZiV5Teka+HI/Xe0A6aTXnRjttCwQgFH8fjcK0sGTI2zBN20Hz5Zi2RPTCLeW1ZSYLXCj4fAi5lvmY4zwX4VL2oADKZxGNlBHEnA/e7AsamQUNuhb/TossqgI5licHH7orBm76uJaBWFHAdunGsvghmeCoAQMvHmVksQaRALUXY/vazknTFMejeNqoXz0s8XVsGVYzifc+hPnsCqCpMv+KcMhhEgsErAynA7XkzfTIQTIate60sF57NkF88gfr0FtKjBtBl0xasg1azGDba+jHNfqrxYP9wgfXlxbG9txUj+4egYxuB5XF8PTDuavZ4x6rztRFo1OuF9a7gtLGxjOnjUgJj60xnwQhvPveJMwI8x+CDQ4kTVogZ425tOTBQnvRwr5YAADqwY8WO67bF2NGNBk0SZ+CExd3ZPExDsUIqbVxbOzrKALBiDADqCsnVu8qYjAIFPYoVAKgDhd0YZ+0sGA4bIGVUbdN2V7Wf4+gbn5OCuWaRCSwL89LARup1QavL8v9ry0qXnzlwyUXhJtIGHgHw8ZWoOTyr+4dAXaG6eAo4toF4kgeGwXwue5qy4KjVAtZW5H3zfMEUkA+PgN39Ba8j81YyWr7FSs5zRBtrAWhe7ksnt6olBjbzxKr2axxr3JXrVTkrzUA12NoFvFHh07dqBhdlkFRqcV5b3AUclGPmEFOecFrEwjoCAlvUXrMsA+vOgDNjUgFhfzSmQhQMPxEp88nAfQOxLG5oXHSgTFl76WduhVzW9lYDyQzobgCazkKK4+CvZSCz+d6YJC4iTD5wUQw341jA924XlCYSO+IIUa8ro8cBRBtrATBq7N3OgLTPbNepIWULo9Fl3fKxdSQHU5/85tfC4q02AZjZ14zkaYnc+519ZVXkHvcMwDIgk4iAnT1EK8sBAFpfVZ+nqQDrTeauHtRuI15d8ZjsYBGrd5zlHbOZ5LwKkrocuKqCjxeRg7w8nTmoaIwsy918ys+X+CGyiOoNv57y+F4AP8XMzwH4Kf33b3Z8MzN/GTO/7/OeL9H3AfhLAP5T/VYLwD97g5/7FBF9EsBXAfhlBTFuAPgVAN/wZj7AOw9cYA5zfM1IzlBK1cWaAzWYweOpPjgUNmuudfSkFHgeoPX1Lbk1yqTpimHJb+OgVmuxMw84/dw7dprs80x/Th15vRhrvKcEApUmtDNQFOHUj9wNVEhmVFmMen0JnCZI7uwgmTG6dySg0qQxjlA1h252qPRA79IkMbC6JJ9RmQ2oKtTnT4Cu3ALdegDsCmWb+105J+322KhEHo4U/U+DaaR1I1+HbPv8cB0HyodHoXC9+1DOw4wWdfN3E7ooCkZU5k+howLdjVmZC66P1PeUdRKHIkLnEruBjvowyDSIOhhbHQRwRPSJgTr6JIdfmyadlCJfK047V9oaT2Yh2TYGh0lkNBGifi8UuUkim5TRF42Ka0W5JcAUhQLUNMCaDFlR4BuSUTK1y+NTKXTySTNx9m6q3i+uapz45y97VwJVheH5DpDEoLJCcuUOOCIMrg0BrpFMKlQbS95hi24/WtQKG0oPSBfaEl8ANv6qPL2O7NdfQ/T4AMlnbsj/WYEAhK6FMkBs7fqc7cZz3OxQuQa4CV6pfAEPd8L10c4Yayfc7h2l2n0yo7+jYSg2bP3a2o5IO2SBRs9VhWh5SRJqfT4ATQqsYxqRGOIBgV7tH+Apt4o0DV1Qk4MksZsdurbYivnJNCQ2uiaYOcgozEeGZWoCjWXdWjfU2Aiua7Z/GwCnNGQHjWuh9RuoxQYaAnKfe52QhBkIMZuJEbC+VnhtuVZbP/xa+J2yxPCcMNzwaBfRa3dR9BLEe0fgqkac16iePSXvV5bA9k6QCRjF3YwnjYpv0ieLkcc2kH76BqKb9xG9dleve9JYb8aEiwT8ilUTbvp4u/4szAH3jTB5kj6jzsCqai0MZQQd3d8JSbUyT6yooyQOrC+LKdqt9KLPJC1JIl1olXpxVSM6tilMNiv0zQQzVo+kLAP1+7KHdzo60SIGdvfDfvaEh02oIANcdU0ACMWPGc9aAQIoS6ZBFzeQB8JqkbUah3tuMSZJXGZCURTAXt137XqZBFLurxV12rSwOFqWgdnV7y8Cb9Z9bdwXi8n9X7rheyEzozq2otRtBYx6HbBO62AiYZIwK426CIwFmxoCARep2wkMJPusUSygwmdvilfR3W35P+vyN9YG17UwOmzd1BzYI4AzT13+akwQAyPiRiywUcERAQdHMHNjY5EGr5PaKfX1aKzMn1KKv7qRe+la8f1fcwvKWj7elVpadJvxpp1vvw+Xg+pzbaa8TzotQpigUZBgGbCjMdfZQJbTLuxNDYmfPa9AaDw1NPjOFNSmhu9B9lmicP9RVYFxoExAK4TZpKRNdiGzT79iM0lfGoTzUsNHWlkCiND96HXfGyiOwYOuADoN+YNIoCvUyyrrVeaNP7dxFNZTJB4aPBXJgDCD0wC6b6whfuUW6N42cO+hfN5e16W24h1RyXmOx86KWxgNrrIUz9V0HTCz7AH2HJm0zsyXs5aw+IAAote1AncBAOGiUJA6XngfNjmQ7pcGaDhjJ0nc4Nn9vAyo0aaFASa23kMu+oQmpG+z4y00dPwuAD+gf/8BAL//aV9Qjz8A4PcBGAMAM9+HMBlef/weAL8XwLcDeAbANwL4Jv37734zb/Slz1t53cGGvpn5UlNH3ZJEwTwPLLX2kYcRaUIMNejSh7konDJEQKDBe1IhAdRRRTXV8SKr0wkjxpo0MXUPtkQcmpAQUeieqZbNwBDo+5sOViY8VI6eRitLiMcFooORoPTDEXpXdjG+tI7e/bYEKyvQzaDSNO+WEAJanE+Bw6E7vBulnF65GaYF1CwQ1nAsm+Q8l8RqOAzsjbL0LoZTWi3RavxpmwKVJXgs0gozaeLJNMz6ns1C14J01JNSyckowM310EolMbXRQ1o0SgEvSVx9KECLOVGTUfg0GalHYwm2mdDcqSkHsPfLixCIn2TtGmOkIcsAFMRKW6Grmst5G5NC5AYxkLWk21Lrxo06AFZA2PC4BmLtopom297bgCzrVGn3gMsSOBrKZlRV4DpG1G67ESMAeVZsHdUVONeOsfmcmCGbTlWRjasGsSY6J7ZQtgkcR+BeGzSdIe8THr1/GYMTPXR/5VUxjdO1izQBn9hCtD+S819fFnkSAGahM9r7uRnXZ26EZNspy5FSq2MghSQzvS7qUdDvAlIQQ13do34n6LG9+10B50+C7myL3nc4dLCA1ldVuiKdTQJg0iqjQsuYQjWtiqOQrFhcSJIwfkwTL1peQr2zJ4lWQ37BVQ2iGkzGxtB78Gg3JOX2HNaRx80nXrvTKVyrrECtT92ZzgT8a6xtn2Zg5l1x5PEYRCBL0LUDxpoMGTDp14PFnd+AZEnsqhA35nMxgGT2uA9ARoaZHpZIZB3KfHAQFDEwmoBrSYChLDY+PHJgiGsBBKO1FZRtwt63P4eoBJauDjE6FWOydRr9+8fR+fBrwMktBa61g5aloCrzLrc8y5GzVaitcdf+7/4jlXd13E3f/T3s8x0Nwc+cAt26r51yXWNmFJZloUA247BSQNNokDlLzzW8RSmyNGMgtFIAaejIVxUQ1VrEBMZOfXAobuJZJvurjVZVbwIMhz5iTqYDDRtd0Nrvse8PpU6b6LQVgNLnrtQJK/WTJ3s8EYpzWDO5x0L3S9J9eIF1pB1bInKzWpNQuueSfV4DAIyqbMW0jd4ztmOlkhgFNBfkK9YRblnxHoPPHFfDxFxzhFpZhCqdsverGYiEQk6tlnzeo5Gsh7JEtDdCfe6UxPY4xsF7VhDPt8ARsPyTr+Lom57H4GfH/tkpTYF+3wE8tslTui/5823389FukB02pnzYmhE2EIWR2gaamKdSQ/ZgILJN/eKilOd5Ngsmk4CzkRwAjwhECqqqmaE3cxqHmEgreDE375oyjPZUijkPxUzX5Ucq2aFeN7ymmUPa6MzG9yVuzhap/F/Iut0/VMairkUriI3hWlU+FtUOMS4nB/OlqdPRtV5pIykLjQBjPJg3FhAYHACarCGe52HdAnBvJyBIl5RJxSc3ZOSjgQJAGL+uzBCuahmF2yIH2z3v0udpdnoJnaOxAqIJJi8cQ5TXaO2MQTfv+eh4Z43pnuISjLoCT5T5eXDkzEsHYfYOgzyhyWgyOaytYTPN9bqjFdZogynozTDb4/M81BJV5WaUSLLF+Ne87lUFcATM5hqrpclmsdvADZGlqpS2CAblzQk4YibZkp/rdhzYJ92NF0ymgQAqPsXo37fbEf3mQMLG66QK/4SZ/8mbfNljzPwAAJj5ARFt/SY/xwD+LRExgH/8Jl4/V6NGBgAi6r3hizLfepPn+Zse7zzmQhx7kmjGYr7B1Sy0/tFYHnhDY5vBvfH3+mgoiYx9r2YxDmqM8vME1x42RU+dwWD0W0uqtVshFCUFCzKdEqBaLDAHapJ1klR35rOGrYCz32mJX0O91EWUl6HzlmWYnV1BMq7EQOrEliR61sGXk1pAqlnRewBOKRZjmQmQF4hWlrVL0XWKlm8cVSUbgXfApQtlG89CN0Vp9KF7V4M6Cii0FUhoasKta1aUbpYXdGZZ6HRZgR/HPru5PjwSdFxpbWbcJomCMl2UsujmcTZesVF0uROwXhsAco6TKXD6+KLe8gs9jGFjuv/lPoyS6a7PRssGgjGTbUAmzwCcjmzJrYz/y0PXoJnIm2O8XU/tNrlez1zUtfsvABH56D9LDsSMbwWmcRXJzVy6c4noAw1ht8KveOGMs1Zm51aw+vIE2D2QxGNzDVZxzldjVM+fxe43n12gdtL2nqzX5T6wdxgQfEXxvbOmiUDU74UOkiaEMr9ex6RqYs+1bf6WDLac2URZS7tiAdEHpGtFtx+IZOPgUDpc+h7idaLSoOlMuzj63DY7yNr5AEWIVqWbyOOJeEPYSEFLmmsWME9ZD0bJdk18oyMWqNlJKFS0S8x5Djq2IUnxEx5W2CCKgHYmlOyaAxPHJDh2aOFEBmipvwGAMGJUx6AabdmkVe6BoSwJmUxROpvGGRG9xrNo13o+dxDQpkIA0FFzrUB5TdTw1UbB5oUUE0nilODq1Ibfr/GLx7FydYLVTx8hmWpHngRjTkYFsLmGckXPx6i0j/d8PjwXqnmPgq+GubnbeOKmNtuo1wCcDs2jkcTYh7twOr0yErzjWNtY0liZakqfbbeD54MVqvZeqsfnvAj0ZqNLK6vLZYMAFujl1h02+rutXUA8cEx+pxI8MOuUCjVms7hvfiSk4L1JiqoKdHzTZURPdFgs6LRlTXlsIP8M7gdh3V+LjUah1p93bb4BoLqOAMg1nOi9TFValjYLtjowQgD3JwEsRyjCmMxImHT0YMe9PqzIYS++m93n2pkAPJ2C08Dg4zPHUQ86oHvbmDyzgmj/CFQDcc6IKmVoEUI8Ye2WHg2leDWJgxaTZjaLJFn09zEfB6PRm/5fjRbt2rpBMhR0sPGtNUsxbobbZjIMiETM1rwWwWTghMohWc0ZoYxH78oqO4SIdFzfkjSUjJ2nEsqFeJq1AkO2FZ4VN+sz9pj6DPlhQLRKmqgr/kJPdHTagY3SYKs586DSqTQ21jBJgo+J5QH68/XBoZ+fs/6akgaVAMparcO91PVA3S7Mr8P8F5y1aLITwM1M6f7OgpzE1g3MgNI67PN5GKVeV/KZzRup30PnM/dlv8ha4MMh6pRQdSLMj/e1gdfws9BGUD2eOFsVRRnkpWbK3KwHLIYCIWbGscdQzw+4Ds+BTRcz9lCaLDRq3AgyL8JkFMtj00XfEZfxGVsjCRPJqNddYB+SrqN6PPFpXrLWZiEvMHmnMqVs7bjP3OuANjYmiubsPBUAjzrtpxv/+zY5iICU6jf8ArDDzO9rfP2Txd+lnySiT7/B13d9Aafwtcz8FQC+A8CfIqLPJ1n4QSL6xwBWiOhPAPhJAP/NF/B+b/p4x4EL9tC4H4IVvz4HWClJRkUyzXpEMh2hUjSzqqWIVmov12rgZJ0TIBT6GpgALTCMZWBj9HxTlnMyuqQZjPE8R/Gucx6cYYmCarCp1RIKfByhOrEB01K98n3PKfU6d6PHaPdI3svkHGWJqGRJDqIIdT9DtdaX4KzjGb3TrQUApYma/2l3Wed2e0dSixweDr2TCCAwH8wwzopZQJJe23gMRQbCPbDCWKlZbEZLldDNPHibNridAedOBcMZKziaxlN6cF4gUmNJ3+h1EohsplO5t9oVhCW91vGfzSRwZ5kbpnmyrhICaqWgw1HwcHjSw2jlzMBQr/OgF7SA81BcefJLERbMi6xD2e3KWjIKvYE69ju2+Rvbw3TfdaXzwpOw8apUx3TqZlzHkykmH7goG1Q7Ewp7swBIkgC8mXlhFOPVP3sOyAvRaGpHuvPaDg4v6lzlNEV0OIKRGqqUMDndBVW6zozmbc/WwVGjWC5CEmuj/uy6zkS3WO8fhMRQwRxaGoSu8mjs8hjXNadBtuBFj15vc+IODKgkTJUxTxFA7lOaoPodF0Mnq6pAqq1sJjY8HkuSaxt5w0nei+J5DjNk4tlMPoNJO/xZaYcEw5KKfi8wOKII2D8USvCTLltjEpSlAymkhlCsf3/9ZB43otJ1b2ChSJ8iAQfiGNTrgFaWneFgXTpL7o3V4O7rpjkvZQ064FBWbsBFUQSezzF7n9wHcV3ncF7OxNDvWaxgxiv/tzMSV6/dhUlAep+8h8OLXUxO95EdFDIKjAFEQN2KUZxYQr6k5m5mcqjPBO/ty9+zzIufaHlpEfyFgikUCchhkgcDyuzZLcsAFlqcsnGB6q3h0jJLpA2Ijkg1zDYWrQyJboNxVz1/NlwT9XdwXyIrYvQ5E5kcaWzVLrLqrnnvwCUB1M5EmlKUzqjwAs5MOI262zSFA4CjkexFT3oY0GpghUo8FjyaXv/zCrRSmgbneGVjmcRGpIEcJguoTMSfgaZBYJbJ3jedOXjtkoGIXA8t905kEuW7npGfawso4p1Oy0eUkWIyDC4rvPx3L8j7Ptr1QobuPESx1kHxrvPovroDnkxRtglVRojnNSbvPoXWYRn2P309pAn4cBhkowq+Rr1uGE/a6QQvoqoOevAkcTr9gj+QgQNWHBuV3YBELahd6qWApvuUpImC6WXYt4DABr0s18wo+tRuLzIXbPyqS3rUDNamGpiB3tFQ/TKU2m5TgNRQ0vcokxXaFCN7piPzMKifPO7axAz1piBSMKPXXZDLOMhjLFVlIVDWUtAv9+dexpdm4VpYN92kOUC49mpoCCJpPGn3HIAXpFbwijGnALrVC+d8xC1rXoGyXPBD81GHyho5/B9XBHDcl5hBaQqeTFBtrYI21sCaKxW9CHUiwG59/gRYQSQx7BSJGGUt9SgTcNTlM01AVot6O3g0lv1V2cZkDFhjJlkMUZCAJ9PAClOWpU8hAxw4pZbUFAZY1zb1JM8bcooMePZMyAuhwJmucZ8QU0rTjeJI5A8kEgkfP27MH0hsobVVvSal5+3R0iDkyIn6VNi9r2phSKi5o4OmX8IHgZ/Yc4GZv5WZ3/UGXz8MYJuITgCA/vnoN3mN+/rnIwA/BOD9n+c9/ysA/wrA/wyZ+vCfM/P/4wv4yG/6eGfKIkxKYJvqrKFvNqSUIoArnwmLvJACpdfVOerV4sPT2DiYJbguaPYa6LTPd9ckQJInpWclAW132iCA9DO3MfzmF7D0q7cU6URAC824q9dFdP+xJOJliRf++nWhYbZbwMFQAnuWAQ8fgwHZMNoZWp++BZNuRLvwLrTTr2czoXHvH3ryLp8hcTmCbeiCzOfq9N8LXS0tjGipH7wSrHhiNU7sInTNjZJrh2nArWCsGazdVup2FrVwej+i/SNwA9iR6QhtHz1Fva5MqRj0pbCJQjHOXIJqAKlp5jh0Kuxn5rkjuki1m6RAhXVcPHm34i55ikeuKVuo2actYP/I6bHUbrvZGZdQHX8RCqg6D3REo/GaLrWqgRgCNljHzZgKvjkG+RCYQxKVN4A4pa/aPet+5Boe/75L2PzQNWB5ABqOvTBz2qzpdPMaaMV47r+8Apw6hmrQRrw/Fvr5zh42fmLqI5PQSnHsBz8bro8WkAxIsWr3/OxJoYzrs8izGaLlJe34yj3kvBBtZV6IdEalQDwcBWmCsVVMb25rwRIGnb7h71Pp2CllDwizSIGI1WXw/qE4Ms9msukjJAXJtQe67qVzX+/shbVmSWFZu6mpaKYFKPXndj5HtLkuic9cwCDe2w9SEEs4ojTEn/UVYP8wTNDIMpDpxJ9mWoR1VkwaY4BsHRJE69aSGYJa532eA5urwO6BdKDGEyk2x1Pv5MNMeQ3wg8ghfFRZ1nIZBhtzYThWScEcTLWzfKyDjiRB+1N3sPdtF7D+M7fFRPRopFKJKHT8AL+fFEV44c/dBI5totzoI731WFkvBdY/9KpfDur3cOx/vu8gLhcF0iSRtRs1wKDBAFxocdDriYwjTeUa6NpBWcrPjdSITgssMeeMHNjjo1HoClcCbPuzMBp5AcQq87ME2sdWaofexhqbLMMTUgiYntyR/cW7fXcfKtCeuwkcRwTS++7xx+i60OfKZG46SQA1y2ezWfXKCPRnrN8D5gI0U6eDejSW58ve42kOivzasa5hN9u0owp7iDQdxPmd1GxXQBljdQTpjtCRq8CSLMtAM69qACxxOUmwoAc3hgTgVGz3WgCQvHwb4699Dr2P3hTG39QM/TQ2tQLj0iQGl//ca6C1VRy89xhWfuGmFFNpC61P3XIghAFs/PArAaiIY98zTPMtjJ04MIm0EBVauXSGzcOAuh3PA6J+T/a06QzsU1wENG8aA8v+Oxf2ltHU9XpQ1lImXrkQE+SiJKDG3ulTwQCgqhA/2APHMcimmpgflvlZ2D5rsgXzXtCOOul9oXYajGEf78prqEGiefSAy9C11qIUtXyPmiyIJ5WjGbBoR5oC87HEGJu+oMDUwuhGQD5vrIaJFmdYGbVEIg026ZFJX21cuq1h8yqiCKiCPJIMlDC2UmMqBM/niK/dw9EHX8DSL94QQ3XbgxXg47k+z5Z3zudY/iPz4CMxmQlI0OkguvMQTJG8zuEQKz/xqse1qNdV4KTjILB7IY3GQfLVaD4YuMS5AC7O+un3gPlcGIk+PlOYC2TArsYtns583brcwPY7lztJoe456cYKaOdArtFMzW0VrOM8F5+SOJbcJSKRwkTqyZOJ9xoXRTCJtEM/szEQqJ0JoDKZivxE/cJ4KrmzTZPwNZwksmYthpS1s9T8OnyJHzH4rXjZHwHw3QD+tv75w6//AZU0RMw81L//TgB/7fO9MDP/BICfIKLfo39/S453HnMhy4RZ0NCrG03WqYhGqbNOW81ujsNNFNnMeExCQY1RLcZUsE0X8A6PyRy8aNWunIwjqkL3xpJsAIhjDH7xuhd01Jw1bK6zRs2zIN7O8Nr/4QzIjFvMDKaqgNXlRTqnGfaphMB+3xIzS2YpTd0E0EdJzefqOq7nYKOUlFFgowWp3ZYE1+itVvjbNZzOwvmkSaAgqwkTdTpy7YzVYN1ZHffldEOjFk6m4RrbPTDQwrS+tRYhZSmmSmzaSwrghp1DA3xAknhR+vrDuylbyiIZDMLnfQpwwTuK1u02yQvgyaEn+6/rYC9IbUxjaiyEWs0t7bVJdf3W7fEPFsarobERexfOwB+jKyszAEmCzR99TV6jMbqO+j3ZpIwSCwQmRBTj9ndtom7FqNb74NUlkbqUZfB1MJ2q+pKAIvDKQMCsrrisExHwaM+BOOr1QjFlyUKtCelsFhIm6wCYY3etU0k0oYmWBqFLjoDSm0GWSZQAhPVvkhjrRqs7vjNLbG1Zwqk+FC5jsOTDiiVNaq3L42P5dCQfmW7aJBb6+q6BtU6JdTDNc0E/LyhC/tIZ/T0KCeiTrF3z39B7zbWOsLNRwOqdYDRV00tTEgfjKrseceweCFBPBZduKTvBEzotopGmIcGKotC9Y3ZzWXljDjFQGWDrP3VTzmc8dSYUWbcxFt8cTKbA+oqzzq7/b7dQ9BPUawNJzsfj8NpJImwoKyznCj5urnmX1K9VUYhZYq/nkidjL5gnDDIdGWhmdTb2rtPxmOVgkVGUdS3YGGDv8pKAW2Z+G57PyAsrH5XWZMcYq0RBBKdUA2EspUmpTEddaNJudGBdJ04NBkL8sU6qPf/GZjNpkxvSRaDVFQBA9e4L7sjvhemTHAuxn4IMoyl/eB144R41SSKgkwLyC6/B7D4tJpEw1gOtrXqct9zDOuZONzaGhMZLP1f7ShL0P3ZL7tV05gWuyVxENjUP7wEAcYxrf+wEOjsCyCFtydotbU+fhHUGON2eBv1gOuc5DDtNHICAK2bOqmBS1OsuxiYFX2h12e9bc1KUGy7HwghkkzvY1CGbxqA/F1n8tgaDAnC1AXH23qo3bxoSOxunKY01ZqUC6QsFoL6OPZsy4URHfOr6jNZX5Ry9SaF5hk036YhZMPX7YXrI06xdy6Ec8A95b3Osuf2dxxNnmJpxoEtv/TU1r2DZ611eoswI6GcmyymbfgwWpy2mGHBjskrNo5d++lW5jqNxMDQFJA7Y+5kkNZWRzi9/73lZO/YZxxNvCPBYzdEbVP16PFHPiWm4BrZW+72Q/1kjRFnL1G47YOgsjfkc5UvPBCBxeeAsCFRVAIiUHesTxdREvDmRBxFJYW6gS1mC7z7UqRCTsJfqWjOgy3Njzb89hzUWtuYS/rkMoABkbzHwzNa4jq5FVUvjZZ67NEgucB3YKkCY5GFs7KfwF3u7HE/DXPg8x98G8G1EdBXAt+m/QUQniehD+jPHAPwiEX0CwEcA/C/M/GNfwHt8XiDiaY53HLjA83mgAQEeoFjpxR5IyjcwMFMJhVGcKYkD4tno9C7oovSBoyzzqROma/PkTzVu1pUyR1kDCqywsN+3MZfNjdGDt2kumYG6xsV/dAcv/9UNHHzTBQCyOVO7LQaLZiIJBHoqsJAY+ucudcxknsuonrJRsGSZJAmNwMRFQMM9oRiPQzLSluLPKXatVBD7dqaFIoVxikblLSVxiPo9n+JA3Y4aKYapDs4UMTaJzhkmTax4OnPEGTbyp2aZe20B+/X6civotMCzQt31lFW1YHpDva44sgM+6si7BE94sGkbVQsLaAFhHVQHbNiDu/le+JxnozvberVEV8EcWurrmgqbA5lWP46DbMUSbn2WhPkhXgnotJ2Cbs+I0RptnJ8UF0XQ60HAIB+XyTXO/rdXsPs9U9z/ur7QdE+fcMaAdxl0A7UEjqZz4PgmaBK0tzyZNECUcQAl7L6atIE0yW4g+268ZsCAdb0s4VYwYAGIUdqmdVTd98JlILPgnQAEVklT8mBJiz0rBoZOpkHbrkkq9XryGU1qBMh9tIIxTYTpYZIvZURF/V5IYIpc6LtZJr4YWiRkt3YDq8ES4CdZuzbb2xgLRuUvpcPiYJT6Cvhkl6jhvm/u4QZEJXEAlcpKPqOxcVIdCdhuL7rTK7DBk1l4BrS7aSatwd0803Os5Hta6HBl7IYqOOqXpYz31fO68A+u4va/V+Hqv7cqwOyp4yGxNIaEsXU0GaPtXdXJRqGjNJnKmh2PZV774ZF8jvh1cc4A13nwPxEQnULhCS3wplN/jsgo6s0OvM1Ut7WkQDQtDdz8Fo316jGw05Y43nCDd800tONmkgrVawt9eRqK0YgkMY+jQLW1MbsGIBuAbqBkIaPiuFTm3P4BuCiQPB6GIuRpDos1VWC3hEZEaCQseNt4J59DgaYySGE+1B67wEqdV8CEWqmAVQqQicdAKD4cgDeWnnWIX1fI+3owMzmjlpuMywqo+VxASEjxdeG/vobZXzrAZ//ycaCuEK2vhefT9hkrEO0ZMY25afbzQijcdj2scG0WZHXl/gk+WchYc2Yy6IV+5GwPkDBJI2WvWTOE1bTP2UpJIgBJkrghr+2HTfDMNfwGAugz4FrzuuEJw7V4M2i33/eh5nNAAu6YOa8ZI7OCadTtwKe85IXLeGhJgHGfKqTy2ycu0urG7xlgZ+DP6xsuuo4pawUpiF2LqgoxRKWvVmAusKdsYhgQfAC8gVaHnKLp6dQELrkOAAPg/8d2PYxRZkwny3X1vF74G9cw/McxbvyDTbgsw6beaBFsoJ/JYHk2d0Ny/6w6YpFnMuLR5VDOVhGWJnU7zk4BRUg+dT3I40ZjBewbtYGBkZ12yP2LUo2405CbNb2xYt3Dup3GhJQq+EyksrbNN8tAb1IZA8/moeGj99r9cgxcU58FZ7I0mJgycjsYJpvnDM/mnt/75Dfz4rH64UkZN2+jQzwXqjf8epqDmXeZ+YPM/Jz+uaffv8/M36l/v87Mv0O/XmLmv/mFnv5TneTnOX5bwAUi+neI6DNEVBPR+36Ln/t2IrpCRK8R0fc2vr9GRD9BRFf1z9U3/eaakLg2HvCuobmp2xgjnyH/+qLQktVm0M8V3V1bcZRQAkEN7raDIdx0Goy3NCB7Z0fNltyJ14xdqhrUbesmLLRV90F4PbId6wZaM1hpWi/8xTtY+elruPv9xyUwsKHuqSd1nOfgExvS9Z1qx98Con1mp8NrIluFc3CTQaMN2rSIqpZCJ45cf2c6ZzcOatJWrUtrHVlLJBtJFheSuPA8d7kFVG+MQrVoqmNzWpu9lunoizLoWHXMFGWZUnEbvgXWLbYirCHV8II9joNOXOUBXjjYJmiygadJdM0ITDvUANyvwOiKnhA0ztFd9BMtgtWkLfxQ7QkYT2a+yXNRACtLYXM3kMA68u4dovdcO/E221tAOvkdK859HGGssqFO24sjUt8NT+TLEsf/3Qc48/2v4NW/d1Yo6TYZIWs5sIGqwuQrL8jvzOYy63w+lzWctsIo2QVDs0ZnqnHvhFmTuEmpTwWx5FopkZ4U2XWxxKBm189a992eYU+gIEm/FKr6Ho1uDKvLs0/iMHmKdkCo10MY85cGmmQsI9K8WEgS6eJqkYrVZZgGGTraK/i8lC6nweNduKHU7r5Mscga4MmTLN2WAqKA0+q5rHxGt9+fKHJpzUJ8VYYB6/8ZNd10reBakkKj8M9zQF3N7fflNQLzwNlpZh6XmzljKHiYGVgZSNzVYslGAJONGzMZnQEmWvxd+jM38fzfegV7//0qcDSSn5/NRHOv3VYAKF46Gz7mdCpAkXdotYDzyUGN+KEAQxgDrGyZKNbxxkoTb3ileLFi3T2L9XaNDKww5kTD84FnMzExHilNuSh9tLA/PxORQ1GvG2j6quX1KUZxM37NvNDjmcYZNUk2s12eTPzvMiVlEvZjA7Ptd/NCwZJYxmSabt4M457kaLAnfEpEnkthYPfK/p8o+CaYX42BIFbsGQBsQIndh7IMYLs2J9xYLUl8pKBLOKMQ772hkTfWO+Aaeh5PFvZStFLxodC1Swo0ciH3cOmPHuDy97yK4gd74TOWNqqSwz6wsRrYEzamWs/fu69mwNksGs3fo98LnV0DsI1BZvuZNWqAhYLF6Oo2vtelmVEozHj/0Av1ejT2deAjGOPY44d3sI0lZl/AAkBJmkOYttzB+0qm8wBwZoizVjXu1jt74Rkw42n1L3EQCVLAmpP/G7Ej39Rh723rxJgKBo4oq8FHQlPDH0DzUQdHmrHD/CoMKE9bwUTa4rbtseYXYmvUzsfurRa3kp/VgbljEzXM8NP8hIzpYPeu19PRzRLH+n/0COf/d7ex8qMI+3FVSU5sTEOKwEt97+o7SGhrK5YmCcWyFzjLxK6nygdqbVIIUKR5hYKd5nPkeYGtWZMJm2wUkLiuE4FQlKF5pe/Fw5Hsbc0axIDEqmqsQ5Uh2e+SMiBMfqbvVxtLtZVKvqBAkudfxgQyMANQE/coeEhEEajfDbmuMUhnc2+IvJG/2ZfaQeC3BFz4/9PxH76VL/7bxVz4NIA/CODnf7MfIKIYwH8NccF8EcD/hohe1P/+XgA/xczPAfgp/febOihV47BG598LVCv+lH1A7bYguUlDHpGI0ZB0ShqUMn0wSY1jvNNZVaKJBxyV5dHIH3jWjozTtSwgG32RVHagBS9lrUWDJEsolJpO7SwEgnY7JJ51hdP/4S4e/ndrYT40UUjaOh3Q3W2XPjTNYRwEsKRCk11qpWFeMxBM4YBgbJeoERMQxgRZ1918J9xULF4wmgMaSYAmLtTvO3DjG7fRdScTGNUXkC4Mjybh3BW1JTNDs6KwqqSLyzUwn8uM9UYhZSMAHcRx2rEmeYb4232zLqAl7bapNemVT3BQtx1e1yh8Rb7QnTVE2ycLEH1ucmIJbLOIaGxcxmKhfk8SdEuSm4exB4ytYN05K6QB9+twiqWtDRvj5QZJ9SIrSA+uapclPP/n7+GV//KEgm4Uzlupe91bh2ETrTkYEloCo10E78w4sBhLp7RuAEe16Kqp3w+GUnVIaPzaGShjgKU9l1PRiTvQpF17N1bVTdqBwKIMdNxICmwHIJvXPY6BU8eCL8HGmiYBgepJ/Z4/02AZNSsFaCaeBVZ0aHwycJO63QDQWUfC1nwmxnNPw7pBIsaKZlhra5La2u1WsIRnMzFqNINNTfgDEybx62/UatdVa/LJRSHAgl1Tlast0HvNm8ISXjM75VBQIJexv9g7kFjVAKOF4j2XmKsSHAfOzKBOgaW17z7EjX9wDMX5LVkvs/kCtTR9cCTxtydmeM0pO95dMhZbW+Uv9ryr/8ICcFmWgaauxoLyGcNnpzSV0ZeWSJrxYBkYZ5Io56EYVd8O33O049dkIjTXlnXwzeXdzdui2M3e/Jmp6mAqq/eAD4ea9LYc4OKqdr+V0GVueVOA63qxy6nn/dSeCwZQNwuILAsmlfYZFFQxIKDpHbLwTJskq0n3N1CiLF2+6Kw/81IwUFa9Ogz0duNjBSLsuVlgx9jnsPd36RpJI0HZVWb8B4qQ/pEZJv98CfN3qTyqrkNMKEUqJDmSdt87HTiLwt6La2c3SvxVgCJtCcCRZTAzUr8uDWmaF1K2j3mHtXa2h4Nd7fbi5I4kkeaGMTaNQt7tuheKN0l0P/F8DxAwTxmV1kiQZ6sUzyplvfmkjYkUbia789GDSwOgroMkqbEXmi6+ScuX/3sKOQQQYoyBWYA3SEyqJ89nLufXZMroXuSgTxMYa0hy3UhVnzthuOk+YXtNEsPGLqKxtvxnrPHSShXwUMClKZm0ZpgxIQy0N5mcfTZlrxz8/gSnPjRH9aywHXlqMjRl6U3EH4lWltwfxFgFQW4hTQZjY3pstzGj9jzbtTDJYmPSisde/dNlOsACEElpIibSCkZY7eGvZaxi9WRilRB7rmUjVSHx10Fofaao1wtrzuKzSQIbP8ez2YJkx5ps5i8h+ZDGGDPJbkqc9bNKY+XJc923y0EAIuI3/PpiPIjoTxHRCgAw80eIaJWI/uO34r1+W8AFZn6Zma98nh97P4DXlPqRA/gXAL5L/++7APyA/v0HAPz+N/3ePkJIC1zrAlSVPMyba3aS2hnX7jg0SNo8a01UHRhQeYRTaJvvocUlJfFikLaHj/X3rGNv/w/tfvjYTAm0fHiE8VeeDwZo7Uw6zLO5JL7q4MojLSwi7arN5zj+3Y9Ex2umRzYL1+i0BipYICIBJpBlwMYKnMJmIIFtKEDwLABCYg/AKHlcKJtAUX1DOZ1uXS8mSb4BWcIbx2EmOhACsQZ564LYdeOZdO9obVXe12hspi1rdFKELqc0eht1pZuD6EKVfq3JCNkm3Eh8vCPe3DBrBlaWQufsKRIG7z5Bii25r1Ho5CuN3IsEYMGA0pOAhuTBpio0dbzWRTP6vE8iaCTRDlBwY72aTMFmac9zSSgN/daEeefbngnFOUVu8kadThhVCUlcBIiLgekMl/7MdQc9XDvfasmm/nhfz0c3TEvGqzpsrPalXTMHKdS53jTc7kMwm/naanqTUKcT2DSNrpON+vPX6LQ1QdEEwmiyDZCC2pn6iSyaH3lRrcwDe926lwU508GR3uNKk586PJf2bCwNxOxvpr4oRYnI2FVVY7SWzrn2Dpfez+Kls9IZss7KEx5eAGtXgwbq22JJo7IpaNAXjxhA6coKFqYpeNAN91gLK3N5l+tQBhqo/umeAYB2WHXCzTwPnTxj2Oh7BuBFZWitljOEdr79WaeJQtkiyAsBdXpduBY/jrUIkpjyzP/+FpIrdwTssznoiRZj+0dhBLIyN0ilEdTrBg8NKxZsuoNeC19vloiqmacZ0XmB087CfPU8B7Z3vPPF40mjm9nQ0dr+WIc4aywobK7BGAmWTBORSjkmC88xANSrg1AgKsjmpsUGBDbHMS4PJHYb0DSeINpYC75BFoMs1hkApnGlunQmUJotiX6SwzwEUomxMrEpCeDi6lLo5M/zUFSabjki8KmtABBYIW0eNrbWDexVGQB1OmG/UHagd1rt8xqrUrvzJh1wGZTp3qsah998MXRngUDNXl0OeyoQXlP35s4f2kX2Gzck3k2mYdRdpwMey73moghdewOg0pbsfRS5hMlzp4hCPmRr1WQ4LidR5k0zdmtMCHKgauG8PX+wdVpXwuKazgJQFsfAcl87s6nEl0oBZDU/jnSMnzP9Wo0RoJOpSDKc3UOLBaCuTVpe8kKLD4+kaWEGhjaZzGK1eZKY58qpLV97T2qky84EEDAxgPoNNrRKUJ3+35iYBiAwO2zfNHmf5g3OsrX8JyJZSwbAVWHk6YJE0Bgptufo333aiEoLEMUYfv3FAHqodNH9v+z5aLCh5M1q3P3WCPGVO7JeVCYjcVrZOFUFPjhqMCq0ydJph7hk197G61pM6/clPpukknW9mjFnpXty85ziyMF+Z7Ua6AIBGAzs5dksgDxWKyQirzZWkMk0YBI2VhPF+TyYKnZDAwzzuVzf6Wyxmdpcu2krjD7NC3BRIlpZDo07lVwYsE/9voPgXNXA8Q2ftPI0jbS3y/E2ZC78CWY+sH8w8z6AP/FWvNFvF3PhzRynANxp/Puufg8AjjHzAwDQP7d+sxchoj9JRB8joo89fvzY6YWkJl8gAtZWQoB5vCfBUOfYm5mSJVk8nUpgyzJlBmSeaMqMWEVAjTrXpESVjcCtG7gnPUYD1GK1vHjSEUHqtoNXhI5R6334RqDCAyDr3o/HWkA2qVgNrbRqqxwcMXoxsFC4yvm3HLWmKBJTNaMDKjPCkmeUJerDo9DRYgafPa7UqZDEW+Il16l2SYTLChrnsYDW2u9bMmDURfewoIAax7EkByxz7+uHj+TnFAjh+9vBMDJqbHBGG1VquksejGbGofBw3aadV0RBw+76QTX43D904OYL6f6+fu0CkM2lQb82bwgf4WWu4cyhQDEKuF1b9ftw2l6DummbbzNxs1FWcgJRuNaArCHzUFC9bH3+hIM+bIVMHHnisP7/eU3+fyByGXc6n0wAc7Q3na2BcqotRFm6czzX8to8HMn5bayFboB1eV+nuZa53mreqcCGTaxwT4JKx7RurglgAATWTlO2pMmFSxtSNbvUrhxs5rp9Fn+2omB6OhwG5F+L0mh9Vd4zL1A/2tFnQGn7V275yD6n0eoYMXf7tzGBVQU+PNKxibo+DaCzAtGKr8FANcccDCAjQvrJm3reyRc0Eu1z1m4sIyMdNB2OpfDQe+LUzqp2YEjM0DI3i6WprUEp4ClrwQ0CLU7ZaC1L+mudBqRGVFwUeo8qAQ2Yg8yhlaJ44XToZjIL6MEs3c+qwuaPXxdQy8bbKYjMRyMd1Rs55RTa1XO2V9NMUwsTHg6VcdTyfcO/bD0qEOJdQde6tgMgoNeFZ3PwyU3Q0iDELV27PJsH80OlwzKrL4tJxFTja2vV47LpfLU7R7HuBxbv9H3MeR1x5Jpj17Jfu6OO+5XHYwMzbOTr4rM6DQwV65bO5qCVJYlder2p3ws68UZXNH7tnrxQK326tdtgiggTKdcxyNopHI7VuycKLAkDwDQJj/aGzoL01zMWhPk2NJNxlQ25KZ593mbh7UCErJfyhbPhvjVlIMokWP6Z1+T/DeC0631wpL4XAnpQrwczTETNspcCARAuhNFTHx65dwP1ewFQsqZHEgOHUkzVR0MHLW0P4zwPjQxdL7Q0AJLYC10B9maLspZm4dKQDJm3hD9/dn2TRAo9u4b6mf3Z8M5zy30pbOQfNL7XewfaaJG9vVagXxokcYgZRemyTGGQNowmZ7MAAlsx1mnLXqTSQwNm6M52AMAbLMovaN0CzvQUlqzKAxRsckabseyaa8u8fupm8Zt6XGp6TXk+a79bicTCmYAGcLj8r9F84Rr1s6cdXPR4U5beLR/8/NXwPib/OxqhHk+CpM7AT3u+TAJnDBdlMPFkpiOclf1jk5MUaDIw2cdwmnk1EIACrsFHwxDDyzI0Oaba+TfvDFtjNbtEbKH45nphrLl5zXi+FlGYUlKWDk54Q48a98LGp+vvcV6gfrwbFkhEIic2BoJ9JmVX+nuUlU7FkmYVT6eIVldUSi7yj2hlWS6FSdR0ndP+kTAWWunCqM4v1YOIkUblG359kR4RNcwEVSHw5E7dv9UbvRUvCgBE9JNE9Ok3+Pquz//b8hJv8L0vmGvCzP+Emd/HzO/b3NwMneVYxkTxbC6do7IKNNmI/N9CBRXtKJdCr+bJTAvVuW+00v2Sri8zh4fXEF3AO7qIxTSM0lQ7HXVIPJWelN546J1C19XPhQbl3SRD0mtJyK0T5l4K9jNRHIwcy1IK/rWVENBsrWlC7VTMyQT1utDG3KxFA6m7tlvnERDk3+iSrRTR3hC8fxCQTQUSXKNrhXKls3fNhEoZITydOY1QzBq1qJ7NAgJuHRb7DIou1+NJSMI1cTazzMi6waaZdz8IBZMiCuwPRek9WbMui6G+Nr/arrWCCj56K2v5Zxd94JsPOp+zdpn9s/NsJsnQdBq6Og0d88ImM58HWrhuaCZV8SRQu2Lmpu1rpZkMAwIS9HsNx/kGAKTvEV27C3OGD6CGJFROay+EMQDAZTjmt+DglnUw8jy8TxSDT26GbkxDX0sz6QrxeAKeTlEeW5F/KwOBep0A+DCr3KihC1RQQ5KUGHjwKBiWWSJfCG046vfCVJWWeonodbaOH3U7wHLfu9g+is7WrAESen1tM6539/2UPOFV/WK0tuJ0a/ONoU7HJVF2LZqgplz/yinS1Ok0aNZBK+k0eu1Eeze1ZvDpE3DpwJs43ijuyoQEBesiAg5Hcg+7GrO0cOVmUaBrkYdj91TgOnRArUPjOu0kdimW6X9tPbElnCoBcPd+XaecF0hfvh1AYmpI1yazYPA4m4fnRUdpUr+npleSXMskDArmtJGAG/XZE84G4qm64MeRTDcxY9/ZDNXmipybxlKsr/qaISu+rNOVtkLXuN8DTebgnb3wzFqXX2VS1OmEtWPAo+nluZbkGwAPekELbevTAMeGkZ1311Nl8pg0y9aRstiitRWYVhuQIpeWlwIToKoCNdoYcKOxAqStAKoOR2ENRULdZe3KmWkvAF/j9Znjb3rdvuHaNTmEyQas4LWCyCbF6HWiRIB5Nx+sRDJjoL54Eym7S31HfC9qpR4rbS0Y8CAxrBvAdiAADwCSK3dgEiDvTDYT/Kb8TYG3BSNZXadNqrl53CBJUF04GZz7SSnzKqmwKVo8m6Ne7Tt4Qv0usLkmgKjJa9ydvxGjjDE0mbrvDYgEFNJpAACCsZ2ZwJald6GlmSASHWccGKPDmIrGiLQYYyCYFXqWn9k1scLaCmi7Fyqti5YGoG7bi7zmnueO/lpsoeYAPptW37xvDCw15g3L80VJ8qa162+0bg1Ydt+E4VB+2PIF81tosgiV2ceTqU/kcclGZazEeZCdWO5m37Oftz3bfIvkJGGSAzui6/dDvqoghU8ystjSuI9yvcSU0daZNY7ciLLBhJl89cVw/2z9p8nCnsujseS6gOcbNBi470JTduAASyJrlNrCdLC46Y0KnSaEOArs40qNIZPEASljmHBeyB5jOaK+vl8LM6lMkuBvZjlxU/pquanJF/w5YGWvZSGWmEyGSKQUKk10mZHGFh6NBNgwxpn5l+h52fWvx5NQFzwh4+btdsTgN/z6Ij1+HMAPEtEHiehbAPxzAD/2VrzRW3b3mflbmfldb/D1w2/yJe4CONP492kA9/Xv20R0AgD0z0dv+rws2TPdqemUzBQsbriFu64r94TTqKXWFdbPGt7AUHSl/HqnHVjQYbIiwq6JBHQMXxVet+FgawHBaa51FQK2BiYxn6lC0mpFsJm2KY2fh6PQBWxQgptoY/H8KZSXzoAe7vrmwUb9qiqfKUwN0zTqtAOKarIHHWXjCL7ruio3waRuR92UC6fWoq6la2nGikZdND27Mxei4K6rmktAE1t15w6gxHyRmmaHbegRaVc3Ct0k/X86LXp/WlsNwJJ6WZi+zc3MzEDMqNFq7lM3pxQ8yWEIfTvzDc07WAqMeGFGJF1XLehJJzj4ujWabaQgmwFbasrIZSl0ejNVakhUeDLzzZ5slKMCBKiqQLc1Joz92/XF4tNgGnWn6OtEAu/uKj3au5GadEXDqUsSmhRgod6LuWNx+SyS24+k4E6lGLBxVNHSQEZWGhU4SWTzt+5nVYve2zo6BjhAnvX62FoAJpt0XR0rZSZmPJtJ506vQ23GiHYtpzPfoHk8Fj2mdtjxej+PQR+UtVDv7Mn3Yy0w53OVSUQyScBkB+opgKIE1leDyWmRyyxuA0OskFDKMPW7i0mjGd/euvdUc6vJGCia1FiMtTjo0iSWaRBc6jg3BYKsq2SyM9Lixh29FYzi0Vie034PUGaDe+wAEn/yvFHkKftJddxufio3O8gvspZcY5XdmAQOg94i00nXkxiMcdCiJ+IFQer1YxNkHBA6HILiCNN3nUb+7nOIH+1LzLWYeCTyIGq3watL8udoHLpcFk/nc1lzKosxw1pL/Hl9Ra6ZFnMOVOteIZM2tJA/HIZJEvN5YGZYkVpVDnSIj02Dmmz6eQMMsixMusgLdzcXui1JAaUAr8sd5nNga12ej9FYQaR56JQtLwVGgUn6dC04U4oiRDfuBknHkxxG2e71QN2OFLwm/1JAwTunCjbwdBo8EYzaz7VTnn2Nud+T7sGWM1jX1QphHfds4/V8xJ0BTU3Pl4avkZ+/rn037dMmywIQbXmMSaQAHw2JskSyfaB+Kbk8U2YAp0fx/CkUz59C9PhAfrcsxfPo0a5cgygClgficQMArVRAWrs2TSDEmAjWQZ7NgjHvPFDWpemhBZDdi1RkTGzeHbaH2c9wHeJeXoSxwkDowDvgEhhK3oGezZ3xxaWOcTbT0oaMjk4fl/eaTAN7wGSuHdHxu0dQuy2jEb3hEwn7aDIN9Pcv9NDY5tMGbC1YvgOoiXlg5rinEaBMxDjESCs6Tbqka8Z1+sZssjjoTTUFuYoyyC+j2P2ifB3Zfmtyoea6dUZCHXLomRW31Hi+KHxGjeXdj94Mcpkm4JvIZyleOIP83edB23sBsKrFpwGpSCl40AtTm+yzqtzCPWcA+flOx5mLPM8bU4fKIKecNO61GR132t7EYm0goSwFRLE8XplRPJ3JFB/N800u4V+2biMSoMwlrQoksY4Ubsh0qStgQ2Sjvk2OZuBWqzEpCJCYbgwYzVtsStYCcPglfLwNZRF/CcBPA/iPAPwpiGfh97wVb/TFDC19FMBzRPQMEbUA/BEAP6L/9yMAvlv//t0A3ixgAawuNXR/UehaGTVb5/dSEoP7kgRTtyvdX5vUYNMaNJA1xzh6wDCUt6qCJm2eO/IIAAsmV3UVqGIRAbYZAE5zXAAb2u2gs2q1GhQs68ZpEI5DQWfvCQgS6WgupBinduZBOpqXSF69C2ysNjoySeiYageiVl3cQqdFA4xTnYHQkXH/iMZG3EA5fYxcs3Ng1HrrsnDtYEeYB5+L87J1M43arRvcjX9yOtBSlWKOBhAim4SYgNl0CTFtkq4wHj6WzsT+oY69VE0lafBOxFiOR2PZtMx/wDY9SFG7AGp8oYd2xRdkLoCbaFnSSLrZcF54kcvTmSeGn+P7kLaCBMbQcW64cOu8baebq0eIazWd4huFzc2SUzVTksRMuyEGrNkmb/PqjdliiLh1M4s80MvLUgrs+VzptUrftYkORKCakb5yF+XZLXlmttZCwmGA3KM9Sdw6Hfn+vDEhpCGRcPmPSZ2SBHTjnvuL+CjQOHJ2gRc5pq01qjykmyqGS7UydCq/bjweh+tnz3OW4eW/Jjp/0o63X18D16oqAFc1C3gW6UScU8fA97fho8+yTBKBXle6xlbEqETCz1sTkno8Aed58B150iOO3eMFpSTlwrRqO+vLzzGO1eyVXA/NeeHMAB+xmDYA3yh0II3l5D4PBqBawqOdTWOlNZNY7ncDS00BAfMoEQ+XJExAaaVCr9b44x4CzGFGvT26OoaR7m7DJWcuZwixj5MI2cv3UJ5aFwBA/UW4sHnyDDzaDYWIdRgt8de1Y1pYKbB1n2pn4Nv3BRi2YrU053i5dtH6aug+mpmpsRTsuXh94qgFl7PLjAWRZXj8z47Bx3xq0b8wphEILv6FxptaDciObwL3tgPwoywe6nTk73Z/ba81hoixWTQ2UafzdGtXixrvipuBbhQHFoH5BRkwbUxELX6a8pKm5wqyTJsKWggqK9CZZQbSNv2HLKk3480mpdp+J25ILZoMhgbg68VOEcZuu58MEMZnK8jm56QddxtfZ4aIVRahdfU+qpPrEmPMJNn2YgA4HIL3DpwZJyDtLDwDk6mallKQyihg7wxO6+xSFExAjQlgxV+RL7AdAQQgRIFTu1ZSwKcB4FSa+uhfrsFHSppMyVgNev+sALQpAAbARcc2gYc7YQSvdoc9Nk3F44AMuLPr4xp+od57s+oJDlpb8XzGGHouy4vVSyGKQ1xp5Cp2WBz0ZpV+uTeC5WQG/k9nQdboIG3tIKOP/tVz4KKQtZWrB47lJmaGOm80qLj2ppaxaR18M2kBUfA2Mo8S20t1LYp5N0vRnCSouglan7qJ+uSmXKNu1++lxXzsH8r9WF8JDBQzJTb5s8kSi8J9cSQPnmpzUtk8nU6YkpJorptaztpodgILzT+u1ODd2FOjsXxWbSzavRv9i5VgLE46xaJ5Xy3/VSNpzovA6thcD35PFleMCQUFo2zPKEuXvhoQyvN5qHPeAQADAUipfMOvL8aDmWtm/ofM/L9i5j/EzP+Ymd8SJOS3BVwgoj9ARHcBfDWA/4WIfly/f5KIPgQAzFwC+NMQGsfLAH6QmT+jL/G3AXwbEV0F8G367zd37B3IphQJDdaKKpkOkTl9lusaGI5DkWU0QetSRJHTwyxAGh3J6dL6ugCcwum6PUNRDX2FdPE8YJtplaKM/jpxrOdUqA419lm9/lna7aCPNY2abRKA+0gYjcvdeRtjrOKrd+Xv2zsNxFSLEDUFs7FY1FXDsV7Pf9+Mn2jQC2OFGiwCNDSKAJxy60lbmvgmCGCxE6PJGZ05If9OEqGwtVqhSPTxa3KtnvnT2yGRbqWOzgKQLnGnHZJXczJvZ/J6JidoMEXAtXTiTPZSlsK2SKV76tfezDBVnmD05Sc6oti/rIMqrxvWp8taGkaC1pVompc6Q8eAFOvsWrfMPqt1tXWTssTdu4fdTthsmtpBfx0KYxWVIWDJMhngBARzpuY9t/ePY6Hb2X3XbjpbB2Oei0GXJr2dX7sBcI341rb8zvaOdLnzPHQwa2Uj2BxsNev0+wugPr0VaMHmLaIJu5iTygZvXhCegEaNpMr8N6xwMKbUiS1PwGnQC7rL6czvDwBgOsOLf+uefE4DFxcMtyJgayM4nKeJU+Axn4NGU09u/Xury5LUj8bB5Mzupz7j1M6EztzthM7ZxuqTr119tqWbWIfCYZ4LrdjkLUkM7mRAFHnxAiB00Ewbq1rQhfnhHJIvngQqMWkHzpNoSNJM/a77Z9gYLprOA5BmyZ9qj00qIUVGME30vYB5kQJsReRcddkGbtWs7vwsAPfWmsT3Ikfno9eAOEZ846Gc52jsE0VgxqdJIvEra8naM5Ncvc6IY9Qby6EzDUgcnDYmCOj3vPA0f4fhSO69+YQ0/EJcnrC1Lv/utMPeWFXBn8SptGNs/fHDIBM0LbQyBqnbATbWnGUjkpUG4Hw0kris3j6c56ATW4E15Oyxxj21+GSTh0y6cmLzydcu4PIl979QQJzMtwloMABqKUpt5rsxtpq5QEOTvWAMbLIqZTmg1k63sjAcNFAQx1mDidLn7bPr8+PvaWwQNf0UKYGCo+ZrkqiBrgEhxsixtQ0Ezb4VqO3Mgd/2p+6IHvvWQ3mupgqo9bqSGxiTzhonth/Y+tH4W53acIajd3od8C9kj51MAp2/qj13kz91vZonh8lpylKeGwNVGhIRn2jVkFkN/qTmJgY4AOFPm5Rla1e9fpxafngUPqsBRFbATWfKCIlCM8m0880iXtcSra080ZLlQ5VAWKMjisUPQ7/HJpWw/Q2Asy2tWfD6ZohJ8uz8DEzQ++DgouWaCk75xCEDwM0zINWxi9Hr8jyTzNr7KMDhGn8DlhRs9P3X7pfdY1v31nxQHwHqdmFm5e1fuy6yrbuPJJ/TSRDU64qENgr3nMzLyGO9sK4ojlCf3mqM+o0D0AUIOG5/n0zkull+Znta3LgHFgctHhhrsDmpI00Du6LT9pyo/0ePfB9EHC2yQBqeXfIijZokjkDDcWjY2Y9YoyovZH3HcTDxNTBfGW4GeKNm0Mbab7k+vxSOtxtzgYieI6J/RUSfJaLr9vVWvNdvC7jAzD/EzKeZOWPmY8z8u/T795n5Oxs/9yFmfp6Zn2Xmv9n4/i4zf5CZn9M/997se1sXxSYJcKk0/aaRmHVVNIhQW7p9WFsOHaSkoV/1MWmxMA5sHJZpfo36WrMWaCrH0AeRFCQwnZIn2pAAUo8nnhQvvJdtWIqIBm8G1X8ZaltVvhFTrysBupXiyn9+WTc/0W3zbB4cec1gzBIanSNdnzuG/Mx62PjrShJ5TbZRaLCP44aeTWUIRpX1wl//bii1HSb5sALSaHG22cW6ydzflntRVz6L2/WT1n2zgGfMET0HAwQoU/+I6SwUFTon3t7XE3croJuBt9f1jom7/SqLwzfKuVCm+eQm6pX+m12qn3uwFjj22uqw7/+265YoPXw28yTTWAZO7Wuuzc11WVcrA6e3uebTTJxel2R8Dqig19vHcRp4Nhovdo2b+mX3UaBA1bX7bV4WymyQDTJywOj6f3JJrke/J8+AzQ9Pk5Ac2T1TXWvxlZeQP7sl69Q6G4350dRK1VBM9JDFalv0v3qOPvJMn32fOqHUVgABOOl24OZvnU7orsQx6oNDGU+rhSfvH8rvWgfBwB3dvHk8UdlTEeihRR7YQLv7IYmwYrEU00oeDgM93dzk9w9D96lpQmmMiyKXn3m040Zf5fljqJe7T750Va4j4KF2KYtC4u9EiyIioKxADSM/d5nPlRnQBA06HY01MrfcjeI0xrpnjcUWu3eJSjSaY8yM2WUUa6ONNmUbuUwP8mcqVi+ePA/dfZsspM+QeRBQOxOfGwCvfs9FNwFDXQMPHy8UUr7eNGHn6RTlu55BfnbDpSI8m3m8t89IK0vOmMjXlbFQc9Dpm7SulikiDnRZ8d6k99p6NFBdvWh4OARMmtOIcQZwNo3CqNuVa2cgABAkI4nImuhoJOelRmHGLnLPKWMxWfzZ3Rfgt9eVz+pdSXaJkBVN9r7VuWOoe08xLcIvskoB+r1QNFiRuHDf2JsUboBpjJuaQwdbxzlTL+QQDuKnrVA8lyrDa/oo6bV0vyaLQVqk1Wom6OyJaaNzbb8L+GQgaxb4ZyjyENsNhALw2f/spACzxpo5PArSziabynTfAKqT66hOrEkzp90OMtL5HDbJigb9oO9ugqeNuGW0eTHTrBbWtoEDnCtLtPlsG9OgLENDxa6XMULMNE8/LyUJ+GgUvGmaeYXeUzMKdPC2FIPuzwGcTI5iso1O2ynoRtOvj4ayv+ioRAP8+PQx1Mu9J1+vDd07DXRKgnkiGNhpe1mRL/p1NSbOOHDbErBI9o+273MuD3rdNRcT83jxvLTJRO12KMaN4WOTDAzAsGcZWFh3wrKbBFDTJRXa4HMJqDR3Xvk/PyvXQBtIJp/z/bQJHqXyM9XJdZQn1yTmGXAxkfNzM28F/hbGb+dFA4SOw7mbn0xVSeFtvmEqgRBZc+nPvI2jNH8DIgVuXifD/RzGA0WBgWjSOB2huZCf6PVApCPpzRPGJMjGNmnsnzY5yfJyHo0bOaiCS2kCPrWJeunJ84W3y0EAYqrf8OuL9Ph+AP8QQAngmwH89wD+h7fijb6YZRFvySGU11DImlmjz9C2B2tBk6/o7s5eYzSXyQvUyMikFuZe63QxcmTemAvlmQ3R053YkIJzdUk6rxpsudZOp5qcmTMrAHVkjht0Twu8HOhoQNjs0Ugo8iJ0l8oSL/y9e+oSrewIHzUWijhKYtRntrD/nZd9w0yGwdDMQRGblKA+CdSWxIkPj0CDAeqLZ1Cf3QpJTETeBbGujFEyqSWdYNNWe8JmCYEF4CarQQMvWWFr3SxLDpIEN/5P73KDspf/6nm4DKZJnTQmRpaB+pLwOM3LOg9EQs2sedGF3ApMS1qYgx9ERKB7jxDtHL7ptfo5h9E2DWixDUALJhSlgy0oy8CS8A0/WigeuCik+3kwlCTzaORyBUoS8LF1LxgMcJtdPgVsrKE4v4X6/AlU544BW+tuzMbM7hpOlkRZwqQUR0pT8HGlIJoHgX0m1WdjPg9TGzRxgxofgWtc+PuvymfQDqZpAakV5qhTFKF46Rz2ft+LoKUB4lmJ1u092XztuS0r8IktmEGky6LabWSfuAEkCY6+6TmM338+FE/K5KFuN2zSNh5rZdmptjYn2/WepepO00YhYiBKzWEiBtdKES8dhDz4PS85oHHv330ugCNGO6YodBwjEmBhNApsCntObI2WpSS0lgBpsmeMG1oaNJ6vGvGVO4gfP8XaVbqog4XqPUCxjkhtmAZyUQhYkCT+3LlWFxDWQl4IIGD0/cNhkE60WuAlBZ3qys0b8wvHwN02yrNbqLdWUZ7ZAFaW1GeighnjAgBvrjlIagkstWQSBa8tL/rsNEAyB1wtOTYwczoVQKks8fzfvhJ+15JbwBNi1lFi5aUzOPhdl6SDNi/RursXCkUrUrvtEOtGE+/YZZ+8DVCE+ZdfwOg9J6S7a7Rx7ZQaaGgTM+j4piTWJkFrjOx1toP5McSRgxfO8DCXdS30rSjc+92XHby9+uefDR16e37tdZUlQd122E+zTOJvsxCKKADW3iFth65cg4YNIsSv3kb84E33Hz73qKsFeQiPJy5rom5HQV8BcJEXsm6suFZwzplhlqyrRw3P52JQWYZknow5pIURqkrMFDsdGVG4tQ4+sRHGn9r+aOdqhZv5Asx1qlCsnWsDz/15ogUatb2vr1/Ll/ICl//KNdn/yhLoduR1bd8BnFVRP3sKo699Vj7PvEK8cwSn+ts5ra64jKhpXBnfeAhQhNHXX8SD//WlwBS168csI3oboAKtLgeGQCsVoLEJSjXzJAqf0yWGljsZU7WqQEt9HH37i/46r/2FS6GINamHAe8mK2m1QjOo4TPkTQ4r/Ircu/hkrFN9Ll2G2m4D1+4g2n7CtWs5iBXnE2H8CEu3LdfM/k/vuQMggDCTjHmjXh0i0ZWxyzye+MQiY2hQpxM+c83C/ut3wSfWga111Cc3Zd2aUXHD+JHStDHiUyR5Pg540At7qa4DUpmfr1kOebNPqapkL33h+152FqqbB9t6sMZXWYJPH8P0vedB/R6iWYnk9iOJTc7YiIH1lcDYMiC/lSK6dgdIW6gvn0f9zMmQl1pjQv0vkCQC3lsTReOVNzHtftgEEQe+4pDXV5X7fLjcTFnA1M6w/7tfdMDx3r9/OfjuUBRAZPs9jV2yHtgnrgGQ91dWjYGNZJKaOBYWUVOuG6vB9PW7oDsPn2zdvo0OorcXcwFAh5l/CgAx8y1m/r8A+Ja34o3eceACrS4HRE5dx6OV5TAVgtmnRth0hGbHMHSxVAfbzmT+ekM7bWj15KUTqNdXlLrUkk4OM4p+Kug8gGg0Q3Q48g3bDJrEfXYinYGJBnHzNtApFTwawzXq5vjd7NpqAHXjP0X/rbBzxLGhlTK6p6G6XFaIDifo35EkYHKqi6qr1FjtzomGNw9Ff9GYNx/FQFEgeu0O4j1JCKktEyWMlm3UXTH4q/V8m9StRuISq5GXATdJEuQYFnSNrtXpLNDgn/1/Xvegefmv3JDkQqm+bv5kbtVlqSPypuFaNQALSpPGWEwt4I5tyOezNeZ03VJ9BWLRwz/p2o2iwF5Qw1BaGoRr1TQoTFvg/UNn5kghymGzg2zm9VIX5mHh15pr7H/jM+C2dhdPbLm+vW5F4HaKZG+MeHeIeDgDzfJQJKjxG7UzmXrQBOm0s8vzHHRvG01d9ILu1Oj9tiYKpTg2TCKFKZKCBj3v7ttMbeuk8XSKeFyg+6gEygqjMx0UJ1dRPXsiSJfamZxLFIe54MpGMJBr6edeQ3t7GrwHDGAYjX3D5VrHUx1K8kwntsK9b3R4aWNtMWG3roF9tvkcXJQynaEVRgGu/ttX/TKe+qcvL3aJjVnUYEPZjGxzNbc/m9KJpu7dNOLNkbsGXHFZgpYHwZDvSdauje6LwrQOS7SgbBnOc0lk0lQKcS3OKIqk+NLnzAx260HH17WwCaTjffCBU6gGbZnw0O8F+mpC4E4L8f4Y0dEE8aF+xtkcaMRdWhqA7j6QezqehK7yeCLnvr0TgD2LlUAwPFQPFwBBa0tR0AIDct5Zy5NT73aXldNd48MZuts5UFaYnOkhP7UqMSZV0ywiZ6H5c9MsNCNC9vHryPYagHqRCy1bp8J4Uj2dysjcQswwnU1n4FVZSszXPcbXlU2xqNTcbjoLhT4A1Iy1H78qa44Zz/1dLU6tu2dGfu4VxIGd4sy+lq9xlx9qd9mASR/VbNdWQRGUpRSxR8MnXrty3UJH0T9/zQqS6YQNBW54NArddu1wOkiuBo5s8+eBhdibXz6NemNVqNlqIOnrfqmHaPcINJkhOhiB08Sfc2fNmB7cgHAARCRAonUayxBPfbzpfL5YEJdlANDMF8CMJs2D4WgosbbR3bSObnQwRntHnotyvYPy+IrEOZVBkBoH++dvsghYZFP9X7qBsisxVEZm1y4n4YOjUOhb/DeQ1TwLGoUyWYPGvJ4iEkDcO7+y/upnTgaK+dEIyz/5ql/fi3/nFd937bUMBHfgSRlWct3ikIOZ9MWukTGCuh33HJKLVfo46Xo4QqSeK09y2AhMf13A2URcli7d8Lz19cy5JltGmXLcycJns/UNYPbCCfHnOhqGaR51BUQAdzJEh2PQaIr4cKy5bgWTrBp4yOOJG9hKvlW7lxDv7S+Y5nrMtbjRKIZ9PwTCqM1UmUJmtFw2rnlVO9OMRlMko0Ji7tkllOePyZQp98JgYPdAGZOx55AAfMxu/MotRJM8eIPY/bXPCmXY6DPKyohseoqYSTj1+87GNW8cGz9u7FMAMtZZGwN8eISVH/2Mf6ZT3/9pZ003gcKFfKsspTH6+gaU+ymQy8wcRFJwhJq/U1Wo9/blOf8CJqO9XY+3mywCwIyIIgBXiehPE9EfALD1VrxR8la86BfzYZRgD6qGcHINLupAVY7arudyqlBMrhk2CjqXFbB3GDaMqhJEv6rQ+Y3b4OProEEffDgET2uUz51G57XHYrA3kKKc53PUG8sozqwinldgAjiNEI8L0Y1XFVCFB5WZgdkM1OtJUtMwPgIgnWY1oqun6rJsvg5lqcWU0uK7XQ9qtDyQJHs0wav/99N4/k/flGBzMERrMsOj77iAzR99zenw7uB+NAyFrSVYpRo/zufgUhJu1tnSbsgGZVvkBRDVgeYaEVCrIZa9lhXxrYaxlAa++mgYNGu2YVhyZdKILAssjThuUO0EzCCiMB7J0Ow4BhLVuCn6LF0+owoKyuuu7gfDgEobZb3TRtRpgw9Fx8dPYejopqN5w81bzRJZtcdsHTtAaNK1Oq3bmDsFG6jb0bXwCObhAMB9GlZ//iaKC8dlfNz+ETgiFC+cQvfVx8BkivziCbSuDUFlhfyZLRSDTbQOhNJbtyJQyWiV0plzBs2gHyZ11AxUWGSN9MJaBNeI1laCf4XeF6dS1pU8r3UdXl8Bg8/+9XO4/BevAkmC6M5DdHY6ePStZ7D5Q5+VZ8Y22FoNOFlej5YGqB9N3CMirLNKPEgsmdcONSWJdFeaUhm9v/VSB3Ep3QXKC3C3jbrbQrQ/Cp9ZCwFudriguvHHewLCUChIzOCSOp0warGpHQac3cOzmbJu5v5vUISo1w0aV5MHqH6YR5Mwq74olQIrhpXV6gCRTtt44rVrYIYBDDUDlSaJ5kdDMmrSZDDeaQPkXm+sgnQCB23vhc6Na3VbWPnlOyjObop5794BEMeYv+sM2jd2gbxAfn4TrRuPQLM58udPoOhvoP1wAmytoG7FoKJCMp3BTHs5z33E7oLcKY4dgG7qqgWIGQZmFKAAWexrX+RpU+8aU0sYAzv/dAUbf/SRrOftXWSjCQ6+5gyWf+KVAKg2gTCl2lKago2u7WtCOlPJp64DxzfBaQI8VopzpyPFRayTW2yMHIDi5Bri4RxIJJnmVgIqKtAo0HBlIpHG/jgGktC5dSlEp90wZGusUYuhTQp1XgCxMiHqMuzRltxqp02ApRaYU3FwnwbfAteOl8o0U/kXp0nQ+T/JYXtDUQKdhowvSULnOxYTUp6VjRilxboxc8oGNXnvMOyV1v1tt9F6+S7q05uIBgOXLBQvnkPr9g4wz1FvrCLa2QeXJepnTqI6uYz04RCcJqj7Lblv9x6GYl3zAD48WlwbpXbHrXNprMBWGozijKU3F1CV5zbasMGg21gBHQzBdY0b/+AYnvmTd2U9jiZIRxNMvuwsOh+/JYUVIPlEXss+ZfrxJJHCRhkXblZa5Djz33zGafis54M4DQBKp+1AHjMDpzal0z9YBenUI2yuoW6nwHIPVNaob99XcGMSmAe2V9+4r15c6cJ+z2WpMYhDYW0siZhDXLNJHnY9Tb6hDEiXdLTCRB9aXZb7Y/KWNF3Id/CE4IL70ehruXGrgfnqI0KxvC9l1mTReIIGW8zMQ/cOlEFQ+75ErRban7mL+tia7NkHh+AkQX3hFOIHe8JCGvRkis1sjvrcMVSnVpFuH4HSVdS9DDTJgfuPFlh8ZH4q0xm4qmQspHX4rcNuBWyagHNlXB4NdSxuI/dQlps3MyztqCsU/6qP9A8oK2/3AK3xFOOvOIPuL70qo1VTHdfb2EedSRXHci41h5wYAO4/EsZxXQPttjw7sxmqy2fBaQTKaySv3kFx+SzSK/dw+M3PIp7XmGzEWLpToPPqI3DWwui5NfQ+rPGhpVLUhs+QSY2orFBbvhARCOQgm61xm37nua4xdao6eO0AMP8pl8haLClE4sm11kwntmQSDBDYrTb2PY7ABjB/CR8EIMYXrQTijY7/I4AugD8L4K9DpBH//lvxRu845kIwW2OnENqGYbN6qdsJ+sOydPNBRygBd+invqCI9n8+k34uNHB6uAvM5qClPvj0Mdn8ywrFcycR7xxKwnlsA/HhGHUrQjycIcorZFe3pbM26KF44QxodRnlC2elq6aJ00IX3ClYwZSN57nO6S2cMk2mGdVzTv+ZdthsNvl4Cp7nuPQ927j2j86ATx+DaYc3f/Q1777NvvYF5O8+j/xd52SD1w6uF162iVqA67Sl2NVrKp2vRgfXEk0gSDyYtbsQOZJrnW/vuAKBnWD0slQ+o/tH6LQNAL6hohDE2OinbNfPaGnm3mtjuZSGRqZVNxpsVQkN0jpbmqSYCz9RKNRk9NqTF2hBPqC0ZAv8kRgD1s+eAp896ewVHo4kaXHqcAZKYkTLS8GM08aXWUFApJ4dEySv3AaORsDqkiS8U2FgzC+fQuvWDrgoUB1fRbo7RlQyOI1QtWNk1x8jnpWojq+ieOkssL6C8vJ5NbRrSIZsUsBsJhRMo8orMs/7hypDCFIYM1QDEbo/REEW0lfDsDjG5b98G1f+wQWfJsGTCTZ/5AqOPvgCuNvG6KvPo3jXOUy++uICLZCPhoiWBigvnw20QSgookCjvR8AKeAt6WjKY7IM9NnrAho8eATe3Zdk4+pt0atH8UKB6qwMrlWveEzuTysVFoxRfHXUqhiMxQHA8kJCn6FWGmZtm67Tnpd2pg7kIkng6VQASvMcWeprEdXWjqys1/jBziKV+kmWrxbXpq22CTbU74pTt40n1fXIh2JMJb4FQrenw5HLlCzp52ZxoYBW8tp90fOvrYCPrSGeCtA4v3gMrdceAHWN6vQm0p0JknGFOktQtROk9/YQTQrw2jLqM1vCDDq+Ge6XjVtsuNu7o7sZBR9IosrjsRqVStfMqbQRIf+ByDux0uUT2cLmHx/iwQ+c0IkEMXg0xvLPvIajD74A6vdw8MHncPQNFzD8uguNCyvMmfrMFvjEllDmdZqQy4qORm7OC4pENqKAcHViLRQdaQvJyzdRLWVCbb1xD9HV2zLlwrxBLIG2aS9mntiU36RqdGmgTNOroOlPYh00A7vVpNZlCPaaJKPVjBpNWQY83nWQA3Xlk1vc48TkfuNpAHme9LBipgHeAsLIoX5vYZqC071Nnmbr3fIKk6bY65pJbCWSl+jWQ6BQecXaMuKZMK+KZ46DtiWZx9Y6ooMx4nGBarULJBGSOwJAYHMd2FyV81oaCBCpJsXewe71QqFln8XGW9rn1OLDn0H1Izr6HwY+cYSOxhJ3yxIX/uxjTH9wCTh93OVNnY9dF0lZRKjPnwQf30Tx0jllstQOetOg7+dESeL+QDQYeC7TNFQWjXglcaOVgpYHYj576wHQzsA7e7IvlyX4wSPQzfuyhgHXpfveMVD2n8mN1JSVuh3v/jYnPXm+od3oJrXefQKAMAkI8BHmKEu5dpWC/IkwJGx6h/tO6F7Jk1no0n+hhzKrYCwh+x7XgY7PtVwnA8DywqUPiKgxtUBHAOvzV108pV3tWIrN2Qx07xF4PBVm6eqyv1954YSao9fA6hLi3SGSUQ7utMBpjPjuY9BkJpMYTmyBVpfl/gIOqpN6mEQry+6nwWambbmrsYMUjCQrqjPxCch+UEFrneRgHfn0j8yw9mOR5E7KnO3+6jVMP/A8qNfF8He+iPqZ0+DzJ8N9j2JgZQCsr2L3u17C7Cuf9XOjrk6DSBNUx9fB1vwCkN7fR/rxa0h2hvLeV+6Beh0s/9SrGHxyG5v/4pNof+QqeO8AfH8bvZ9/RSefZEGOY3mUrtX69JYwxtTPw0H8OFpk9TZB+AargohcSmqyxUhlVNTTfaLIQb2eMEnMs+rBI5iMh7Is+JiZtOcp84W3wyHMhbfPtAgA55l5xMx3mfk/YOY/BODsW/FG70BwoVHEWkFZN7TINroFcA05LfUXfof73fCQqjNt0CSpntS6irX+vazASSSsgSRG69YOhl9xEjwao24lGF/aRHqUg8oak1Nd8HSK8XNr4H4HVTvG4286jXiSh/FbQNCb6XnLSKsqMBkUSYz6vYbhVCyJbKcD6raR//4cr/39k3j172wFmq3qbS8f30Z0NHEapMkv+OQG6pSw+1Ibh89kPk7OHYStw2ddviwDBj1hLqiO2kcStduuHeOZzu41jT0AKH0uWluF0b5tFKYnQNZFUn1gbUW1bow+TqiqAqAESFKk3RqK4yApsY0HAUTya67dCSBQ8xyxZQ4mlkXhY+RQqWt0o2B9osP1kXqe5toNAHmB+MEeot2DUMADYWwa104td0ZIoTOa68rXiujx6uB6XzNoOkfdShBfvQvOUmSvPcL+156WJDAiDF9YBQAkh3NMN1JgnmNyqoO6naJsx3j4rccRT4tAYTXJjXWrzCz1+HrYAHU9C/ofdLKUtSTxiGNMfl+Fl/+vF/DK913wxF8+D6PTzbWzkUuis7qMOiUcfMUW0mGF8YkM+VLoPFO77ePtklfvBolPK5UikWhxMoE96+Z2boWUMp+o0wbbSLXlpQW2hK3j5oQUNgBzNgfdfRAAjKORjlmtBeQogus0gNBt0kSdja1DUcMfhsPEksOhF3SetJpbfFnK9IZeV2iWut5hrs9Ps3btegHeFXFq6GyO+KGwCpC25P+YJek3RpRJY6DFgSXMRhmvavgEIGNkJAloOkfVy5C8fBsgQnZrF0dfc17Pqcb4wjI4IsSjOcYnM/BwhPHFJRRrXVS9FA+/7aQ/XxLHA1vAY8L6inoN1M7QkHU6kCJL5V4GNFCng/SPzPDK913Ey3/rOb1HAl5zWWG5M5N4mKtEIUkwW4tw8P6TqDLC6GSM0Yk4jJQ8sS4TJG4+QLSzLzEbAK2tSqxvtwP1HpBCYSzj9/Z+9yWgYgF+mXH0DRdkbVr8szGJZSmGlAauKJXcAAMeT0I3uekz0fD4cKkNEJgFTdYOUWDRdTqhiNfCiKdTZRmygMXm36Ijj1kLcl7qB9bD1nrYg570MEmLgSHGrjNgy7qJNuHI9n/1pPA9YT4PhaneB5dPNN36jepcFOA0RnTlFpDESO/vYfKV532E7+yZNdRZgvhwitGFAXg2w/zcGuqVHupehscfPCP30TwoGnHDx+PZ9ISawyhNKyqsADeQVY03l757hFf+/Blc/4sv6XNQ+7lvdkbA7kEAwqsaVDJGX38RdTvB0eVllP3UKdY06IkUdT4XUzsOYEs9nrgxsa0hXytZC9TvI34gk4BQVsBS3wtGAD5thojkcwKg3YPQZV5dkdg6HC6Yo9p6bxrZiYdOa3G9GuBk4JDuGbTUl33T1kOkoycNdJhOZR1lmchf9dkwoAq1FvkDuTde4H+hhzEsDGSmKLAzIwrm4PYsau7oI1c1DssPUfBBARBNi8X9xTyAIvLpZdGVW0AcI727i+mXn/O1nZ9dk1y4qDC6sASezTE/v456tY+6l2Hva0/JdXLfhCpIr2wtrK8gWluRa1OoCarJdpqsKD13ylqY/SHg5f/iFF756y8EKZF+/qV0JsBdlsk9SBIU/QjzL3sGne05xs/0Md/qBTnUykDA1v0j9O/l6Fx9jPrgUCRIw5GYQM7miG4/CIyWdlvqhSwTfytlLO18wymdeFGJj5N6ZTl7RRktLj1aWw3xt9NB/HA37KcWa1QuyOPXTX9ogImAAJ6sJpjYWHWQmLUpwcNReM2xMprSVjCMLEsBIpIksIDXVt4RwAIAHUX5tpJF/Kdv8ntPfbzjZBEAQpHWpBTrqCsAgT4IOJ3PnV4pBiaLXRBqt71Q8OKpOVqm0wYmU0Q37rvhVXF2A/2fuwJaXkK8d4Tegx01ietg6Tfm4CRBMqkQ7R6hPtlDOlGzmqW+ABVGLweE4ghI97RmgYxqBlBJh77U81CNYHV2C9G1uxKkIsLFP31HgnOaum6Mx1PcOVrFsfGBFGejiWobp6DDIboAst0W4nHugc4dzwH5t1IKiQhsyDXJNeczx0G3HgTHXu1ospnUtEKxyMyAURgBH+NDq8siQcgy6Q5qcmtzg92hm8OcZzPWQZbJa9rGa6Y5VjRo941VU2toNTUR/mbyyzU4L0QjmUuXxTTqDHjC6IY9T3KoYZiv24SAvHb6OLbW8fCbN3H8Zx6DDoeyOVMdgJ5EPRTSFEgVDKMIlIZxpg5KAZJ4nTsJerSP5NU7snbnBaaXj2PlQ58FVpeRPDrEQMfm0aCHlV8XN+WoYEkqvuIkWkNGvt5BezsTyru+NiWJvFeRA4/3QJZ8FYWYlj3aBTAXkGYyCfKTyRTVi+cRX3uAy997TT6PFevMQFViPlN9aGtD9PtFjpUfPwDnOYbf8S5ULcL6j1+T4kBN2tDo9jurJY7B01nomHAJSttyT21UXJKAVCfMpdLWJxPQ4z157clEis0kQT0cAdNqgRru4xmdlqjUxqQVWApVHcAY05ibuZmPsVM64mwenPrNsG8+B62vLiQLRsWWudxC2XbzSUvq5tKBYGNPPMXale5nYxKAFV91BRr0cPf3nsTpf3PfWV9SvDW6dlXlxngEAfdo0AMPJemxUaO2xqsTa4huPhQWQ1s0oNNLxzD4uatAv4d4f4je3UdyHbttrP7qPaDdBlVA6+ZjHL3vFJIpUKx10Troh2JjOvMkndpd8O7Bgjs9tduqAS/cz4XabVTHVxG9dgf1M6cR3X+MF/7GDU8gWc22UOR4sH8Cz/bIu6A8z7H1Q68CZYn5ey+iNUow+IXrwEAKQLr3CKz6Wy4KYC9Qd5ssNgdHKBI5Xl1j7Seuy/fabdDSAMsfvgsuS7RuPAKbJKSjLLTtHfncW+vAo1157syRvdMGKtOUx0AcqMBkVHZAtb+NgskkaqrfBWodvVmELruOVebJNNC59X1slLPtwVyWYry8tgre2xd5kSXPT3qUJdjG61Uab9UEGkUO5gSP/uAlbP3rK0Eq5SNJTYanMjaXbpRuPOcSPouHdYV6YxV0b1tka1kGzHMUz55A5xdekeLjaIz2zr5LN5c+PBY6fcWI7z7G6H1nkcwY9Wof8XiqZqVzN+u1e8Z7+2E/qSrx9Li/LXHCJAcRAUkmxUWnAwJw6b+4rvcs9WeUZzPcHy1juVMCWjQjInQ/dlN8o54/j979OeJPXgOWl6RIGY7D/acoFFRVcNevz51E3U6RvHoP4FpkIte3F8BZMIOGY6GgmzeMdq0BoN4/EPM5o7LHkdLt6zAS2dhQ1nW1HMYAb9Z9weUuAQiXvWAucqejUSjQqhzRxpqsXQPf4hggXrwfgI7azGWvGY6CL8qTHpbLULT4vVglklWFow++gKWfvaoT1CoH4ngydeWA5DwIXlxxBFQKAq2tAIdDEOn+u74iceLOA78++fMn0PnlK8LonOVoXbkvcWEwwNLH7glQVDLiO48w/oqziHNGtbGEuCgd9LYpEi47ebSLuiFRpUzWp7MaFJQxph8tD4DxFC/8hVsBcDHvpLLEXt4FNleBx+rtUORY+tnXhBFwYgt1tobWtjxjmExlpL36LWS//hq4ZtCxDYk9sQKIWctZE9RqoV4bANMcNM8FxNdx6Ov/5hVwLBJt6vdk71B2of0uj8agNMH0A8+j+5kHwqaLI/CDR+6fFA364hlma6Zm8XPQsc3CUuUg7QWC70mvB97Zd6AMKwPQVAww7b19vRcN+UeF4NWmDGYejoLc6Ev8IDBaX7wsBT+I6DsAfCeAU0T09xv/tQTgLfkA70DmQqBSo5RxbT72yf5f2QyOoltiwOzJrRlvWbfazaUA1boLMkpEYdScdhbnFzbBEWH89ZckyTsaCRvi5BamL53E9NkNFM+dROvRGMWZdXRvHGD503soVtrSvdpaXTDMWtAANrvsRRmQ6obWN7p6RxJO24SLEpRlMvlAu6jgGsf+2I58HqVG08qSehtEoFv3kd7YBhWVFw1WBJljPil937uiQDDaufMwBB8zk4oj0Eh17k3mgx4LBnaAnH9LGBU8HErQNCdg6ybZ9bCu5+qyAANJHLpR1tkxxLuJ8hpqbhvyRHSwzfnrso6UfmajtUyyoLR3IhmztOAy/4UeRl1uUP+wsRqK9L1DHP+frgDbj+VamPbTPgsgNNnGbHRjNFC3I1/ttlA4zfDwxj1nrnBRYPLSCRT9GMMPXpa1O50BKwPUZ7cwvryJ2blVTN51Ep07Q+RnN9C/dojVTx2gakXY/8bzKF441aCYkxQiacvp++42/+BRGMvkUzfIacnxtQdhokLWEuphv+da4Of+1C25/vtHoZDZWAW1Wlj62dew8spI59BXwTxynjtFlkyuoPeWx2N3+Hb/AJvqAKC+eAbc6wDLA9EhtzPvcFJLPh/PZjJBww3z9PPM57JubL0B3vm1+fMmAQARqNuR+dt2WHKrf6dWK4xaBJzpw7v7ci97PWc9Od04jmXygI3lsq6c0YaVWfGkh49A1YRMGGEDl0pgOsPpf3lNTOLyQpL0Uq6FzdnmWhJx6rRDbM4LYHMVnKXg4+tyD45tgJf6iK7f8+ec8xzliVVU7Rjjr7ko92M0lrW7voTJc+uYPSvxt3vjCMWZdQw+u4u1j++j6sTY/7qzMhnFukA1B/dyGz9p93k88djmnTdmRNfugdptxI/2w33PWlK09XsCuLXbuPg9+1LAaIFNS32hjff7yD55G73bYymszdvFphR0u4FZYKy5JAmz4ePYJ4JwWfl5Fy+eQ72+BG63RKZnHWu7b+YxoOsBD3fg5rf7h2GPAeT5qOvgI2BmjFZEZVkwRdX1jCgO8okkPIvG+uPx2P16qNdzCRGXIWazyhNtogQPxwIwW3f1KVg3DvoBgYGSaczS193611dUalcEIz37PGXZMHzU9W7snKwlDvqDvjBgtPtKt+8HsKHIUZ3YQNWOkb//eZXXqZP+6jKKsxsozm2iPLuF7PYe6vUV9D/zCCuf2EXZT3H4teek6EOI+bQUnmkH+GsWYMFAXjf9pOA0b6NZ53NhieioXVa5x/IfGzdc69vCemIBjKKb98GkbKvxJDA3qupzZDW0vCTnmGWgeYX07q4XPunuWAoYZc7Ux9fl95JEr7Puj7av5AUoVammMRfzIhSgNuXEcgbNBZ2ar3suVzWiQd+nWwEIbAY1qvaRhO223Esi1Da61UZwq4TSplHZxBFfYuMxzIvF/Wme5GjmL4D7UvnknSzD0k+/quC6+jLZVASTcarcj+LggQVmKZDXV0FlJSBntyP3676YI9u518fWUMcRii9/NsgHux3wuZOYXj6O6eXjyC+eQLo3QXl2C73PbmPpNx6haic4ev8ZWbdEzpqJet3A7LFrmgnjzIA6N9UkmTiBiETepzmlNaKo15XiO21h+IfboL1DmNTZDECjQR80y9G+sYto/yhI20wGZ/ElIsldTx4Lhou2/6psqM6ESQcicL8L7rbBq0vyGWPZd80Hx3IbShNlmUicSw9zKfbHU0zPrTgDlMdjYfqUYRqV5XFEJPmCMn2dPeWeITJBgssyeMJs7/hkF+p2dYpQAfPokfXUCuvdgHCTypmh6jvgiMBv+PVFdtwH8DEAMwC/1vj6EQC/6614w3ceuFCWYeyVjmUx7S8Ap9Qt/GxdhcIWcPMb+7trlWzTOjiCOUuzdYKNKtvvIbu1h9ZrD9B7dU8oukmC+bk14N5D1DGh/YnbqNoxJueXkFy9L6ey2kV2axetowrx/hDYWEH97GnZhJeXvIvKhsAbfVz1/lYMsdKygkyAQWsrQStGCgoodbr9P7FQ91iMdQJlXSj/Zq7mJnCAbPxWqDPDnZStONYxjs4QsCLLNnedU22mWNHKsgRaBXBodTnQxcxgT/WObrjTpBJqN5q6HaFZVlUwRdRk9rXvfVECcafjejbkRdC5AR6MzVGX54JwI22BD4fBLM9Ga9kmNJfrR90ufvzw//Xka9cSQ+34oizFRNI6kiyTL17fqfDCzpz1+z0v8GxUE7IW6uWebDJLPaH1ZVmg+icJEMXovvwQg59/Db27Exx8wzNAzRi+axPR9fso2xHan7qDYhDj8PIK0lfvgcoa8+N9dK/uIJnWaN3eA589geLdF6SgYpaJD9YBimNgfVXAmyTRzoMaUNrG3kTFIxLN6tJATIlaLZ8FfeNvyCbIc7lHpKwPSlPE1+5p90QTSDM80m4zWumi74qtV1u75v0BAEWO0bkeqChBE5meAcDBJaP/82wun800k0Ao4JMkFPBWtCSJJITakaUkEYBqMpVnTLX+N//UZaHGdzrqLh8tyiealGhlPXjio3R+75jY5wV8TBy0CHqatRuKzSzESRvZBgQqud4L94gxqUOvI0laK5Vuko6mM48G7umUiywBHY1RdzOXYEmBPkCyM0T/43eR7cxx8DVnQEmC4bs3Qfcfo8oitF++h6IX4+jFFaS3HsulWGmjfXMfrWGF5PERcPIYinedl7Ubx2EEb0RAFAkAm7VUvtVV/5f+4v6hYCr1elL49HoC0qUt6QIdHmH8j+BUZOSFdIKnwlyJbsokC+p2PHH19aUGgqgr34N8rekoNgduFUSIpwVoVoj8abmnr6UTfCZTlbGVMnLWCje7ts1JFcoQMFD59RTcWgtKNmkJRbjyl58Dn9wIoDDXwcDOtPGAx2S2mGzrpNbk93Ck008qBSPzULguDfBjj//xk69dN8aTc6lHYwfDPW4Bgf0WxxJXWqkDRjTo+7NsYAvyQujjkznc+b2uBeDR4swkW/GjfWSfuInW4zFGHzgPEGHywjHg4Aj5SgvJ1fuYb7YxvrQpho9xhGrQRuvOPtq7BWg4ATbXUT13WuQ6R0Ngc81HwVKaClMhbbl2mzptKZScQdJSWZca6xqbbDp10KIeT8D/DBrHKjG7TlOn3LdeexBYAgbuAgHg0KYJj8ZyjtMZ6N62ju6rw35s6y6KQPce+3Pua3FzPaz9LAO2NjxXs3vlzv2zefDCMAA7TcDDEaJeF8Xzp5ztwJOpfJUlrnzfJRmRmDa8b3QfroejALK0GtMw1ATaGK7GtJIRr42GhAGYvd7T5QzGBGWdaGLsr4Y8yRiMwd+EHDyNVpYdCHMA265PmoAzZegWZZC1tUUiSp0Oou09ZJ+5AyoZw6+/AMQRJs9tAK/dBpWM9s195CstTM4vIb61De5kqFf7aN0/QHZQSGNrdRn1RVm39XgiPjrqBeKxLE3cV8So+81CmsyjKhUWANLER6aDZSrF1v97AvMyM68hk47ycCyxsBF7ZAqYeBGYdIbGU5kEE5F4f0x0UlcUyYjVuhb5Q1GCRhPQaIp6OYCtLlNKxRiX1lbDvawZyfUH4DwHT6bofPg1vV0NGayOEzVJrk044tlcGA1pgjt/7JL4WjS95UwGM5kuPCOea5lXUpL4VCmezd2nxSVBxiJ62nX7NjmIGC2q3vDri+lg5k8w8w8AuMjMP6B//xEArzHz/lvxnu88cMEpufrRmb1DtmAS2EAkvUtpR1Ov7Iklhc3MNGzm5N2c212UMm+4rJCfXEKUC8Wufe0x6ufOovfx2yhePI3Op++i/2u3Aa4xP7GE9MY2ymPL6H7mAarVAaZnlzE71kVxZh31413vklpXSPS7OrHBNt20FVB4TZhoZSmMkbQiRjsGXNWISAvwXBx/m/rR+tzxkIRqohSkGtp1tjFPunE5GGCyEet6mZQhTReR9k47mLxBqbBWBEXkI9G88DcDSStaLHhGFMbzuVNu7WyAi//VqzL2czQKvg6AnJ91k2wsGAvwQFkmzBftdPCkoSnWoMxl6TRLaowfe+Kj2Wkyt/G6dq1vcy37dInRyBk5PBwtSmoUBKoHHVQ9uf50MPTCQ0YEqjeD3Zc0xWyrjXguncmlX78PnNzC8i/dRPHCKSz93HWsfvg+KIpQbPbQubKN4tQKBh+7i/LYMqZnBhidyZCf3ZCN2xgoti4Oh24yZMW2dzKVeQJANl7rdKqLOTbXpJhjRr8j0gEkiUwOmMy0iyEJiksN1CgRgFKrqwXTpNcXSVAZQtTrgqsa0696Dkuf2gEn2jXd3Xd66cI4pjQVEyQF1RzZzwsvxtyIsQlsqWZUgJGgmbXO6Pl/+IpQ420+u7ISmiMBqd0OxquW3LeD10KtJoQ+Wo1rYW/otX3ScWh+KPvH/BaQJA4QGBWZ68aYLZV7LHSCFeAUFkdDq54XoMkcNCuAWgoT0kKXJzOPX2LYVmO+niGZSodl6eMPgWMbWPrVWyguHMfSr9zEyq/cBZIY1WoXrTu7KDf66H3qAaqNJUzOL2NyIkNxdkMSt+FIGFcqEbAOmhVfzhzgWqZImE/LQAAHLiuPG262SxGIJCG1rjwb6JUXwKZ4YPBkqt4u/bAPWZEfxeG5sTVIkYKnyk5RUCneOZJ1m8SgWwJme3zRg9IksImAUCRPZfKIzLdXaYZNRrBzsbVtnXj7PoBLf/u6GO15V02Nwaz41BhvY2GhwD6pKzmqyqcbfI5ZblWFePg0h002qRVYbwLX2nxw404AblJrYyeNpVHXwa/DtPidDEhicLsFmmuOUFaLzA4reOMYxVoX6Ujer/vp+8D6KrofuY769Ba6H7mJ3sdvyyn32kju7YK7GbJX7oOXepifXcV8s41qQ7qyePgYNqbPRwDWVWNShNCp3Y9H8wTqdLzYtL3I9kYiwkprqhIxzX1sssR0Bti+WpYO+nozoFZQyDw9rEEByDrIFPTdPww5zTzH+APPgGPtUgPyO493Ne/QLvDeQYjpFlNNHmnMxIbZbBP0SD97S3KiOA4jApMEl/7mNTEdNp8VMyNVjw7qdhw85tlMjQRjXyOYz91UU5oSuh8UZTCTjp4iRTcmpzW4DLTQDjVFETCfI9pcD9e/ac4NyfN8WlqTBVrVQEzSiTcPolSYIzyRiUvNfYMTQutQ1lT30/cRbW0g++RNVGs99H71GnqfuA+UJYr1HuKH+6iWe8hevod60MPs3CpmW21UW8tSAN/flmcwywLjBnAWqV1bxOKpZOMufZSiy1DKABK3UvTiPAAsy30HuIV1ZZ4oke/tJu9zOUYqk8L4gUy94P0DbT6lYfwlUchns5Y896/ehhmC1vsHwRwcCKxnYxSUInMwXwiPwxpPm1PanMWo8cPy3jP/9EpYt5Yf6frwnEFHETugYs9OKT4zPBw5iwWAelKVQYrzNHKet9HxNjR0/AkiWiKiNQCfAPD9RPR334o3Sj7/j3yJHcxATF7w5u8+jyivkOyMUPfaYsBi9Lq0JQFYHWldV2Rjr5IMpDpX17FbImJurkmC/PwG4nGB6EgeVF7ug/YO0fr0HSRnt4CqwsFXnsDg5gSPv/0CopKx9mkxEMvfdQ7tKw/Aszni4RyTd51EtjtDtjtDfPexjKbqdcXBf3sEvr/t8gfuZOLSa10RrkIgbsk4Jx6KUzFiDcCWDAOIVpbx6u4Ap/mRfJ79Q5jxD+cFouFMk58IlCmFfG0VdbcNKiSZevSNx7D1g58RBkKvq6ZRgpB6EDR/iJrBJSRw5wWwtgKazMKUAe0Owjp0FsgikmTdqKcUAVUpvg1ZtGBkZUEcNo6tEAM4ZgbSBpsiFQdqPjiU8wLCxmw6aQ3kVCmLxczITEtLBIpVUjCZLppGPelhmx+Aw2+7hDoGopJBNbD006+CWrHogwFPSCltO0uBspYXlMYKQFVhvtlF58q2/FwnA8ZjABH2v+kZRCVj+aP3gZpRnFpD8upddH/1GuoLp8CjEfa/8zJ6D3JMX1xB3o+w+ckSfDjE7L0X0Lm2A+QFkoMZxu85hTivEc1rrP3KI+Sn10DtNqbvOo32/aFQ8Q6OgPUVcBSJhtb12BqqbLOtapFCuL69BGIGdvfBSQI6sYWdOyvYqg7lmu0dBJ1hHGP2zBo6eQHeP/S1k3/5s5itpagyQtUi1DFw7Mduybqy+6+606jX9WKm/ctXPDljTVT3v+MSohJY/rnrnhR4p8CdxTWBK8swdsuAsiag0Zz4YJ2EmgFTQmhRw9MpmKR7jk4mmkkdO+nFg34GW+OolSLdSGJIz5VtBKaymp7mIKLQIQMwed95VJ0I7Udz1FmM7BM3gcGSJFNR7EwwYStpgWWJdlEI22UyBUM7gWpySvMc2FxDdDDC7rc/h+ygRv9jt8D9Lg7edwyrv3AbvV+9hvqZk+DZHHsfPI/egwLzF1ZQdghrr9ZAMcHsy5+R52E2R3I4w+y5Y+AISI8K9F5+hPzsGqidobhwHPFoDtx+KCDt8Q3U3RbiR4d+T6wDzweHwaW92bXUYtOuN60s4fbDNbxQP3B2EqWpTPqYzVGudJHuH/lYNh5PsP/tl5APCFQB6YSRDwjHfkHkCzTPxcizlQrQmKr0KI4Dy2zvwBPN6XufwXw1wfKnD5QKXPh58zwPvjLKzIuSOLxuVQIRnDIf1q/e+/lcOucKvLhfihmAtVKg2xbDMytMzGyuCfKrRwmXlWjVu2qWNldmnr3uaARM/3/UQyECkhj5S2fAMSEZF4hmJej6XXAkY0cXpGgG7CUJQK3A6mi3wwhhIhnxWiqbTsfA8fmTqAZtYdCUJarTm4hubaP16Vvgk5vg8QTDb72M9uMc5fkVlN0Yg5v3wSVQvHQO6ZV74LpCNGqhPLMJTiJk949AB0NUpzdBvS6qk+uIJrnIXHQ/hOY3SJIwArcxWUHupwHYlUsLuKpkfxn08cruACeqA1kvR6Ow5wACwHINIMjO6mdPYXKqi/lyjOywQp0Sln7uunuuUKcNVJDraywf88aZTNH7hSt+netnT2F2rIPux26FCR42zaVm8SmyPfTYBrB/KB3YThvIq2B+12ADomC5P6p/d+msmWUWDEQVkHTAJ7bEtLuqJGcgEkDUACk13qVWY6T0ypLIoMoS1MsCU2Y+X2isPMnhbI0kRn3+GOpWjPThIeqlLnBTZFr1411lpVRAyUHqEUVB+qtMBDOmrLsZopk8d3Q0lnNeXQJffgZVliC9sQ0Qobx0Bsmr95B+9i745AZQ5Hj0ey9i5eoMVbaBqhOjd6UGj0aonj+L9Op9cFki3iOU54+hTiK07x2B9o8k1nY7qE9sCDvwnuQrUb8H7ndBw7Hkj+YzpGwuH5lusg5rounYVUDA99eGHUSVGlrvHjjYz0UhsddYXzq5gZYGGL/7JPLlGK3DCumwQPrpG8jfKya92a+9Bi5K8MEhoqVBAPC5likgysikJEF98TSioykii3vKtBUGMWDjwqM0FT+qhzvybLSzMI6yLUAaH19HtHvkY6W5ashNlXnkU0S0eSr1CxbXmzUoysVC2SW/aoZufk2kwC/PZk8/nedtchCA+ItPAvFbHcvMfEREfxzA9zPz9xHRJ9+KN3rHMReciqcUuORwjroVA3sHiG7elw5EOwNOHQdWBtJZUooxdTvSmVJaEEx7rcWpFeeoVc+qTtD5IMXRxT4mz65hcmkrIOetFPH9XVCng5VfuYvo9jbWPnWEZCaBfPq+C8iuPsToK06junQG2N5B9xN3EE1y1C3paEUjoT1RyeA0Bq2uiFurGRyZ27rJEeIo+AMoNc9M4yiOnOYEADwc4sx/tB/oghDmgHsK7B+h6Qotho8TRAdDTC6ugmY5Nn91PxjMAF5oue42bQXaPSCSh6kGpp19KewMnSbC/Lnjix1lK+qMIWDdXyAUcmr45VIJPZ/dbzkvYM88D9pSS1ryPBhkmh54OltMOspSKXST0CGLg84PgJ8bjBr5NIdqdY1m2jqqAAKWf/oqln72KnB8A+W5LZSXz4s5kSVJSRL8L2zEmf2fdjXaH78B7ggaT5UVvwnqBKhSwvjF49j7utPIl6XTRGmK+MEeEMdY+4W7aH32LroP5mgfyqY4e+8FdF5+gKMvO47pu0+D7u+ge3UH6cEMyaREPeigdU/YWJxEqLNUqMPLA6FC7h9514p6XUnqHGE3SvxMAAbTAKppH6oKeLSDy//Z1eAWnjWStqpC5+WHkpB0g1649ek7WP7lWyi6hM2fu4/+gxL15grm770YPE6q2oEFWhq4aZQY1bEDSKsfehnLP/ZZWSsqx8hfPA03TDL6OoBoeUnWbkfplDYyjtXsbWs9MKkAII7x6A+/JH9XKRGXldIzI6ET7x4E/bFNw0lbgbkFBAmSTVbJC+m0JElj6oLSnfcPnm7txnGY4gAgntdgAlrXHqL9mbsC8PQ7KF84i/r01qLhX1HI86igoku0TDbyeE+KzfFUdK8msWCg7EaYvXQa04sb8rxAEsn4/i5wYhPrP3cX7VceoLM9RzKVUYjlpTPoXNnG6HecxPzdZ0EHQ7SvPUL2cAyqGNzJ0LqzD0QRyl4iQJh5lgwniO/tyLlHOo1EO2M+K76qhVpflprU6XU29tjREJf+3G2fOOOJYSlAW3pzW8DPQR/m0J5Oaxz/0G2AgLVffYDl67kAs1kihbf5yljBa0wDLX7MuBQUofOx61j5qWugh4/d4Ld48TSgibyzwnQEJU+nwp6wwp+FhYJaRwkbMKUgyyt/4fTi2p3PnVrOowmwsx9o6qY/Bpw5wLbXGMicZcD2Y+m66wQN+ZAUurVPczTZjmWJdH8qxolX7oBuPQCtraA+dwzjD16WgtUkISb1K2WahoAHpMbNXWFnPHgke8hsrhI2GRdMZY0or1Cc2UC9tQqalfL9JEG0NwTiGEsfvoP0lbto7c8RFerfcP4kWq89wPw9Z1FcPgs+GiK5/QjJzggcx0CnjfjRARBFqDopOJapI+I1EymwEL/OW0QlCIUASrVqsU3q6Z4a6h9y/D947PfIRhxSksha2j9yPbtJd+LdIfq/dA1UMbq3x0jGdZBiGHAYkcS3Su+xxVCLl4AwWq7cQvcjN9XnQk16lwfBc8SmpjDLOitLRBtr/hx5IVWJJ4LndtqNf+XvPRNyAOuCK3jB4wnowaMGAMZqgBhkDlI0LrIx8eCRm/66P4pd32bcf5J1aywElQvFE4n3dPMeqN9HdWYLxXufA5/aCr+nsYIV3LA9FHWt8SxCdOch8HAnSAA31+SzzStZtxeOoz5/AtFMmWcRyVh2AFs/cQfpq/eQjEtwLPetfvY04lvbKJ4/hfKFs+DDIyQ3t9G6fyCfI2shvbcHEKHuppLrLi+FeHQ0Cs95Y/qMy6m0kQZApEhLA/l/k/KOx4j+8Czcf5tCYUdRhnVnMrTpFJ1ffAX9W1P0PnkP0+MZaG0Vrd0pJltpYCbqCPJooDHSDWmTsI999rqsAzMQB2Rik8Y3G2XKRSHsx6qS1yMF4IvcJcHR7pEU+ApWUpLg5b91QT6nAVqN5xs6pcruNauhtTMldD3T8pLXCqxecz6KWa+VT7To95983b6NDmEuvK2mRSREdALAHwbwo2/lG73jwAUHANaW5UG8+witz9wBH9/0ArfaWsHw0koYiagdctMj+RxgLVTcp8A6ggCQZdj5PZew//Vn0d6ZYenqEIiA1v4cOBgGmjEzqq1lOS8icBzJ5kqEeFZh/GWn0Pvl15CvZNj5Pc9j8p7TmJ5ZQnLlDsaXN8EtMTJr3dsHFRXqQUe6A4CYXJkpWqsFWluRJL6TuZaWrPiwBFNZGu4/4KOIItz7b7dQj8by2TNNgsyd3cZ1liXK0+vo/sIV2cS2d6UrYG7f0MTW7kcDvaWlPlhZCHIjFATKA+Kc3dyRgNoOxR4A765Sy+5NFP4/baE+GmL3O56XJEo7dKs/8hkp6LbWw6Zh76tB1w+Vk1CWhTFdlrzaOlG9WaRzrFFpd22eL1LrnvSoZHOfvkuS885Hr2H1316Va9puY3ZqCVQxRmc7wQAxL8CjEXh5ANfKmk7dEhydbY3DoRdu23/4BWz/7gvoPiwQ54zWQY7O4wKdn/+s/I4aPPKZ49JJThIQA+lRierEGqgGDr/6DAY/+yrqlPD4917E5NIGjp4bIPnsTRxdWganCarTm+heeYRolqPaWJJpIQCwseL3QmQfasx3fD10rqLItbEuD1EwrWn8BgBX/txZSUwODmWedUTScZlMA521LFEdX8fWD10Bjybo/tot0PW7yD59J8SBWEfVqtxERn3G4LMnEfW6oNMn5Lwt+TUWEzOy66rjf+GsPAMKhjlYad4TnuDoc3x/G8MPnAOtr/ra3fqhK5KULGmBWdsEGaXEW4Lb1BGXZShI7fMYA0jfz8afAYCNiJMi4ilG+el9RLeDyXtOA502sk/dxvIv35J7liSYPruB6ckexie1I6bUetYRkEI7T6UTlaZiLKcsKEoS4HCkbIcIj77pGLa/5SQGt2bC6qkYrYM5uh+5LtT0OALqGpxE6ocRgWpGZyeXWJxGGL73JHq/8hrKboxHv/McRu8+gdHzy0iu3sXRi6uiad9aReflh4hmOerVJSnKmMEDBW+12y5ygBjYWpPOvZpscVGEDnZVO82Xul33l+HJDC//zWNgla5Qt6NGhtIph8pl+j93FdXmCo799APpGPZjcNZC1c9Eb7+xFmKcAhh8chNYW0H+FReBk1uo3/2srhndEyodRRbFSB8cyZrod4M0woq7LNO9L9CIbW3x3j6mL52UdRWLl8Clv3pF7lu/5yCCm+9aQs8Ntg4g63ZtBWac58+Iywci0WLr1BsuS/GNMcbM0x6tFNP3npf7c3cbrd+4Jg70cQTOWqCyBhjgVJ9Z7dyZI7wAK+QgtN131+sr0HT4Vacw/Kqzso9McsTTAnVbQQhj/c1zmZQ0l0kZUV6hvTMTJhKAye84g+yjV1H2Ehx+y3OYfNlZTC+sge5tY/TSlsjgVpfQuvEI0WQGHnTluahriakG0psUUD+HTdAxuZRNdLEOJpelrDMDymrGzX90Qgofpf+7VLJmzwP44Ah8agtrH7qC6PYDzNZVrmlGs1kARU22Jl4mPZHJqTmiNWzMc8cYjVRWLgMyQ25fv0mi0wEadHlbu+MJihfOhPGGEeGF/+SGN1LkwgTPE5d+2tjHOHJ5nzMeWA1flaFio4Sp25WmhJmm5iE/fOJD5VlH33hRCvHr9xE93A0yl3YLlJeYr6UoV3QiTFNSSkGqx7NZkB3Z54/UrLwsMbq0iuGL64gmM0TTAvGh/rl9IOCjUfNXV0TGRIQoL9G9NZY8tQbmL51B+tlbqFsRDn/nZUzfdRrjFzaB7R2M3nMCiCLU6+KHQ5O5ehuotE5ZeCbRiZYGskaWlwJol2Uwc1Iej91bBFUFWll2thMAPPjvNmE+CoikaeZj4NdXBPDvdJB/5fNIrt7FwdecQVSwy/cGN6fSfIwi8a2I1M9ga0MYHifWgY1V4NQxlUIGWRuXpQCuZiQ/Hku8MNasmS3rGG0v/k1qdTQEjm0E6UREuPw9r8LNGVW6Y/JOAN6kI9tP9Xyao3N5PBGwr1BpGqks2RhO1qAwYPUdcBCAlOo3/PoiPf4agB+HeC18lIguALj6VrzROw5cgI1vG2l3WdFzerzn+qi6FaN1WIL2j0IXgmWOOkzvC+hUBXYUz0eBqa5u40OvYeUnr6JYEpps79duI77xUILA1rokjMfXEd/fxezLzwFZC+WghToTOld2cwe9zz4CNtbQuXOE9d84BDFQdiIgihFPK6F7391GuTFAsdaVxHJrSZLdKAJ326gunJTPUQp6TWUFvnjW3bttqgR1u2Fjnc3dDAaFmLEd7XclaJuJiybH5hRr7IL4xkPXbc3fcxaoauSXT2PydZfgjtNK9XYEOWuBWylgxjnatXUkdDAArSwLvVevNVnnxIKryVmsA2Gb5XwOarex/m+vCZVMQQAywOPBI6Uk9uTeWQfZOselTNMwLS03AvoCIKGUR9FQi762Ho3lfltS8TSHSlban7gtXcNucEjnyRTtT90BAGQHJdi6nbaR7B2qxlvX6UxH36lTOxeFd3i4LHH8h69j64dfBceE5V+6ieT6A7Q/dUeAorVloTWvLCHa3sPh150HiKRjsZQgunEf2b1DLH1mD3z2OLLdOTZ/dRd1SqJ1T1ugGsDBEaJr95CfXsP85BLqLMH0whp4TUykkCaoL56RTV9p8TQrkH/VC6B2W9aOMkuo3w8bmhq1SpGt9yyCTxqge9tiGHZ45MZOKCRBjO4/lvfbXMXBN18I9/jkFurnzqhXQ4M+286w983ngSSSJOngaBFktM5azaL/rxnJ/gT5M1uonz0Viv4kdiqmPFuatKuRaf9XbgoQoqP/qCsdWtYJL1D9MKWpsw+c+aG6Uuj4NQAudwhSDNV42gQZKxrMYPJpx0pph7z7mQdiaJW1xGNBmWTtT0jXPTusQLM8mKDpVACeiV+Cn5seXsS1UqdpH/vRGzj2Y7dQt2L07kyQXX2I5M6OgBJLfYltgx6i/RH2v+UCUNeI5iXmqymiWw+RPh6j/+oB6mdOonVYYPOXH4MTSPIYy5hVGo4R3X6A/NwGivUeytUOxi8dlzWQCphQnz0hoAIgyVpeoHz3BYk9q8tBu2s+E4Csk+EwGC/WFeJUJxS0Rd5EcSR6XsDBFkSE6O4j1N025ufWMDydALv7SK7cEdZHvxM8D7gGttYRjWaol7sgZpTLbST39py55UW9FkV0JCAD5YWYkh7flKTSWAIa75whAei+0kLn5YeyxvUaUDtT0HO84MFgnWL/osibADwaS3eyqqXDZqMggfDzJu0w8Iy0UG6YaT7RoV4CnY9dl3xBJ3IYpVqkWBEGv65+FVacGROjWSjWle6nCggWRWBi5TmWfuEG+r94DdVyR5g4dx4ivrUt98KmM3TbwHSG0dc9K53JokK+LCPvotEUnWu7qJ89g9b+HCsfkQkN8UzuSZSrnOzhY9SbK+A0Qd1tYXr5hGvAUVXSNa3rwG6pa9D500A7E6AnL7QJ0fZ1C4okhtnzWeSIY+3UGgCvRTUqfabV84DubgMbq+AzxxHPlZlk4yDnuayX2UzWj02gAkBzAWbrw6MwmcUYglUlIJrGNGq3pSBSBoTs2YHe7b4+5pPBNVp3pNtOBnCqAeCCn4O+tgG5pAWdg8OzuTN5AHgBZlIxM/qMmlMGVEdfHw2fYt3KdVr6xRvua+Qj08sSODgCzQr0rw8RTUsFuvXe6Vhcz2ktbph/Q7noU9T/xWsY/OyrKI4tA4/2JJ9+tCfPaaejkuIOeDLF+Oue03tXoeqJh0a8P0T7xg74zHEkowIrv3IXnERIpnKfokKae3RvG7V6hnBH122a6qQbbRoCDjSgKIFTx5RllQVgpDltLcvAhxJzrcl4bmVfwK9UP7fFFa5Favx4DzybIfv11wAAK79yF8lYQF+6v4P0zg6iE8dkDKlJElXuW/faYoTZSiUvm0xdasCzuay1QV9GXkKAVep1ffoJKzOvVpmdm58DnsfQWL0SbAqe3du5mcfWbii7YH6eZd7sc5aYsW+njalw9rvzuexlTZaOmTW/Aw4C0EL9hl9fpMdPMfN7mPk/BgBmvg7gL74Vb/SOAxcsOUdVgUxTVgYknQ+PcO8bumhfebhgYka9Lti68zpii7SL6b4MgOrpUjX8Ewp5+9dvBAmF6sGwewBKU0QPd8F5Lj9T1Wi/8gCDD9+Wbmi3jbon0wsmZ5cwOd1H+6PX0L0nc7TjuST+tDRAfPUu5ustHL6wLA79J/uoB21gZw9VL/XRTSgrSaZHU0FHzSTJtFhAkByYpCKOQVmGF//KQ/n3ylKg9Ooh0xEiZxrwqU1Qt42yI+yOaF6h+8uvBgS3kO6knRfP5pI8ajcGm8ImiBR95eEQrJ07D2SZjsJJW7KRToSeS2m6aNQEeKKCXEyz6vMnMH3fBcy+5lL4DPO5j6by8WjqOszjsZoOxiFxtY3avA1MEqN+DFBquelWn1a3bq/tZj+zuRcg0ML58GIPHBOmZ6RjRv2+oPaDniQvpRh2Ukep0vb7RMDuvrMv9GFB59dvSWJgiHkcA3uH/vM8m2Pp566DiwLxw30s/YpqXbME8xNLKAcZRme7GD23gv4vvIZsT/TyyUw3t+MbSD97C8MzLYxPtdHan2NydglVPwOmM8y2OqKbLgpNbGJkD4cKHpgG32Qtir4bIGja2DjGC3/nptA7tVtmdHVPMPXZRV5gfvkUUNUoOgR02jj84PPAw8eI98coN/qhS1JVqPtdrP30DVChvhB5IRRTMypLEgekKNE1dX8b6YMDRNfuhZ/Jc0y++qJv3tQ0OrUObi7yAGyt4+F3nsHjP/iixzEHAAwwbExf8GffJEAGXChrQaiOUTDVNEZDkbsre5Nt9CQH53noGhaF+iTItZfJB21UWYRkWGB+ft09WajXFXOtWHwjZERlGTSfmgDxZCpJmIJQXJZov3wP0c2HWnAoAHk0kuu1fwSezbH609eBNEH86BCDj9717tb8+ABVL8XkRIbR5TX0f+kGsh2ZYx/PNdnaWkf68m0cXuxgutVCe3uC2Zll1D1hhs2PdQUMrSrtjMZIHh1J/C8ruaZmNpZIAUvdtndKKWuBWi08/xceSlFpcdqKaUDu33Tq2tjocITpRoreQ4kJk/c/K6BrTOL10xKgi8pKdNdljWheCeXYvINM0mVdXR9B1hY22jwHGRBm8XGpF1zLrZA03fhsLgDRVNhyw686K0Az0ABx1ZTMADErZnYagEdVBSPguMF2sLUMBLCjeY1aYZ96omM+D+OmKzEp9LihXh+cROBOhnyto51SHenbSrVA0U59UQY2kRWbJpvzh4Vl1K516K3A1/vD4wm4rtH/xWuSixwM0f2EAMsgQr3cRd1JZHrE5WPofuQaksM5qN9DMi7DHnDrAUaX1zA53UP73hHm5zfASr2en16WZ9biLrPIbA6OdLqB3GOu6iCbMDNIvfY0GODsnxGduchINQbaPtYwBEXNwONd0GSOzo4ACdOvudRw/09CPKtq4NiGTDZhVhZILSy6BqjqEyv0ezyZSiHajB9qIkmZ3quI9HyUHm4TTjSG1+srqC+e8c8rb6Q5nRncGWNtPndDaJjhnxWBZek+SDDJonbJ/bmoqqfLGfS+WcfbpyvYe1Y1ZmeWQfMCxZKYxVKnHWKAyuio2/UYYBMSADirDdDnNY6QvHrHu9o+alQ75DyVgrf3EdmLo90DmR5ChPz0GvKza6i6KabHOpg9fwydj15D69EY1O8jniu7dmMVdHcbR79jC6MLA7RvHyA/vynXNs8xO7ciIEpdh3U7F6DWjUUBL5jNI8VydXq8B+q2kf+Jvkou5bObeaOvmSowPGjQB89maN8+AB8cYf6es2rgaA2GWIv0CtXqAEgixHcfy2SJyVTYFYDEWDUN5dHY/duCL4QAW34fbVRxr+cyQmdVDkc+pri4fBbjr34Wk295Kch+FaSgVsvXCA36staV1exHHAdg31iQFuNTHWlvLAeLw83xxF/CByGQll7/9UV6/BsiWrJ/ENGLAP7NW/FG7zhwgWuhrLEmta73Z6HZzt8nqOr4PSfdldtMDmky0w1UjPC4qt3xHIAmkblvaO4AbO9nNHSjOxngoMGC57k7iFviQg8fo+5lSIeFGJOdPY74YAJe7iN9+TYmH7iIaq0PRIR4VqPzuEB89S7iSQkqaxx983PIbu5i8v5nBZkddDG7sIlya0nYE7NZY5wjSQJkm2alyU1HzN1O/+s9KbIPR16ELmgYmQM4AKBeHaD9aApaXUa+0kLxrmcksdWRVm6wp1piM+MCAO5mMq8+z8P5AAHJV3YF6grYWhOqvBVy2unwjaDTDgWXHvH2AcpejDpVMyoFLCxxop5SNq0z2tbRiIbymobaOjbN+8miyzd/AB+z9rTH1jqKl86J0eWgh/rsFsqXnkFx+Syw3Ed+eg3tvRK9j99B9+aBrLvxRDp9OgMZVaWjUjXZteLSEi4gUIkbXTYzgXSGhmnolwd+f3g0Dv4kFSP7xA1EuXQdBh++hfr8CSSHU5QbA3Q/fB3Db3oedb8NECE7rNF5nCO+dg9RUYNqxv43PoPeK48x/rpL8rpZC9MzSyg2e8DxzTDrXa8/aefUxlQFYIdQ/Y8qU9BOoY1rcoDBJmFkLYCB3a/aBAiYfvk5zAeEve94HjyeSCdYjb24qhEdjmSN3HsooEscIzoY4fHvvejdAVJ67AKa/2gXiAgP/p3nZDMnQvfD11ym4SNl21kAyhQ8oMkMVAF1Au0E5t4tro6vBqZHXoROhY2VA0KSqH+nVit0q7WrQ4N+kH0py+BpDloayPsnOv0gkTGO3JXzOnrvSXAEjM52UPQ0Lsxmcq1HkxArdA64gICNoiZryfgwo2SanAYIGv3GZ/Dfr9nHPPJ8LvGXCNknb0oMrRiDD99Gfe4Y4kmOcmOAzkevYfgNF1G3BYRsH1ToPpjJiMiYQEWF0QfOo3N9D7OvfFZi/3IfszPLmJ9ZFYYQqYwnIp8/L1Nl1H1f1wDnOcp/JoZbZp4HNMAei8EKdk1ePI44ZzAB4/efx3Qzwd43nEV0NBXQYyQgab27j2j3CNGNu4iv3AEfjST+FQUm7392kbkVkbrAzzxx5bLE7nc8LwwmAHjwWECSNFV9ck/WbnOCkBokT9ZjYS5FWvCYSfDKwCnm9XgiazLScZ/GwNKut0jl4s+dpZ62vEAjA8yeVhaxsSZ70fJAQG9jCfV7oF4X5aUzqDrCVsnuHQaG23QaRrsZeJ+qZ4yx3wws0ufUQVyufS8zmr37CtnIQr3/5ugvMbxGdP0+kv0JOCJ0P3odOL4pUqOlHtJPXsfka55HPegASYJkUqN7eww83BEzWgCT919AdmsP9TMn5S16Hcyf2URxclXifZKEfd+yaPM18mZLDZ5MsPwvxUNACvtEQbJWYBikiTMUpx94HsOXNpAvJeBzJzE8k2Dvdz0r1219Fea9gPkctHsAuv0A9eERzAmfbj3A5P0XXO4w/J0vhiJfz5VHY2A6w/gbXwiGozVLXmP3qSxFRmpAVuP+5cd6/jsLfw56cA8S83oCApNR/04mpYwoFGyAfLYs870VwFPTy6nVQvn8GWB1WWLtTJhz1O38f9s78yC5sqtOf+flvlTWLqm0t5ZudWPodtO2GdtjG2NwGwYMjNlmBhhgMBEsM/wBATMEATFbsMxidjDgMcSAAcPYeMDTbhZDY4xx77vUXdpLKkm177m+M3+ce99LtdVqdZVKlWrdL6JCVS9TmTdfnnffueee8zu2IN67g9yilYXlZ+qXr4i6SySymXSx6DdWfPceX0LXcNk4TtjUl/AAaYaP97W9ZkGzaYthVTIrLXJPnSI7Y51+Ck+ctOuu0aS9c4j8o+MWkMxall1uJSa3bJm7mhU0k2Htnr2UxqfpDNkGgJYKNA5vpzPs7j2dTroR4/wy833dfOH8Ul1Z5a1//IwTwHW6ZT7IkskkvqHkrExv7fCoZTxkIhgbZWUsx+obD6ALi8TTs6m4YatNNHGJ6Nhpa1M5v0A0NIAuLNI5ss/Of8llZEYu2OQ2GuLpWXRpieV33GFCvn32mXw3OJ9hQHeGjPPZsot1pK2sDbv50refzURp+1xXOpwE41wGq9fsEHedAk68tStDyH22pCTTBTVuBQQl9zI/Pcp/xQIMVRH5UuCjwL/ajDe65YILiUCRX1A6ERQfSS88eZLijBLnxFryJcGHVKzNp/+Y3kDD0rXzqTChqpqauY9Meycq8sI+HRjqtx7ubjdCisU05OWF+xaWQCKik+fJPX+G5uGdyFqTtQND1HfX0F3bkFjJXJhDymUag1kKj42z8pbDphadjag9N4cuLVN5/Az1e28DoPDsWbKXFpG1BlIqJe36dGnJqQF3pZd3ZW+cfVfO1RBnkgXnZempXkBHIuTsBaKZRTInzrP0+jHy802idpzulrudcymX0tTCoUFoNFh702GihRU0n7WaSh/NlyjJtFDfWq7TgXMXbOJvt62OGNLaeDC15kKeC998B1LI03rdPrTRpFUSKifm0TvtvCQ73qqm7N5sWeaE3wlptdIWpGv1y3cs/ITrIslJaUezlbR32nA7vwvT5F48bxkDC4tEpybJjp9HYqW5Z5B2NUdheo36XbtMaCkSu6kmWRZu99bfRFdXkZEhc95jhR0jllY4NOAi421zeLzwo1/MjQ7Z4q0TO/2DzOW7h5mMiWWJkDl+jr5PH6V5aIyo3mZtTx/tap727aYbkblg6YedgpB/4iQrbz5E6dhF4lyG/mfn0aUVqo+esQUPUH7iDPkzs7bA7q9Z/e1AzbRAVlYShydpxerGHn3jcrqb6q5BXV1NMhsS0U5gbTRHo18Y/dhR5g/m0AxELZKSAm1b7XFUrZjzUSjA2DZEhM7h3ZDJkFtRWncfSHfSIknE8RKV5WyWsY88nypGH9hlgcym6a+wVk/KjubfYa918b0H0bU6mSYMvtig8foDXW1glcz0Ypo+3GdBRy8clWhttNtEo8PJObqsvaBb6OjKmr1uJpO83kbwPes1m0GLBbSUR3NZs9M4pu/YPI2+CAQqR6fSBYy3s3o9CXT6z0Aum6STNg+NwWDNFu3uOktbXWYSYU3tq6TXYaeTCNT6e4Dkc0TTcyacNz5B7W/Hae/bhjTbNEfKxIUsnYO7iFpKZm4JKeRp9GXIHjvL6pcdpPzCFJ1yjuoLc7CwROm5SVbesB+A0rPnKZyZte4NXjy1XLaFuw/wuoCOrtZd4EzIvG8l6WqTBK19oK87QFsoUH52kuWxDP2fHmdxTxaJ7V7G9FyaxTFQIxroN02CQgHdu8McSJcVtjaSpX3HHgseegFkL0rpSt8km2X4/z6XONyMjV62YEgCQ6USi+84BO02019zCKKITlFY3Gd6AMnnBgveO/uL3G6eZDMWUHI7odp2wmp+kelKzpIFZMuyQHC2neyMb4SlFcvU8Jk2s/P2Hk4IOHd6ijgjrO3tJ64WUoFOSO/nkHbE8GKBfl4YqMGuHekC0Gdhed/BictJtZLW9/tMCj83+6yOJbeQm7xkXRS2j4AqcTlvPwf3EDVjoktzSLFAs5YhOnWe5j23UTwxhZZyVJ6/BAvLZCamaN65GzIRhRcvkJucT7Ip1GcuNhpO+8Hps7jrzwc459/jshl8kD3WrkV9J8kWk2yW8rFLVE8uUf3MOI3tFUYeWyTOuBbSs/N2HkeG0raYGWsHjEQwOozUquTnmlaO1Iktw0gt+J8EsQDyOSqfHXfCxhFzX3MXSUcM/305/7B1eCdSyLPytiNm97ES5zIs3H+XE8h2WYlO2FBX18x2XYtPfNmDCxZRKiZBfvEp974krV5PFsFWoprujq8HrTfInphEfTlANptogOjyKtHsEs2hInE5T7TsAiCqFtjzgYNYE90Vnwnps5N01zZr/Vwpk2hp+IBElEkyfXT3djsP7hpO5hQw+9o+QmZ6wc79xSnKnztur52JiAerdCo5Okf2ETVjmF1AqhVa1Yjiw8dZfeMBOvmIuJqn/OI0urhE5tw0a3eNQT5H4eh5MlML6c68WzjHK6upICwkc5b/+zNv25Fcv35jIPH/F5ZsHm5YGXXUilndX4PZBVYODNA/vpp0jfIBcNkx6oQ/O2n2rpsLyGVp1fKWwVCrJmVY0rVAl5z5EZUHnyGqWbcd6aumWYng7oc21y18xe0QK6tvvh05e5HyqXlGPnMB2TOWBixdICWZc72v64Keyffn2nj6tuDSlZWgzZZpsVTKacvjlwZ8X8OICPmX+elFVPXPgf8JPAh8GPh6VX1iM97rlgsuSNZFkn1f8O0jNL9oTxKdnvyWI7SqQvncqlNu7aQXr2+H5dL/dG0tTS12N0wplcyh8ZOHE01MJq6uSLRWSrYD6jpSJIvTWl+aclUpJUIzuYuLrB4aonRyjjhrTkX52UmLcpYKVCbqSLVK6dwK9FeJXjxr5RfO0Sk+ecYWZbkcWrLe8VqrmNPiRVn8jnZ3mqkq+//fCl4QzKteJwrRbqypMnKUpHP5evHs+HkyR08nTryPZic7T6rOiYwozDYsPTMjlhbrd8qrlbRPvO9zDNbarF6H4QGipTXrrIFLxfS7giur7PjIc2gnJnf0HLTbDD3wAkxOEY2fTTNMulSFpZC3hV6lbK/vU3Vd/Ryd2Mbh0xddumuiSiwWGdZiPu1isBGy2TRanM1aQKtWJfvCBCpCcWKJ5nCJ3ELDhBETVeAo+TxW/5rWRuvcQpr2vFpH5hatXi+bvbzDhUvLN0VoU7FPAkWQ7KoDl2dBuPrk7FKD+pg5f62+DFGjTd9nT1r6aTFPacpeMz9n9eHZ8fOmvA1os0n5c+O2+BBJBEnjPrNTnZlL0xpzOefYZJKFKX9cTBdhvk7cB0R85kJXsKj/L19g10ePI4P97PyT42z/0+MMPHgsqXWMqhV0oC/ZeWatbm2x6nVEobW9n0xLyb8wiW+lmexoic+QsLIPdoxAJ6Z5aIzMxBTLbz+cZLpIX9VscnWNgb96EToxOx48B7Ey/MkXyD9+nMLTZ5Lrh04q6iiD/eYM99fMWdw+kuyESbGIzs4l3SBM8b1rkeaucynk0dGh1CnfAFIuW/nDyhrN7RVTtC4X0HqDzkiNdn+R2pkm0lErd2k107RhZ+8ax13CmhkLgKhCJiI/MWtaMmuWBeJ3Vq0+u5Pu2DSaidCVBVc6FqBy5VDabCXfs6WhKpm5VZojFTJrbVp9WaJGm8pnx23+LBfpm2gg5TK55Taay5J9YcKyWNy1UH3kNLK4QiJAWnfp0j5V2O1YWmCplTr27TadPywlqdq+XzsSmZCjW7zYrqGlpzcPbmPk6TXifTsY+8OjDP35MYY//mxybyFvNc5+d5dmy1Tc220b3+ggpdk2rVo+CR5TsHZnvlbet/DVvWO24B8bQWYXmP7aOyCbNWFT3x51eYXa350EYPSvzqLNFmN/eIztf3SU/k+PJ4H05BpstszJVtdOud6w7gKqtvNXKdt9wgczvTaDXxyKK1HMRKm6e7yxeVeiyLQG2h3TQRgaQCulpGSgcXgHUUcpHZ8hc27aBeW6xNJ8BpufH73+jvM5pN2BC1N27XbXg7tsQr/jrEvLLlNMk93+5D1cezyb2yTpwiTzS7SGK0SrTdrVHNFK3bR58jm0kKN8zgLvkddkGJ+wQKBa6nT+2bPIsl1TXmxXSwWzVR9o9+nV7nc6lgU69AlLn/YZW6k+Sh4ZGUqP+Zr2OCaamkf6axQ//yLRifOMfMzZrlscc2nmssW/t32tFIkHqmRWGjS2l2ncewDxWZLaFUR1QVh//5p5z+0MPD3PzNce8V92GhDWmNyzp9FGk+ojp6HdJvfIi2RPTNL/4PNu1902TBLBPRf8k0Legl/VSjLWpH2xvy/5TlnOJoitRSGlom30uHKGdeM20aKFZStnyuXQ/iqNO3cR795G88AomUYHFRAvoguu+4DLUPClrj5AtrycXE9ycda0B3xmgl90Or/Da1jIxEUTW+2u33d+Q6behnaH+u3bkx10wAIf26pEC6vEGTsHxcdP2rUYxxRnWrTvsoBDcXKZzPFJdGkl2RArPnbSdNUyGQtoq1qWnMsM8htq1KwUwG9CiAj3/MVUcg8k1qTLlG4fTksHveZHsUj+whKVh08hIlT+YZzM0dNUHjqa6oKIoBemEp9EikUrS3UCtwz2U7i0imYipNmivXPIrhs3j3X7KdF2a0O7+qaD6PIKy+88kujw2Ak1e+p/4DnQmMpjZ+y7O3fRfOnJqSRwof6e4DKG/RpGG00TVHWZDZLNmg+BC+pn0+BCklHoMlZ1dfWyltO3AtHL/PQSIvJLIvKLIvKLwDuBGnAS+CF37LrTa+dgU3nxydNOHdxFp9fqyJoJJ0qxwOp9+9nx2Xm2f36VOJehfXDMJkkvbJTU+YrdBJxTpM6x904Ruaz1xc1mE8dEOzEMD1hEdnjQ6sAWXC356GBaAy5O7VWsP60ur5ij63QdKo+fZe22QcqfP0Fr2NKcrZYsQ+75M2i9TlzOwcIyq2+5g8W33mbq5S7Vlk5MPFwjWlxFG03m7h4kdo+b0+L6L/vyBufwPvjQPUk6ObGiO61XtnalxqW9nDWJwGvL1at1taqRXM7SGKvVVBio1XaZHRGZ8zMs3D1CdOZS2pMdc1R9Glgy+UtEa++I3SyWVtClZTIvTrja8maiUgykPeZ994kok7TS8vWZkk9r5cEtihYtg8QLeiav4268VjbSTJ1x7yC6EhmduGCiQt6RWI/tPnOOeN92q8mu9UGzRfPgDlsQSESrz8TWomZMtNaiM2SpxEnwxtkTrWZao+3Sb8lmYWSQ1s4hVJXWvlEY7Ed3bUPHhtFGk/Zd+2jefZuJEDZbloLuazdxNxkXfABs0dFopu1NVSmdmKFdzVH9zDitAavt9OmyhcdOmIOWEXTiAotvP8Dcu2+HwZrdjGtmK52dw2Yr7TaLd/TbTdq1K7O+9+30mlVFshlefHjfZbslS+88kigrA8kOolSrtovobqa6mHbPSGqu/fV2YTrdzfeK+UB04hxxMUPf359Mb9Yty1qJRu1c+syb+OAeFr54mMbrD1imUatF9diclWzkcqnjHTlVZo1TR86Pu9VMAlzdNca66lKqF5ft8dl5W7j50gjnMEqtmqabd6db+0Dn5CXLVNlAWc8LRyftWhkegGyWwhMnae8ZgY5Cf5W1sTLZhTrSUXIrMY3dA5Z27mv4Ia0zdbvm4kSpdPsQnQM7ae4ZRksFWkf2wEANHegj3jYIxQLN1+2h8SV76RzaRdxfSdoJJ9o5rs48uTc4HQMyGad/kKEwuUicz1B+9DTN4bLtLMYx0mqTf8aJJooJHy6+/RCz7zpgtpTL2U+rRWdbf1J+Mv/FQ0mQxO/ceqFY9enfwMnP7+kSPYw5/b2H0/7sfmGusRP7a0FHTc9jYTXdsc/n0hIb95l0YTFd7DYalm21tsbKwQEqT5yj9Oipy7r0yJ4x9zwrbZFaH/WxKlKtEF2cRVstRh84kVxjSambKwkC7JxuG7Iyrp3b0gUjpIuOjCvl8qJgnY7NNU7kLCkLyGUTnQlfHuW1KrTRtOMrq4nNrZcXn7KWoNQb6PyCzSu+dXMuR+vADvITc0SNDu3RPuIdw040sEuk02dT+VTxrsUaO0bSBaTr5iSFPK0jltk19XW3M//uO9EDu+1etLySBCz9eUtKCn33AyeaKcUiFPLkz84QVwrknzlLZ8A6kejyCrLmdrY7MeIyMla/7BArbz5kZUxZt/PaapleR8vO6dLrRu27eok2RxJwcAGfz44fwAvzAibOWy5ZuciS82vyOdpfdBvtQzvRuQXLPvMtqrt3ZAf77Zz7+7/XgwI7fuocmssQXZqj/MQZCs+cpfyPx+3+PDSY7py7csnOkN1Xhj95DJmYZPgTz6X3Z4ksCD22LfEVtdFE+vqI+mv2OTtxUtag3feBtqWH+5p2XV6x81spJx3BJG+db3BlWF40XHIua6xrc2O9vHB0MumQoEtLaVZUq03h+XNE9Sa5C0vk5upkz04R91fdPbEry86XFLk2lt73k3IZdoy6ucCyS2WgH4YHifePQSS079pH5/BuGvcdNjucW0juZb6DF2BaYbsHKJ6YdgEWt4GXzVAYv4iW8hSfOOXOr/mm2myRf+oU2aMWWJdT52l88V5W3nQb0ldxeidF81NqFeu60G6zcmQkXRz7LJXZebvX+pR+4I+P3XPZudQ9O2z+nJi0Ay0fWCiYf7Pkyvbc95UEaTLmG0q5lGx0dW7fa3Yxv2A+2fSsCRifm0ru0ZkXzlhp2Y5RO/8F17lNIuK+EtJfsxLKRpPqXx+1MgpIM4rcPA9uw29sWzou/x24jcTL9BMAX5qli0tJWRpg97pCPhEfTQIekVi2hN84iaJEj+5WQICcRFf86TEeAR7t+vl54E+6/r7ubInqhoh8E/DTwJ3AG1X1kZd53v3ALwAZ4LdU9Wfc8Z8HvhZoAseB71LV+Wt4Z7dj6TQNMhmae4ego2TqbbJrHeT0JPla1aKciyvgFLqT9LSW2znKRpc7hrUqcSlPtAyUixblXzPROV1esQtubhEB65YAtgDT2KLxxaKlWUpkEc4oQjIK2XyyQzD9lu30n6yTW7JFXP7p09a7utGAi9NItcL8G3cy8JnTaKNBdq1D5fEzdHaPknH937XRoDm8AxksEbViBp5bREs5omqFeGYOGR4wxeeMOZA0rI3U7b920W6OLhoukzNoq+l28LsEmlyauS4uXTbBmWJwB6GZRO2TNG23O+bR1TVUSJ0ovysDSfqrFIvEi0tINms3mcF+G/fokO1wgzmsqjY5Z9ISFNVW8l0qLlI+MpTWx0YCay10sB/mFlB1uw6tVqKSbUKaTnneaS2Ib8fWScet9bod7xbwWg+dDtHJ82iSEWC7Wgt3j9B3smQdRGbmyIuwcvsQleenUmfU91ZupY6fj8ZbxwJlbVeF/FKL+t17sY4GC0T1kpUOFPJknz5hu9/iWqEVC+iCc2jFItd+kSY56/EcVd13nM2ycNcAlXMNq/GMlcJTZ1CXIsjFaWSgxvRbdzLykGVhlKaa5B4/TuO+wxSfc20G221a/UWkViA7UKH2wiJrh0YpTpbg7KT1gz9jqd9S6U9Uiw9/eCYVc2q26Pu7E8T1euLgJd95u20iS3En7YDihLj84lbXmnYz7dqlkWrVaXXYOV7cV2DkcWen1WqyANCFxTTVsdEgc2GG/tUGqwed8ztQIy7kYNconHXiqT5Nvl5PuqVIIcvK6/dTfux0IuSpa3VzoiJzoKVWtY4hU7Omju7nHNW03V/OyrqSoIy3q07HdmeXliFW4lqJaGp23aYrPhi1tIx6cTqgUysg1TytSoTMzFNYrZMd7iM6NWnXs0vxTtTho4wtWt3OWefgLuueU80TNTvUx6rWenLZutxIs2WLq8ePI0PWPlKWVkzUzX9fbS9Kl0/Ot4KVBi0uo6rM3DtE//FVssvOdp89a/N6vWHB4cF+pt+ynZE/ewHtxJQn6+TOzrB61w5KT5xJ7KtdK0BfgWytRN/pVRp37iJ/aQU9c94W2xdcpxJftrS0xOHfOGfXnHPK933wWFrN2SXaaW3PhPz4ZBLsTspcvDBYczVVjHc7clKrWiBq1bLw6oMZKm5B4fuaSz6Hzsy7+vgInV9EalXKT56leXgn+fFJpK9Ka9cQufNzNPcOkT923rr/uMCttXuN0Euz5FptOkMVMju3QaNpi1apW1aha8uqlZKVBfqyHEh1YMDZQtuur0aXqj2kiyJVOiN9ZOYW1m27KDaP+EBIo0Hri24js9wArdIuZ8nOL5JbswB/0oFmcTmdd7szDLwjvmOUuL9Mp5wld26e+LadSLNtCwwRck+fAIkY+egzREMDqb1Bkj2SaOG4YLfXgpLtI5aRFmVYeuMeKmeW7bVbTTInzpv9dDpOTK6P6bftYvgTz6GqFC+sEp2coPH6g+SfPp0sWFojZaRZJFMuUj2xSHzbTqL5FfTCFFGpmJREmKp9Fp2b586fnHJ+jgJKNH4W9cGtrjK97NEzaa22F1HUOK0Hj9UyQWNF2610VzSbTVLMRYT6aIny8WYabGu1gbb5KWABCec/RCcn0LFttqNbKKA7R4gWViyI1Goh+3ZZANkvxHwZoV+IOnHZpH2hK5uNBgfMn/Fi2Ul3i06SQegFH6VcMtvt3g3O5xCvLzLYD1Mz6zJbaTTNBlzZBhrT2jdKVG8RqbJ05xB9D40TVcrEwwO2cPY26n2uRuOygLOIEB/cQ1zKEhcy5M82iffvQNZa1nEL7D4RCZknXoTD+ygem0zKgXwJrZQti88H0AvPnnXlTpXkPr90zw7KZ1eQhumrZI6fcxoJDcgoUqsy89ZdDH3yGGQy5GfXKDwyQf2+wxSePJna7WgFaZbIFvOUTy4S7x+z0sFZdy35Mh4XRNa5BQ7/6Cwamf+r84vI6cl0E8b7oZkovf66Skh8Bpp94Djxf3w5ZOb4udR2XfC2tWeE7POnurKuMkhfGZ2eSzKs47l503g5M0m8e4xIFd2zg3YlT/bSot1b6/W01bhf/GsMF6aR4UH00jQyNGDv77OOnM/qhUMTMUf3eaRYMH/IbeAk2WL++yyX7B5Rrdh9vt2GwX7iC1PrstubDQFyN8Eevar+DoCIVIC6qnbc3xmgcLX/u14kqUu/gYjInUAM/AbwI1cKLrgP/QLwlcAE8DDwbar6nIh8FfDXqtoWkZ8FUNUfe6X3ve+++/SRR64Yx7jpuH/sByzC6B1J0hQln4bpHVQpFm0CrVbMSVlcYulth6k9aS0ss+dnk5reRCvAp8QN1GzRDsmC1qeoJju2foFWKpqOhEsz9imLZCylVzKRRbhbbZsI8/kkLVi6nCefjpw4i353xmcDFAo26VVKNp6L0zYmlyliIpCK7huzlLx2O2nj5TNMdHkl1RSIO2m9WJcqdaJm7TQTfLq9NptJpodkMzZuH2DxytD5HK0ju8g+Nu52f9pop8Onlj5sn1HkUVW971q/79eU7W7//nTB6GtBE3G+2Nr5icDMXLJDDJaOy8Iyc+86yOCjU8S1EpnpxeRG6b9f9eUqPtjlBOOSHQu/oPQ1hepErvzCN4psd3vvTqKZeXN2S8W01SmkqbP+u759F83+HJlmTOm5SUsfddeQNpro7XuJFlaR5VVW794DImRX2uSeOXWZarX/PytfdpDyqUVkYtKcLpe+KP01y5ryDrPfBXV6JEnKqQ80+F7l2a6FuU8BLbldxHrDnAe3mySZiIW37Kf2F887ETbLPnpg/rft8VvZdoffb+VZThfDZxlYF4aYeLBGtLxqwR5fE+9KeVhYYu6dBxh8ag7NZZDVhtMZcGVivp1ju22BQae3kdizSOqsds3BPnjku2QkpS1Oa8OyForo8nIS5LWsDQsqrX7pPirPX2Lt8CjFx09bNkx/zS3y1LR9Llpwaf4dB8g2YuKsUPubcRjsZ+bLtjPyl5apI6USq6/bSenErFsoR8niyXdXSssX4rSlmUQ27nzOzu+CpeZ3t5jVtbXE/qVctAyHRjMp7fFCriv37qX8mWOXOcnBdp3P4DIgu/0+r02i1bJ1hFhds/Pp7E77KjC3wNI/PUTtyYtoMW/PW3P38NVVs0V/7/NaEh6feeM1Cnyde73R1Z0gSjQytOPKTn23Jf///euDLWq6hBOlWLQNDb/48Rs/hXxS377y9iOUTy9CDHLuoj3mM8lW11h5552Uz68RjU/Y63odHpHk+un+PMl16TI2pJC3gMDF6STbLLnHuYwkyWYti8HfH/yiVUxgtrNj0MpZ3bxLp8Onln/HPuOrsN3XlN0Ov9++b6+h4uY28dpb/VXbFPB+WcdtDpRL5ut6u82YNkYSUG82XTZsOQkKJOWv3VlVfkPRi216DRq3iULLsimSBfqa6eUkmzvOB/ClvBJFNI7spPD8OXSwhk5cSGzR2mvHiQ9Lp4MesCwmabZhcsrmSJeJGS+v2MbX8AAyv2QbAr4TE5gNd7efjiS5n/s5QDIR8aE9lu12cTr1Y70P4bRmAJeN3DZ/wW8INlvovjE4fjbJwOv2F+DVz7s3C/feXdC/f2DnFR8r7zzVc59ZRD4HvEtVl93fVeBBVX3z9X6vLclcUNXngcsES67AG4Fx14cTEfkD4L3Ac6r6YNfzPge8b5OG2rM8MPkrWz2Ea+b+0e9LFnLx1AxRX9Uc5aYTxoyitJNGNmtOjotgWwS6kzqKubwdKxdNT8KXZowMwaUZ2y2LMhC3kXNT5iiVinT3mfbaDjaBOlGpjCsRiBUp5pO2SaqKeGcd0kWZcw7Up7f6idbtAOvqGrnHj1udeS5nKdMDwzfytPcsD1z81a0ewjXz7v7vTlIB49W1dHewkEl3nIYHyD15nFwuy9obDrpU4Lzt/vZVkUKLuNVBOjFaqyIdpfjoceJDu1l85+22031hwVpf5XJoq0Xlc8dNLNPX7DqSoFipmO6iOMdHG03YNgyTl8xuEQsQtppoO3Lq/UW3kO2kNbEuxdxn4MQrq9T+5sXUiesSDrzVeWDmg1s9hGvm/oHvSeZNXVl1uh9NN6fGUMgjuSzlh08Rjw2zsD9H8dyQdT5pdxLNg2h2CVyZW+VCg9xTp1j68tuRSpmZN22zwIIrHdS+srWNgyQLT8Gpj5Mu/rxN+/TcjCRBX11YsseyWZtns64EYtsIOjsP4EomYhM38/X0GdNTKv/DeFIrnNTZB24qn+Hdff/aFn0t6+Ak5ZLdx73d+LItF1RaO7KDwj8uQqtjejaQ6kG57z+31EbOXmTuPXcwODWLDtYsO6HTQfI5qg+9aAvBpmXmSRShrvV0EljwGYASIdnIlcu5YMfqGnJx2p7nunsk+h/ZPPgMHB9YiAQkXcDG9TqR1+oSJ+R5i6SXX42bac59d/U7k+zeJBDcaroy1A7xzlHIRuQfHUd376C+u0Zh4oIFJMrlJGCWaNa0O0irg545z8Vvex3b/zYmrpWQ504g5bIFBlZWERfsIueCcS7L6rLAgsbQSddd3QLBcuy0+S3bhk2bwWVVSKVqJRxdXVN8MCbxddtty+4oFtMyzd4rC9gUBIjoTfHGl6HoAwsAqrosIuWr/Yf10sse4y7gbNffE8CbrvC87wb+8OVeRETeD7wfYO/evddzfIFr5IGp39jqIdyUBNvdej618KGtHsJNSbDdrad75yhw7QTb3Xp8hl/g2gl2u/X4LJPArYEg5KSXl9FfwIqI3KuqjwG4dpRrm/FGm1YWISJ/Cey4wkM/oap/6p7zN7x8WcQ3Ae9W1X/j/v52TJ/hh7qe8xPAfcA36jV8EBGZAk6v4+O8HCPA9HV8vY0SxnN1emk8+1R19FqfHGz3hhPG8/IE272cMJ6r00vj2Urb7aXz4Om1MYXxvDzXbLthzt0Sem1MvTSeVzXv3iyIyAPYeb4S06p6/40czyshIm8A/gA47w6NAd+iqtdd1HHTQi6q+q4NvsQEsKfr792kJwQR+U7gnwFfcS2BBTem62rcIvJIL9XUhPFcnV4bz6sh2O6NJYzn+hFs98YSxnP9uJ6224vnodfGFMZzfQhz7o2n18bUa+N5LdJrwYNXQlUfFpEjwB1YVcdRTRTury+9nM/xMHBYRG4DzgHfCvwLwHeR+DHg7aq6unVDDAQCgUAgEAgEAoFAoKe5A7gLKAKvd+Kev3u932RLVDdE5BtEZAL4J8Cfi8in3PGdIvJJAFVtAz8IfAp4HvgjVX3WvcQvA33AX4jIEyLy6zf8QwQCgUAgEAgEAoFAINDDiMhPAb/kfr4c+Dng6zbjvbaqW8THgI9d4fh54Ku7/v4k8MkrPO/Qpg7w2uk1GdswnqvTa+PZSnrtXITxXJ1eG89W0mvnIozn6vTaeLaKXjwPvTamMJ7epNfOQ6+NB3pvTL02nsDW8z7gbuBxVf0uEdkO/NZmvNGmCToGAoFAIBAIBAKBQCAQ2DpE5POq+kYReRTLXFgCnlHVL7re79XLmguBQCAQCAQCgUAgEAgE1s8jIjIA/CbwKLAMfH4z3ihkLgQCgUAgEAgEAoFAIPAaR0T2AzVVfWozXn9LBB17ERH5kIhcEpFnXubx94rIU05A8hEReas7foc75n8WReSH3WM/LSLnuh776iu99nrG0/W8N4hIR0Te13XsfhE5JiLjIvLjXceHROQvRORF9+/gZo9HRPaIyKdF5HkReVZE/l3Xc7fq/JwSkaf9d9l1fN3nZ6voNbu9ljF1PS/Y7qsYjzsWbPcWmXM3MqZgu5tLsN3NG1Ow3c0l2O7mjGez7HYjY3LHXjO2G9gYIvJX/ndVPaWqT3Ufu66oavix7I23Afdi9SdXerxKmunxJVh/0Jc+JwNcAPa5v38a+JHNGE/X+/01Jnr5vq5jx4EDQB54ErjLPfZzwI+7338c+NkbMJ4x4F73ex/wQtd4bvj5ccdPASNXeP66z0+w22C7wXZvbtvtNbsNttu7P8F2g+0G231t2m6v2W2w3fCz0R+s7eSQu0YG3e9DwH7g+c14z5C54FDVh4DZqzy+rO5bAirAlepJvgI4rqqnN3s8jh8C/gS41HXsjcC4qp5Q1SbwB8B73WPvBX7H/f47wNdv9nhUdVJVH3O/L2FtRXdd6/te7/G8Aus+P1tFr9nttYzJEWz3VY7nFQi2u8njcdwwu93ImILtbi7BdjdvTMF2N5dgu5szns2y242M6RW46Ww3sG6+D9NYOOL+fRR4BPhT4Jc34w1DcOFVICLfICJHgT8HvvsKT/lW4CMvOfaDLsXsQ9cz7UhEdgHfAPz6Sx7aBZzt+nuCdILbrqqTYBMhsO0GjKf7OfuB1wP/2HX4Rp8fsJvlgyLyqIi8v+v4pp2fraSX7NaNJ9ju+scTbPdybtk59xXG1P2c/QTbveEE2133mLqfs59guzecYLvrGk/3c/Zzg+z2GsZ0S9lu4AtR1V9Q1duA/wLc437/X8AJ4B824z1DcOFVoKofU9UjWITvP3U/JiJ54OuAj3Yd/jXgIHAPMAn89+s4nA8AP6aqnZcclys890qR5+vNB7jyeAAQkSoWVf1hVV10h7fi/AC8RVXvBd4D/ICIvO06vm/P0WN2C8F2NzKeYLuOMOcCwXZ7lmC7r8gHCLbbkwTbvSofoLfs9pXGdEvZbuCqvE9VF8V0VL4S+DBmm9ed0IpyHajqQyJyUERGVHXaHX4P8JiqXux6XvK7iPwm8GfXcRj3AX8gIgAjwFeLSBuL3u7pet5u4Lz7/aKIjKnqpIiMce3pU+sej6p+XERy2GT7e6r6f/x/2Irzo6ofV9Xz7v0vicjHsPS6h9jc87Pl9IjdQrDddY8n2G6Yc69lTMF2e4dgu69uTMF2e4dgu9c+ni2026uO6Va13cAV8cGnrwF+XVX/VER+ejPeKGQuXCMickjclSsi92ICMjNdT/k2XpIm5i5YzzcAV1V6fTWo6m2qul9V9wN/DHy/qn4ceBg4LCK3uQjztwKfcP/tE8B3ut+/E6u32dTxuHP225hoyP/o/j9bcX5EpCIife79K8BXdb3vpp2fraLX7BaC7W5gPMF2w5x7TWMKtru1BNtd/5iC7W4twXbXN56tsttXGNMtZbuBV+SciPwG8M3AJ0WkwCbFAULmgkNEPgK8AxgRkQngp4AcgKr+OvDPge8QkRawBnyLqoneiEgZSzH5vpe87M+JyD1YqtapKzy+kfFcEVVti8gPAp/C1GM/pKrPuod/BvgjEfke4AzwTZs9HuAtwLcDT4vIE+7Yf1DVT7IF5wfYDnzM3TuzwO+r6gPusXWfn62i1+z2Gsd0RYLtBtslzLnXZUwE291Ugu1u3pgItrupBNvdnPGwSXa7wTG9pmw3sGG+Gbgf+G+qOu+CXj+6GW/k280EAoFAIBAIBAKBQCAQCKyLUBYRCAQCgUAgEAgEAoFAYEOE4EIgEAgEAoFAIBAIBAKBDRGCC4FAIBAIBAKBQCAQCAQ2RAguBAKBQCAQCAQCgUAgENgQIbgQCLxKRORDInJJRK6pnZCIfLOIPCciz4rI72/2+AKBlyPYbuBmJNht4GYl2G7gZiXYbmC9hG4RgcCrRETeBiwDv6uqr3uF5x4G/gh4p6rOicg2Vb10I8YZCLyUYLuBm5Fgt4GblWC7gZuVYLuB9RIyFwKBV4mqPgTMdh8TkYMi8oCIPCoifyciR9xD3wv8iqrOuf8bJtvAlhFsN3AzEuw2cLMSbDdwsxJsN7BeQnAhcE2IyBtE5CkRKYpIxaU9XTWSeYvxQeCHVPVLgR8BftUdvx24XUT+XkQ+JyL3b9kIb1GC7b4iwXZ7lGC7VyXYbQ8TbPeqBNvtYYLtXpVgu4FXJLvVAwjcHKjqwyLyCeA/AyXgf6vqNdVhvdYRkSrwZuCjIuIPF9y/WeAw8A5gN/B3IvI6VZ2/wcO8ZQm2+/IE2+1tgu1emWC3vU+w3SsTbLf3CbZ7ZYLtBq6VEFwIvBr+I/AwUAf+7RaPpZeIgHlVvecKj00An1PVFnBSRI5hE/DDN3B8gWC7L0ew3d4n2O4XEuz25iDY7hcSbPfmINjuFxJsN3BNhLKIwKthCKgCfUBxi8fSM6jqIjaZfhOAGHe7hz8OfLk7PoKljp3YinHe4gTbvQLBdm8Kgu2+hGC3Nw3Bdl9CsN2bhmC7LyHYbuBaCcGFwKvhg8BPAr8H/OwWj2XLEJGPAP8A3CEiEyLyPcC/BL5HRJ4EngXe657+KWBGRJ4DPg38qKrObMW4b3GC7RJs9ybllrfdYLc3LcF2g+3erATbDbYbWCehFWXgmhCR7wC+XlW/UUQywGeBf6+qf73FQwsErkqw3cDNSrDdwM1KsN3AzUqw3UBgY4TgQiAQCAQCgUAgEAgEAoENEcoiAoFAIBAIBAKBQCAQCGyIEFwIBAKBQCAQCAQCgUAgsCFCcCEQCAQCgUAgEAgEAoHAhgjBhUAgEAgEAoFAIBAIBAIbIgQXAoFAIBAIBAKBQCAQCGyIEFwIBAKBQCAQCAQCgUAgsCFCcCEQCAQCgUAgEAgEAoHAhvj/UTYCGvx/pRoAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1152x216 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "idx.sel(index = \"NDVI\").plot.imshow(col = \"time\",cmap = \"viridis_r\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And here the `IRECI`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<xarray.plot.facetgrid.FacetGrid at 0x7f5fc41ec730>"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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g+hlvlNbAZpGwOTaEjn8/TIDRWULna5LW4tCVuaY5ef+bE278oGF9zV/vc6BquTZaTAg9j7F4Jvjc5ftWLdc1G/i6WANhABCBytfb0PHvm4uE9lD7hQGB8zwZ52kclf0CAELPZ9FiQug4F80/S2z4fI0uEvop53Q/he81hqrl/B6dc71tFrxO/Wy37j7peKK5+1s/iH5qCD1/V62597cHnHSh5zo1OudcKXOV8zZ0yeMCoF4n3PsW4MYPGtp97uuxAZIZ6jXnZegS6jXn2eY4ILQJljgXYs05mIzvm4LBEs+naoHNIddprZmbIz4fFhNS5Xv5GEiVoVqV84ojPivdvJx/bDgHhzHncaz5+m7OtR3Gz6jXxIbXoJ8bJg8i1tcCQp/wQ//5bu4+yfhS5u72vP3mf/ODGBquRebr0+xexOUzlb+xr30916F6VeKFVPs+nbh+NZcJd78NuPn9wPo619NhxPUseLxr0df2yt+35fuElntzvfA1FIAlj3HHhvFZRLdneV8IHXK8yXnFdVv7RbMo8UEKvkd4TKx1tmp5DsOI51cv+SzUa8b9NuCRdb5a8zkMHTC6TFhfs92a+xTGl7ruvlFGixbfHn7hY3/3P8e/fOP1OIeU0o8A+LbH/Pwe6G/wVMdbCjR4ZBiAyA0w9AndlAtFvQK64AlKm9DNLC+ioQfCBnmDHV0kxAoYXyYc/oTh5OsSDj5pGTAYRg5E7AH1kgudDVzgxidM4qs2IdZ8z/GJFqyE8XnC6pohjni6CjpDByAxEA49MLs7YH0UECsGvCkwWOinQD83TO9HxBoMqtvCVRkaflcvEjYHARa5aNarhM0hE9LQlU1gdMHzT4HH/bn/t/8Ei2drBhENMD5NWF8PsJ4LebNkkBFa/j7WZWPRAh8bJqbDxNCcM1nsJwQuUsUNamgYlA9T86CKG0EKPHdteDAGQLEG2kNg/iKv/zDh+6QADFMGOc0i4f/8r/7d13e+PcURG8PojEFZveTn3BwZJifcdFMAkHj982cfczPu9gUWJPQTJuvXfsTw8P0Jxx8mQGWRSVC99M27RwEfamC0SFjcDpicpBxIVmsGpP3UMD1JWB8bN+qec6HdY1AZOiZRVZdQtUC7Zxk0G59FhJ4/Cx3v0+bIcpJVtYlA2wCE6Ake/O83wPzugG4WUK2Bw5/ssbpeIfSc192cX80i4Wf/yj+Cbh6QDFhfNwIRPifrlScChwxuAA9+PKDo5wXAm9+JWDwTEFp/Po5KwG89r0flIHR7wOtfL5gMj84T6nXC+ojPXnKgcH0dmL/E9x/GwOxOQj9j0DN5GBEG4Hv//Bt37rYHXE/jCDlo66eG2StcDwm0GmLN+TZ5kLC6wYQn1QwYU+WAa0y4/iHD/W/2uTsW8OnggifpyeCAFNAsE1bXDY0/N9WGa227Z0iVYX5nwOKZCkPDtaS54HM0jPleYQDCqoBd3T6fj3rF46QKBXBGCZhjY3ltJDjC5y82hhQSxmcENaoN+BzP+ez0laGba24B/+wv/cNY3qwQega/0/sRmwPLIOD4LKLdD2gWCf3EHBAnCJEqPkPtga8fnpiOLvn544jztl6nAmh7hKAEsp9xHo/PIvoJr1Fs+LPF2xP2fpLXY3NsmN4l6KG5awn4vv/mjTt3+0nZv+tlQrdned9mUp4AMyY+fh27Pc7d2HCOIDERsiVw44fMQS8ma6ElMCRgv1oTpA0970NzyXs+OuPEDp32fGB1Azj4LGOGflrOWXvs6CLlfSHFlO+nAODmkrFOtebf9BPLAHNzyfNC4mfop4wLqg1fu//CgLN310gGzO8MWF0PXOuWBIJTBdga+Hm/6A9hfZ1/tzkKGbjgeQD1JmF5K6BeMBbgZ0+wntdP+9fonHO7an2POAw5sFHso8+XKn6vuRxrB9X9/QQsXnwVsP9pPpvdnGt7u2/oZ7wOoQf+yZ99YyaP3Yz7UqwN9WXC6qZhGFVcI6Z+jQeg22PcV3Ueu148Cn4NI8MoEaS9960J136UwNHkYcT6msE2QOP7Z+fAcPTCXGwMQMLojHuixYhkhvV1y8W09XVfoxf+3PR8BvqZ+bqGXBCZvRLzOakoEPqExTNVLraFns9GP/U4fN8wTLjvDo1h/sqAi+cr31eQAeb2kM/Y6jrBrp/7L/wnuHy2Rr0meDe/M6CdB/SzMm/7iaFZRLR7nIux8TXC1/F2n7F1dPBmdM51ONbcgwREWiwgh3KQWHnhZgkHaBxAMeDy7QmHH0eOF0bnfGa7Gd+3WQD/5M+9MeftG2KYwarq8b+Lr9cp2LcD+EhK6dzMpgB+L4BvBvDjAP5ASunsaR7vLQsazO5GLG7zZg/ODjBHWmPNh7ef2j9VTdUCO4wdHIiOuK+Baz9S0Nx+6ht6zQ23armIxIYLWHvERGcYc1GpNilXHABgeTOgn3vSMOFCEFYezGUkNuHs3ZVXMZDZBUJz6yWDQYtcTGLDYCA2DGRCn7yqwPPrTUBGCehjzQCwueTntp7HWd4mYKBNuZtbDirW1y0nX8PEF8IRA1hb87pWLWB9cmYDr0Nfg4F5lxCTJwrGxX58QnBlGHMxTRU3OTEv6iWTKxuAg095VbBLqM4IntSL5AkdsLoe8E2/9YMM5mqemw0pB7+xYQDXXJZ7WW1K4hBrbsJVm7C6GZgg5oooN7X5K5GJiCEHjqFn8La+HjC98fy3PMncXR/zM/VTVvdTBWwOA+qFgycNN9t6zapt6BL6Geea9UCccmIPY87RGz/kSdJCLBTOtTjiBhVafr5mnbA+YtKlClu14vWuV4nzeM6fj88jNocBm0OCX6O73DwtJoQVcPlsYBLWJSyfNUzuEdyq1rzu62sBoVOAm1itGPxZ9OQsBWD8kEHG4naF2b2IfgMsb1aINee1mBbVhp/98m0V6hWD6NEZP297YNh/ccD52yuMzxKD6DkDp27Mc643hWFRrZXkMYDeHFv+PhmvU6z5vNWrhOaCz3B7xCBsfcMwOi3VED3Ph5/gPbEeCOaJ4YOI8WmPzVGF9bHhW37DB1FvkoMrfJ7iGDk5mdz3cpIhg4mDJ9LBn+lmyfuYAs+7n1kG/yanEetDBv65opNKBXN68+pzd/4y2SbNJe9Zqrg+bDw4HUaWg67QAqsbXHuGMav9yXit+DeGYQRc/2GCkXHE11Qd1wlWuSwzUeqVEmXkYC50wPJWQHPB5GR1PfA6nCS0NcE4gklACgxGYX5dLhLCxtladxK6Q2fVmK8ZbcquQSkA8ABawSwMmN6PWB8ZgVoPKtdHIa8voYUDqFzDL56v8ryf3SUgPEyY5GwODe0e5+T62HLyPjpjxbqbO4NnhQxCAFw3+Mz5GjgAZnwmqnUBVQZPmofJ1rMZkdlF+5/aqrY7U2R+Z+A9BZ/9b/7NH2QQfcD1OVUF5FSgPTllUN8emCc2yOw5PbcCh0JX9oLmMmFykrC8ETA5jb7WlLW7nximt64+d/dejljeDLkaqcRZAfqrGYNMwryCqbWh4tzsprxuN3+gVEctFfbV4HNbr7GBz3K1IXCJCKQqoR1xLa6XwMaT3NGFrz0zXjMlQuNTJlarGwHDBGQU7nEfWT7DZwBgQt8svCrta2Pok78fjzWMWIntpobFsxXqBcF/FiCQ71HoE6Izc87e3eQ4ZXqfoBMScPDZHhdvr2ERmN6LWN0I+TPYAFQD0B0wXhqdlUQsVoaNA40WFUsl1EtjDLQkGLc5ML+OXOMIdPNvtY4cfJIJaufJ3ep6wOzegHpF8LufAh/47R9Es0AG5BWLCCCsl4wxkJzZ4c8u4PuQ/9362PLf6d4CBAs3RyGz+ZKvHZrjV11387zdEHANnbOsJmIT8nrUa/68XvHcFEMpCQ09sD4i6HvjhzzeWzJurZdi8hHABPishp775jBmLJS8gDSMQ17f9Cw3FywOdbNyT8nmjZ48hwz49hMj2HnA/bGbGSxxjmsIPEt1WR+UhKfAezw6TxkIZXECGSTqZ8BQG87fUec9Y/9zPTaHFTbHhskDxi17n0tolhGLZyo0lyy6TR9E7k8TQ2r9uA5E12uuRYoJeZLA6DJidT2gWQL1mqDKMAHitMxXgV0qeh5+zOdIn9Bc8nNOH0TGeCN+hg/8tg+icYZFtQVk2gDuT5FzT0W2zARdl7h2GPuzsUwZCAf42ulJxOWzVV6rBdJVG6CbXWXGvnGGAa8NGnSv22n8GQAyQvxPASwB/CEA3wHgvwTwy5/mwd6yRojrowCEgmA3l75gzb0ac8QNWmh4bPi6WPsCM3YAwR/gFIDVbcODDyQsb7HSAHChGZ1zQxomXq10FLZqibxyI/Okui+bUXPBBaifEpEcpqLF8r1XN1jlDC2Dtun9iKorNF6dc+hU3WKyUK8TKm0Gcx53GOl9WA2dvRKZnAfL5xhHlGhU61IhqDasVoee59DPPIh0elq15tfoXNU5D9bb5MmQ/3zsVUevaCiR4DG4OYSB349PE0anrLSoEhBrBvHaGFSRjo3T7Dyw7KdbAVzw4EaMk5ZJ7/ihMzVmrGIj8frEytDPDf2MyW0/JbUzBafLe2AisGbtTBFLJfnup48GBFcZm0MCPzlo6UuVCmC1mgEbmRvr69yskgezqeZrqo1TC43v+fAbuKG0B3pvfr7xKYONwVkgSnoUZJJ6yOS+n1tO3jaHIVd96yWlEgef62ERuHwbK03RGTz7n41oVpzDvTNCqnVCtUFO1hWE9VNkZH6YcEMbnzKw2Oxbfg+LQD/mM63AnYkin9t+Zpmt0CyYbIQe+X7Xa4ItTFQMm8Pgcg0mkeMTJj0CxEhzRKbuRmfztEdMXFMFTO8mjE+8gjJnACQ6J+Cb89bPRcE8f2eNjVcmwsCkQiCAAsF6SaBwdYv3sJv5+83g58d5u75u6Bxsig3nZwpexTdgdRywfJYBRLVhAhcbPt/1ks/OVUes/XlyqqmqqN0e19PNNeSgJY4EvAqg1RrE69BPfZ04Mtz7FnglyXIwvB3Ex5GvAXMGm2J1af0nm6QEjbx/yPdmddOwd2fAMGHyO/JnouoS9l7g3Nt/oX9ERsOHw6muDtypUh06rhndzMFRlyvMXokEmqcl+Naofd0aaz12cHsbTBlfxAwKN0uuh/3cA/FI0HJyEjF5mIBI9hVA2nDYYsVoPRsmTJrIjou5+hdryYbIoGgWKAydJc+/drbD5sCwvBUQK8vMm9Am7H9uQDJem+n9iMkDMm66GdfY0Cdft5xxZ3x/PWsCHGLloHZk0pJq7u/DyDA0BH6aS16LJxnaC+KoVLyHiaHb531YXy9sxGHM6xlr87WW83aYlP0UABZvC3jl25kUC1CIDZ87gU7mQOkw4XuOT7hY1MtSQNDzUm1cJuCSiGrNdbdeaE8Kvq5y/xyfcN2dv0wAimuJMwwHZMq39phYEcxIlT8Hi+TUd3D+Tzhvw8BrlCoAkeuzDWSoiF1Ur1k9XV2vESv+v90rjLLRBdfXYcRrGgYWOQSspBpA8Ar5mue5Pg4lYTcxCfhMVxtWeFOw/BnHpzHHDbqnKgrE2rC6EdDPnMlziUcT/eSJcZvIINuzvN8w0bJ8z7uZYfmMofc1dRu0lKSk3SfAPr1HEF5rXtWV41113obOQZ0jyQsN/ZzHJ9uuAAWbo5ALMaFDZgxWGwJJVZewvE2WTD83JI9NQ4/8fKuYkypek9ATuExG0KFZFklNe8CiEAKPEVz2tTn0JHdmWN4IGJ9HFqN6YPqAz8D0QaScty4xbtUmz+aQC11Vy8+ntaVeleR7fmdggScYxg4i9DNgmAJ7Lw3OluS1WB9VSEbAtuqYQI/Pya6plwnNKmF2L2bwWRKjvZcGVGvGEv2M14ugDO9rPzWsrgfO98YLAQ6iNouE+Z2Y9w3rWahplvyCiYHhhcm6gJNAYS/UK2d5rlkcqNfJC2PJi4n8Xeh5z9tDw+qmZYZ0tea87Pa5riJyT9ocBHR7PEY/9TW5RgZInr4V30+hYQZU4fFfr98IKSWPiPGtKaXfmVL631NKvw/Au5/6wZ72G75hhjFwqVcMnkKroNsD8AUX035G+rKqAGEg5TJs+GDFWhRNUlkPf8KwfC5m+q2SmzgSdc5R1J5BQLfnAajooL5QSKdYeSJLuqIHhw52hD7lJDBTTH3hIIXXss6clEoHBqInHZ781StfjPwzDmMu2N0en3ah5cFp3L0nRArgNkdMROKoBEVaaAAmBLHSolWSwW7usoqe9yCDKF5tzGCHb87NkpvW5qiALtooEOQZYTh/Fyt1w4jnOT6LGYQJvYJu+UYAk9OYk7Zu5jT2y5SR4GFSaGTVyoGJjUAHJZEpo68KqJpLBin1yhNPZ0isrz3ZKhobywlt6Pi5JyeRAM0mYXROAEFVNiVnzTJlWUqukFj5OvhEwPl7YpZ96B4Mrtfe/xxvqOhz7YFhfBqzdCbWnkibFWBsxU0p9ASjLp+tMHhwG0f6HETeN4eiPpMG2O1zHgxNkQjpswwj5EpUvXpUT7s5DHnTlASoWhOkkja+22OlIFaeWO/xnG1wts2Gc7afMvBj9SHl4CrWDIptKPdBQdcwthKg1r7Be/Ifa4KL1ZrAl8Cr5pLfr68XyZLWkHbPHLgh6NLNCZY0y4TJwwH1OsF6Bq3c3H0NGcTw4b0Ivc+JddGKVu7pos8VHPiZPEiZdRKdYdPPDJvr9kRBwObY6bCJ96S5SJg8TA7AOBXavWOUCNvA+dPNLc9n+bhIdnP4McPy2ZgDM3pycF4BrGDqZ+tjViIn9/nZQ5sy2ywZE2aLTI717NarhPVR5VRRXwMr6cR5j/pJwNhp/+2BZXoiwR0HmEMBcOqVU2hrfsZuRsBjcEC6nyqJZPWzn5izvEKutK6vBWyuG5bPBNRr4PLZKoPZYm9MHqSs540OnAjcUEW4ueD8qTaszoZBcyVlic/6Oqm3owslb3zepSkeHEQV6CX2U7Xh55zfHdDuc4+anCSMT1r3leBn6uZOZa59r5yZV+AS5C0kFhJQfE74veXEGgmYPoyZPm89mRHb9+Qqo3fpVgoEqAXY8LoamgXlKsnBHEoSCNALRAGQAWN6AgBHHzFcviN6kL2VEMOBujVgao0dgNXNgMblEbWuRyrHzAmeyxBGDuqHgeuEgBbFJr0qw2vurbE2VM5aGl1yXwmDfxZ/VuoVY4l2n6+NI2BzUPm8ZvWZDC9DewR0M1LPF89Uvn+Q1bO8zTii2iQsb5KlgLjlYdNyHk0fxsxoJJCXMuA/PqWEKdZcO6cPYp4XzSI6sBhcjiRAhp83BYKji2dZiW/3CCpWG96zyUPO//nLA/opY5mqTZjdH1B1Lv2bWAbOt3XyMK79lRdpRqdbVf1lkWkOnmi1Bw5+DCxcKEYZGu41Vx3S6IeOoGG9IcgxOuMzVi8JGqaA7AUkb6N+IvmC7wW1s6IWwMEnAy6+is9ZaFMGS1Qky54YI76u2zOMz2NmAFjks8NrzZii26NEpupYrGiWReKn9V9siFgxeQ29g1yJc76biQVBKeXkYQSctcC9EpmhNbj8N475vqvrhT0YWn5+xmx8aPksc71aXQ+YPEg4f0dNUHLl+3ZlmN3jfJ085HVbH1ev8kLh9d8cmUufE6YPUwaCx6cRsWFhUEWxqi2sk2ZFedv6WsjJeuiByVlEPy6sz/0XehZaJryu43MugP2UP+unBWypnTHaO3OKhRvkAmgyw/hByjK/YcJCSrvP50TFIa3BSM6yVTr7Jh0WwmO/XsfxYTP7N/z7D5nZtwKAGyM+db7DWxY0yDR3p4mm2hNoN0ipV3xgwgbYHDlqPbb8ZTEVFN7RfgWrez8ZcPY1Dgx4hbmbWUnYzAotyRjA1yt/n5qbVr0ERIVPFV9POr5Xdr0iyqCQVCbSsVMGAAAu2MMImS0R3KROCUEKhvFFJH3Tq1vDlHSl0XnKSH42Sbr0Su1QNJcMvJGrF/2MQdXmyLKxDYDMFogNK0ftgaHepHLdjUHG8llPpmq/NmunLSen7HaJ1dI9w+wu39wGBlGji4TJA0+OQzFES4EIqUUu+Kp89BPSgYVOh54bg9DW6NRaBH4pERud8/42S5d9TEm/QyoVFlEmY7VFxxVa/CRFL1+MVT3vp5obDLDqZcrBUXuIbEjIwL4E2LFmAsBEmknu0UfpbzA+JUBC5gCT3MWzVTY55L1OmQIcK0/wxwzyWR0r3huIhdnBSig38/EZWSutG2+uj0qljcANQbrMLjB+diWxey8zMinslgJWjc6TBxh8zfqIGkW4H8Yw8sBhapi/HDOg1ixSBsayNveGZblGPyU4VrkEh+CMy1VupbyGiLZJ8M8rBF3C5F7RQ4ee56xq2ewVBgixAWavxFz9lqHk8kaVAavYGFY3Kia3a/f4SAxKhPZTfpGy2V8KvC6qoA8jy8+HpTJPSP23XGE0ZwdM7j8Z00DrQ6q41qxvcG0TK0Na1HqRMnOG85XeMKJYimEkOdP4jEa0J19fZFHdvrlkiTIiVQk1NkdOcx4xmRydM0gdpuYVMT7bTGY1B3nMyYOIyWkEEpM4i7zfmwPzak7K7Abp+pMvJaJvTx8MTI6M6750vM0FP0NonaHl593teWLk97efIstzqjWDyOaSshkxwUJHkAR+b9sDmfL6nPWqX+iB1e2U16t+6np3B8ZFPyZNlwH5+rplYMMceID5HrOVnKeaQfDmgNW4YWxYPBOwfGaMeuXSvVXKnigKRnl8ZM1yc1EYDdVGa4ykLB7wTnhNVtcCK5qLlPfaepWeqOgVGz6rWnv6GXLAX208XvDnvD3guW2OuO9LBiaQX5Xx4OvT9Q8Zzr4m5cSJTBrOJZkYyr+HwH7RTA8jJbpOPXdG1TZIJQAS4L2f3RvyvmUJ6KaWzTcRyFDLyZI5gDqzfPx6HTFMkL1FYlM8BshyKEWO6T1PKH0/FlhtKZX1xNdCVVgFhMjTYXU9ZNZLrvIvCYZ1c8PmOGUGQD81TO9xAnazUCQtIGNIe94wZmxUrYG9F5lYUiqCfP1pAslqauP7qij41jtAu/B9fSjacgEb9bp4WdjAvbFqfY1xULq5KBR5RN6LVHFOKzYVk+YqQ7p+c4ba5ihk5k5zmXIFul6RYQuUGEagW7VBluTIm6pe0FPm5Ov8erqPlopN2m+0tlufcnKbGUTOEAgDWQO6lrX7xmiv1+8bB6QWz1QFYHNGxuYguOEh11ztwa1/lnrtzDMrczk2lg0eJcuoV/z96JzHUlw3TJzJ5KChGC/6+9afRUvuh9D58Q8ItCgmFFgcG2B9I2Umx+aQ8az2i5EXudbHAd0MmN3t81rWu6x55vNcvhCrY7JEBOAsbtc8nhdDUmWYnEYCMX7dgLK/CERn/Ojr7jJhfBGzNIp+bdx3Y+25k99yyUEVj2GLLfmmHGZAVT3+6/UbvxHAzzOzTwL4OgD/2Mw+BeD/5797quMtCxpU67JZsWOBV4wOvTJvDJQsJYxPSmVWxnD1uqCxSphSKEjewSdplDK6SLj4KhqY1evkdDOvVjq1XHpOIa6kKRV69PbiLrSV1RxH+I9Crv5lLVbjRior5N+Nz2mw1e2RchRHXAiXNzzoPSgJpxDErGnbo75U9Krk5ixaaGkK6SwKsTE6Txwd69p7IXoV142j2oK2k17Phe7oo6K/8r25CTOZ6pwqKIR642wHVtm5SEtDK8p1P3XkeZHydazXKQcxegqiX7Po3gow5EBcDA/NnW7fcoA9eyVmiQYMmN1hdUMdLaoNgzF9xrEzS648dx0F5qLtTtgjyxKXWLOqZT0wOnfphyf2ofXq2Irnu3gmZCqy6HwHn/Skw4CLr4ru98DXib5mkc+A3jdXXfzaB7/voumqS0i9VrWGwdHl20JOdKuuVM1EuRWNc3LKJGFz6FRGc/PNo4rynpF5FcolMj2Pk4Jlo69UkQ4sOq0qqZMH7v2RShVToJUSvNmd+GjVvksYLbxys/IgvDLsf9q9UHwMXqkZXKayvsZry2qUsyV6GtjFqiQFeg9puXNQOiFzhslTynTLdp8A3ObYKbFjy8CEGEBIBBEGN+AT6NUsGBgko6mZnN5TAMYuQbHek5ynUDVQIiyXdSWAw4jJ0eiU93d05hVXzZ0VnN7v3Qz27ZE5008N+5+iXnt6N+HynQQ+zatG8osJA3Jizvnpa6t7kASXFihhqR1IUKIcel739bHuZcqmuani7+kVwXVpdi9m4EdU/3oNrK5XZOwcFYPQfmb583T7lqnD9cqnZcX7KfZbvSjJcwq835OH/Mz1ktdYVaDGfV14nZnQTE5iZpscftzn7BhZx80OEeXeMfm1R4BuSmlSBojbfZf9+Lzt5uUN6g3n2/QBddb9FDl5jR4oCyShHKkkiqFl1VX+G6MzD2hPyYzYezGS/XDKfVtsKTL+ChvoqkNdOLLeN5ZzTO43wPvCNUWyIclV+ollWVE/KZXYZhmxumE4+CT3/cmDhPOvjkwageyDMYwFChS2FFkE3E+ZmHoS7fR2+QWF1iu1LRPl5a0qs99GlzHT6FVlFnV+8pDxjBhCwRP2di9kPxWtCetjy2agg4BV/wzDhCy+7HXQsQCR6sJ2ktZejKBhbJjeT6Ug4/ezUZLr0sfQAbM7heo9jKwYSG4BI9rf1tdKIijwQIwkUbolXcpV+qEkP+OzhPN3VJmqzeO46agz3FQd7txXIlV8XhfPhBKLeDySKjKhJBkMLleQLhz+b7piHiID1DyPPa5KDkjUKwc5a7hEyNl8LjNhvFcAqWqdctV6c2SYfy6gPSSgfP6emJmulcs2eP4qNjhtfekx3YjPZqyAxe2Q2YEA49hmQY+u8RmZVotnAqUJBowuBvQzsSFKfJ0CPTNkUKgEmVI9Xv/QFibg6hpjoM0BwZTNIQEDAfra86uNg/OeO4TeDcb79MizFGsHphJZEtWa93R8FnOBoV5yTT/8eEnch8Y7qWyQZR0aloCL52usHYzIINg1N1p0hozkluNzyUFKAXTykF5YmwMB9eXYnRf/moXLM6bIrDAkFMPIi4TZff+Ml5RiBO1FGy+YeK4UR/JOepOnmV9heUJK6Syl9OsBfADAbwbwMwH8rJTSz0spfehpH+9NfjdfewhpVVCSN35HMmWQExsGptLyqsLazYuOihVePuB86BNu/PAyO6TufYYL1cNvSNk4qZ9bRlPV9SAZg+hUyawHBdSQ3KFLTmNLmUooxI9VoaLfYxsZntP4LKG5GDC7S+3o6CzldmfSZE/vKvGT/wKReSRP8ubU6VsPtPt4xFm39aqeUFMAGayQEd3lc6RzDSMmzkoCioN6zDpW0t15/fsJF2GhtQpIJV8Qc6H4CmgzTE6PZXInHSkSgRl6RaDQsDwgUqVXG4OqI3Lhl+GVdOqx4XWBI9bra6Fsrl0J9rSxrq/bk1W8RgW9F/WsuUzZdEtAzeD+DbrGVVfMIEXVHZ+W9kfyz1CVpl6zeguAzJkkDwFz51/OH+kFJefYHJG6zXtPgEU0RxmwyTeh9ipnrK18jnVpCTr4vWeSEzG9v0VPnsBNPLl5jc/IuAldcaCPI2QX+darwACyzwTAjXWYFrBJjtJhU2h4akmqwFAspeXtgMGpudTgOhPH52GsCHisbpJ+raqy6N16bnUPpEec32FltnFggowGViZXN1h5WF9jFa3xxLGbE1AhY6lo3UdnnqT7e/ezrflrnJdyd798Gz+H3Na7GbtyyESzm109eNV8ULW7XvP9hwkrV2EgwCVKfrNMqBfltUrAtBZO7zMoDC08mEo4+FyPesV7ffgxHuf0awnK6HkRECpDS41hTP8J0cpDx0Cuc7M1VXzjyLI8TEBZ72aE41MGtI13y1ndZIA2uz9Q8uESNRlLVWt6IkifriBtdcsy24aMkrJWHXy2d08Dnkd74DIsB6zbQ8sg4DCxfH83R5Zd56n/tiwLqtelYh96AMHlQ0tQi+0eIfI5UQs0VSMFGPdTzsFuxvsyOYnZ8bxqCc51M35NHxDUke78EQDEkyxEPSOct92+5Yp/veFaK4Bh4zT3LMVwA0x5H2i9v+qQuaFMI4ex2AApmybzGSNTpfEuAPSBSMgGn52D7Oo68Syfudqr9Jtjw9FHCaKc/HQmHt3MTXW98qlkIO+D3hVDUpbG6e/dnjMJ9kuxAR5HWCzVRUnpRIHOXR9qw+xen/drgQK6ljKNi54oNMtiXqp9oXf6/ugi4eAzPdmSLuEbGn6JhcYEP+U1pt3n+Q9jT6LXCaOLiPaI2m89awLuCPQqaX0UwBU4GFrff1ySFHrf13z/kYxhei9mMDKZsx3GBazZe3EAorcpXKas55afgyQiqlZneRXIONgchWzezGewJL3JgSkZ5nV7Tzhv5dHiMhcbvMDkWvZh4oUgZ3mFjlIWSWpo2EsKvli6os7vvRSzuerBxwOGKeetEmlA+6V7o5zzGZ24t4/Mt7XvqJOHZIe1m/b2DsZ0s+DM2wqj84TZgyHfx/X1oqmvHKAU2NNcMsmXbJNG2y4jWpMpMTqnvwoSQTDFjIc/2RVpojzIzAFhKyDVMLIsASNohPycNIuYn1H6EMQMaIqxo2utPZJM5kd9j/RMi+E1OGiyPg7uE5LQj90LZICbRHq8sHSfgVB8xmiOWwoCYoxVHfdXSYJiTQ8TGUnH2j3gnGHcTQ2tyz4V262vGZ4o2P2pPgwwC4/9er1HSunCQYIzAD/HzL7uy3GctyxoIC26DXQLl+mLFh+ZBTVe+ahaf4ATCtXXkWvRu1URGyaG06+ZYnSRsPdizK2L9n4y0Ehu4KJ1+j7Sx7MBUc/3m97z1nPuHh0rZPQRBpc9WA549bCrFVG3x8BgclLMBts9w+LZBufvrBj411zw2N4GeSELHSvnoU1uGIb80I/OGIw1C//33PV4fl6NI51MHpH7SktHfu0nejSLSF8IpzOurwX3Fkj5ulQtXysUulkWUx3A781aJj2euHrlRyju/E7E0PD6dQc0AKpXyK7PNniy6Bri9pDJEamdKTMpAG8P5aDR+DQ5td6TdAdqRhdkLMS6aPrUFo3sD16jzZFlc56rDrXyFJXeoidBvqEBxaCs2jAIqNqUzecqr7qKFqzvAc7DzRHff30cMo3w4BMhG1MCwOLt0RHpQuNUIqMWWd1BkTakulTWZKqDIFd63ud237A5DlkrLgO5WLNC0E+CJz783Otrbkw5ZvLTj+W0zPccn/D+6dmWpwZZK3jEuFGAj/qOqw966+7i43OXbGwSpvdIh5dvhUU3qQOyfpvfMwBaH3FTrloCIqJ6q3NCcF23jP/Gp7xX4/NICviYwWY/5RzOVeZVci0x3cYpp0GupKTKnO7N+z2/G3MlU9RO879VlQPRQUPpaceum2w4N0StvOqI/kxaz7WXlF8lF2XdNU9E6uwh4n4oXrnRfFdXEEQ+Y5feckuAcDLD/qcDNschz73Tr5Xm2k2pJrxu6nAj88Bh6kDNhs9AGJC7fcRR8TMAuA6ubjg91k3YxidcJwgUh0yZ3Xt5yHpsUr8N3Z6beXr1f3rX3bZHYpa4IWkAVsdVBgUslnZj7Z4VFotXTkfnCdN7EaNLBuTjU/67vEV6bxzxfNQiOFOmnQFCYBCuP0450JQx4rY+v2rZHQNgVa09kBM6ttrsvUoPe2A5UUAoEpBqTZBYVbzJQ+7R41Mmfc2Czv1qfdhPOWejsxIkHchmsQOyt8qVR3KjsRGviZJ2nXuskWVdZOHxNc3CQRBJBozxR3RJpHTQqjiPzgt4cvAJ93rwTkeX72DCrOPJT0mfO7vYH5kD4WKkcd7Ks6hel7V6cbsijXorcW0uyUiquoTljTrHAHsvDQWwdknTMKJDf6wNzTJi/nLKtPJ6zfk5u8Okenmzpp7cW88pqVQbVoKtfIaqdcLxx1tfm0vF9uI5dmtAAEYXMfviSG5I+ZZ36XHG1CPGcYAXT2Ken82Czx/A82333bTYgZx+WmSjitdW3qVDjAaxbvppAZXFZoORXq/20UrUAOQuIErgtYeX7lDIn+9K09aLQ2IsyPBUfhjJPEbwKvHsfsxSCsWkySyD7wLbo+8vLEpFr84TwDn4ZMDmKPA9uoTT9/lnrQmQiBnYz9U9SwUQ5Gr5MEJmGVWbwgIZJpKMsHhx9s4azZKJ/vzlmEGC9VGATFP3P9dj8RxjsHrD+9FPgb2Xokvi6DnR6964kez4IWOX5c2aMlD3llBsqGp8rLn21j5Hjz/eIlbA9KEzFgw4f0ftMbp7hXQyWaePQL3i/G8WKbOMxOhUDjF7JWJ6PzI2OueacPAZLmq5a44XLSRtkrGoJG3DyGP5VQErlG+IGSMJZPB2rbWzyfqxDGBLdwp1Z2KRyoG+PmF1K3gsfsWJ+4YY9hVnGpjZ3zezG/79rwHwtwH8IgB/ycx+x9M+3lsWNNBmYtGrXeqQ4JV9uUrHkaiavlj0hVJMSr9laUO3R9rs+LS0wlPLNUAOrFy8R2cJe58JWN+KkOO+Ohlow628PeHgiZkMjHIlFsXpW5QiGYPBN7rW9WXdPpFHOb4jUoIwjFj9ln53mBbq9uaQSdH4xHV+XoEbRm4u1zkVPCbvqGBeCbVM1TVH4vup4fLZKhsSze7HzByQVnF9ZI5ksxqrRbybbflPeLU3NqIKszKzfJbXWzTExTOB/cm9ctcs3JwxAqPzyA0oFBoeUuktPEzknlv8GFLN913edm+ElLJxnrwLhjFy1bSf83oL4EnB6f2tqnRXn7tsG4RSlagLIq4WQtQW8zNtjovWrndvjBQMy9uiWJdkY3yasm8HWQleBfZ2kQCv5d5naYIkIyLp8kcXKWt3xWZhsuv0Pa96q7JIRN6rN+ce5HkguTniua+vecLlFUWZ4o1POTdlQJSDrKag8NWqaMvV3kkuz92cgIakPL2bYG7rsUVvlXmcTBgXz4RsgtpPDYvbXEqZACDTa3t/pmUMKaBLLvPU41oG4oCSpIt2KXmQaOJqyZh9NJyRJClObgfmq7tMJG1Iea73k/I5U8WqftUljM9jllBlXXTiujG7Szrok1RrQ8/rHdwThV4lDLoErvG4ZMCsr1mW+cTaMvtqfcOKCZtLuyYP+Jp+rFZ3vDbb7e6ai4TZSwGLt8fM+EiBa4h0/9JtbrN1JFtStxQCPZYT92rtFSGf29Io9xO2QdQ6YpHBLLvOeBV+xHugiurimQrD2Eqr1CmTO7X2HV1Gsry8ZW25DkXvHVoGp/3EzTy9XaJa7inQjbXh4vmaPiNZVuHyK28DCBQWWz/xJKcnCLC+brlyjuQmr14xFstJgFNzmfJ+GbqUKbHcU5hIshuBnpUiIelmoTBknN1Ahp5f11So0zKbEwhSL2kUy7l+9bk7TIouWa2WJVcQ86KfIYMC62POj2HkSX1ikC+ds8ATSWeGcWE0yTdJTK56TUr37KWAxfMxM/rkQyQwQxp0yuOQgXb5F5lLc7oZMkhAZ/uE8WnM1H7tMavrdK2XFG91o8rykqrjfVNsUm0S1ocB/YRtX5kYIktWmku2putcVgRwvssMk2D6lrxxAC6eazjvZt7icV5MdocRHeej39NY8zUZEBxznxOAFivq+UPPhP/iHSHrxnPc5WwRhMKoGJrSorZySaBAlG5apF/0jnLT3A0ZZsOY56uku9uz3GkouaaeQD7vw/RBzN45WnNql5hedd1VNbpZIDMl6FvB6ySmqZ7Ti+cqJtVbRoH1qrQQnjwspqmSmkk2AhBgGHshrp8QbJ29GHD+3phBSIEyYtHWK64hktUNE8utXJW8Th/GIhP2dWDykIyF7ClzaFjeDtgcFJ+qoWGHjtkd3pfWQUZ1QiMj0HKMxz2/eIaMzhJm93p/tkrbc0sF7JMEQNfs4vkGMKD1lpHR1wAxUzcHlZvWFmBvc2xQJy95ColptTlkbLW6GXD+Li563RxAIjsQQJaodfPS+nV+J2ZPBxmiC6hcXwt5bmjeimHHbkmlmCi2Qb2OeU9RPEKDywJOAgQ6Zne45l68/XXV97++w/BTwdPgZkrpvn//b4PShN8I4NsB/KanfbC3LGggl1uxBYaJ5QRvdJFyO6VYcbMXTW3wQJFaacseACkw4WoPLffoXrl+Wc779ZK6/8op4tu0nWHiulY5u44YWHd7ThnzBVktIGV4mLsouLdANjwy14qNhBymvGiFju+r9m5KuELPpG5zWJJQ0siZZMXGMD0ZfIMrJj4AK7bUMXmvXEc2hRSrKsO2dAmXz4ZMhxMdKjaG1XXL92fw9oQKXKs2lUVuali8PTqFEpnGLHBBhm9qNdPPLAdTp19dA8GrYh7wz+4OrOg4ol8vvdtCy8BIqOz4VK63fHSS8ZrO7lKTiMhNiV0D/Lw7vo8SsHqVsH7lhR+46tyVDlOVqn7C43Z7RTIghF3VNSY+pbWSDQmzuykbhY38HmwOeZ02h6SNTh7o75FNozaiPwPZBEuV1e3e6P3MsmZeGlLJRpA8yfc5r3sUWmQjLFHvmwsGsNqk1G5Oz3Dn4M7sXkQ/DVmfDzxa+R9fpEwP7eaipfrzsS6GafTj4DOVjcVcv9sekK4uKYZFZCBIwIYkT6yKplwViJVv6CPzwN8rxedeZRLg4BU40YaD+wlUGx7DBmB2f+B6MbhhXV1kNPOXY5Z5TB/GXBVZ3K7oBeCGpAgEUmZ3BwJLbtgKeGuqKYMWaZmXNytKAZ5g7kqPriBNUiIlos1lcsdqZxW15ZpuV2tnL5cknWaGri8dKP9RW8RqJYNVr1a5NwFQwEeLTHIA5C462g+kOdZz16tLx6gAC/U65bVDJmih93V6UypsqXIAb1zM7qQ3H505pX/gPLaUMmsJCZkpIGmVOpyIwSLDzs7bq1lkAjU59Q4hnrAsb4cMoqpFJyJy9x4Zl4nFJsMrScjiiIZ9+kyjM2wxO3xtbrakd+7Zk9cpY3JQbQoD6OKdIc/tyUM3gnQAuHJdfXvo3i3bQG5AAQMC8nzaHAXYkErFPpKpFFpgdffqc1dynezT4J9L96NxBpuSTrJIBFiWGKJeFbZRcEp9STytSLL82g0+19gClecimRi9AVI2t4Vxjj7SGtWBrPFZpFTBvSdUWc8SG2+NB3OjNS8Qro9DLrIQJEWWco0uyOrrppY7blji38hwsF6xCs1nlC0fxbKpHMhtlsgdB8gARU6elVgvb4bMuMhrxZyMFb229paMlngPxDYYpmQTnb+HZnryQQpu6qaWyqnifl25jEGxlAytVzdC9h9pLsmmU8Fke59DYMIYXNoqxkAG5Z0hqWdmc0gpmq6r2Igq4NSrhPUV525J7gqbVUWl0CJ3iqrXhYUg2n5skCvi0tLHCvkzK5lc3QxY3gqupXfAxn0NEJE9Wfo54+NmyfVscAlwbHh/xSqjRIKvmZw6e8bjjuASmtAx1hJLCuA8Gp+4pMdjZzI7nJXqz93kxBmsW+CMpJ0CEQCuu8MYOHtXA7bqLIUpMgmiyxtS3tcmJzHHxynQPwRwlpIDDEr4YwM3RkdmAW13XREr5eynpQwGj0/cL8FjLHl5WCrsAwGrrQNhjH/5XDRLguTyTpIJbVT76C2Z7+icRZjafSxWNwLmr8S81gxj5gDrI16veuNsppHHvR3wox/8rqtM2zfIMCCEx3+9fqMzs+f8+0sAEnVuADx19OItCxogB0mOGjviWK9T1q6xf64n4+7gzEAeGV3kAyn6lNPyfbPv97bciV1XVK8LFbxeJBx9xFt8uSs99Wye7HVA2Djlqfeq9cQrbgasb3pF2auR+hstwmrzNLg2VcmFJZr5NAtkN+voKHnoUzYx6va8SnBo2dBmebPKSL/1ZfHeezFmQ5tub0uPNaTcW12fOTvlLpOj7cheBkKNFaQIZGClg8lAvSKV7Oij3ICWbyNFUQZeou1vDo2mXV4lAZD1ZVrAo7uMy/tACaNAIwXjqv7mFptbFayhIUtCiWSq5FmBbBDIwMMr2lvGYFcZMowDkCtQMk4yBZkJuYIrWqO0knK37WbIOvvNYchOxlVXqvMplPPdeKtI6UJv/JC5WRBywp3/HVAqKqHQpQUiba75ZiV5jyPuccRzHBpk8zCZMEmuUi/dSfmSm1R34AZ2jnSvj4ObASLTn3PlZCzmh7nEpbhux9pycqL+x6kCqcA+f0bn7C/fLFKm2vcTVm7kLaDK0ebYP7N0o169qFcJB58gE+b8PTFfMxjyhsyA2bzXuN8/Ja8Dk6DisYGcXFTeX1xJ9ObAsDkI+TqKcWBDygBNux+yoVojGY7LMWRgqS4kT7pj1C5HqLxrirwwUmAVZ7viIw8HVaO25S3SJOe2ZOMiFclrYaJHQXBTTAXLAHD9h61Uwtriri7zywyWdJz/aitWrTl3FWjrmVElLrTI7SxlJCk9r1hos3sEddgT3TL9fPBq/vk7mdhvji0/v/VGFR5k0FpVzNCzSr+57lT/Be+Z1qV6Q31yc5lw9Kk+m13JVyEMKQeFBMDKGizKabePrLs/+CSryZfvimRCjM2Ddwbs8tEp4KYzvC75+tZZb727xE/ul+BVfhPyUOjmW0aKxrmrlr2swIUsxVGFfnwac1WVwTUZcU/C7gKQ5UXqkKB2yErEh1HpDBK6lHX9ZHHw3Pj/4k2geZJb3Ll2PVaMGeROrvbO9Srhxg9SekDWVMpsOh5TAGiJQyS37PYs05U1OHcdqKwJwI7OHZBa+x8pGRHF/5IxD2UhlgHG2PDZ4DPgnZGsSERo9Gq5kKGuHHEELG+ZA+rIIJ+qnWqRuPfSwBhoXCQofOZ5XqLLp2D5eznby8R3/1MBmwPDxbsJZAg4BLjvdXvOykll7sofoXEK/zDldexnyP4esKIR1/2ToWDvhRnJxQ4+x6q1et0HN2MWO6zaCCxwLXsqSfGVhr+0ueT1DAMZZWL/yfunmyuedDBjxAqyfBqAwrYR20JgiIAptWIOfTGSVSxy44csS2gBrmVsk+jeJ07Bt774stQrdlRaHzuwOBKY7EDt4Nd1rCQY2VjTesYHs7s0ImdHDO6rMj9c3SCDqT0sceb0PiW0qbIMdMKQfXFiRT8WBLbqDC1yK95hQpPQfiLpJ2MVgPv4+KwwoQQ88Xfl/oox2c2LrPHwJzjnTt+Xsgeaqv1VS9YW20gWQ/HQltxBRaNhXLxxNO/5zBnmrwwOYiDnKJtDy7H36DK6/0bIzCX5u9XemlGsYHksvCUyTLPHf71+47sA/F0z+/0AfgzA/2Jm/xGA7wbwXz7tg70Vbuljh8yRqJd3pNB1zuMz9xFwXX/onOZc05VVG68Q+4PP9q5T8gcx8v0aR/2k0+pmMhQpScowMVy+K+ZFQ8nV5rhIIoYxabpsCyldmWUdf9pKSFU92kbqx6cxt9uSaZFoRDKElP6bHROQXeWrNuXevaOLlCstAhpkNjQ4xVZa4+1WStTSxkyzq1fU38qITe2Nqk3C8hZ1aKr4y1WdwVnRLibXgY7PSZU/+brk9PoIUfmkJWMHAyK3qlxmdoVv0Ko4S95B2m2CWl6KfibQRS7ky1shu+SyOki0ev7ykKUhSo74vT1x8Kq2gTKmA7wisE65ugPIfIcHVmtOvZ4BKPWLqTLM7opBwr8fqWIw5cbVzwzTu+qcwfdvD2h4pPenORA3ZklPZLJEcz6ZLsElL6Vbha6rumDQbAiZtSKjPhmPwo+zvBkwe4Xa6s1RyL4W2a25TWjddFSJf+UtQyXzmXi1QI7zoS0VRSWF3V5pO7fy3sjWs2ovDXA3Y6BcuSkZgzIlQ2yNVwJDztf9Twecfm0BLlY3QgYs4NViekAgMziGSWnh2SwerXYDcGYMctKv5EZzsNrAg+kSqMYGuVVWs0rY7FvWLFZr6kdV/X6SoRZXqkrW6/SIDMNiytKWbPbkPi8yOWsPGHzO7zBplddEqnjN2BnB74EnyJP7TNL1Hpsjzl1VRvX8x2arCjNnoAY4y8SN9qp1cRSv1yW5aJb+c19zQqsWXYUZU7VMspUQjc75zMrcFgCaC2SwUl03FrerLBep1gxgQ8/9SOaczbkYPCBw5Qnt6kbI2uXlzSozIHq52QO5C405+0YU2cYrbc1lqT7Wi4RmCRx9lBUwtVld32CQTUDISsDqSWo3K87oMrVTFbWfM3Ad3L9DSXZOTjwBDR2PBSAzt1JdArTZKzGbiMGTFYHc2393lbH2hBgoa93mMPC8PHFEwiOmm9UGudNHveJcr5fA3FvFji6KdwQrrMheGwC8zbGAd+7d62uG86+OORmMowL2q/tT5x1U9Fx3+5ZB/qGxzJwSFbvaeHU1IEsnsk+Eg/qds2zaQ94XtTyVxnwYWe58Uq3pOTG7T0NXUbrZEplyh6NPdv5ckJWlWCwFQ/aR8v0+9O7C7nOBSZLl10tSpWtiMbkUsxRL+hmyL8r8cwEP31/o82r5W61LMhV6ZBmV5GLSisvsrWoJTMokU1VmytBYJW6cNRJ8f13erHw/LKCCChCLZ0PeX/Uekhdddcg/KXeJSPTBgTm7wMEmdXkJPfeOvZeGzCRIgfvC7BVKDPbuDKXrRcv9vF6m3BI3jpz55J2rOH+Ak69L+TnRGjmMub6l4HNrVGIAmUeqY43imdb342bhXYdG/FKbRBl+DiO2QpTEASjAdRhI368X9J5RAWxzSMNAMm4Lm0eg5PRBxOpayAUYyndQWK+blNvYhiEVE+XapZb+vEpOlAsUgczLvRcGGhA/KNIZFcL2P81YV14vsXGGUFu8N8ZnpYuCgMfcpnTFmK5ZlgJbNyNjYnkz5HuneGt0njITYXUjlD3ITT7Vgak94PWW/4TYS2oz/6Ydhit7GpjZ292P4CNm9mNm9u9c5RRSSv8AwM8G8DKADsAPgCyD35FS+iNXec/PN74ioIGZXTOzv2dmH/d/j1/j7/4dM/uwX9DfufXzP2xmHzWzHzGzv25mR1/qOVQraWoZhMm9uiSZ/LvNgbs116zqrG4EGuatGaCkCrh8tkaqSf0kdZWL2rZ5Tb3wnqZWKLGW+NDNXqIL+tlPS25ex/7FYh9UzmiQPlQGcaI+hw5eDaUnQKq8f6svRNIuhY6LugATBcTsMkDUW47c2SSuJohSexXeEjcI61lxERK7OWAlfnzi5mxHBUBQpalZ8nq1e5aryI0jnuaIsWhR6k+vShGrD66zd+Oz0aVohl6lmVk2PFP18pG+0L1T1oaiyRqfxWyUJGMzbbJZj+tJ/zAtwZHaFTXLoudne7UBloDL5yqoR7ZkG0GtCy9LReIqIwclHvBs98FVcFqti1+ARXh1JHh/cJeriL6W5AzNKlA/sRxchIEtdkSH1qajce1HCSqcvo+byOiS5kEha1ZLJVxuxmoFJ4dvPSNyx8fW89fuF1nJ+roHeHvUC6sF2vqYrZJkQGcJmd7bLJArsevrlk0S5QwOONui8kr1kHLSJACv2lA3KVmEReTqoSp+Yib1W+wUab3FtOjnTLxtKG2btJlzjhSmEdt8pTzPdO1lWhQ6GtjFynXmrkmfnJSEQw7r9Toh1Vbopc0WaNgUYOToU71Xp0PWXorJkCrkKvaTDFX81tcsS04kVxGQFWv6bUTp/CeG1U1WlINXs/spcjDYTx1MrWRqaFnjPj4v1eDgVV5JHa79CK/Z6ddyvo5PnL3icz1svLIfi2eCgCZRlAkeaV1AlgbAAVslP+2h5Upclm1Fd7ifIydxlJ7QzFPtvWLtSeCWLjZVlnWpAIEveSmoOirjsPFJYVI80trSpWVKeuMIjAgcFJ08jNmPQ5pv0XO1l+V1xz1JmiXc18H9UDqvnA7Ix4wNGWWlr70nbJui998GQVtnEqn6ue1lgUCgWDK29TXOg80RJWzy8JicFEnAVcfsjnx8uG+Nz2I2PrOez0YYCF6yww5jhs01yywkVaNX15m0bQ6Dz0dP7GPKbQ2VqJhTykPLOMQSMLkXYNHX3V6eB8nZOvDnqexnzSU7+Si5TnWRWNRLzYFEoLIrMrNmyTVdif/a2Wa6LwDv7+aYDA9J8lRRXR/Rj0bJD7ZugSjfmhMZuEqlxWg29m3KWiC5o96PnSxQwLMl78XmyJ8ZZxty3RWI6u/rz6NMRgFkXw8ZB8pjSvKD8WksybGzi6o14y/tG1WrzifIsh8ALk/l92LXTO8yEV/cdkPbSfHYyqbR3dXn7rWPLH2dLB4ctVPh+wnp/90cWN7ydn7mHlTPV9k4sfJON5sj3gclzQDjRK0N6lTF+8jnQWzbZIbZS5QgnPx0lyi52bg6XzQXKRtCyk+pahkzjC5LbEkzZ8admlsyS9yOrWUASOCWvg79zJy9w89RrwubTyC8APPxaXxkXiB4p4uVdx6rkUGg2DhQL0acSxdD6/GfWl2KMJ4IOCgnIJuNFfrM0vLzUsygYohkhFmi50XC+Z1Is8LLmHMFGYCLFWtDciYn1/jcHcrvp/Y17a1xxHVH7T8HLxZOHnrcPfW9wNna6+tWcpX+ydbcn/LDDE/gadAD+HdTSu8D2yT+9qt2PPC2i/95Sum7Ukq/I6X0h1JKH73Ke32h8ZViGvxeAN+TUnovgO/x/z8yzOzrQROHbwPwjQD+BTN7r//67wH4+pTS+wF8DMC//6WegCqZqSJVsJsj6+DWrqtn8OQBeZdyL91+TGra+lqp0tHARxuXP4BOBxfNefqAzsfqoKDqWr3iORx8gu1qlBRAG7mVRFMOteqFPYyQjaMmpzGbF24OSXHNSWtdUHt6HyixIJo6u8s2OKkGwQN3903GBK11KqKc3lNtuT1acu1gvfD+4Ctk2lh3YJg+GLA5JMWM0oXSllG9vmGuCa9LcJG1ub3TaJ0iLR1o2gq6jj4qzbMHwluAgTTnnbu6dp5Yy612fFbo+GrvpQRWm8EwMVQrZBPIyanaEiGb9QDUrykRGsYeSDQlYZAc5EnG0LCVW2hlDFU2ovawuIXLx4JVl5i1ZmppxsTCp7o7Vuu6KzmyAVgfBgYZ3mpudJYcxUdOYHj9zcEVy9XAap0eARwQ4XRs/tvuM7gXjXRyGj3J5ZyYnMYs+9l7MWa2jFpYqfpLA0hVffk5EClz2FxjUFMo5fx/PyvMBjE0Ul1cvW0Ajj7eYn2dbRXVDUIgTb3ywNm4Rmj+yMHbBuQAPrfg9C4IMjADgOOPkOLb7is5Y4CgYLpZlN7rm8OQz3V9XGXpxeDADF3svTq89NaiY4JsSihVxZmcJHdJd/Om52rIDFaJ8dEnO7aPu/Sq4xMq5IYJE4zR2Rb1fa8EGYPTOqXbRKJLP92bUZIOQzbri01ppSffg2xy5WuJTM4y5RrIBoRHH7UMOkj3qeRq/rIDFWdeyZlYDmxXt4tRWHvIQFaaWSZ9JeijqSvnZ+tdSJTcW0Q2FksVMsujmxuWzxCMHZ0nOnF7G91uzmrn5GEsBpgO9IliPLsfs0t55+746lKjY6rHvBzt2303M/UlqtqQwSDwSQm9gKnjD/t1S3yN+oyzcs2AcnNk2XlcfjFqrwqgJFZebZdkRf5AakOsXuzdnnkXEuT2jd28mO/KB+TgM31m4LRzK/fmiuPynQTga+/s0M9cm+4GbmuXrUweRsooXBs/OvXP1Ct5cdCnKrR9G1L2gYg1stcL7NE2oPIqmN4jm+Pgk8H3F64tihsI8HFt6GcAIjL7qZtxLWkW7ALTzbkG67UWkRkVFh2YMoH53MPaAz7DMknTfq7nTfHCMFGnH092XLI5Ok/OlmE8E9rCvoq1YXIyZHCoPbRczU+25SGyVWggk6DIKLMfjLMmJa+KtQM2iYC3nj96STil29tusyWhMzx8jqoV9OxehFpyh95p8RsVQFI2zpXBNFlVyC0PlUTKgFcAdqxl9mnZoE6SmKuOs6+e5Q4Kq5uW2Qu1rxvLW0yc53dIT69aZOA7yhzQq8/bcjAZLrNtMoEHGfRSPmI5/q02zno94bNy9NFSTKAXDF8zuqQZpKSeo/OU2WntnjkVPvkcKPGn5urgwHu1LuyD6DGyWML6+22ZqGL31plhBDlLrKY4a/7y4PuxgzBbrUUprx2wdn+g1U3D2burfLzK73/oim/P5dso991ui5x9WPbLnICJ4Wi49qOPStNk2BkGtokEyNzo9uQfRMCjnzAuCwOyN0y75x5kqbBaYs1zFetk+oDrWehT9s1KwTtHeDzZLPW7spfXy/RIQetNO64oT0gpvZxS+kH//gLARwA89/lf9bjD2/u3vm/M7D80s//ezP6Amc2+1Pf7QuMrBRr8UgB/zr//cwD+pcf8zfsAfG9KaZlS6gH8QwC/DABSSn/XfwYA3wvg+S/1BBo3w2IrQyBT0/tSHaTxkVdHnGkwOaETqhIq0vT4EIo+aX3C5dtlHIXMBuingcZyrtWUe60C4ehu+w8+wE1ZRidIhVbWHloOEvJnuWSFgb1ZDevrAaubnrh5Ml47XapZysE/5eom+8oymFNVRrQ/UsVSNseioZK34nKEeJtGtbrhtOmLlFu7nL2rzki1qtDSy4sGDvCzh5afmYZp7lrvFD+ZHQE8z35aqpTra06jdCOqyWnpecwe4U5L838FFq2vBXfBLjS7ZKVNjeiIQKmSmS/O1Po6W2NRKh8psFomyYcNRVf7JO7dGlXr9O2hgC5c7Hmd5OgvaqYNyAZosfEuAB6EjE9TZlNUnpAs3+bz0ROx0Gueu/mRAzjVxlkZVjR59795K0Cuijsx4KZFEZABn+ZutS5eAKvrIRsiJSO1Wom6DZznKVBzL5PEVAHT+z0sssWR2BKDb6TsQcxnQRTW8alrv0flOd/+vAo6T987ynNvct+NMceqcJMKCOM8H8Z+zN4NUWcKtAp7hVR8v0YDwZfVDQZFYzd80noTK8t6w/EZ9YTNgqZDqvLJFd9iqSgoaVO1pJ+xUlWvEmb3hty5QSBFc8lqImnQfMZGlzyHxTM1/RmcOSS9/lWHgnhVUxWkJQ9UBm+fSc8Yzu/lMyFruuUXAbikyoqXDBLQ7pf1XK3sFACLjl1tUu4z3U/5TADA/W9KWfY1jK20oUye+LqJIwEVVp6VZI1c0ra6yTZssTGsb3gSn5jo1CuvGC3LnI+V4fAnO2rkvVWcjPFCJzM2g/qCDyOnn7q/TbdX2hqKuaIEe3E7ONiRMH5AGUes+D6dJ1gKkG0gkwrw1lt7pSNPJUmYy/lY/eZ8X912zfcauR2mmAsCzqpN8nZ1BGcVeMpjpF66+aGvJeMzAY7IRpHS82+OGGCvrnM+NgvRxDmndH+tTzh9T106E0zo7/Ek4+hjsUj/KmRZjaqsolp3Whein3+WWniFd+pV6jEyGAArLAkxAfW8NOee8FYC6MXQ8HsegXvfwnuqdTf7yPi6MkxKN4vReWnfuZFkpy/dIPqZYX3TMkg3eRj93opij9w95OAn29x5YX09eOehksyom0Xle2i1Ltp5eBV4aIr0kmtTwvm7aoKjAyuakhmJKdNcbDMN/HnZMD7aHJe1F4bcRUnVelGrL97pMYNaEDugKEYCwOdo/hKT2H5SmHNqSdss1BKWxzJ5SZgqzV6ZXidvFewA46qAkGJIxKaYcAPInj/qXPUkY3zqTKieybiKXTJ4TsENL3tkcHPyMOaOXmJhUr5h6OeF4XnxVVzHZK5b+z1vLmhKW9oA+5rcKA4x3PtWHmt05oDpAYFxriMEtwSqhcF9dvrC6AsDvYPqlcsJfP8Kvp5K0hc6B7d876AnUsqSYnl6ze7G3IY3VcXLh4aaQDfnXiTGnUwRZZB++p6msKnue8vG6tHC0jAu/i30GmGhsnOKf3DGotii8i1hHpGweLZIkUNb2BAybNbcUTyhjl4swLnB7lkxFB1GyG1Lqw1yV5p+wnm7eKbi9T3ybiNdYd9IUiawTQC3WJpPIqt5YwzD5zFCvGFm37/19Ztf813M3gXgmwB83xVO4s9uff8HAXw1gP8PgCmAP3mF9/u84ysFGtxOKb0MEG0BcOsxf/NhAD/XzK47WvKLAbz9MX/3/wDwP73WgczsN+um3bt3L/9cdOJ2nw/nxCmcvRvDxUa64VKl6qdcxEKHjOID/ncbPiyVmzLtfZa/S2a5KkrjOU/CHVmWVql2x/dhAhx+zLD3Mt3V60XRhQ4Tp84C2XVYCH+zcGTQk6T5y9ElEskRTi6qebHti1aydkaBqGett45UgpxdtTM11jWL+57Y+6IX3TVbLeoUFAPIVNXQF7d9MSrEBKjXTAzVQ3Z0Tq3ZxF2epdW3yF7rccRFLVV08R6dphxYb7yaJxqieiu3B6I38mf1gp+jn3rlcgyI2TE5Kd4WQAlIJyf0AWgPrNDRnL4bR5QoqN2gTIPIUBA1+ItDX19r7uZgwpNXGXOpMitzT4tqCerVv65UX4ZxqXhnCrsjy+MHcjT2ANAdpoGicVPlgJPcqzA9Df5G5/QREDAl6nHovNq1TLmdkqoaGVCJNANcXyv+BAef6Xnv9gMmpwXQW97mxlUvgcu3NWDbPvYFZhLqRmRuvrjtDC1Wgipww5j3U94ljZ9jqkqiqYoIr1NxKFZSabE4qDcXJZis1w4uJSbjZ+9lADw6F7CG/LzVy5IAi77eT/kc1V7Jqj14H8ala4mMHwkgIUtwVD1URwC1Rd0cWWbTxNqrOPuG+csDaeLz4mFQKh7lGbzq3CUDCE7l94TR175s6malkqF2g5OHMbfzVC9tsTDGJ8WzYXxWzmFbCoDkki6/tmKPZVqyAYc/YaRrjp1t48+Z1mutWfUm5Tak6tywuWaYnEXsvRixeKYis2SVMHe/DTFAAK5z6xu8vqOLhJP3jnLwOzmJGTzVM9xclu4mlhhYZ6DZvVl6f//uwIN5Tya7uVdjUTp0pBq540G9KtdUc3Z0zmqfaPFiF9Qr4OR9KQMXqS5aZlHQVZHWGsdj8Tx0HyzyPm+OeczVreDgTUmGRW2lIVzZI0buD6D9TrK9fsqAP2yY/KSa4IL6wD9CC77i3FWVUxVkBd06DyUeBAJD/l7SHrnNh65cu8nDEguMzvy6bckEZZyr1ohM3ji3VPCII/pLzO4NGYxvlm522qWsoRbg0B5Znh9cF7nWTR5G1/YnzO4kTB+yxWo3s0wfH10WH5dhCpy9ZwRE0sRnd6NLJlNmi8kIb9iSBTXOBtgcupnrvrn0AqgXyCxCtabNXjTrAsJKvhIGXr/JAwIB0/sJ0/sREwcUtT43C+rpu30xrQzzF1OW7sSmMIDCIBNmXh+ZuylmkJGv2uS1+5bPSZIbAmTmMh+XSMXSelIs1Cxf9eo52zZ7YUPFFI+/rjpvxT5KbjwZ2gI8ae4qDiCIa77+hmxcmL1sEr2RpncF0hnmn0PeK1JwAKErzMrRqfYtAvWNy0pTDRz/GD0CFGvKIFtSvhS2PHAc8IAhx1YpAHsvUd4xOk95rWwPKb0QW0LtXpUkS17RzUs3F7VfjrX/zNdrrvVwUJbzunXW1OjcvYy2WEwq4AggoWkrY6lqXdhA/YxzsbkEZq+kLJkWqFZtCJidvo9V/Gbp3lL3UjaxpCSLRsZK8nVdNkelK4Pm+OIZAkOtgzNk1vKeh0EghmF8wWerWfK8Oo9XZPA5Ouc9qrpimExDS625Kc/dN/UwfD5Pg/sppW/d+vpTj30Lsz0AfxXA70wpnV/xLDS+A8BvSin9QwC/C8AHrvB+n3d82UADM/uf3Y/g1V+/9It5fUrpIwD+EChF+G4AHwI1INvH+H/6z/7bz/M+f0o37ebNm/nnougKzVYgpt7X6pvd7RnUli+0ruk1Vm4HVUAjHzBV/6TnArjgdE75BIpTrZDCuOU2K7O90AEn7w2uW6VPgaphuWWi9yvWYq6NXEH++jhgfnd4xJ1VPgeicG2ODPMXY5YHMEh26n9dFptubrj1gysGO05zUqs3bazyhKCxXEJ76O/RaUFJuTI2Pos5qQNQFlhHq2V+0+2xarC+Flz3mrLOc/8nWTlf3io90LWIWnJauDMN5FiPxNaIqsiNT4tRkgIoSicYmK6PeX9ndyPUngYGnL+TEgQBM517NFB7l3KLnW7fPHByQ8m1tNVfzBPw2nO3n5ZkPpnPg5FXJKdFMiO9NaujnKcyxapaXgtq1q0EEMm7SziQxUpRcUKXUzalF6VqKOCgahPO3+Pn4VXezq+RWmgqSa3XSnJdh+2BxPJWwOGnO7q1L4HljYo62wPKZKqWYNzeiylT2pUIra4HLG+EbPKzuhHcMA+PbPbNoriyy4TLBmDknhX9hMeaPIx582dFQ208gfkrQ65e17lyLBDEMoi0OSqtSYcGOPhEgLm7cLXm/JABWHtIKrXFQl+vV7yG8gIJHSskuldi1Ki3tbxa6hUBrtFZwuY45KpePzPsvzBkEGB06e041wntXsg+Csl4vNzCcYXcrvCqc1eAVXSZD8Egyx4d5kyhfu4VUGf69BN7hI5abZwC7EZtMmaVFMT6lJOuHDSNytoXa2c1TAsboGqBs/eEbMBH/TqySWKzYFC5vEXvmqEp8ggbgHYesLgdcPjJLrcJW94KGC1SNqIdxuxmsfdizKah2+3xtrthbI6cBj3iNdu4tn9yuk0T5fMgSqm658hPRsCQEs84IqjcLFJ+Lmt36M6MuBk9JGSSSzYQz+3gkwwZuj3LgHa3z6Bzc2TZu0G66dFFeV4aB4jqJYGvycOUpUb9nO8hUFyGxM0Fqd8C7EVtz8wPB7HrRcLKO7LAkPuUq9Wfjvskc7dZsNVuMjJ11LJY8zi3qfRuAdRVJwfKUaQIPXInIK3NyRS0v8q7pNVaLro/77l8JgRQ1kvg4fsq3zu5hm2OXBKSitykmyObjEoyoiRxfT1g8jCiXnN9Xt6oMquwkynzyFwiCUzvvqq9m1elR5cJy9sBey8MRU/u8YsKNe0h1xvty0rmVIXelibSI0Ba6sKIGlwG1iwc3N8wDlpdD1gfFaaWDBaPPuJr3GEB7vupeaHIMgMqmeI6uEFzSXRnd7mXTO/R2JnGcfxsAhWqNeWLNhB87eakoQ8jUuTFrqpXYGXejaazX5ADXGwtmLK04arzFnDwxKvu8PWv2tDrRmyQzVHIBSpV5+VzkgLnrdbr6DLWVxeuFJdIbgQrnRBUtIERqKqXbAn88KdXOY60pA4cviD6vN0cuhy3sdxym4wadogZn8dcJGn3uW8DhZEQq1IwGV3QA0TzUkU9S8DqluHwMzQ2t4FSZIHF7WHpWBB6l1CiAOliGIy9eDhMCW5qn917echtmcWg6dwLpttDlolVbcqgRaw9XvDPlttpj1yiMC3sgNFlzPuIOtmEjr5dzaVLHt1415zlaMnNdM3Zcw8GVCvO22TA+TsqGkxeeptIl6Z0M2816uB961IIFuWKYbkkV2/mkdlhr/r6YoaZNSBg8N+mlP7aFU/h0Mx+mZn9ywDGKaUOAFJKHtk83fFlAw1SSv9cSunrH/P1NwG8YmbPAoD/e/c13uO/SCl9c0rp5wJ4CODj+p2Z/ToA/wKAX+0X50saqtINIzf8G7nbedgKIn1RF+KWK/4jy+1huj1uONFd0gcPILd1VtQaI7uzizalxVsmQACweJ7Jx+xuygutqE3jky1n/AUr8gBcp55yr3NWXxMunqvR7ZWKq9z8uTjxMyxvB6d3U+/VXMI1iIUCfvTJHve/YernnXKQqoAlO2QnBkN6HyYvvmHUhtkrMS8mqh40q4S9lwe/vtw0pw9iqcw5kDN2+jccdW4uigZ0fBKZsK8KXTs2hr2X+1JRd5qUjMPaA/Xu5eIoQzuLDNzUJi30NDUU+0TGevW6ULbrVaKWLAHqnkBdnfd7diM+0atzhf6KI9Po20KvB8o9kJeDtMaze/ERT4XaTdsWz4Q8j0NbZBlxhEzFVpDQ7RWDJ4Fi8zsxAzVIwPm7eW/nL3jlV2COAzeao+rR3O2JkcIgef8Fll2ai4TF7ZqVZldksfc6j6PKZwrcqKf3Yw4aVf0LHQPlw0/11E+vpG/lc6dnXO7hsaams51L583zlGO3DPJCVyQe3Sxg4pURuUwH13JKYjCMDdN73st5kzJ9Ux0eVEGu18j3IQzA+Hyg2Z/rurcNmpS4ADzH+Su9Gwzqbyz7BHR71FbGqiRQkwf0PJEmU7IHAYRcCz3ZnDJwiiOnrT6hPCE2cKPHlFu2qdomMEDeA5MH3gkmpeLavCZjIncyaJO7wqcSUE0sGzfFpmhX65UkAEXzStMs4OJdDNDmL6TcOUS+CKEt9OgwEEQUsAHAq74ps2gun6uxul7ani7cIFfBZugJbjULgj/9lACa1vPaz+3w0xEbd3VHLFrjzhkkAokBeMVaVS2uDWKFiYnBfamwiEZnyc0euS4pgVKr1GFsmJw4y8jPnX4BKSc9NpA+Lw3ryL9np4aAzaHlc+rmlAgEN+LKbLOez1azYKDdOdNN7Jduj5Vk6enVC7xaMWEbnTvQXbkuvS9V5sHnm8Unn7vaP8UKGdQ6sLFsDsZEXmw5vk7AljpybCdWsYL7G3G+da4T5tqBrLOnyST/pvJqosbJ13HezF/cMntMnEfj01RYKz0rgYBkTEXepS4vy1sVulmh8q+PSmeTWLmZ2rhUxlvvGHDwucGBNe6xk4fRmWGFsSL9vtrrisG5HR/Rud+LG+6HUG045wZJ8JbJPxcroJqf/bSw2FJVWsgJkKZEhs/z5IR/1yy4T+nzaj+Q9l2SmPbA2Ygu+0uhmP+puq1CTugoX9T9nN7n5wlDKhI9IDOauhmyiWJwZlyWobgp8fAkMYPHqZYSNtc88ZXXks9DS6+STeUEkPGX2EyUUmzJtDIgxsq+9WSdSDozuxcLAykUhmMYQMbd2DD/XKlWi5FRr1G6WdRFuqfnaOTyn8rlMssbIXeFUbvSZoksTZndH/Izw05HjB0OP9WjPXCG2Yjm5svrFSbOjqg6eNvuAjrIB2N0Xlg3SuTrVcoyqOaisEeaRcLyRsD0QcoFqMGZcpIi6xqNT3ku8jwZn8YsyxifxgxiMTb2PXpK5k5mMw1cO4axSzy9KKc1SnOsWjP3UEe4y2cqFp8mNOQFCqilUW18f8ytU/lzGZSrQMM2tF9c8vyGHQZc1dPAzAzAfwHgIymlDz7BWfxDAP8imA9/r5nd9vd/BsD9J3jfx476C//Jl2X89wB+Hai/+HUA/ubj/sjMbqWU7prZOwD8cgA/y3/+nQD+PQA/L6X0RdYPHh1CTocxpQVCy0UxC94zfHTmxlO+GVw+Hxy78WTYgBBFtwYab580eP9vPuh8j9ABmHiLqnNq3MYnyd3b+XDOXrZsvBM2XMg3hyE7/0uC0E8d/a5UbeJiWS+SgyC+4R0bKt+wMtVzUwAJIf2rmzTDWd203K9bi9byVkUt9Q052af82bVZV5sEVN49ICI7sMukK/RgtdO2ZB/eeWF0yWBXcozNETcAS5Y1dO0eKzdKFlNgv+PuIuTEQ6Z+oqxevL12jwRA7WBIfbWcAAJKNLy6mgztgQMbI6B1LW3wloqDb5YCPdipImF5U5V1zoXNMSmXDHY5n6Z3I9q98MRmctRFegDmycHkAe+1NHyseDMBpQTHA4eYcmU09HwP+QSMvKonH4I48kq7v5doc9tu96EDkGhYCAuIjXeXqJlMad6rahNaandrtTpdFOpfNwtZF6zqunwhRucRi2erLFVZXWflPM0CqnbIFewUSseP5a2A1VBl/wFA14wV5MxQMctB++Q0Yn3MlkvTBwOGUZXdhIexZQlIbFjhmD70ipNM7I7M25AiB2Si5W4OQgYs9l/sEStWxeiyXQCxYUQjo2FsGaRQSy/AE8TG14MKaPfqrEtX69fNIQPW0WkqFV0/tgxgbeBz3u6HIttZJqxucbOf34mQIWI4Tbh8tkIMTxYEqCrXu3+MKNfZib0t67AquY2386sXKbNXCGoYBgcamkXKxmkWkc1IqxaIlVNK9yyv66FPGMCguVkAB5/SHmDoRGl2I6foBmqs+nItig42zu5GGkydJbR7BTDq9g3NeQFU2wPLhorLWwQMNtcM1pe1m4E9AO+w0bq7fbeHzLQKva/vlQOYXcrsiXrtgMsp/FpKf8pntd0naC0D1NyOVbRvAYDg57eBSaNAMhuAuE+DwX5K7xHS7t34VXKxwABW+vpYl6ph1bqXgQecQKnidnM50hfwYno/ZkBd93Z9LfC+rQnCqf2o1ihLZMdkF/G6JHhPMvgsFn+h7Xubu7IoQTYap45PE1Y3nL5sJaCO0QPsXgwGL1bomiy85e3YYE3imrnmZ6w6ICq5WgEHnwoYxk69F3tvxPgBYOWW6ylyMp5ZChtKUcTmay55LLZ4Ta5ldq39BecuEgGh5Awzub0TeOIxBd6vrov1lbJuXUmGiiyTE+kOCc5WrQNJ5zFLkSjrYCy+uhFcjw70Y2Qn/DgCYi8TYna6sh4ZmF4fB0rdamB5vXJZC3KxIgNevj+r8p3XYJ9v0UqCCPBeU+7F47ZuRj26cCNS92IQcCJPlX5iGeiAJSxvk8EyvRcz8MsOJk8GGohxOMjc2tc/MkYNKZZOXaFDnkdxBiR5NficTqFUkut1QnKvgO2uRZWDOc1lwvk7qywN0L4lhsnBJ8z9EwxV57KB61XujkOwj4W8bsbzkjdNCmQpdLNicix5rQpsqxuWWQWL2xXE3oIXBtfOuhO4LvBP3gqxNvSThNkrA9q94N4ZBXhulhFV6zT/RjJWy2DaMAG6/ZDlgOPThKqNqNcVxmfcNxg/cxJJtjSMvQtQzXPv5ob9F3rYkHDxjqYwaL1dceMSjCyHcD+u4O1Am4uUDQt7Zz9onRAAUm0IZPMeJW+LHrJnSwYjHWTvZ9qPmDPAgPGDxO5tWlsui/TqzTtM/gVXGf8MgF8D4EfN7If9Z/9BSulvfylvklL6N17j53dAucJTHV82psEXGH8QwC80s48D+IX+f5jZ28xs+4L9VTP7cQD/A4DfnlI68Z//MQD7AP6emf2wmX3JZg+xKvRXJjac4GEAEJ0i5x0RRHHaXKODvgIlIa1MVIy69v1CFw8dq1HdXMYqopx5NUj62J7BaT/xNiaelDLZLE7VNG/jgqANrrlUhY7np0pHPyNla3yScqCszVmGNGoT2B7JMZWBzTatrPFKmFysJyfuG6B2XmcJh5/qMnCwPg7skuBUXBn9DGPkzga6btP7ka7ec6LUGs2Fm7hEbVLIrWuU7MKYhLUH3JTVcqleEy2XsUvoi1ZTPg7BN0J2UUDua338sQ4yhpOObe/FIVfEY+2GN75wpmC5osZgnvdqGBvqBTeu9qC07rt4rqKO9wkpW6q0q5pmaSvp2ihwTo8604+2dMZiwXjlPnmru9XN0pqqWpFaK+fs1iUNgDNIJsWN3CLv++jcK2Fu1Ki2mvUqZZ22aLzNggaafAN4olqqK5OzwR30+ZrlTW76KTAQVXu+YcLKuzZOVogsU0GHMXIbVbVUHJ8lT4oH7L84ZGnB5oiyHlVcV9cYPY4WWxrLigCcwMRYMdiR1OHgM0NePyRFIavAaZFLBv79JKDdd+Mpb3lUL/n7/c+R71kMx1Cqq2pL59pYyT+uf/jSgUJe0qB+z/u+7vRFcyrwMFUMwAUC6dmfPEyY34luSsVrsrpeEQh9whZK1nOde4R27YCsqPFsBZVyQM11ztfZRsErIDO12BD0pOmcrxsVslu6Aj35UlhyPbqbDMoENvReLT8rx1fwU69cty/qbutJ3dSwfIYAkvwYckXeGWdKKKqNV26draO/r5dwjwNkre74rFSxQsskUgmM+do5v9Pnin8/Kd1E+umWZ8S6dKdpLhmUTh4UaYeA1NB6mzxPKi0W0ISePxHj8+jSuJBbLMoczjxZm7/cc412fayAXK0pSIXSr2s6fTBkOr/MFKf3aUi2OSSTr5v72uDAcqrY4hhAMY7sOXfHJ1y3KA0KWX71pFTZHCv0PKbF5DRd5K4Wlfdo7/a8209T7l3yAFqaZnlWLN4WXArkLLCxmEwuN2qLRCRVlhM8wM2AHZhXlU8GkkpO6wUg2c7klHIlSg19zW/4WrFIJg8Ki29zzfJnUhtGXgwed/5yLJVWT3bkz6LkZfqASXCzJONq7+UB+5/rHfRgQqV1e+PPkZJQghySYaX8XrHmvi+vjXrNuKE9cEBNxppeua1XDg7MApY3qgwMhKEwMo4/usgmsvUSWf4yPo+UZLhMauTxwfqaYe+lnuyxJbxNKrtsbY7L+YnRJAkWpSMhg3f0o/FkzmOofsKEl6DDo5XeL3ne+nooTx6B3vK9EADGWJNzZZiURDFZAfgsOfg1UKLb7vHZnz6MLtdiwajaKmao/bFkY2qzKmbo4MBNXot6sk/FxqnXCaPLSKnSjGu8OqJk8nUiU6vyDiPq7sH5wnlUbZzJ8pDzVqBqZiB4l6LGAT7KDQgmpAqYnA44+njLYts64eL5CpfPVd6doLSQHny9kX8JjHFkP2VhJFbedlzxmDPCkLxY4l0nmmUBM7q9CotnGz7Hvn6EnsWaax++yAB5s+Dr44jPj9oEk83Ga7M5NrZrborJZbWhl9TmiDG7Oi+wtXDKf5flry6DVvvJ0WnxbGHnp5iNJN/Uw1QU+tLlCSml/z2lZCml96eUPuBfXxJgkE/DbM/MfoWZfZeZ/Q4z+04z+7Lk918R0CCl9CCl9B0ppff6vw/95y+llH7x1t/9symlr0spfWNK6Xu2fv7VKaW3b13o3/KlHP8b/60/ykUh00Fd2yXzDkdehURrA7VewZDrAqP3YFU/1VQSouYy5QSz6hImD0hpVfJatW6815SAmYEQwYzxWcqu5daL0sTzF4VLVVUZ7Ezue3IzuMbzOpPq6LojafFjTUAg9+9OyItntfZk0qt1ol0DpTLJChcAT+AWz9YMzFsaIg4jw/zl6NQsPjwyx2GySI305iAwwcp0zKIPh/H9EbhpDyPL/YDlCn3vW0mtapYJq2eIZAevUshIKW7pokcLOtBPTimTmN2NWecfOuD03Q3Gp145cs3b2VdV2YCr8eBrfMYLok1HcoTRmXeS6IpJzexuRLVKmWrZXDrl/Yrjm3/TB7cM91Ku9Icu5XZT7NZQWh5JHqHKlCh/BAyQ6Yf1smww2tjHannYFfaEkqH1sbkxIpOt9nDb3dtbYLk0RhVYVTeXt4Kb6jAwm95P3jWDYMvmoOL99kqCggoZUFJjZ9mLQjIhyS2GCaudANyfg/OouWQSV7t+v5sHgmOr4q5vyVkSI1WWLbdUnd0dSG90Ou3mKDC49Op9N2dLtnohAzImtNyIPRiOwCvfzvmJRMBkdjei9ud6dYOlOLVorFd8vmv3OxldejK3KU7Md37WPmJNDxDpEy/fVigto4vInuAPYtZKq/LZ7VErOb0Xs0wnVjS7q5cyHnTZ0nDlqYtv/B1/lKyoTdF5KhhVxSP3h3aqqyUl/5wDamVqPQjeRa7dod2qbPiaNjmNmcUiKZFkO+0+ZVDjM64FoiP37tmh6nVe+yPXxmbBoEutO/upYf5Syr4HMk7bHHFec/1Ffk6Hibn2mddB4NP0XspdPiTxsqjK0VZCP+bztzkMWN2osr9I78B08Iq3jFlbZ6fVS7ZgnN2Nmekl8JFu6OagSsra5Vixqt/P6cPQeWu4V75djC0mlbO7Ma/Zl2+rMyVV10x+EpWDGNlI1X0Yzt5VZyZQN/eE5GbIQMb0QUSqLbdiEzDOtZYVdYHt0r2PT+OWX4on1k/g5P2B3/7BzO4DkO+/2uwhFanb5iBkmZSYVikQaNJaDZ/7rRsrU1++BejG4kKvuTBMeM0IplFqUC+55yopFAMpdGQkKFmgfAe4eL56xGNg/jIT3GrjxqpeKaenCNk9uldkpW2bwYqGjwzGaW8JLTLDkFLHiNWNgGpD8HyYct0UYC/QZHyWPNnm3M0eOxvOX/m90OCTjJ+hoZ673rAyO4yLnwwgQ1Ve2zs/C9kLYXVL/gzc8x++b54rzVnO5p9DNPjpA+798kQ6fU+TAczoQOXqRsha8tF5yvuSpEI2JJcDct+jQWvKXjXzVyj16PYMo4vocsirzdtv+F1/lN5dbly6ncTxPnrHgUQpjw3wNUCyL5ClGYtsNTYFtK5d7td77AbwGsmQWrT9bcnA7O7wSEeeDGK6f8QwMqyOyW4VCL68XbGFqXdVmDzwbhouWev2OG/hbAjFj920sAnUjlpgeaysyNCcSUFD8rJO1CsCkKEHzt9eoz2qveuQZTaxANl2HjJDbvLQwbmW12NzxPWsd0Aw1YxdbWCXhcq7MvUTZANN+d3EmvNW5sWXz9H0VN5m51+9l4GNLPnKzKdUCjdeLBifJFw8R58oc1a1vKQsAfsv9bmD3OgiOeCGnDOpUwwLQykXLScn9FRY3K74XI7x1hhXlCc8vcPbvwLg7wP4TgD/FoBvAxkMP7zdjvFpja8U0+ArOzzoQOJGzoSjaHJksqLexaLUqcrfzfk2CnrHDxMm90vwoL6pct6vNjQZapYpG/2p7Yk2PwA4f2/Mrw8tvwRoKFET1Vr9zKuO/Y6pLfLAa8+TPk9aYkUUcXSaMkKp1j+rW47I3lc1vpgh0kncW/Q5TWl5M2B9ncdRcNhPLdPjJw+dMrpfKm/qNZyrhBWR9nqVXAriLt6ul1veCtmBuLlQcshrPz5LmaY7f4GGYt2eYXrHqwwOzAwToyGNu/haD2z2Qza9lEO8wBYhxTItVN/l8Qk3e+nDpB2TSV1w5Fy6WdLEeB26OVHb3ql6qoLgCdaTwYNrVbOHic7NSjszN/KrV0Tqu1mpsnHD4nyylNwFHDlQUVI4TJHpsQJ2OF95/NqfBYsMNh9+g8tyxii+HlVp22QDq4pqpZnbWHoFB64d1+fop/zZ+Czi6JO9+zKk3N9dbYKysWVfgmy5riMw+VUbsYvnqjJ3PWg++6qAepFym8d66YncyP8mFdlL6IHVtSozj0Q5Hp+SvUIarSe+Ls3p9rjWqLWXeTVh7zPBk34mjLHm8bad6nMFwpB1wQrMVMEanTmr6JTXgq0f/XfenSFWwOJWhcVzAetrIQdrwVvRydCqPWCyKtMjshiQvRqepNoF+PpZe1DqrJFtKnCWJUxKa86h2aoQm99P743NSirdvLN0qSLgIIpoNy/dJlhtKoakw4jJ8MlP984Ybs5YjO0IClE3bVmnqeshPwq1OFR1YRhbBqQPP9Pj+GN9Nq0NWargycKQ8rpCmrVXAB2olYb88m0hA2NidS1vM8hThwAa9Wo9KtdZmtTV9YDVtZCpqer+wOufcsu/epVw8Nk+G32JuVWvOef3P+UyohH3vsFNWGUUS+Ot0pFlWxqmXt79zCubczfs9La91bq0+homPGfdx9X1kCU69aq066y60vkoOGiD5O+z2Jo7zdXnbrVGMWsNJWnVXB2mloEaOckPI8uGg7oH8uAQq2D+cizmjY05MMtz7px1w5aNBbQSEL7ZN9z/Zu9AM8CTKgEUbCML+V44QDF54K7o/gypzV534HPcmWCIfK6qtrT1VMtMdQQA4IZy7BwSGzcs1J7n53r5LNmHgMsqHbwILWVUZV3g78U2ESBMuR1jDyWJmgMCuJY3AxloFbD3coTa2srrpl7xuAefCBkIn9xLeb8WCKK9WYCuzOdYgabxcbvPed4eEAhXIabyWFEAwfJWRVDF97N23zLrScwYSYIoP2IFOpsSgwy7auOg5xWG1gN5EMiIEECmuWf53haAKzA5DM7OO0mYngyUT9yPmN6PeY3qZmwvy7bInty60d7g5rOTh6VjUj8JuPctcBA3OTuUxQt5MolpQ6aRJ88VYzpLXBsslesycv8tGXWOT7wTgmINT+wnDvpoDvUTc4Ncy/NWANDm0LB2U8ZhxLV45Z0K1GVEwO76Opkj9bIAirUn1OvjkNvkkqVQ9tJuD7lbyORhke/IN02+Rwcfp6HzMGGnhdX1KrN7ZFKqfECMzGqT0E299TqKJ0u7b7mtrUxm5RsxjICL52qCQBXfe31cACG1NpfxJIsAlHsKlK1X8m+I2UPszToSDCmEx369juM/BKX6vxHAtwO4lVL61QD+dbyJWi5+RQe1P9RRiUJskQHQ9CEp/do0FRRcvh2ZxqWgEfDAZ8oqLMAqoHr4igbdT1XdNYxPHH12ipP05cOILb/2XmLbqNn9nkFQxwWln4oGU7SoQloVRIaByb9c7EWXRKA+dnWrIKPVikHL6JyGh/3EcPAZ0pOSI69ymheNMAeyvriJerVNfa5XyBVv0dFzu6eETDdTT1dVX2ToJ9di6cCkl1NlpPNgZHSRsjmW9Sm3OmqPCBAAyEwLaWJVERhdJlY9OqK68nuoWvpHBJ8XQm+ps5dZDACd51CAIwWKq1vednLi73fNMq0WQHaNv/LcdQ+LMCB3kyC7wnWGy5TnSLvPa7F6JuXrK22mdGcASK8+pkmPAqLJA0eQW4Ips3sR04esEPS+YQ8To09FxTahk4e8D9OHkW0Oe+DiHVWmmSK67MGNDwFksC6O6ApfO72wm9NfYHMUsLxZ4eLtFZ+tEXLXBVLmitZfla2s3R85qNMUpF1sFDlqz17ZbuuGTJMeXbDqo+vKjg2saIn6p6rhMPbq5hlpsHFkGWmXxjm3uFMiZSVwSIF+H9Rx8rzX15hcyXla60tOlsy7mPQp9xnvPOBRAtvPS3CwuWaoLzmPxTAKHYq/hgfBDBw4vy7eESgTMmcd7TGZu+qQI7VkLpJFWESWC6jfsyQ9y+dSZhmoo4ECwWHLUb+5JBgmEEctTsdnbup6xiqmqkYEVckcO/4xSrlgAlocZDy2bKqXwYaILLPiA8nrOHkYc8cGwBODKR3oT99de+9qN/jaMHGcnA7onaar5IgeE64b7smGAfhc771I4KxeFOaSGHGTExpkydyy2iAb8uYuGRdKTn1NrgpTrV5yPgMEIc/fXmeGggJZObkLEBTgu7oZvDMEn+Xl7YDVjYDlbQLD0dcj7Vt67tV1p3E6sTTe26at8ocRy0sJGSuTyO3gLt5Z9PyhAy7eyRaAWheeBDAAClgUG4JHzWWhdI/O2Y9djuXJWXWL51MGubq5M0y8K5MYAa13r1C3G5o6MoFUm8b5nSEb7Ulf37sf0PGHjaDZ8Kh/UOvAoNqlypuknxa5pZKx2d2YpQnRCw2WeE9Wt9jBo157zJO21sFGcQHnqaRS1SZlnwqd18S9X+StIOAOwU1ml0w81OVBcs7obMFmGQtzo0eWKlXOLgitWucxYUnm64zP9/FFzPK8oSlsz9VNglLJQZXNMWOOzWEgFR+FuXj5XOXFGeQuV80yZgYTgLy3Tu/GR4wfUxArr+zFSubP32VZphF6rrvT+zzfMCSsr5e5/aWO6HEa514BEK0ng6d2E9fZ3ejyLmB1m9de7U2rDUGy5Y2KMc51MufYpYPzYvyQa3m9URtbMpDGZ260u4yUMnmh6fjDhr0XGYDUKy96jcx9u1iwG3n7V+3VlPSmXAXfe3Fwpo/lYkbwtWl107KMmLLJktQml5zkNqZqxRxkOKxnmOCYkvxsduzx5fgssTC1cfDKuHb2U+9mZTTjRARW1+kxtD1/RnptFDvG979l8SxqnP0JZ25sy/jUQUXeP+tjn8tVWZuaFYE5rV0C2xmzIjPx5Ie092LMHZ8Izlg2YZSEcRhz3Vo8y9g5Vpwj7VGJdVOgAfBbQZ6Ayh7/9fqehXNysABwCwBSSj8C4OBpH+wtCRpI68eqoGXEs5tTm6oqsyjboQNGZ5ZNSrRpi4par5EN29QTublwE8Iu5T6wMvCzJK2a5Z7dJ19PWtT6KCAMCSfvbbjJe0IlTa4QURnxtN56S0n75fMhUwirNRew0SlNkkRvHsZExdWbVi2QhhED7sqp2qkuJivZXKV3B+BUqoTJF3wbvB+3t5XZrhio24I03GRLiBZbAlHRXjNd2anxoecGoh7YmyO1C4t585Mus17RZ0E0u9F5wvg8YnrCwGN1I7iO3dsqTZToF916cmBFDun8oDQpsr60Y1pfl6kf/27vc+qlzUBeRmQwBsekAV59QdF5d+5kLM8Cth8qoED0e1kvE5pzteexTKFUst5PyLQYGiZgcjIXgt/t+f2aGBa3K8idX+yJfgKcfQ2DzY0DNufvCn6NHMhwNgPgFTmDBwnILvgAgxF41aW5LNX/3j0r1EZR+mGCXaG0kms9sPbgcvYKwYvK2zX2U56j2iYByJ4bAhqAspFuG8wlA8G3veBO0VbkGn68bubBvAfkybyKD2Qjys2BBziJ84FzFx4gMqibPkw5oKmd/TJ/mfKmzTETyunDmGm1BHIsXye195Sfg0AVPUON93iWfIRdZAyzO6qQeneW84TF22jkZJE6YUk+rjKkx5bpYq7quP5ZLB/rXf8OGsNK3qJOHqJsqyNEP/VWf+5nsL5eWD+quCtBE+03dFwTT782eTu/UOauA1qWnGbqIC+sAFNiB4SByc7yVoDkHqFLuaWczCzVoWXwtTwMwOagcmM9vz7BK1QrBt7dPiu4ZKa5RnpkWdOqlouqFPbzIjESo8YEosE18tHb/B6WZHIQswdif/Caq4OC9q7lrUCK/IgB88id92VoOXslYu/FgS7sm+Lk3yyQjekkUZOEqbl0sz8HSQTODJMi6ZBDPUBG1OYaz316l/tBCob9z5S+9s0qobnkXqiKt/btq45qo+5E/FwZ8DP3k9iz/MzV3oZw/gLXHhrU8n4iaH8r7dNUhZfMygZ/PiellSc7eRQGXHtkOPnpDOrX1zhnCYSnktifu/ng1vqmPXjt3T1ES6YZs9Z0Z0YYO2NsDlwCcMFEf5TvWXHCH0ZMdlQt5vPqsYr2ni3vKLZWtdwSeBgVoCSbyPblfLs5pYzac8PAZ11xS2Z3uhdVGEpxyBJw+WyVJQvTkwEyGK3cXDL73TxwP542Zff+3qV61SZlZtzgRYH1YchFJxWVaJjr5945rd+9AOSxMT5NGZDc/0zxvJm/0qNeMEaR1G+bRfqlDvl5iNoudtern4Vu5l1IAjA64RrVHnJ/k65eUquRG+utr4fCHphxbsuPoZ+4ZKHmfV8f8dlf3yA7BoZcoLl4e53lbyoEjB+mbBTY7lvuWtXOQ37fxTMh32+NsTOzBKRXbvJqkTKBYWy5E5eAgNBzHZmcxMy4GMZb/g8uF6aBrsscHPRfH3FeTB/GLA2WdxHZXVWO+/oJgRv5AXTz4sUlc3IB6sGLFBfPVxkQmT7oc1W/Wssnip+FUlkv4nUpM+/Wx9zXJA2NDfOAoSntitWZSR5k5oCDumP10yJloyyS13vvRV7f8XnE5CTmPT35dQK2ihJv4sE9+J/+eh3H3wbw3Wb2HwD4uwD+CgCY2TUUXtFTG29J0CDW7k7acCMW/bXqil5HaHB7wIVjdleoK02hssbH0Vj14Ba1CwE03EveX9tdcwFkL4J+6mYpLXD8Y+4474ZZk4du/FUpEOUCt11dUg9hgGh9bMwNSUpLwtAWV2VVjQBgdYPn3B4xYSDbwdufaVb4xjd+SH8EaXNz94SKVY753ZjbIkm3q00mtwZrpAPm6wXcJEMGVvY/N+TqhJzcRfNtLpErnrqO49OI5c0KmyPSrqXz7vYN7UFVKgDGa7e4FZictdSDCnmu3JxSrt6997sPPe9h6Iqx3/paQBio5aR2lvTQeilTOuTEtJsx0FHbKzEensSQi0mu0/3HnA+q4pcqoGX9M4KzBhx9FtgTBplL8XqpK4X0bZIPaH5VLdwnAVkeoCrSwSdC7rtcL1OutpFWn7LhIoDs7yBtOVCCKyRuyKKMKqGcvTJgeq90b1hfI7iwvBnY+qwpm3u9TLnNZ+cO7HI7p0Yy5QBzdEljMBkkyRl97c+E+oN3bkQqzbDa+4k5o2qFedVciYV6mIvRwUCG83/+csTqJj0V1tcYyKhqsE1t1rVZ3qK2nO3zyBySLl6tBQF+5pVLoVQZ2HsxZnp16AjGVGvg6JMdWRcXqmTo/JCrmqxu8/2lGb3qyKCWJ2CqztZLd/LueY7RkwDrmUB2++xwY77mmgMu9SoVOceytOyqV6K4Wgbzsh+AU1/Vxm7/UyFr+et1wuxOKi7ZK4Ik6xuW72H2eelLQg0g93+Xmax8TQiYpax1hTFw3hxbpgrXK2QwQ21T233e69UxXepHF0yExACb3xkweViSbFHeBa4BnhhsJR6iaduAnBCJtaVkR0yfalOuMT0JLBt67r0UsXjWfTpmlnXe3dxyxVmMPAE9SGWNVAcbXbtUFU+SVMMN2uT/wPOj4VbC5XMVDj4d2dWlKcF2P/EK/JQ0diUewY03xa646uj2LLenjBU/czbc9QCZlT/LDEDAacbOvEuhgEdy7B/G7pDvHVyqLRASVhhK6uqkNoXjh8n7t/scaJ0Z2biW3wGu9tClaL43iGEjw0WeT8pGyMMIzuYhKKt9gAkI18XLt4W8l6kYIOBK9z635o3uvyK23qE6H2y3AUVp9evXV3M3G9X5fpwNjv3nkwcpV6mVrEm2UK9Kd6rgGv39zw64fJbst1hbbkEpIEwVWnlOiPGgls7d3BkOa2T/nPbQvZbGTKBSRS397C47SXWzYlDbXJJ5E53BSF8Uxpn9zLC6Tk3Q6JxSuW4ug+CrzV0bkNkEMHpYUIaXyvqV+Pm1PgmwrBdMpsWom73C9pndzA3vXH6SZR1JoJDHDYYcd7RHvJ/jEzK7aPpHFkG14msUX0u+ZIMn2e6JoK4/vd9PFcCQCN7Kkwa+L2+8AChZrOj5m33Le7r1JRFWfNF5Jw3JiYcx32t2P2J8NmTZgLqLbY78efBblAIyaGURmWlZr1UQQG4xqRi7apGNnUdb7cRHF0zMDz7b4+L5mvujA44szhnbnTrjTezXzWGApB71msCfgGHtTWJDqAODnvO9lwdYZKcUdjyx3JFE8Ty9SDg/N0eUBon5qm4w2/nJm3p8hT0NUkr/HoD/FEAL4PenlP6A/+oUwDc/7eO9JUED0bMmD2NeZMZnRJErJfwy7XsofXOhE21cSykkNDlKKco0oIXA2895ixfpHVXJC13C5Tsj9l8cvB1dkTbECl5lLPSq+SvRwQceo7l0anZCbkmmREeVOTlbD65Roimi5ZZOyRd7VUnmd4Zc6Z2cRIQhee9o80qZeUWUC+fmkOwIVc+7A7YaU6VwGHPhG50X/e7qJqtyQ8PFud1nRWZ9HPLGI5r1+hq1YWvvL1y5DlsaWtGa5ZirhXrlRlpVy40cKK3oAN7DYcrke3XTslxEQZr1To0cw3WayDRSbTRKgjbek5nVTVZvm0Vyoz/k38lI6BH2wpc6fH5Vm0LdfCSR86oSZSDIm3pz7lVrryCGttCO53dirnKrIh66oqWtNyVoDz03xGoDPHx/yj2o1fd38Cp+vRKt3JPVgWZW1NKLCUOAQbRXS3K0ZxAgMztpVbddgOnUzYSXvaLZIjA5cCCzToFhSmwADxI6JqrrY1ZP1copOt1Sz6MSmNHCe4KPS3Vsct89A+qtANoDhMYT2vG5fz4HGJVgrI8pVeonPJ+Lt4cMRLT7btAlMGvqAfEi5U4eqny3h5arcjlhdlBN94CGWskd3zkPu7nh8tmapmeunR6mxYhUAMbqOr0XVD14Urph6FJezyS90JopyquSAhiw93KPyX2naDpdXsFZt2fYf3HIiYcqHUyeLcs9siM24CaXwMnXp1zZyu043SuG51no2NO7sQRLsVSdyXIQHZVJ/naFVUwvsaYAB5V8jo9PY64uH36yLRIF18TmDjerkpiIRr4+DKWVW+T6lOnrvr+MvT1p6LjWrq9blk1VawcnDnw+15ovcLmMP7ti2zhbqN03bPbp2SCvlOWtwEQtlna6aiUo1371Z2/dcwUghVgeL1WLomt3MHd07oGzd31InqC2B2QtyItIhqX1WhVj5HVWLfyai8IOuMrQ/ZvfiRjc10Y/E7sktMgeQ7Fh++HxWSwSEAEwXgEXaCsvjexYL8Czd6PfRcyJar0CTr825dazYphpXajXPI/RKZ+j6f2Y10AZyo68E4kA5mFSJBQCcELnDIggdqLl6m0YKCVThxKdS+WeGjA469A7XzgDS91fciLlyd52sUVMzfkrPO9tKYe6EIjJkQGNqjAmYZQIji9o8DhMPEEbnNm2F3K3EbbDDA5gIHcKkoRRsql+SlmJqs/JDKubpbDA90+ZRSkTy81hyNXd2ADThwOZTwOyCz2p9l7UWRS2VeeMKpkBfjFu7I8bccR4ZfqAtPP18db7pGLMnSV4DjKKTal9VwCsQFhJP5qFx79u9C0mlFg5ascaOuDk6xL2XuQGaKkwHVPFZFrG0oBMqpEZHDxW2jLM5bmow4GYfWWuimVguaUxWS/IZsf7L/SZ0UNPhS1DZ7FNW4I36qLW7oUcV2hdGJ/F/Lfy8RAbsj3k/A+tg9DODBQ7uPJOZrFmDD+9Tx+AfmZZEhkbMmUAFm1GlwmLZ4MbFSfKANxktlmqi0JpQSzDUYDxtOZn46CQRTgLjH+0uub+CWPuQXsvDbnouTly89yaMfjoMmWgyLZCg/FZwt5L8YmKDG+IYb4GX6F7wtMcKaW/nVL6IwB+wMyO/WcxpfTUYZu3JGggzVU3L9RL6YFsSBnNV9VQAWyq3IHfaUQKrsdnnvh60ilDRAbb0niLyshNlgZXhvkLAd0s5KolH/qCeIfeUbs5qc3F1CbljbSfWd5IRbtuHEAQks5kj+emFk1KTkTfSsFw+Rz76vZesVwfhVwNjCNuBrn9YOOme6K9uhbTEjdFGcW1+3Sn1wYg5359htFFwmbfzQVrQyf6sutz18chmxQCXET3X+izRnYYAyc/PWHxvC+aG+8O4An06hopWv24UDLllqtqrXrcqvVad8DrU3mg1+2xylJtuKGLIlttKEVRJUD6QQVguZUlkKn6WpyvMnKHgznbOqaqoPZVy3trvZtBevWZfhhwYx4CV/IFCD0r9gJ51FZUVbHReSqGgCNWxboZQYW9zwZWFgcFPGAC68HU/BWCct2ea+6cISCQqttnIqM5K10qza7ItummITMkkLwK4k7vo7OUEz6LCatrgVW7mpur7nXjjsipEpuiBMKqkAhsGJ2lnLzKRLJZEgBS1wy4HjUFuKYx5YBW1N7NgcuH9i23T+V1UGcUgYgMpjbXUw4+RG8NQzEt2zZk1LpjPXL/7W7fMl2827dscCavA7EwlrcCFm/jGlRvEg5/kiaTrEINueIixo50tWxbVoK6q85dGP0bxifFI0BBobSq7WFhWVw+U+fkX/4H2QthAJY32O5UlRCZpplrX9XVpp8Ypg/4N80y4egjTGArB4Y0h5Qc1auUO7X0U17fWG1VWfaLPEXPdKwsA3NiPigJVNcE7S2j84T1dW6/sQEunx/xZ9d4Xo0zZppFyu1SQ5tywIZQAAlVgETDBwRqmkshSFcNXn1VN4raAZp+WoCO5GBFtUpYH6tdq3eCOCx+LGw5nHD6tQnLZxPGZ0NOOMbnTHKXt0OmQ+tZU5ux7B/h5ys6b3vAax1aPivtPvc9VUbXN/iZ6jU9bcTQUfW0PbRsjKgKpoCQ6ooO9ABBh8pZOooLROXlOl/uSax43dbXCKazVSJy21dFXexK4+CsmzaKcSWjwWoDtPsBey8PmbZ/7Udo4MkuOaV7jdrd1r62DhNnz40LYA3QVBOhAP8yzJw+YJu05qLIo5Jxrk9OGE/EitXifB0G+hk03p1icxRyVZiyIs4TgSVqy7a8Gcpc9sFkzlkJIzcm7ra6hrTFsE6sFbKS7BEmyeg8ZcM6dX4Ri1KyJQC4/80Jl29PZU/asLXf0LAqnWVDxu44fI/CICIzscRO62uMmeRLIvp5veYeevLVxSdE90PdPipnt+rZVMcIbIGUVxnyJlrdCH5f/TP5c6EYSgw6AI8UprQ+z+45ANmnDDo2i0SzTQCSZs1eiRkM6Wb0LRhGTOKv/Yhhfa0q6/iy+AkJ9GXLcrYmpClmia3W14J7oaS8B1Dqwmq4YkT59XTu6bM5CnkdVtFjGBmWN2uyS7YkpO2+ZbBdoJg6g0UH1PqZsxKdQdJ5y2BJqBo3Nt32PZNMZ3Ias9wTkOkr3390SiaVJInqWKJcQnvv/W9KWD1TnlskdkcaRpY91ELHOaU1Siza8YnPTTd9BwhWEMBDZmFePlvxdTPD2burDAqPvWOLABKL7tvi4JFa/DYLAiSSRr55x+OlCa+nPMHM3mFmf9HM7gL4PgD/xMzu+s/e9bSP95YEDbp9dxRN8ECsVIPaA8P0LmlYMhABCv13ccsTE0fTp/e5MqiKqMVA1Z/ae+GS7uTJajC8/HNY/VTfdi1qSnCGiXcgqFyj7si66FtyLVVfWgCY3ffes21xTV/d8GDNHWqn99glQWZZADgLjJs7tfrczARiyHyqciqmQBS53CZH5wWWIJGxkLz1kvXUfon+VS8Koh1rJlj5PLwSmDxJk5YwI/grboTLW1UGILo9w7UfNcxfsEzNHZ+mrEWWKZlcai16RbItQacC234mbaYbhwG5X7u0gLHhOYoOqxZOw5hBt3wOJqe8v8m7Cqi7wZO0rdvW9WtDVUCxOVSl3ANOD0BVPVndCJicMDAcRl49dKSY2ukCShBcoG5xmKDQimvD+XtZBaARZanKKgBQy7iN0w3Vwkjt5aJLG2rXzQ8Tr+7PLFfu20OX/MgfY0P9/zAiPVptRFMNzO8OmQ69Pg651RPlOUWzHSvLVFX27C6sDHVtUCV+mBTNY2xIq90chZwIBtfZt/ulS4kM6fopcqVMplvULfJv1GpJwMXhxwz7n2JyACAH7evjUJ5HpyKGLuX35ELjgJBXFpqLlNt6iSYqKq98KCZe1dkcBFw+U7GNmSc53dzcAZpgWOg4b1pvD/sk0hq1BLQhZYQecI20V/lTKK0GUwDg1Pg4KoGr1snZvWKutr4WsmxEjApzA7LQl8Tx/D0xazMFHsLBM7GcJEmrVoWNw7aqpQJVXyJLuSjX8f7h+w7sOu2YyTXft5+SVq71RUHs+ITzUc+fmCJihGRNfm0ZSFjdsNxtYXBNveRFsSbwsL5u7gIesmRJ4GiqkVvaBU8+ZUq7/+KQHbdDz6pjsyzgp2Q4luhGv/+T7CpikR4QKXDeT+9x/RboDBSGka4tpTycG9P77MUe2pSNS9VtaOTg3OiUicrQ0NW73bOsW17dDJje8z3V5Q3q1tLtWTYTvercZQu6lJMDJQbaSxSEh6FIsgaXRszuxpywzO8MqBdOf/aOAfUy5eIDO3u4cahLPLppwOn7nEHlMpVhKv2xsysSK5D0zUjFpyUVzwqBNdbLwLUA5/ILkbeTkq/mgh4Z47OI2b2YDekkY7EhYXPM5290kTxm8KTtlAldqnkfJidkamj/z9KDFqWiOyXle/Fs8A4Zzl4Zyl7dT91QsiqMlOTMJJoNqlMB1/KcHNfIJquHHzPsfdbynip/jX5GY9RUu3u/WA2J/25r4kNXuhNVa2SA2ZJXe73Qoy5aVeeGi4de/PG4gmaHcDNdzoONs8B6FWCuMNoDFmwAZObgMBYItPV3++4H0XK+av2dnBY2jNi0KrSR+ekJ4iFBSMVpgOKsgIfvTzQ5dulWlvC5tEjdL1gsSLnYBpROVaFzRkckiFMMHAca4MLlCN55RcwEPVtinPYTy+3M6zXbgPZTn0OJnTdibZnlu75muaPN5rgAgvKZSIFFQfkBrG6w0LbZDxlk0n4SG4LckorI5ykFYPpgyHNYMVX0tb506eLPr3/IMHuRMUnVJuy9zNcO45I/yLhVzCyB42IdSD6iNVVyRpp7OsjsBaDGGboqnlHKwlhteSvkQqdF4PI5xgqr68Hj4qvHC2+IYZ/n6/UbfwnAXwfwbErpvSmlrwbwLIC/AeAvPu2DvSVBg9xL2JG7fopi9nXJBVK9XVWpqJdcJJoF0E9DDhS6ecDslT73QVeCMEy4AAxTVv2Wt0NGDu/8LODoo0w4lGQl32g2h5Y3R0vs2SvNaz+TCzwfcr1Gla/Vccj911Mw9POSMAzef3l5mwi/2ALdnmH2Ssy9oK0vVV5zPWjllGIF/DakbLA2eyXl1oyjs5QrvXK/ZtueUg3TJiF6m3SE7SFfb9FdqM+YHKnyLAqyNKrD2LC6GXLC/vAbtipgDvj0U1bGYw3A30OoduiT0xO5oMtAUTISGT9KH501qmPg8FNDZirUC1L019eVIG9VVPdDDjY772RQrUt1/Cqjdt2pRV7DzZHlez6/M2QXX1YyUtaox8Zyr/LoOvtqkzC+iBipx3BtufIjLXJzkbJxYmyAV34mcPDJ4BUjBXmFgtosEoYp78H+C11uyyh9XXQDz+QU3SyP8DlWr7aCw4DsqN/NDYvbAeOziPWx2iDRoXl5s4JajgEMvGxA7lE/OU2ZLq2KWDc37H+WSUqzSBifsI2UaHZqpaW2hXljdNpm7bpkXZcMMI3pmLw+CpicxQymqTrKpNNygJMCcPbTtszK/NqHPuHoUx1ZHlbADEAyhJTN6oACfMgATxpJwI2rtgKczSHXpPE5ZSmp5jH1rA2jok+W/EoGT4tnnmzLUDeSepXQHpYEYHaXyabWLAUw8MTAIjLTSkmrgsNsTleVZCR7GfjPUmV45dvZoaY9YNcPdXeR4dXo0pkGPZMPVdnCwKRPFf9UG/o9D2y9yjg+K11LVMXTs9QeEIiZ3Y/YXOPcW9/0z+z3loEptiqOTCQOPjvQf8A9Y0aXrODNX3J2g7fs3H9hyAZWkxOCKWKRKUm0SLaRnv3QO8NmVdbkvZcHLG4zYqe/i0smnOXQT8z73vNzqE2w2Hfa0/buDDRUlCSpR17/1KVEAFG3xzVrfS2gc5+H5OZjNnCeZ8CzdqMtZ+Cwk0ly+ZwD7m56mD18UmGxXH3i8jOMLovbutg/jXdaGbxLEt3iPZGVUeXEcvLQzYNL4diFQAl7u78lD+gLOyMZcPfbmOSubhq6Ga9f47IN/X2qmHgefKaHPIeCg9/DhHuhDDOrFpg+KJ1sSsUcWU5Vr0pv+8kD3oPlrZDXu/agJGijM1axu5nAdIK7jVPuEbnObw5Z7RRtv7lI2H+pZ4UyFTnY2AH3ZsHkhWutMyk8oRsaoFnCuy4wVljerLPnj+IG+RqQ9eb3Y244+5qU9wy1zQtDMczLGu1L+UYkjBywk/lhdA8I+QEIQBbQV3m715F3k2idRTM58Q5Dzqqr/XOujwmUCJyt3YvqqoUG+V9V6xIHhC5l40N5a6h4IPBL66h+L3O9+SsDmiWZsrXH0Xo2ZDSrVqgAcOdnAcc/zjbauRtX8j3wIBTj203C8UeX2adg2xeBIA2yt0y/h0yFb/dputxPSxFK3gbDhJ97fd19I/a45q7cQ2hzwASe4FBA7Z03jj7ZZUZbs0g5aZ48KC1tx6cJxx/n33XTgMlpdMPylAtquvbjE5oWj/0ZYR7hOYgDtusjrrkqjCmOVKy+OQqZHf3gG4vnwebAsDmsELqE6UO2ERcjUH5h9cq7Z/g+b+7TIAZMqpHNmcUk01yZ3o95TofeC3mN/CwKmNvNGQNmtsXCu/yM3uxMA/xUkCfcSCn9pZRSXiVSSkNK6S8CuP60D/aWBA0UoA9jLt6j8+Iovb4mrVrKybparqiyPoxcQ7fHQODy+Tob062vWXYqlcnR2IO3dt9w/tURB58MTtcrwaboQ6Ljl0SpysFG6BIWz4WsdRToETpveQM37nFTpcn9sgAE1z03Fym3IROljJpUVgn6GReR9oBBrNgTa0cOadLkFFGxKC5pCqVWNqJMS9OnThN0fuZ1zw7qk2KqM0wKor05NEdNt1rYBJrUiComjWS1TnjmH6XcwlILomjJokux4mJZO7w59M4NWxq5ZkEdaLXm9WG1sCCmo7OE83dUsEiwoHHKtyrNo4vk+kcGZ6IXZzqikPArjmwQtmRlcnqXQV8/NVy+rXJ2CHLbSQFN1caTKiWHiRXky2eZcKv6GLb6/M7vkMJOKh6DrMOPWW4t1ywAhEJZjI1vHBf8/el7RlD7sW7PsHwmZKYMjap4TVbXQqaYdvueYN2N/gx52yrXuTeLyGfDWQzrI0+SN07Db7jBCixJNfuESwKhDRPgMzE+Z7UhNpbBQqH6zbJU6Lo9yQyKRCiJoTN454SZ0UV5HDC+iEWW4J0uhkYu0AyOx+cRo7OE29/HQKEfl6poNzMsbtWPMhSO3ZSrK3IZVTBSxXlLE8rSW10u/wLG1kcBk4di2DiF1jf26b0uG1ep8iCGkcVC3bzqyOZbnZv5eeI7jFnZFDCitmWdB5lyrhaFWGaPC69y9FNWkWkw58dapZzs91Ouu3s/ye1OdHaBm8Hdv0UzHcbA6Xua4qTdGC7eUeVWkKFLqBcoiUONPPcmDyMrN07dlCN9N3dpmtOF60vkJJHSLq013oLOk/6zr2KHBdFDkVw3fx5zdYzMME9A3H8kDMWfoD20R5JXSQFiDV+rS5IgT5ZYEewVo4fSLDdP3WKgXfsRX4+bkjRsDgLWh4E+QO4xoORT+4EM5vjFIHx0xkAzmZgvlv00mkXC4nZFxt6Wgev2eYkpJmYIjM8En2fLINqV5u6K0oeVS0qSM3yGEYG6zrsUyZdkfRwYB1y6k7/7CPVTsu6oJU/oZuwEJJPWquV1EDU/NsDp+9inXVVeVWIV6ANenXQzwbOvalidb/14blK2uhUweeDsqzHnrDyXaArtwb4DHhsH8mHcb6dbTJ/VjZCTm35i2ehzfO5dljrg/B303aiXnOPrI8tzZ3QRizloKufSj3kt1KJSwK/kZTJ9FUuCjErLtOjQ6brxeeZ6mXKLZBhjoOYi4fb3lvdTZTtWyGuidP5aa9nJojBb1N1CnQ9kStk5qKZ9NgW+bno/ZgPN1fWQY1CxxXS+TOA9Vmpk2n21eSuj7m6fwP+2RGF1M+QEVoyJ1c2A0YLMotgA68OQZaSXz1Y4e1ftkjcCSKPLlOOZ8VlCs4isru8bHn4DTQ8FCoguL+AmBXV0YTz4ys+YF+Yq3IvmMuWClnxJpq+4/4Ynu2Kf5paaXrBKRjmxGKepJlg/cQ8KgNe4uSArdHCT3tP3NJldCY8hALbtnD4csmkjO92w0NDnFrjyvpLs1TK7VOt7vSmmjfIVsehGtzFlw2GLyL5GlFdxHj//v8QsPxZTaXG7wvrYjWR9HelnZd4CyF5WuXhmZDvToyF5d6eQvXhCR4na7B5BIoAMID1Tagkrn4PxqUzcWQBINZ4o1n0jjGQChr+i3RN+wMz+hJl9u5m9zb++3cz+BIAfetoHe0uCBtIrAcX8ZvIwei/hVNrYeZDF1lpF/5Xp+U7Tsh5Y3agzPa+bu6zAW8ANI3eiBasF0mKFPnmLR6cr99S5ikIqTTIXYyZbzYWQX+RgrpsXh+Toem61tQqOwsqNXlS7XGn2YK1asy2OtHrVmjRQtjuynEBIG93tF83X6XvqHJRePltlLZeSQiXdokqNLlI2Z8qu51sAiFgV3Uw9o5GrSKLrZYftMT0Q1teoW6sXCfsvDlnTtjkMaI88sHMPBybc5iAIwYpYwynnyHrL0HKjGZ2nzFTI2uuaQMrSK68p69a5cCOxelBtVLHjz+vFE1a84H4Ac+mNyYKplwl7L7M9WzengWBmNCTOb5nkyPU8GT+b2jE1XpEGvNe9t2FUULT/6UCpgW1R1owBsZLn3C3A4K3jyDxhtdM1iLF08YDx/i5vWW4nCAOmdzkh9AyIjrq6UZPls3LqvTtdq0K8neSub1g2npIfR5Yc1IbVtZCd1rcpmP3Y+J7uYK4kRJRT6QHHZynTANmeiudJXXpAux/yuXRzl1u4lEQ6Q7UCrFqasM7uOtVwVKo1mqtKqIokwkEz7yxAOYdtmaw5zdvXFgZODAg2B66dv0zZXfrkvaNcbRyfDZicJp+3YmzEIou4wqDkKLnmshj3VStSLIdRSV7iqFTzmgW7s8gXRUlvsyTds15yHaO8AdmHpPXPWK8IdklGMzqjd4Dml9qCAaULQzbV80RcAKSYN7mDTE1ncDIkaH42OSXDhHTrlJP+ZN7W1O8H3eBRgLV5mcOb4+LrwDWP83D5rGWgtZ9IS1u8N9SpQAyVquXzYakYUKoTyjAlpZgJBQ33Lp8NBD0npUopGY6e2dDxGsSR6+Uvue/N7w6FZVfDjdcC1+sL/s36Wsj7gZ47AaDr63xPgXYysJvej07lTtkNPdOgfU/bHBYTy3rNr9b3Be2bT7LuyhuDFF9kD4Bq491i/PPGZqu159wwfThkQEcu6WKmrI4DmlUisDXbut9TJuUA79PRR8s6Xnl8wt+5QV2WY7nk6yJlTxZJalTV7/b4PmLwDGPeL5n/CpColyjeOa49V7Uz9MjV95BlVs4ImxUac712pqWDP72b/20OLLPDmiWwvFlh4qagMAG0xdRYLKDorBGtUapqywBueYvysW0zQrbHLj5Qar/KVpVM+ianvGbWU/+uuG5zZNnNHgmZlp3XXZfR9BMaxprLnNSmW94gYvRsjgPauWVfE+2dbLvHc5Z3jPwoELy7zRUHTTaRWTdqQxur0gUJ8OscyMro/TNqr1eHBYF76j4xvR+xPgoZiGxdmmUD443jH7fMnLK+yOwk1RIDKbnEZP+FwRl5yEB2e1gYQ+ooInaGDJvl16T2x/WaLJj5XZooa/5r3Roay1LA4B4VG+/CE0fIbUfXxyEz1QDGx4tnKuYLpwnraxWSA1YC6jU3ZdCqLiKhfxQAkFSw2rgMKeneEKgj04JrTRg4b/u5+4HcqDA+j5jfoYxMeQlbqAOLZ0I2V5VPz+bQzbo9jhejcHUjMFaVgbKvp/svDLlQs7pGvzc9v3FEYHjjEiaB5fKS2RyZx9NFrv1mHj8FQINfC+BHAfw+AH8HbLv4+wB8GMCvedoHe0uCBnC67fjcde9GmmA3lxsrcgVa7fiiLyyiYraH7uKu6mRXNnNp9WLD5GLjyOHluyL1dGIyOB3V3PBMi426IlRe5V1fL+7+2vBl+KJKXLvH9ola5DfHIYMf03uiqic39iJSmIzGUv2M5lGWkm/wXKCULMjATxphaZUGb00oA5ToDs29O3n3nihpU++npbVcNtTyDWd9XFpWtnuWKaDySWArK0dql2XjBxgonX4tE968sXfc7KcPYvZ9UIWlPWRyKM326DwBrpVEKjRynkDxI6i6LZmCG1sKTHikV3ObcmIsajvgVYOtNm1XGWpjQ4TfA8U158nqGoGJ2d2YW3k2TiPdHAbqA52hIefcYQLsf7bPJlWiu3ZeneCEBh58Y6HiJzPIfDEFXn+BSsksP1/rG+ZVLvg8kqmbM1hmousqsPHNrAFOvmZMit46ZQpctVGrx8KcQPJOIVY2YurKvY+736Pa2Rejy4T9F2I+DwVCCmhaN7iTu7Mcyy1iS3PMud/NjB0UXGtoiUwYzZFkBJ2qTcrtuUhpLiaZo4uEk69zsMbBxPEJ59loobWo6KiHKbX9qqzBq1ViYwA0kCP1Ebla/uq+3Gzh5sm3PwdhgD/jwPk7aqyul6p06PnZrlrxAmQG5QHcVvWJzyy1pc0l16nmgmtiN2eAF5yVpKRhmJAKXXXUU0vmMLhviGRB/dTw8P3qalA63ozOU05w5Ecj8AuR79EeWTYI1fOdK5I118xuZrl9WnKH9Yvni9+K3NFTQKaAl4qYU3mNScX4hOtvdNaItNBwCVu14d+IFaBOEb3T1dkG1u+V06CVXFXr4pTeHpSKZu/dQKrOEyZ39hZNtgAHXlV2jw+A4NzZT0vYuP5aUgs+Mw5WdUUbuzlitVUyG14D7yG/1W3B/HmVz8X6WEmgP+sBGXRA4nmN5OXh/hWxKR4q6ln+JF4y2rP0LIgp1U9pbhZrl/R5zCDzv8WtKtPSAWcrTnyP6/nZem8tqedL3kWpMtz/puSSnJTZcLnTSyPtddlr1M2nc1aQKolqh6yCiVhvgxcgbPDzOijzpnYfi1QxZhifxhxDqMLY+T2qlw6c9qXSWa2d8u5rdbNMyK2X3V1fUpflrZDZMTIrFfBRr8r1i2IWrPh5VTxp9937oykxgVgYm6PCWDH3g6iXCWdfQxNHdaioWn7e0WXMyadYEHHs12QlGRTjpsWznnx614/MqpxsFRFCSYKHqWVPiuCFGwJKfF5W10OOEYYtH4qrDq2JgB/TizCxKfejcaB0fBozg0VGzvTW8Gvr3kDBmWJihWS/n6Ewku78bHVbQI4bqjVc8ktwUF5YkistbleMORwkkkRUwCcfRAcDb8iElO8jkC048NVcpmzmp71f/kXy7Gpdp68i3PQh1yYZOWstGjlQLJBudM5ntZ/6/cotIeW7pa4RLju7dFDNKf55Ltf8/GL1iemjPXLxbEBzWbofWM815uH7E9bHFdZHAePTPvs5TU6GbLwtGapaHEuuKu8FeadIPikwWf9fXQ+Z/SwgQc+NihB5fW/JjlbrRjGSw1AAlzfzSPb4r9ft+Cm1KaX/PKX0nSmlb0gpfb1//yd23ROe0qjWxeBrfY0I8fJmRUPEUKrB3ZyLyzBG1tGS/s+ERJriqlWS71S9uhgRyXSrdbO/yX0Z41k2YkuVZWMsteBicMngsV54T1ivyipBr9Zwii2PMTpNWaer/slxVLSUQpll8hbHyAFFdPdsmtsZxg9TrtjlhBr8d5jwXOslDZLUjmzkLWCaZcqBm6p062shMxDExqjaLb2gKk8DUVw5ustMpuoSpvdT7lVdL3h+/ZTXZPaiuzE3pFgRrIjebk19zksAv+0WmwIYmKuTQrOlvfNEQ4wBVTuEwgr8iI0naKkEt9KDd3tG5LZ3z4aIKw8apqnayOu79paPqvosbwZsDoJviO7E7QFUqpmMKqgbn0Z0eyH3uLcBuRWdkoB2n68dn4lqi0zZ05yQqY6kElWbcPQJ6qwF0qRQknpR/9RSNLRls0xutKUkXFRE0SwVZAxbBnlkH7g+02mCsWEVNvRM2NsjtgfdHHCe9+7rsTmkMVToCbhIQqMe7KJB92OCXqQVpsxGYiDKjbpZJe/OAgdPHNzx9qaqZIwuC4C397mQwUEZbervx2dFj9geWQY5VVXhRo4cfDSLhOai+Bmo3aBa7E29NVYyJgfDxEpXlFkJJNSqTcmHEtUncaC3wYOvNZPtauP044rMh+k9BqYyZIsNDcm0Jsq8s+qS6/x9DnnySBNPTUpew26P/53cT5kOnEwgFl/b7hHcFTW0ahPmL1GiJP23fE2GkWVDLs3f0OERHwO1TFPl2WLC5hqTOVb7mSj1U1aVVjd5L/oprwGM6yWfw5IsZcDwIuUgWZ4FrIIXSr8oudl4NKrCZ1ljrvWruUzZHFeu/dYjm++qIibAe3zq5qsGzF7ieQxjQzcLzgApfeFHDkjR6K0cXwDB9H7MwbJanvHZKL4aSkY07xWIihWl9mLThzEHrP2EckOxvdSN5KqjWpc9FQk4+FyHxTPBvVNKwtRPeN0AZPM1VaTVUm6syrYnAqlCNs/TukXncr7P6Dzl5Lhyx3QxqsqzxWekWSRM71GmtHFquQ1F0z8+S/ncqk0x5GTbOi9++HqrJKObO8DgVVo4w6NaFzmZOjQALl1Ylns0eEwkDyB1awpK0t3LRgyB/z95fxZrW5Zlh2Fjrb33Ofs0t39NvOgyszIjK7MqqyFZoimJIkXYsiWZEikBtqAfyQ1FWxBoyYJBEKJEmZZkkDKFgmDDlimTYv2Y/pBsNYZtiKJhGhbYF6uvyj4io3nxmtvf0+1mLX+MOea6LxhBRtysymRFbuAhmnebc/ZZe605xxyNZBn9ks2NdN+6L4pGTo0xl4waPr3imtPZKxO3yRX3AfpjwD1clm/Rm2psyAwbWu4363s0k6TmHz7tb274vmurJ2bPkw1z4H4McspXfSZ23/wZafs0pLaELQMhJYui5wyfWz2PMqF2H41Pum47mQcaq2RKsFXM1HpdUiC6vfhCdGC95ufSXiQ0G5PNWFyxA61mvFztyJQLI6NUAbhPTZqUGNax5dk5MS+rHAzU2QLHv7ajeWqr18qBU7fkuSqTPiWlAGIvBJeOyXhWqQryNvDnZLjl7/PcapUtX3s/j/4zQ+JaUtqHJBcaWHD6j2IM2hcwWOy82HMv25ksp94WZqAMd9uz0dm8OmO5xrJHfMdd8Z1JDc1nt0c8Pzb3a2yOI+bPR2yPKl+PVZdN9mD+RjtKTiaX2Uw+y94uHxOdjTLqZYqb/eklz+b9EpCgehng+l0/iC6vGVq8ABB/Kq8AoAof/uf7+bJC+H//Rv3sH0zQwKZGh9/sSasx+pUfwoGNxv53Bm/eVXDNn44+qe8X0R8kGePlSDRZsXA67KcXGcs3aQaj5iya9l8018G+BxF+IF1+vrIDMHsTKtQ6TYy6FuDTpmF+C1FOZSKj39WsNHG3jbzL3nxVW01Ns0/XdYl27/m35oZcbfjedN9obsfNfnrGDXpqRe3kKhtjI1qhYIwBQ2j1fet7pPFJe54rAh+p4gYqnS6bQotRswz7khfMQ3CcShcpE7WiM5ShI6dIRi8+KtNFTek0XRDLZJwWUz0VrsEYBprUVR0Pfh1Q28NoFO+M1aO7byjJzMXmz2iQqdg2NoZircCNl7Shj5bPLpq16PLr+xV2B9EmrSyMZdqo6KHJFUGZfkkKfhwNRTcqfG+TRk2umhuCUJc/RD32wbcH3LxSsVgzbZ5POqpboNxof1cFO7DhqL/ehxdRMiXrOa2jsVQpDGXOpOnCOGWkEQ23mCoik7V6C2zMQJBSISsQURgSiycEsfq5AWpdmdzyAGWzKJ+TXMGjKjf3uf445eCztr4fnVaowm3+NJGlY/F+4yRg9XJEyNknw5rEAfDiW54gklqInjlO6GDfz4NNtYDLz1VoVtlM5bS2g9OR5d2xelS5pCl2cBMlZ5/c8ao3GYv3R1RKKYjwQkqNqGQnKqI4KbTiNwbXOQvsUHJJmtBRXxKK3SEb/Pl7kYkmm1w8TGwPFQOBjQQBp3oDrF6OPtHuzfTQGQJTuCZWDLDYwVIryqRB8jDApu9b7s9VV/xQRjMapGFsdnYNPXKMUWYsBIHB64dlqh9tHQabuMdeLAw7VwLXq4wyazPqU6xtt0dGmJpOmcsCBiTtl0auNmr+1vbIVFt8ccW4Tha+LGZ3B0oxCUXWcWufF2262yNwsj2JrvWVk/v0IjkoV69zYUisb70X+3mK7UWm1EnArBhDt6f9d7l4PsLTAa5faaBIZEDMRK4d0nT5O1cvVb6eq112A0kyDbIbunmUclZzxbN979vRPSskxer27YwKYllxDxbgs3oUkSb0a9oe8XzQhH13ELyQ1/RUkaWeXtTrXAxQ/HO15Tqser5/AcvtaXK5xuQ6Eby6vgUy7hiN6XGqhyYLtJhBgZQ+LDH/B0nZ5k+4fwHFqHV3FFyGszsMLqncHVj6TsNBiiR8Lp0wnxdFfU4ueR625wSd45hJW7dmURITyc7i8CLgn2r6smzucZqcqqIFj8ZKQeLzvn4QfQpd2E3ZY4Y1mLl5JTpAxgm3sRjmd1+7cTBpmQ13cm0pCcY4EUgwveKbq7c8S5pN9ve8OY4YFiUZRt87NoWSX2+5P7Sn2Rtb1c5u2txbQ2kDs2HOM6rqM85/eOLJQgLn1LwSsE/OXpDpq2R4HLhZDZQIbEg6oIQRmizbfm1sEA6pEjrzLJJHwvQie5QuzQKNlWNg/WiMmbFh3S7fkpDgNZCe8+XjEbGjh4QDhDYs2R5X5odjwLiZQLJW4noeFgR6WOuW2vPgzcGAtozVS5UzfCXDELtIjDgxPcWQlGGlSyRM0hOsH2kvkvsiuPHpOrtUe3pRGFwCwV1utmdMqnvf3+b5e3HJn+ODf75XVwjhFz7w5xcB/IP671/v3/cDCRp4/vMBC2M2d3xoRFUa2oCbV2ov0jXJ7ZYRsTd3ftPCw5BcabSkAXTae4S7sE6vkqUQGF3Lok00ORMQsLMms7mBm9pJJ9TYlL3bMy30lhokup/CnVtnz5PTnlQICjjIAa4fD2OZcjYWfyWfBSHD0vcCRiduidpOr9KtQs82jHlwNkG9zbh5JfpEfDDtLYv14IkSkjzIUTZkcPo7FrlId2BGL6Zh9mSACk7v3tyLXohlYypII9iYKRffb/SNjhNXGvs1q3JPlF3c7dvXWaMgkyBRDw/e7N2LQaZKw5xTlWFhVEmbbK4fRMzfvzv6KmOZ9b3KaYc6XEh1Vi5vicdhsV3ogDooJmbCSZ1g9s+AedUmPzFdvAyDAEOkbfqiyB5qQg14moDN4IaToKvXa8jIk88fG4mqKwdQ7Pi1QrBnp1xsROHL81Vv7BCPxURKhfj0kl4T3QEnE6KIKpc7NUaRPk0+wWzPSzOaKpoR6oAMBqTMnyVsTlioNmsevPIM6fa5ppWxLnMiMVsErG1PSiGoQk3FsCjzKnJv69ibKwIRYSgGXTIekhxKYIzWqthDIWWsH7KRSvY5S7KxuReNgpwt4x2+hvuFvfcp18g4ZUM9tgVQu8uVzIhqc6/yzzBYHvX6JdPom7mZ3qP2OIEWAkrUKHjCjelmZejqLutmKCZ2AJt2mJ6eDY0iGiV1GSfUIrscDHC9dZrA96M4FHM47pXw51xxpp1L1jhd00Ra9FcltUiO0BvYk0PwibWAoTTh5LpZcd1qDaaK09J+ycYxWXMnY9p+L2Bzj3+nZ7+5YYE/Wpxbc8PnSt4DipKNuwIUxUEu+cY4suaf0gOaoqkoHlt5+nAtDnMCRJLOrB8GP1uVSrI7iB4PhwzcvBr97BMjCSDg16wEksJZCZLO8PWXJl2pMbNn38XarTTFNM+i5tZns4THOaa6FO4AX0Oq2Fz08+jMxFxbwzWqUeEeqz0wdoUN0J4JYIebSQowcpaX1QNAmRS670PmetT+KYB2+Xj05oxrmGtqexzMawMe09meZ6fNu2nnjLWTmvDtcXQmor4X4LO9fkhzWrELokUP6mcNM2DxOLmhI1kRCduT6OkQ8rXx+M62OMXLbFgxlqnhRHR7HBz8nD0rCUkCR8US1bMvE+Cqo2kszSvLOUpTYGN+2bNbb/gs+YRXoIO9xlQFLN/jvd4dUX7Qnif3ABILY5CJsIG526PoaSl779xNWzNO2LiGhPJ8mLfJ7jC60W+qycIbp3y9ipEdZqU2bm743sTSpKyIZ/f8WcLOJFH1jnuvEoiYygTzk+Lf61mRMXKqjC1iDATA2HbGWKXvBs/fvXcG96iQoV+zsgjkg+BnCwA39+a+y/shY0sli20PIxALAC3GarcfbO0RBKo29NXpzSxcEdSNmU1Wu+wgqBr4Zk0wU3Li7SEBPTE1JVNaPEloz6zmso9aTIX5+2QJNDbE0bm/PaqMOSOmCv8pSbB8QbZmoLy5F52xIp+EJLPCoH1ObGkCvu2ZMd+OgkUD8xneHkVnBGqfy5JGzAOm5wndQcDhN74LTdhvkuv7LU8A8CaAXwDw3wfwT9ifp7f+/df1+oEEDfRQ7vZJvVOur6j70gqr2ZheJNOIMs8esdB/QzKTngZ+gGRrOkW70sYthLLeZgzLW5PKbCZm06LRExtBjuOiywNm+jQNWDxOmNyQznX1Wk3q9ja7jmv1KLoZoQ5KNQiiY1Nbl9E+y/5+qx0PX7IRshv5qcisNtnpYLuD6Juy6/QM2ZTWM4y8n61llPdLOvArT1ogyzAjKyGYj4A8JOoNDQ7VLFRbbm6ke5dYRtG6xBrxiMoMN2XJFQtfAQhVx4Z+bIrztgpQR1lvOboPs4DRDpVhxmL26vXaI2hyCA5g5JqotcwbEVUQfRdrV5TGveBO7py4mgPvUOIMqy5j/n5is3sLMFGh0h2y0VYW9vScBRd1nHC6P005rZg13fxoU+HYE2lX6kAO1iTZFH+YmcRmrUIhONo/NmzQdgfRCzIYpfTq9cooqzwMNYHqNJE1IC6M5uGwtInmDT+r9f3opl5cL8H9M3Z70dkjAv8AuGHVMON0QMXv+p5Rxa2AERgVHPAgsj65yQ6kdEYVptlXdo1fMAmJwDyZI0k+FAxcURMv49J+P3hTMXuWfCrnTtSVrYHRGrOGn+n8KfcrGYxt75UpUUg2lWzY9EjDyCzyhGhqONLiCyX0rtf0gs/uOAWlG6nst6Jsq5iqt1y7NNmySf3a9J32fe0ZJSYhFWBO03MCsAX8VHMlBgsAL7DUKHANcJ1XRoN3w1XTcbunzMhGZ3sc3TdCzv5MTTHjt5qvk0wvOHgmGRubdwJS9ZoAnPK25RGDRACnXlkB2mXPed8d83czdtBSKd5Pru3ulsXIziN+6zLtgu27SnEQqBgy99x6m0lHz5omWqNs/iGSdynqNSQYc4GfpwCIyphnsTegYmPsoWxGu4F79vYoeuqHDAYRuT7JJDJmxiJg/TC4XEuTbT3vYtZpP59eFIngndbuVXLpmwA4TerCyOlqbYVz7FgTDC0BymbDv1M8ZA5c7zLEE3A5Tlmcz06Tg1dq/qfXyanGorXLnFEmrSHbfrMq7AoHu5rgTB6Z/67vR5dVNjcZzYrvic1BdjNDfd7TCwJkkxtGK9cmC1HKgnwoNBFlygH/W7RoyTx3R0rhUUNLY8L23NhXG06XJ5dmFmfGebrEGNKz594DVbCIOTZc2nOVQCM/KkWjig0QElmMnSbdA/dAyShnz3IBX7MkPwYKZp0JhSUjRgEC3+vNo4r7h5gH96MnM+h96UxS00zAm/XNzSsV7nLJG2Bjht/IAmIJzM9NHqQpc2u1bmUMgVqSIqtL28tk98i8hmzgsnoYsXgyojug1CwaOLr37sAhigFtkmPQP4lvvF/AzbAFpDfrEvHKwQ/fz24vYHOv9rNuYskH22Mmg8gPDLD95NDiJM10dvl4dHmV5F7ynJpcm+wqGSBksaiU9BkzahmKtESM1wmNH2WUmit4VLcGO6yVuCYFkgCSQGasHkaXRsvzSr/TGWYPIhZPEmtnSYwre7020Ki3fI4FENGsVc9M9jQw7efJzIdlcuh+W4H7w+a+9QDmjbG9V5LMAAMqbPiIDO8V+iWf3fX9T3eLmcOHmyB+L40Qc87/JID/BMCfBvATOec3AfQ557dyzm/9ev++T/cn+hHX2BbzFzoNl+meKOtI8IZPSH6ONLny3PoJqZ1DCzM1ijQD6vWgs7EUtXmY82FeP4jY+04qRn2muVQclzSvKqpu0xhDBvbeHUlH74k2wjZ80Z3ZULLoWj2KngfvGv05G9/tcfBieHqdnS4KGApsGszYA4v36aaqjOR6Y5nktqG5g+yioNNyqZcfghdVRlGThKI7CNh7Z8D8WaIe/7DQWOmQCwcAAB7CivubmEZTsUFKLlDDCKBQvkWlmpcptTTaYmx45FgdMHtKQyTRakW31FSJRpbZTfAA+BPF+BkyPhbvJ0cf3QDwjtf22MzOuvwiEGDrRi6+HkF2K2JtWNxqomq+96E1nWkFjxsVfXucsemU0WOOvI+Lx8mnXUChoGp9yehuYlpoTeakBZ2e00vBJQlddt1uZznt7Rm1gLkqDR8pn8GnP5o0h7E4Qau4bM+TNeB6P3C2jNya5UEyt1g2HbS5Ih1TxWDVcX0v3jPmjj2TyueeXvE99bNQPtsAz6HWFEIyBABuwCkn/VyXKYem0TB5iaa3tck5tifUDXqWtxXIPpk2inAY6VYfu1u58beWXg7UdYr5FNJtdgY/h+lVcraU/Dvuem3uhwIKrCz2KsPTPPp5cFPM3lzGmzULkn6vaNTVDI7WSA9zrtUwGHBgEWGKGvXJ5l7A/P3scjSBpgIz1VyJXkjWQwEBG4vQo7s3bP3ye6suY/1SdCkagRt+bpuTWOLfOpvc32LOiLovlpOMN6sd19yw4PkjdkN7wSlRt0eaqabasWPjuHopWmNohpNdxuJx8j0u2BpODRlq9dpcxdvCYMlVcK0tp2TBwWGAxWgczN/AfDjEuhMTY2tTVe4RfDapz87uuVBvdT9L89QKXJDGvSv0cjcjNI8bAB51pu9X4zU7tb1rKE73d167J7yniGSaiaUz2lROTXizys7MEAizvh+dvbM5IcjeLek4vj0mYCSwPCQ2YB6LHAnqX79Scd9dZ5vkcg2358mz33OQxCFjeplcEw3wfqmp8jO+IZiCAKwfRpebpNrSMgLB43Ea3OSwnxtVvSUrRMZxckyvLS2guSn3SdGFwzTYvsT/16xM9mANlQA/nZG6H+1Z8oGBzvZxSpZPY9NsAU/dfvD3J7A8DsbAstqOZqLBmVW3056km2e6QnSgSjWejPZysAYrcDigemXv7eSAQRzLnpFrgTvZgPEyZJKvhQYUer4A/l4E+N7+Sa/tcRmCCZQl0EbAvFuajMA8efRsNavkEqPpZTZWSEC3iFi8n7hezMyy2vLzvXmlwv53RjQrMmsUXzh/krD/1uCG2DkyzlmgIyC2KP2WOEggWDy9LGkgnQHE0sqHBKxf4rOlwZ5MPlNF1lauAn+mmRz3ko/s4MbK/aLEJVbbsh7kDZPqUFhU9u/uZWPNMg0ng7Mv3Ex95HtSjOw45Wdbbwh2KoEgDlbb9UX2Jamu5MX1JmNzHDy2U8a6zbqk/PD9wFM+tkf054gdLDqez/z2KDqztFsGHP9qT8lKIxA0FXlyLs9we5pdHuFD0sjX29xk7L03eA0p49VP+/X9licAQM75/wbgHwPwD4cQ/nMAk7/Lt9z5+oEEDaTjA4DNg+j6OFGlRDmWlrZbBqeFk9acfQIUBrDp6M0ori9Ggyy6i6MvMnD9OT78LJKZg7s1PTWnreYHcG76+Akf1lTZRrgM2O1xo9wcF2dc1wPWwXXh3X5wxFOHU6o5ico1G+5o+sXr16LLFWQIWK+5oU6vEumnF9YE7hlQ0nPzlylRutXc0ViFG9fkkkVpb0BIqoJHKmoacvnZmsVun920rN+zYnMejCFhG6xNsMOgvFzcYi1wgq6iTrr+2BV2RHuePY5QWmCxLLJN4dIEpvUuuj5Nb2VGJ916HCyeyfRoqeH/702CsTmJpflZMs/7rpdH5FWMkZTsRNIBbdaXb9gk1yilkuDcPuAUgTe5zq4PFkUz1fB4T0kGrj4PN7aUx0R3yM9Tn0N7bpm+t7Sf1IwHM83U2o8YWmDxVFF7MBdrNuL9MrjBG6Uo1CROL236vC3ayG5frsUsRDU5GsywM4h5Mgs+mZabt/KpUxVsncA9QXJFQEGvV1FGw6xMgMcJaZ39AhZ/WQANyW3qNfcA0QZVCHoxaFPWbl9eKMWwECCAIwPJ29M2pFs+LIBPU2TaJvr82JKamGwKq894nIpdZaaBe5QnaRLY7wE3L1eYGjVZ5nt3vVhoFWM86YY1xdK04uZ1m56n8nepKQBBtvc2fz6iPU/UvocC3Om51e9EBC6+CAcRPFLX5A7bI64/paxI5qUGJJq/QGX577fTBdQwDG0x4Ozn8IjF6UUxDptY5N3kKvvaVKyXnOIBGLuL+1s/58Sm6MuzrX8DbY1lwthGAxFt2j97nnyfXT8km2d3VBqcXNG1XkZh0/PC0lKetwp7+YWoIRM7YZyYcbDtBVXPsyvZFFfNn6J2NVnOBpjIoE0ApJ7/6WX2Bmp7Yl40AzxVSHIi7anDstDXtb63R9EB4PXD6BPcu1wCOAGuFy40a3pvNXQ3r0ZnkkxuMjbmOROGwoSo1xmLJ4ynnD/l+bm+RynGOOWa6ecwzyHg7EcMAOv4u0W/TnbGCOCvzJ9omHLdSuK4M215t7SmpjMAsinmeLHjZ9LtB8yfjQjJgCHzmZk9T85C0me0NVC3XpOeDnD/7/bI2tPe254nlwmEBE8h6hdwU2g14IDJIYxtMcwJko4TRuDFsSRHKM4zG3NS0iVJD5ob+H2Sxlxn9Gistnpj8hmTIOjfnXEjpkIHB82yeRa5rMnWh15bteO+ME5ZF4hpIzBJteH2ODhdnmyI4ttx9ZnqBSBdBpaf9FJ84OSKYCLA9yOgTsy59YMIJSNxrUTfg3fGgq26jGbNSOLZM/OnOoxuXNieZ5oJBp6tz3+S73tynRixmSwJJcMiALmWZmeFhSipXr3hutVnObSMh50YsCqfD4FQwyy47KK5oTSwucmYPx3RLXjfJ1YjCUCKw62G2/yIZJwbUsb0mut2nJZ6cnaWXHLWHQT3HtOEfv40+d6YK67t3QFZoKq7tG7rLYE8JR2odpB8UKA510c28J+fTdXZPTq0NLStUlYIDGi/8XNwzBgbDnL6Bf9bjJrUANev12gvOQxKEz5zEwMCusPgPlT1Jtl6CJ6QlgP3lXEScPV67RJG+fR8qq8AIIQP//M9vnLOq5zzvwrg3wDwb/9G/Z7vC2gQQjgOIfyFEMLX7Z9HH/F1/3II4ZdCCL8cQvhXPuTv/xchhBxCuPdJfr8KfzcDNC0fY+xs6jncmoZnuZsGzJ+MJhfg5jW5zrh5qbKYGm6eihiaPUvY3IvmSmpmKm3G3Daa1PChUxFJZD2bPsvoyoNosnydE3Nvp+tpQSmlqRYrQVT1NIFTEAEAkRs39UjmDJvhhjv1qrj7cqpNfwXlfsv0JtfFeV4mg1UHd04dm9KkcsLGpAX9d9H+B6P2l4lpjvCDLiQW+sPc3MhrHqAXX844/4reY3BWwjilNhLWRExuCkAk4xzps/pFcM2d4tLqFTffbDpUufhmo4EhGDhkkTOAuc4nuN5Lh4tHZ9lTlmqL9/tuTI36gmSq+G5W2U25Fk9GNKuMxTu2JixKq1kxD3y0SXy1I4iyO2Bx2S+CNyHdQcDyPRpcya9jbAOGOYtHRd+N02KQ5TFUbdE53zYey8bqGKdsLGR4tz2s3Fxscl28M6pNdtbB4v2eEzxjSgxzAU/who0060J1XL0UfVKVKsuSv6IucWe6x62ZaHV71M/q0NaElch+NB0zPKZSTu/DItA92aZ5yip2LTFssrxvRqNmjHr5wxlnX8neDGt9NNeZxl8L0qClN45m1ijwTc700YpZwHSZME2i61Q5QZT8oer4fKl4YoQU3MW6uWZhsXh/JHvkeXafADFn0neBX0tyddscaXLJpnp6ac7iXcbsidH0LT4uVXxt/X7Zg+pNxtVrNVYv0chTgGm3z0Jud1hiOPtlwDjLmJ3mApRMg7MFmKJS6NswEFEyLe1Fo0mA5KeRI5yiKwmA1oLMcmv7zMdp0YqKuQQAitjLFZNCxqnpnp1pwrU7vUpYvxQpJzGKr86P9jz7RKwxJka9ZsMau+JVIhmBzEflNRB74Ojrvcs+9Pp2RwE7Y6NVWwKyV28knH9ZhbzdKwMxF4/TC9Fm9TqTBWeeCbujiGpTPAGCmYgKVE91ofyPUzP8Mxr62HLfl/FvyMYwMart9Jz72d47Q9lvG571uZbZ6N3XrpqTccrPBRme1DG55vuMnbmTXxIMETC9eD95gsDk2ow2bd16FKPlsM+es2Zo1sWrZZxlLJ6OnAQb60brz5l8Ym3Z3qq4RARg9sSicU2qKCZJc83XqvNM4MfmJDqzyKUtS5qMOqU/FIBSrutVl/17RX+ePSO1O/aKQuX7IqDPqenMzBTlEO+meXZuB9Nf5wiXAzQ32ffUxZPRWFLBJ/ypoW+GZHOTVcL5jzAiNGQ4q2aYmR+HefL4fbKEj/Y0OdCrVAf5cEiqF0yvDmPvDDN40gfAWqxeg4akCW7MmyOfy+lFdqq9ZGvBGFhiyElS9UkvSc0cNDOGlcwYAX6OTCSAs0XHqaVc2f5QbYrPwjAvUidFAc9OCXzJH2N3EJAmGXvv9NgdEBgl5R9uakx6vTEGjbUlj4TdAZk4qlUqS7npjHk6vcje8Ato0M+fnY4EKM23oTu09TeH77/RGF+DAQJiMcjraHqVnRkjzw0x4nJFf4HZ8+RgKBMSyDYcm1AAPTMe7Bdi91hdnzKW744ukwi2n/geaEBytWOc+LOf4vfeNr3tF5R+OrPZpIyS50gqUe2M7bYsRpSAMQeDhipkRG2PKesUY6xZZcyeZmfYbI8iZSWBjDCCQpbUkA2UOQwuqdZ6+DRffy8wDT5wfRPAXwshHP5G/PDv11v7IwD+Ys75DQB/0f77hSuE8BUA/wKA3w7gJwD83hDCG7f+/jUA/wiA73zSX64NefY8+bSwOyAiKL1vvWFBuLE8WADFXReF/j5O+f+le1JTXG/4gFXbQh0KdghqI45mAja23HimFwntOXVAKjpEI0328EvbKSOY1rSa9a40WakKXghX2+ymV9JAkoLPAkOGePWm0P5EL3J95lVGsonEMKMLfXtmjsMdN/va0guSaVDlKC5tz9gEi98qh+Ti/RF7b48Wc8bfuX5ApPrBz20wFUNhwfs6e0Z6+PphxMFXA/a+yQ0uGFVc4EIYwc+1sWlLCHAzsVumeGHkBicdc4mQKVNN3Qu51LrDdcf3OVo8T3NDrTnN0pSDW+joMCBH6RR3vboDUbgVW0Tq4O4o4PqzwG6vchru1RtwqjvlBxKiFTPCNCkIfXF81xQpOH3YHbenNBmUMSXAQ2r2LKE9S54GIpOzcWJNuxUo+gzGCTBZ2QSq4ZoV00E0uWZlBfbDBpuT6HTfyqQ4MhyUZrJZF8lItS2TvX4v+CRldpq84JwYbVTGhzLbG23iJMBQ6D0yvHls1hlHX+uxPQpO/V8/pHTp+Nd2vKcN32+1pZlZGAnELb8TsXyLk8VorIZk7sy1xTk1KzYRMikiIBKw//bgk8bdEdlKQxs8HYO0fHhzLw8TUStTBTdQk2aZulA2D4hcJx4XZsWaov3U7N7lGuYGkl5kL3RkMnr5Bu+Forwu34C7P2djJjn9vS5U9fbMQJsI94FYP4hWOBngsir7ribc3QHXZ70hmNaeJuQqOEulN0fsbFMzFqDBP6v50+RMKcZGwhvwHDl9kfxFbDB9RvQhYcOUY1nrYlboNU4vuQbW96On0XBab82hgWub4+g+BGy0M/bfGnwiqkjK9ozfOzsfcfzVHqliskKOwMXnG+QKOPhmj+kl9zGB0VMzw+oOAva+FbH/zWhgO9+X1pUKRLGGxmlwI9vUcHosyUGacM2qeat21M1OLzjZIkADp9YGk5JoL5ab/eQq06Sv4e+7frW2wtimzauSCKLEjLtcudbeJH8bsasCzr/Mr5les/G6eTU6Yy0kY/nYZzFa2kyumAufGuXZc5/YWRNyO6YRAPpZ9IYPgDXtBBMkRQPKfu/A7BaegpFtj58/S/Ss6cz13Bg/tXm/iD2z24vYKX0hl/jMqmO90+0Hm4KnAoaZ9EAg9vY4uL+RzEsBuBxnfS9imBY3/1SV/TT2cO337JSMjNlZwvIxE6yaFRmN1y/XSFXA/tvUq+sMalbcH2JHxtThrwYcfM1AGmuY3Ktjk6jjH8xM2c6OoWUNsXiS/P9Ba7C1c+ym+FNoTUiu2ayy+wvVNg3WsGp6mcgiNWM8eS7peZXclOaQd1u3Y2vxjdfmUbIxT4EJ99hkEqHG4rPlzSWJSpoUozwafJp04hYgGzs2nFWf3fBPYHZqIiprZJOxLxoDzhpLRJGhoddKQWamwUAofgbTy+x7pSbsAoWUppIrYHNSualwquH7v6edZN6X9ix50lTVm1TKJDXdXql/OI0v+1G1I8DLJCtgcpOcdSJZnJ7V+ROCTnvvDjh4cyBIZIbN168xyejwW71HH8onafkumUjrhxFHvxJw72dNUj1mZ8KSWchBQEgmwVUNM+VrnJp8qNrZ+jN2yew0MYp0YT5PRxz+1VsOVSoDmxX1PsyMzZxNSjQUIGts4VLDHGi2fNtk/VN9BTH9/vY/37OXEML//ta//04AvwLg3wPwiyGEf/wjvqf5kP/3sYbv3y/Q4PcB+Bn7958B8Ps/5Gu+DOCv5JzXOecBwF8C8E/d+vufBvCHcQcs67Yx1LDQtCd7bjlgTqstNTxyipZZEeUNJT859kTyZIYlurs2MRWG1Q44+Bo3QunyNY0JY0HzGXlSplGieZLmBCzfGaHoKTn4Dm3xY1DGexiIAObI6bhioWgWlUvDNeNdlJdAb4jt4nFymQYbDftZ18XRfZwSIBmnwTWeYUTRj0ZR+LNTgocZkeLtccTNK5VvaooMiwNw+iMt9WeWRjEsedhdfSH5xFYIryaDo01iBJ4owUB50/WWRbj0u1r9VSdtZXA/ANeaC+neWdTgmkwFGdsQPKKJ0+ZefEG7Hgc6a8cRTjuXuc1dLyHJOVo6QkOH8yjK5xL+Wufvlqm/TBPb53wv0npW2+waOGUb10YZ1PRynPD+Hv0SqXWaOLXPdbDw/Wlqtj2xwsmohLkO7gOxfDzS+CvTH2T53vjChEaRcdKdjxOgWSfTjcOLPBUteiaUNy5Wj/w2ZOInvxBFfKUqOHi3PYpu4skIJhYKu4Pg00LFUUmrOU4Czt9oUG3hRRKNhDLOvjwlDdbufb/HAufiS2bQdcEpxfae6ecDvKDfHEc2Ei3BOYIuwTPCt4fMYt6eBAcdpCMGrCEwuRXZQHz9sSuTMkk/GtOPrh5F3LwcqXNsrEFv4DREsSGoe/4uWDI7awDtMwCsiTaQpzeqIzKw9xaKTwhs+nNuVP/LIrXaHXKKpWalXnM6SMCxIP4HX+UaHBZ8LtszAiRIjNvcntwyhJSZm5lEjVPuF3tvj8bqydjtF0dsGZjJ+HJifhPdfkCzYmOofSIM8PSa7RELYbHFqL0nnRuBr0tmhLv9iMmNOa7HEoOlqLjewFKlRJy/wZpATBKBn+0500wuP9c4ZTY74JJx/XrtLLwcjXnQApdvcF9gk56YxW7nlkDXfkFmQmrI5JLpn0wpPTrTXss4YRNO53LKO8amRPbdBldl8Kn7XRkgvbnPPUBnGmVjweKLrdAdCn35zpcxdUSFlnaaUsJSMyAw8USxxlrjkjfKOBUwmUMuki96PMCNViXdOfoVRmEqGUXgXbWlSatSC/o9AsrtebK4S+6l4yTg4NuDeyfJQ0F7T8m259qbXBIkW77X25Qfrrtv1ky5YIqUva8QzGAN7jkhiVZqgsdIiuqvBKdhZmBsLABUvc0GEFuagIHDu8PIgcq9iJuXK29QcoBToG8eVdTwjwTlRKE++/HivTB/lrA74H33syTD2HbFCFIAlVgcMqrLFV9vZVTx0Sjn+2+xydO5Ktq3zg+lQDTGJuj26Jkg7wg3iAXfd3tqAPCazXS8Y/NVDOv4LHNSTbO86VmJS5Q5p+JrGXFbpKWSClLOFX0tyxRyepnKgMLkY8e/QLr6+h6ZU0pdmaySeWrx3N3cY01Bhkl0U/AcgaOvdUwX22RnD4pdNBoDbHKTPdkh1fDo1moHX/MyVuz2JU0z1pcBnIAxApYoenyTF9S3ns9mbdLMSUmVWZ9UlnoRnGVcddmZGsv3Rlx8vsHqpcrvYbW1M28WcP6FBrsDnj8ylV7fj7j8YvYklKpjvVybfFDg09VnKmdaNObPJu+sUTGkU3jtlIxdd/1qZb4R2dkc9aZ4ZKknEitQrAEBewKVZSQaB9vDjSUtVst3w0z8zXLd1QgxhPBnQwhPQwi/9F2+hN9x69//LQC/P+f8ewD8bgD/qw/8zt8TQngHwHshhP8yhPDZW3/9X36cX/b9Ag0e5pwfA4D988GHfM0vAfhdIYSTEMIcwD8O4DUACCH8kwDezTn//F1+udzgw0hUrDHne9fOG4qXrOEvsStWfI+c6gjVAwyF74r2XdNUn47Mg2stm3XG5gEpbxdf5uZ8/qNCBOEHorKQOYHixrj/1oBuj0yETtExXXHTd1Mea1jEdFAkl0zzxjbg+nVOL6RrFzVL1FQBEWrIVNyvHkZvymQwKI359ILSi53pW2US5jTWEHxqBbARkJ5Sjriiu4rSGUY2qM0646W/zOZ+MIdtOeMGMx1aPk5OIZteZm+s3THdDpFqx4NoZhPD2zRWgSD9ImBhOdEySCtZ47wnvL9EqKMVlKJWDrOAyWXZxLsD6sRVSNzlup0LPnuWCBZkHux7b/JA29yLbng3zizqyBpLgjyiaRtTYKtJZ3aQYXtkxZcVPnQ75uF18xne7/Ov8Bm6/GGBMsbSkE7UGCKiKB9/dUdH3uPoFMFuaUVCa5RZ05RLF0naIU17xomBGxNNtLIbHVZ9ZoybfdbSt6qYUC705iS6IZRMPJfvUcPLDOaMzYlpdTdmomfGfHrW/T6ui9u/DCajvS4Va9WWkUmxA45/KZSC2hpTxoWxOVy8P3pcUbVVioe5FRt6PcxNavI4v+B7IEOmlUUsUtbBBIjUKHEiuGQm3cKZq03Jt+73i5eFQLKQSjZ0+C40ipqy98vgSQo58PNcviXgrwBYu8Pg+0djsiF5MkgDXO1IWVeRzjjc6LKr7jCYDwJTX25eJZhw8SV+z/lX9DxxnchgcncUfN+Kfca9X9ihX7BBG1vzxjDjNk3blHoRUnbgtl9E38ORua9uj2VkyfsSRjJ7dkfRdc5DWxzGxXxYP6gwfzqWCWZNemoBKmgMpngzGaWOk2CTeKP8b60YzXytaWKxhwZSS8LRXBPcih1w/2cLPbafs5kRY6/qSMHvF2x2JpeUkqQ6uEkicvE3qNcmM7DJWmVmkJKg5cB9d3dYongZ/cqfQy2uwG+4TGl7EtyxPHb2Odheh1iag7tckvCMFt1Yddnf0/TMtM57Fm+XmWqhpB85rcfxVkKRUfulKwbEooB7DZCFA5fnXH+W7/n0J7hPP/+t2YEy0ZknV4xZVRxcDgH3f36L1YMK3Z5p6M2IsTsIFmXHyaMi6QAWwtuTuhT+EW7qyddqlOTEPScZJXt3FDEsyD7IddlrdopOVYLImK2p4zoVS1C0eUX8yjw6VTDDPmNoigK+5DqbrIwdMxIsbU+TR1U++OumgW/oP6OBhqJP+d75DDc2iBgWxV/G3eHBtdqeJmxPjCpvZneM1ePX7L07MGK3Cj6YqS0mWsw2SkjKObS5XwxgKZPjPZZc567JH6rpaNBKAz3FGE8uKefpBfDUcN+hqocb9zXrRB285LpWDyp+s9rB2R2ANbR2vkxuMq4/z43l7Mc4JX/8DzKdoT1NXnNNriijVAQwMnD01R0uvjDhup3ysw/mHyXdPgCn/qtxDSPr+el18nP45hV+Pu05B1DTCwOPDDTqF7bG6+C1gr53cp2cseeMrQqYniePpkYG9t4ZMDWD5bExCXDFZDMBMkABBRUfHkcgWX06uchYvstY3Zf+skl1joIDOYB5MnQZ82c0UxfA0i9D+Vo7jwSsyaeJJuX8WbPTZCxKOIOo22fdrtS3yVV2EIYMTTOFjNxHhnlwA3X3ELOBzGjJV5/mK6OAlx/88zGuPwfgH/11fkn7OeefBYCc87cAfJDz8O8C+O/knO+DaQt/IYQg0OFjverfMNAghPBfmR/BB//8vo/z/TnnXwXwJwH8BQD/LwA/D2AwAOGPAvhjH/N1/MEQwt8IIfyNZ8+e2Q+HT3+GucUE2USn3hhYYFR1OdXDEPlBdJ4Dowv2mvgW6qCnDoya8JKxUG2zF1rtcxYXB1/jQyjK59mPcWPQJENaTiGm6weVHa4lTUCaLRmvsYjNXngCKIZsU5NlANj7DjeN7XH0gnnzoJjLiK4O2H1ayIQsu06tfW5+ENfJo/vk8i25g284zS0zLAMnNg+DRxC2Z8l8C0pDEDLRfGXrbu5Fxo9ZioPyrnPkJrc7MEqZgSO16aRlJpkrIuoA3CGZkgIrig9KoVZvSHWOA9xwjhNOFibDvEycpOcKIx3pc1UOUen+WODBC8e7rF2hzJMbFoc5mrHVNlt2u9GF6+BuwGIBCIDZGJVQmjfRuqeWcy1fj90h16Ty6jV9nz3h+16+GTF7nnD0K1yLz3+LIpq4VlNNZJ7TNeDiCwV2jjJ1m8m5mA3l9pCHUGqMXndB+YW8DkTjrrrsU3DJIWSmpbUFSB9Y1qWoh8GYQs0qo14np+3JYMgTG4bCQIAxAkTFHhbBD0k2hhbBZc9NMA8MmSTepjzW21uO9DZh3pxEc+ouAEVzw8ZN08gwFAByexiNfmxAnFHTfWI1LRGUw6wUsJpChqFMoWVItv/tVHwTcpFOeJrLx7w+bO2OljYzPbdi2Buo7NRgTjr4u+sVXGO7PTHt6BEBOSUNqCiWkaf+TjF8zTXcgHFYBMyeCaQg8HnwNTY+5z9i6THGqtKUl/cPOPvS1CajRfPc75d4t7E1YygzHtT97vZYhHf7wemws2cJwyL4tF6+F2IpaS2JaTOalKHqGL0WjQbMhJLksrA4ksWSIynwYh9wjxL91cwaF8Wsl4CJff2tva5fyvunuNoLpI0Wmcs8cIIewaa3uk9A8fEII9yvQwZxzRXv2zgLDoYRaLAkgmtQZjYNRlE2HboZzMqkVlLB/TeN1WGAgaLEqs5YbB9zWvtha1d7WnuW+HzZ3j619IKrz1ao15ZmsC5sADKOaNDa7QWPm5SpabMuUa6e9NIYI+W6NObdYcDet7kvHHyVa2v/G5y8nn+Fz3h3CxSZXHGPmV4lnP5o694H9Tp7MkOQA3wMWD2IHp8H8LPo9ghaqQDul6FQ02fl/ys1J4xlSLHbj842mF7we1aPrHG7INV//nx034lxGryZVsa9dP/BnhE1rL3JtsSgBMi4kIGn0hT6BffSzT3uk9OrZM0Uz37tIdtDmkBHOzfEGJJ3DBkPfK+5Lms3TXm/JC+QXGl3QBNDNf9KeNgey08FJhUo+vLluwRtFEWqZ0mgrdgpn3TdahhTbwmmypNiesn1cf1a7Wd+7AkkiNav2vP69cpN+cYp36tT8EftUcWPRAMlBAI9e9/mOj34WsDiacLxL3LhPPupW+Z/gLMzZTx58fmp74OqB2Xk6oCgmU4rfaG5Yd3S3FDmq5jzg2/TE6SfBQOGmGwk40GZfksi5md9zYSyaOaRNGk01qGBI/WGa2dzXNEjoQIQi4ks46UNtAzWWxjArGZb6VTjlAwzxa+GRMav2I0a0IXMPVdAupr+epP99/V7wQdgqS49QEjc79cPK+7fZr7eL4IPRgeT58HkVdn8ggTo6Eyh2W4BkKKB97UxKT71VygA0yf1NMg5/38BnP06vIovhRB+IYTwiwC+KI/AEEIE8EEZwiTn/Mv2+/9jkOX/MyGEfwp+qv2dr98w0CDn/N/KOX/lQ/78ZwCehBAeAYD98+lH/Iw/k3P+rTnn3wXe3K8D+DyAzwH4+RDCmwBeBfCzIYSXPuJn/Omc80/lnH/q/v37AHQww2n3NDUy1/M52EQaxWiwjXMwfVC1ZcMce7rh0jDRGv1Y4u6EqCMJmLAHbTCpgD1Q7Xl2p/VxAux/I+L6hwqyGUbSssaWrxeZGzsd6W3ynICDb/XmS5BdT17bRCkHeHbtOGUzMbTWpAxlExhmcDMcGf4k00fSO4B/mpuiY+8Xwc304mCbuBW6mvjEHli9TJCFTs2MhMqB5kDt8+x6T8V/6eLvtIYpkYHQXPH+Sjcr6YfHLloxHHu4cR+bVP6dTCd1D+sNiwNN56ZX5WtpvJjKIVBbXNK20DbVoGpD7udlg652ZVIq1/X8MUGDD1271sCuHka6ncMYDm3glNka6pA4yeM6NXNIo8btvTM60OUbe+ABNjtNHhHndPYFEXmae9qUMDFKdJgGn/LufTvi4ktlwhkHTlCGWTE1i52BagO8uN9/q3M6mwoWAS1ySE6GymsyObQF3BJLprIYyjQp5ogCjUTVVTG/997AwnQSsH7AD0T59Wq2ABbHTDWBSxHkcxANHBQIIKd/5cSHMTvDRxnQShqhPpQNV7Mu8qXZ8+SyJn3PMA0vfB7SCw4LTQ4IhE2usu1RLHQ3BnjlinvGMFPxnb0oonTKstSvMjb3qJ+fP0teTLYXyYG88WOyZD5s7apI7vb5+6TbHVt6M4Qxu0ZYk9PtMf0Dpmd8rhaPR5dPdMZygu1vi/dH7I4sCsykZpJeAQQ4a6OHazpLF/6A/a9HXH0+oX3GwjiMkioQSKz6Ek2ZKoKGYQAO3uyd9ZImxUwL2fYZo8LWK9vnt5m+LakUm4w9xQva2XCLASbttXw6lu+P7mOxelAVnX8bzJOGz6cyy7MZZBFY5s/WZ6HzDyA4K7oyYHvHvBSeSlEYJ3yduSrgFsG2omdevpN8kgUY0HwYHdBFFFDF6Vq15URPMisVpfU2+1SsuSn6XDWnORCEqnYZm/s0fqzMD0L7r+jw6YPl0ydYu4rf3JjZm3yIdkeRsqoOZl5MinM0Mz+dSeNEEz/KwcJYfGT6BaUvYqQokWFYFAZI+5xnpqKgAfh0fv/rpDJPT1mT1OvsHi6bk+jPmYYWvRnxPvgb1y/IYpJ5GClhQPWLPILa0+yU5lRJp86/a67NQNn2bu3FVcc9RQ3p5Cr7ZHt9r7IBQ3ZgTayMiQFKIRWDQp3tkoI1N7k0bdbo6XwVMNasS9KRgHOt73HKZ6694MRWjMDpZXqBCSS/BdKzQ/HlsHsg4JuALQcRauKi3deqxwuvETCfpAFu/JcmknFmkzFJXpQ/lizsQ9dtD68tF09GpIZnfD8vKRz0X7J6sud+19j0f3tkkb0ri63UHmggwfxpclCnWRUAjM8869vZs2RggjX45ptw+GsB5z9Kvx8NeLZHwWtRJm8Uv46xIUj74K9duydOrrjf1TsznVWNNyvAVhxoalh1Yn2wptSZp32yPcvOOJM0bWJpVUooGRtKKOR9peGQg6QWsRy77IwvAZY0HLV9fLApvO3tPI+CmeYWPxx5Ccg8lD48ev7hbNAcZUxYBmrNLW8USezqTamvqx2HfY2lvEjaHE2iGm2w1NyYNM2kNckkZBOTKQ+2F9Z2Ps1Ok0sYBEJ+mq+/A2hwTyCe/fmDv0Ev4csA/gkAvxfAVwAYxIlj/O3D9f52r2wAwn8TwL8J4A18jOv7JU/4zwH88/bv/zyA/+zDviiE8MD++TqAfxrAn885/2LO+UHO+bM5588CeAfAb805v/9xf7mj+nb4ExknpU1aqH6pyEIetMv3rEGyaVa9hUcnzk7LwRRGxjjKKb42I0KZWtFcB657G43xoGJOFCRlwU6uS4633I91YOqKA3D5Qw0mN6Q1k4qevRiMYzGz0RS33pbmwf/bTG5yxQ0oJJsAd3ADF2ql+Bp2R5zSA/Ac4XpbaIbtBZH9fk9pD/DYu8396PpQTbNEw5belREypcFRUTFYIevNaW+6caeVGcV3bi70ScU7bCMLPtWJRq2aXGSf8K4fRn8vgE2IIw8LTY+UC60nSA7pmmQs3jfWxMQm/fuio2ePR7zL5UYrKrpb+IGnCeXq5eA0+TAC8/ezyypyFUwjz8Ziskp2QNnaNfo+4zKtSXkvGeATsH5U0PLe4q7GKYspxfsAcHlN+5zrXgZuCDKAyh6ZdvHG5IWGgw0KtYTj7TVhWn9NVl0adJMciOvnwQGkbOyD6WV2UykZrK0eMLWBZmx8ZpqVpvgljpHgEA/0NIFPPONga0nO4TaFANg8uG7WCuD1Ay4UMSJkbFV1LMR18ItuOzYsmDXhiSNcF6/nkVOpYnAnHwKBBGTf8HXJpVmTJ8AmOjsBCvwspxeku6/vR/QzAwRNB5oq6rXveqnhbM1EbZzaNGRFY6gcAzYPCUDW9p6X72RszbeAU8jorI/5k+TgQI7A+n7lkysaWMmAkgXv+hHft4Af3WPui3xfNNoyE7Xnueju7dlrVgbMGNB4/oWJTY0ofxBrSqClUmy6w+DNTL0tUiB9ju05/WP8OYFRt1eFKTJ7PiAMpLvKHVzRubMzm+IbO6dZWYNtwFau4Xuiprup5n1QKkhQ2o6xIzT9VSSwmpyqE/hWClA9i/JIGKcBN69GBz0EHrDh4LPRL4ovwzAL1Pxa4ap9PUf4eSHWi3TXQ0uDvW6fr6s2UDFNyJ7TM6XP5/b+9ImvoIa1nG/dfmA6QKVsdts7bsj6OPzWSJlPz/vdXnAfmdxwryEYw71n/YDNfb8MmFpxPn8qZgaBiGFOWncwcNUbjk1Zn5X5a8yfJXNLh7OPJEOb3HDtPP379tys8QWvhrFQ0cVGyxXM8KyA3o1J+bSPykR3aEsjrj0mjtyPt8fBDNnKeRxS+bxomFjo87cvj6rVOmrIHvCfhReNdNtT6sBzXTwtvHEfswFfRWKUNPCYBmq5c2EFjq2t4ch1Ju+D1PDrVo8iBxrWZE5uuC5yZb4Htj/LLDskau9lGj25zlg8Hl1SIpNYJd+EdLe1K2ZrvQVWj6ip35xEN9jWObY74MS62STsvzlit2/nVzDmUS7pG0otQGbqgBil82cjQfwrAqj9vBj4ioXbLQsDS2eyznfg1nTeGuPOakel/uQQ8Pwnl/y+qAEg9wI2sHAfFQ2pFDmttdhejKxlR7g0VZJCsWDacxqT61zQGeOmlIG1crdHH5fJdbK91YylTVa4Nf8ygYNjU4DlwiamLESsKiU6uXTAgJqqs8jgub03e+ZkQJpqAt36bMfWDLlHrh8yNaKzqsdJwOVna+7DV9yb6k32hj9VhT0nzyXd98HS5KZXlAQPLczvwIyULQL2u6l1f9Nc4SP+AM8F4tmfP/0b8etzzm994E9n//95zvn/+oEv/yMAHn7g+98B/Q/+xMf5fd8v0OBPAPhHQghfBxMQ/gQAhBBeDiH8P2593X8SQvgVAP8FgH8p53z+6/HLk8UFythJDThlCtxoGOHEaJXtUUC3IOWT5kcwQIGmaf0s+EEee1FEy0GmjVvotaj7w4K6Qh1ccozd+1b0omqcBHSHwd38PSLRNkf5JEivralbukWfF3Laz2/pqGt4Nr28EyZGSZw9p7uyoljGFn6I9Uu4KdLQsgFME9IYRY2PPTeM1YPKKdN0Ey+sjGju+0LoRdOTxwI/J5sE1gHt8+yZ8utXTFNmaOcwt2ImBDugsk9B2gu6S9MsMbjUgFOVEjknmlqyKCpRWifX2TVzw6yAOskMMbu9UKYxtoZ0H/We0qQgvM6EuPPaBW4bbs6fsKGvt8nchQOWb9/Sf1tawTC35nMgOszmh0CYLjm3DxbL2B3wfm2Og1OiZ0+zN57dAd+73KF3xwH734x0k94jZbDb59rdHUkjyslTtwy3HP41PWKxpni0HAkcCNVvjLodDQAS+2D1oOJBNje/hkkxnlw/ZOOr2LxhFjC5oYu7prOptjzkBT/T9oyvUbGglCFlN4vzqYtNhgkM8XBXEQ1wGu3vz6Ygq5fhxmjKytYz2i/N3V9mSj2ZHcrylqeEwC4Z6G2PlNce3OU81aS8anK9PeG9Z2oGfH+pjYJbbW0SLrbEjkWH6POIhT5918uBq8jPeP7UCmyb/ueaAJfojd2e6SKN9siIWPiESNTtMFIvnKbwe8kYzex+BvWaTQSBHhZTcgmvtmyMD77Kz3R3yPe9vRcs/90mPQbSqMFR41YZe6Y7KM93NqBGe8D8SXKDVgAGnpWGbHsU6WlhgGy1JTtLIND0MuHqs7V/XkqUEYOmtzSByhrQsTW6bw8+o1X53d1ecLNUAbky0VJh7RNROwP6PaA7ggN53IvULFtjssnmpA+05yMW7yZPJhobgi+3ad+NJe7ofsQh+8R3dpp879JerWdRYMn8eXJ97jgNblYajZ3GZ4v7kFKE7nqFZNPCC+6DNJzMnmQTkrm0ZzN6mwR0C3oLTFbJzDO5F0r6U/XZWWLOUtpl7KzO6JZGXe7N1d3WtbTSMuldv8R9t96Idk/ge/aMKSFK9RC7kHsvtd+zM8ZkdgfljKrsXBTtXMwfmkHynwQe+Pn0C5PdWfNe7YCr12m0FrIBscZIqzdq1nkeTG6yT1HrVcb1q5WzCsbWnh+ByS0B2/Ys+TSvX3CqP70sFG9AlHx5JQC7EzjIq7Mm1WVoQYlfGfyIzTnafZIc9LbhXb9fzKpjp/fG2nH1qHK54/RMQFO5x+1lst+bsbWEgH5OWr1H5VmccXuR726EWIm2nmhw/Lw8IxNje2loNXs+YHsY6ZkV6WVQdZSOCaDy9A7wc5G/U0jA9Ss1n//GamuLcQS4lvs5zzSZuN68Er3WFVDa7/Hc3h2G4hsUSZEfZhqU8LNtz4q0QVLCziQAw+y2lKZMf8cW6PbowbE7KD4BXAfA+Rss2neHHK6sHlYeGSszdNW0/Tw643RzUrwydkfBjQ5pCl4YyJSy8TXNnySXedRbMiZyDTOKztjeoxEho3FfHHKOk2JyPL0kYDE7HclasSQoARPtZfK9PowWVTuB1+PTi+Q/Z3OPD9D2uMif9RqVONWYeTuNqwsLVPVcZSkhkoN+qq/w4SyD7+X7DiH8o7f+/TCE8GdMrvB/DiF8ECD4rz7MCzDnfJlz/nc+zu/7mETpX98r53wKUiI++P/fAw0P9d//0Mf4WZ/9pL//hYJUlPuVUFG4Jnp7ElBt2GBtT2jypMah2rJYn1xrM6J2b5iRyio0VyhrvcvoJtwIh3ngoWSH/ulPZAAZVwD2vsXX2JkDehyAalN01dJU12tukNKjy11+9YiTplQFp2WHXJzpBTJo4iUt2vQyo1vwMFexJTdaZG5o2iC58XIT7BcF0JA+S7neapQQgHGPqPTsmZBkTsK6A5s0WmEwzAK6ShNZTiDV9IfMSWe1CxhnwM2eaYqNNl5bBngwnV29ybh+tUZ7ntzEil/HhoAGTPBDS/R3pkfwdW6P7XOfWJE7D26+pinNYPdA75taOh6Y4yQ4PQ9iQlTho5bm3/3KpdDPNilkMxzNhLBQyJTLO8wtIm5GJ9/NcYXVS5GOyMHYLj0NoBqTh8hMiE2a1ginJ80uo7fpOo3keLgc/Qpc468DRxpoUQ5FcYTRIiWxGExmMjHzyjACXQ0ghjI1F6I+B5CCmRbyfYhhML1K2B3QaV65zUPLdbk9Jsq+vh/dDVrURBmYjW1A2GSfSkr3utuPHkOkSCxRcSU76vdoYjhObwMU2ScKZHcEDDZhD/ITQKHcurlUl7F6GJlVHW8BU1mGcqZjNj+T5orFHd242VBvToIXsu1zFT0Z8yf2/K75OyTZiEPG5thiEUXv7krsGwLB07tenGYy4SPHgK4xDappsRnlBMAKs2DN7uwZ6bSz5/xMt8dlIppq7t39gsWKpqvDjN4dk0szNdxlj33N+0C1pvms1u7+18s0TKah7XOBigYIdKUhlXllsyb1dXcULE2kTDtFh612cL+AYU55VZ4YCLkNDkppDwSsuTGAOdWMjKsN2BHIC6B4VVgDpAzzHIGI7F4teq65rjm9lka53hhF2WQv9DPh2uEek7H8Dj+TbkkWk+/1MzZx/aywlFITcP1qVXLg19njybygdjNWY+5t+PO3RxbF94BSA2nPyY5heganfXTSj8aEG2ZMHun2eX9mZxn9jBNuyu8CfYjueLlR3HFweeP0gms3x+CSq+1BwG7H39MvKTfaHkbMn1P2RTfyeEv6ZgCjTe9iB6DhWp5eJjLl7PxuzzPWD/j+Tn+yACAHX4VPJbX/N1eUI7WnXP9qiGVoKNrx+gHv2eK9ZN4RnEaGIbsMa3sY2bhb3RRG0tanF9mlLwROyAzsxZip/PGCTC9hTbYAu82xmCr8uTqTQub6700v3e1xTxKbSj4ZgAF5RwT1dH6wqSNgtHjX6r0mmGFfLrXVNhejWWMAbI8IfIs9OVo89+YkemKAWAXyTqKfRGGHaTAxPZebfPZ7UXUZuz1L7ElFDqIY2WoHl+IMre25d8S7CKwExD6aH0EwRh6QI72NkO35T7WxuQLmz0bs9qMzt8TuROZZzYm0eToYeJhrNuST64QcbK/oeSaHFDG9THjvd5XzY+/btufbe2tuzI/GQJziXwCIIVpvzJjYmMDt8+xxlWJVbk/42WhwIxYNquznaJJU+IoNdRyZZDG94PpTMzy54vm3PYmYP01e2wytBg0GBPZF9tqYrLDe8P67HKRVjCbB+s09M2WuJD0sZ1xIwME3gG5fgzgCL7HjQGZ6lt3vJzX8/ovPNyYT4LkeMjA7zbh5VPnzGBLPBbGPN/cidrHEVlY7vvbFY9ZR7XkqHksZrBuNPZaagG4ZyYDaEUgVENgv+PXfzZDhN8v194DZ4/8a9P0DgD8F4DEoV/inAfwf8eHphH/bFUL4f+ac/7G/29d92nGgD73Ghs2raE2AuadaI6RoIUZFAe3lyA3DJhzdHjfV2WnC5gG/X42LGuk4SvPMzUtZxNx8eaBPLzMuvkxt19Evk2Fwu6FuVtki5bLrEBXPBnBzEn1tnBKFXzw2ymiEHzRjE5yCWm1VnGZ3pdUEUpPFjZkKSR+vDYUNC1/D/CkLaTU+0u4rh3dyVQCDnSL6LPZOk29qy+A66X5xq9lcEwyInWXFm+u3jNCQS7qEzILUbHEiHZz+2s9Jb1VTPU7MiMhieBALHV1gSL0B9t4eHagZzCG36nKZIG/hEUqNGs0MKLlB3gqkjgdLACg64Dut3WnA4nGyKYwdgmZypgZ34v4JzKCPPRub6XXC9SsVZqcjDr81cHod4b4YKjgroweTZWKRPebl0e0HrB9yunP+oxl734q4/zfpxTFaqoEo2nT/Dm4GJ+mG9KCe9R5YYKvRll6uWdPduTsomfbDLGD2NNHorOZUQRGD47RkbKuwdNPB2ujxapKMHq8mCeABP7nMNjVlEXP9enSmiWLokrliy10aVlw3Nxnrl6JHZNWbYsqVKhY5cTTH9QtryLeSHlguu+0X6Za/x/Ze8CkZG8MSsVhtSEkG4NnlIUlmUGIDQ+JkszLtdcgsIuKQ0V6Mzi5IE4JkAhsUTbXbj1jfi2UyfIcrTWi+OsyC0yVFhWbKRaFWppoeBUAxml0/iJheJcyesTCXyepo/jHVTms3u+Z1bOGMEASChfUm4/xHaD57/AsByzejFb/wyNhhxq/VPZD8xD0tEhz42t4zoLbh2mqscGvWRYtcb/h9ygznegs2deJaXT3ilFWNqWIb6f1RJGC7g+AmtfK+STUZJvNnyQ2pNg+Da4WlJe6XbL5oAsbXxShBNuZiG8Uu+/OYA2Ujt1kuAhiUWS8PDkmnJBVaPwjl+WnhTLcci09IszLm2AW9fKSzfcHo0kwS1XTq8/Xs9jWL6fnT7OwbRVEqiUMO5Xe5ck3Jmbu225lL1mBpdCXfWzwZ7DzhXnn1Os3xZs8I9CWTDe0MjJpcK76Ze/DY8pmrLX1A08z2POH0JzOOfzHg8NcC5u+xOcjBXOVtL9UzJNBK9zwM2VlqajgkA0i1pXCYtCXVlgBh01iZnPF90jSZeyCjeHMkuFpvLL7Om/siY5FfTOzszB3gUs+DNwefgHcHnEwzRcn27rY8RwDPOVHUdU6p4WtuijHk+iUBT9bAZvh5sjuW3KvI7BgraWlXAQ4at2cW+6st0OqBsQ2YPaUWvL24df8mhVnlgKMBHb1FLYphOraUlIgRkiNN+3oZ696VaRCAo68Nvifoqjd2Vtj/04Br/nTExMwEAZ6n7QU9ZTb3QpFrNME9UfT5RnPfTyb7YiqLTeG3Ge/9roB7P8t1u/91/vxqB2c+7g4INNAsNL+wN9Sr7Kk+SnERKw2AMzRkqCp5mBuB2z7OfTYSyBn5fO72WNdwH+XnzrhsMYHLdF/Po6Q19Rqsq3cWsWiMwFQHZ41J3id2X3uZWJ8M5tPzZLQ0FUsXMpbk9WscRMpjRzVxtbMeIMi0MzuTeZwAN4+KbFhyEKCw3nLgz011wPxJQtVnLJ6OlgqnSXnwHiFbL9GssqfT1OvsIP3sNPkg9rYJudbCp/nKuDvTIITw5wH8ZQA/HEJ4J4TwP/51eEk/lXP+102m8NMAPvuB3/lbP+LPbwPwkx/nF3xfmAbf70v6aTWo2iByBB782gaXn23Rng9YPZqgucnYHlaW91yK9evXasyfjGiu+N/9vBgHEi3kYbY7IhKZLG+9XvFnXH4Z2P82cPTLwafbe+/QqKY3GQLMnXScBqQq+wGUrfitdpw+9HNOqMQ8QADijvQwOpbz+5ob07ZnuHO6UPNsk4A0VdIBPNM1BxYWu+OSdT208MzYepsNSeVGuDsOwCmceluZU7zryqz4pNlNRor2/7M2N3lFEGLeHkXMTpPFJfEgVFzR9CJj9YimgDLeA1h47Mz5WbFdmljIRVq5yQ6ItDAvAH7dMKvMbMvoV5Ud/CZLUK51vx/cRLCfRXOnLZRP5ejKtfa7uYRuS9+eq+LFsHxvQKoa96FAtvQHm15uD0mD1BSQLvCmAT4hkMYIwOJk7s7YhvaHEdi8QlDl+Bc5mer2RAnEC0Zwmniq2VK01vaYO2p7zoOLmlROqSRfmV6SEbG+R3rg7jD6lEAyjzhk9AheOEgjPJj+NGQgbuEa7uaq6LwpGSjSGzFANvfNSXkJNKuA2fMC2NWbjGhUw25Jdka2/6+kksbTQTKyUX0FRMbr4nPiJoBTRURaY3zA6fjYlumFsprHNvgzmWJ4IQJR1EAlhAwmmWquWTyLTp8M5Igy4DoKuH61xvzpCNjanF4l3DyqvGATW6LZFKnOndbuDSeUMvSDMZnGacD+Wx1yNcH0akS3X5N2/YAgah4KE4M00AIUDm3A7oi+DsjFK2JsQVq+yQ/EXlk/yghDwMFXAQQzsx2BobHXZMZScQCqC/6Ofo9reTS9/+Qyo74dH7dj07e5RzbK8r0B64c1dvsFkBXrQGyWapsxzuD55f3SqMtGn041kCdcf9tjrisxduoNzSl3+9FlOjmySJVPQkgZ7andiymBpvqS0+ztsfxKeM96SyOIPYvydpMQR0kybEK6uuUDM2S05/z8tke8B5JMLJ4QtKi3Gds5DcNkxJWaQC/nbDp48y9RHGRILLi7ZXTKugqwemNShqjXAJ86Tw2wpxHoiNMv12hPs9OgEYDphcmu7njJyZJIPQABAABJREFUv4jsN4IdnYE3935xh91xbZP4GtUOuHlUc211XPe1NaL0KIIzhoY5MH/MPaPalHNRcbO7Azr7owauvpCwfCvi8FcL86reGAh5ngEU4GqcAnFLJgiB0LLHKUtedOX2gjGzZDlZxKdJI8QsUeNQ7crvlldDHO11z0szwybKzAYTgGzgziqj2VC+0S8i5QMtG+zLz9buWyHPndGAMiVtDDPud/IkUT2mvYpJKXxd04sy7R+nAe25IU6ZjWO9yZhcca/YzWV4nb0WEnukzzxfd4e2P9rPBQgmxD670aW0+gOCJz2EEW5QqYHUOGG9xNjc4Pf26rOWGgK+39b+/q5052oH3LxCw0lNffsF//ngr19j9foCyMDusML0OmNzXLmManrBRni3F82by9iaPc+U9lTnqZ2Bc5NsLoJN2vl+L7+Ykb8Rce9nbUJta3AMBrp1rA8Fuk2vEraHXAO7/WhnHmsOJbvUa/ov9EvWBTEB0+uEix+qaLppZtlxIBCvRCTtaXrOYgfkCdljswsyF5trfp6VyamUuED2YnRfh2GqyEFKmGNvXkp2RIYM99DQf4cBWD0ovlE58EyT2eTmXvT6e/bcDNgv+f/pKZZpmptLXTO5ySahsTrLBp70lAg+YJlcZ8QtP6f1w8rORz4Pm+PKkra4RwxzPdN2v0aypXcV5SRxzMi5eAFt7kcHdkd7zgcD4j/Vl4GKd7lyzv/sr9OreBBC+FftleyHEELOWdOJD+4cfx3AX8KHv+rDj/PLfiCZBoNFq6gJGWZGkdxmrB9OkRpg9VJDM7u6UI5qc5pXQbM54eRr/mxkMWDxZj5xNZpVSESRGZvFzevwayjTpMPgxd9urzQoyVyq1cymRvomGvcp0idNOEmZ2LRrnPDg3R2YjvwW3VqyASUkNCvJCPj+YQ0fPQpKoSYaomKFFCWTzDio6gsNdWZa5fYiezyWDkVNjrSZulGTpvA2MWcMn30udq9hm6IOvzDCDeIQCoVRAIADE+Y+rCg6GfWERJZDoZ0bXX3BTVFUYU4zNVUqPyOYkY4adM/Cbu09hzIRmz8bqfts4I3xXa4cefC0ZwnTc2rWxxlf2/pBjX5JnafAndhzs482fY1Grd4eR3fnJ60TPjlPtaVdRJiZHE2tYsefc/B1W4s9CymxQKZnJetdsVHdoVErDcHeHbBQdInQhP+/PUtseE13uL5f3aJV20Qjs6Do7R6706/RqJnfDP+cZODmjtm2TVLLyL/X1DD2fMbbMz4LzY0doPbzBLglow5HS0aIg1gLRtG7Iq1YhkapsclDUzLIm7XASvNGsKITAWauVYArn6RNWYhJZkCjOrhmuFm9OEmgxwN1mjKDatYsAieWfpEaTk+Z7V5ZqgpZUS/o5a1ZIhX7zkuX0xCj9Ksx0ed4/eqEoMBxRTmQra/JdTFQFctndyhAUf4Gxfgy18D2PtdjvZWZFfcmBODg63we5co9tvDpa7A91t2rLZawMrCkO2DxKEMsecKoyOV7BG5eqa3xM8q5JS9Mz7MXcTJjcy+coUzgBXJUvQHCu9vgEqekN68werffK4W3PluZ0cqzQ5MoGWSKASZWUEg2nV3xZ+8OorEMbFIX4AwqTpF4Dq3vczHIP6G5obylXtP3QWtI7uPI8ESDnfmlxCE70OjaYzN4lZEh91Bz6F5n9/RZPOZkdnNMNlCqgc1R5TI8Ff7DlEDJdzP1ShV84udeFAZmbB409DDYix7JWO2YDFQZnVjn3uYeqe/NhgCpkhUE9lNKwPXSnrNmGFs2F0e/GspEc8H3h1Ri8nTm5GD7s7Edc12a1sakLIy2JINmexgcLKjF5uvKZNqZHgY8KlKS9GNLrtnCz3jqocveSakkXPZ5/WrlRsLyiCLzSvRtlBpjw4YyjiUlR6BnquFgSHNjMsVgDc0t4DSH4K83R4KfMpfTIGNyVRp/9zcyZk5lfj5iWOwO+f+6AxpxSnYk5s32OLprfL3JaM8TPyN7hlLNRm9yRQBdA6fdfnQdeL8Alo9tiLRnrIc7XGKGkWlgz7TVp9efW7gR4OIJzeyqvvh8sS62PdUGN4v3RwOFir+T6gAlZbUXyYddAHDyC+Yv0WePH2ZENPdw1axKmshi7ViNyHQUSSoUJciacDSmcNWb1O667G/1ujB0CERRty/AXDWK0nDGJhRGsWKarQZs1snWLdfz0PJ7pxesWxZP+V7ESKMvE9cJpc8WC9kU5lscuBaV+KTIzzIACD7gnF4ktOc0qCQLyGQnIxMdxHwgKAOvdet1qRdYb/GPIj/HaWG/ykQRsP3rgrWB2Cjdkgzk6QXNR4dZARmDsRSG1gw+s3wpPt1MA+DuTINfx+s/BLAHYAngZwDcAwBLSfi5D3ztrwL4n+Scf88H/wB4/nF+2Q8kaKCmma7EJdN+9pzGcMvHA1E6y41NVXkQ4gB34c01dZKrhxUZAOaOLamDzOOmVyywdgcBk1Vyiv7YBKxeiQgDTVG2x5GTgevkNNBkTrKMQzSN5032eKzBdfoGGNj0IbuJIP8pemCygxGB7szdgVxhWYTsvTMSvbzKljVcHgCZODWrjJlNcliYWrIBgINv91C+8vaI2qvpOSlQoxkCpsktyqqmxn2hK29PIqbXCduT6NnW1Y5u6KJDJiu0Vg/pHyBpAye5ZXoMwAvzHIr8AYDTesU0oC4YRi2Hm8WIJZAa3jsVNIzjsQbO9HaahIkNocivq9dryjk0ib/jJWfozT1qyVLNJnZyTers/GnyBjkko5veQtb5MyTnYEGiyWDVGa3P3NHlSbG5F13GU22NgWKsjskVtWwAD529tweP5ukXjFPbHfF7ZcwjGUwc2LjnmmyScRb8sB5bFrWpKut2nIr+yoJjexR8aq3nN3bA7IySjNoMC+utGiT+rNkp6aD6zMcpaYfT6+R6ecmHFGE0zjTZJ0iXKmv+RNe2iMuNNUupIfqueDp3YTaTxmHGNA6yMUIphm81kmHMbhRWdRlxV5oL0vNLwoUfVMHW5YRFipoFRVxuj/hQTFb8ub3FzNKXhMWX9O7S746TYAXDi6ktn/TSJL1fFllYGIH505Fr9Tq5EWcYy7pV0kvVwVMLVg8qB5k4/Syg48QYAjTUilasGauoYXF784rdhwsDIo4C9t7pMT0vqRPTCwJUAorqlUAAvp805ee+PaJzOhLc4C1XnLjINFZyCgFTg3lw6Lloz3hv2nM2wu1ZAaXksI1AcG17HKFIQkWw7r3de7zp9ji6WaSivCbXJnU5MWnIxu7nToyv0rQDBA25Z3LNhZydciozSZrFFoq+p9NM2fztvTcAdrawsSQYsju6xXypClMoJPpT5MD12MtBvALqTTKZiuIT7T7b2af9HWCTsffOiLHlvrI74iT+42Tdf9TFhpb7ULfkWTk959mOzKZCbIpUB9TbhMYo1tWGazl6YR3cg6VeEUAQeCqJW9WzZkh1iTejPIpSu2EOlzj1S9YVs1NO8BG4F+4Ogq+P5roMCkYDT6qOyTZpYn4uU2qWBWJp/Y1T2OdYGB7y4VCdMszgQJ7SXMT8EfjTrIoXxzhRGg0wfzZga94Gu0NLcbl80V9otPvu9PiJwC44C2B6xbSJ9cPojb9qnW6PYOPYyCRO4KwxaQwkyDXX9fzpyPWUivRHspEwygPEXlMjNondJwMGxKRys0XT10tGIuPLONhQqCYovHyPa3dzYh4dl2Xo80mv2Wly+rgGPs2a7BJYPdTPS9SqJso+2MncI0Kmb9L2kBPvesOIw9HMZyfXPP+mV8mAkIjpeXKG5jhh8z57nkyKwJ+1/+aWa3tWTMZ3h5yuS/YKmCzGaieth3ESEC1JZf1Q9VD53MVykS+BpIRjU9imyMDsLPsZmSOHXe1ZcjPskEHTQ7svYtO056MniN08IiWm3iZPqWnPVSPDZD5wRgHNyXkeV3afr1+LzuLh7yXwwHSlgJuXuPg1wRerhowKfg6LJ6Ozt2JPUCKMZd0CXPO35Q30qoI/bwKX+nn04aASHdQ3VR3M6JGvcfYsuffM5l7E5n6kzHF79z33N8v1/QYNcs5//AN/ntn/fz/n/M994Mv/l/jovv8PfZzf9wMJGvTzkmddWxE6uWa0V3cQsHpQo7Xs58l1RnuZvHiKA4sZTaCoCTYH0VWZmpR4OaPTpVLcy6wrTYHZU/69EO/aTKAUtdResPjIFSf+yn9dvD+6SZkKQ22o/vtGFSqKj4N7DYjmTRdybmr1hoZbLBjgMVCigwY7XIdZwM3L1FcuH5dJXo7A+RcbR0gFVKxe5jKTa7QmrtLTCrQQ3ara8rMAimZOBTYAj3+RU3wOZcMD4AWpCgY1KJpwhrEUmt7wAQ4KDTMCHskohKOBR2oIaL5ISprrnE2bX20z9t+kDn9ogxu6eWEb4Y3wXa5hURrwVMO186T0wulzcucfbIKxPY5e1En73e0FLN5NbigX7X50tybK06vsdFcWrjaVmaHoju0wWjxOuH6tplwB8Perz2ac8nmYPSMoNjakkAbL6WY0KbX4s2cJyAQVoukB6zVc68jixz5zW5edZdLv9iK2J9FeA6e1StPIgYVx7AiaNSs+w9ujiOtXK4tnhE/3NCkNQy6eEZfmk1CVpmacshidXrJwzaHQsqOt8Vy/6GehprfeWNpEfdtMlMAbwSDtH9mnGPUmoz1NnpuuglBmbUr+IJOH7IrNcTDNeyi51ZEFbnZN/GjSHPs5Ndexiq67TryAoi/l9JjF5OL9EesHFYY59aUOdG1LtObQskGS/EX0TTd3AzwXfrQklzCU9ZfN0ErPbnfAvZpgJffx+ZOM69cbT0iJg62nSDbSaIaD8mUBuFdrSqkYKwQCryr+JE+hZ0PxkmluslM/d4eBOtu27Bla08U8jWt3/aBC7PisTS8J2OUaOP/ihGw4YzPJd4Gadr6+OFLuVm3h06phBje9bVacyiMapbtVXBfcIDeM2b1DxBIbDOxTRKPA+KvXa3fMD4n7i5qr6UX2aFMVWWnC9e+RoN4glCm+Jmb8Aq7HZOBue56coUAZTJmOExi989ItKUX2q5s1gQLJkoZpNFow77E06am+JevJijeFa38J3BB8EBOi3tjfZ9sDVpxIt6cJ3SHMK4lfkyN/5toSabSuOwO3FPNcb7iXq9ZRYlEYDUCyfPrZ82T1C6eYcTAQoFLMpsmV7LzoDoLT9mU0SYZScImj5IiMYuPanZ0mSioicPrlxhkGqeGzuzNwqrbnKtWUF8gDIVdkyagxrHZsSqvOGG9jaTi5tuB+E8M0+FQ3V3y2lYYzTngudUs2g4osleFotaWzPX1jstdF25Pg+37VSTpJ/4RxQqahPBwAuJdJMFBQTIR+QRmh+wUMZs59x0FDtxc8Ok9ndbXjPegWPHOmdsYsniQ063LekLFj4PU11+3s3ORH65JyItZLZUwPxYc3G8pelKYURqZKzJ+NZCOcJqwfTV+MtY3F50CGnZUZj2tPkxdSvckeQxh38uTh+67tmRrtc6+3lhxk8oRhzueWKWBKUbKIRNtfyFrhPYwjz5f5c/NbycDl52o+i2LkJNL+63V2qVTsCfwDYtaZ2fdhqQv7eZESai3IeHAwFqn81CQzCRmQn0y1LUOE65cp7WuMkdXP+dxUWxtoZfjwQwlo2+PI2m/IJiez+zwSPOH7ig5ACqytuuxytH4Z3CBTKTnf42n79+cygOrD/nzPXkII/40Qwr79+yyE8MdDCP9FCOFPhhAObn9tzvk/zjl/9cN+Ts75P/04v+8H4WP92y4VckLJl++N5h5btFBC7IdZcDMx3S057jabzKxWa1Y29yKnC7syRdkdBKwfRDcZun6lcofWm9cTTn+CDZj0oiFz8xU6TCZD9AdQlKnVg8qjmlSs9Es6nystQEUXM6FvFXsDKWT9MhTKUmNxRpYX3hggArBI6eekeE6uSVfSBH19Pxod03SDZ9lQabIDhoW0kty8u4NCAeuXwbSNamBEBbQPyia2V18QUMPNiggmbFqdvYihHtjoU1bACsXXlAUZrjUFbIJmOduK4QNu06K5RiTzUHGzO4wucZFudphx4z77Uo3pRXagQDQ8Gcl8N5caWTVQy/dGR9dvHwQ5wI3uNOGUE3eaAJXp77r9YtyT7B5KV5oq4Or16CkBa5tCDW3A6tWEiy8XvwatX1FXpQeUjlsH7dDCTaYWT0Y/oOqtmDn8vDYnRuO9ye56LYPRyrTXmkjHEdj7To/l4xGKmIo9C50olD0XHwxRiHcHgQWaSRSUiDHa5GholWvPZ253aK7gDdeDHJpDZrGdgz1LVpTmANx8NvnBotQVpEK9TEajHVqwWbugU3Ow93n9au3NX7MuU1xl1aupU068spajMXu0L7RnyadZmuAiw+MdZVh5/oUah9/qvaCeXiSyHdqAZo0XwLtPfAWTadiaaE8J1gSjiw5tof1rSjlOjOZvUVO9mS1NL810y6Y644SsGYF4qaEBmiZmmwfcW0ICtg8SLr7E5yJNyv2rtreAxVRAntIc8/OqbK2Lct0dhFt59yyMm5vs7Kpcy+QVzuZR/GiqgYM3Rxx+c/BGxidqXUmDiF1+oent7fOCTa5npwm5sijJHRz4URO2fsADZJjxjBhm9jz1ZQodzd9E6RXXnzPDUXO2n15aozmUgp3vjYBWe5Y881vxgyHx6+mXQDaJkmno1WOg26ykN+if9dqAFfv6HIDNg+hrMPYCP7hnX78eCYrZeab4UyWk9PO7L93JZfb1KzmHs/cq3m+BBLd9XHxqO2jPzmjP6RWgFKKhLcw7TfZXD0sDvr5P1/5hFrC9n3D5w9n36GrHSMfF09F9agAD3KYFMBlmBiQYK0CmtErymV5wn5Imv9oWKcD2mM++JuebE07yxybg5Fd6HLw5IE3IThIDpLapo2QLhRmTPSVDIAwNJi2tapvd0FBDk27PGk8DETtjKlVbuAyikSGoARVXbxRpqRoxrRmt8ZCA7oA1Er0DuOYUHyfJqNimgMD64NRzNZ+aivt+sc3Y3I9uQhkHTpIVH8rzshj7rR8SIK4sGWDx/mjMm2LyfJdLCU6actcbTsg11OqWPAM1Mfa9yaSI1a7svfNnCZtjfvZulGjgfByNTXAv+kT/+pUKzY3txS9z3VZb+ibwMyPNfXqZyAZMPGPFEkEwOawGMzqnV8UTYnqVHZwNA4cNsePfb4417IH7M0nqMT3PWLw/FjZqohdXe5pcllJvYM+k1XxWi5OVCatjC9tJALYig69foUdHbx4POlNzIMNtMFbxbXPhiy9lA65Z60vSrHMsmuxZHjiTG8qbp2clUla/U9InSQ5yKFLK7XEweV5w5oP+uT160d9k/VLE7LlJmK22IGMs4uozVWEktsbO7IzNUH13A7LfNFf8iD/fu+vPArBwU/z7AA4A/En7f//RR31TCOG/G0L4wyGEP6Y/H+eX/UCCBo6mmzPv7iB64dzPwcZyCbRnI+bPBqfzjY0K1uT6/u1B9KnQ9LxMvQEr9FeUHpR4sDLVPv6FgL1vR6wfJdfTbY/DCxRIus6zIKs3GdMruo8LOdV0SMh0vco+rVRjoCZtmBcN19DK2LFowBAMLMmKmCJQon9OrjNWL5sxzVgKYOWYywwPgB+ozU0um71pKkWdYmas6SPtgJQuUtSpOAAnPxc8npKGkrz3kowMFok0tcJue8yooHFqeebW2KvIW743UtvXFrfwYRa8yK1NR9+eJc/WZTEXbLpRXg99MKL7FFTbTO2yaS1TbY7AjeVrh+DI812u5ia7fEJFl5gvWsOD3Zt6V5IAhjkc0GIhgBen0V324kYT1JCB5bvlEG1PS1N//28C7dOIm89SEpAr4PozEf2iTIgnq+w6atF7Qy4AQbeMTouLlpDRm1+IdP8qYAAi34NpRcNAcE2A1OXnGtfr0XPE3HvtIN8eB09Z4PNjZl6WWyy6akhsCndHRUfarLKj890tFsHmfolMo1SAz1x7nrwoPfhaSRjp9sozWHXZdfXteeLUyu4BjbaCy3BkWAmUhIkc+fkPc/5JdfCpS6qDA4W6V5IxaXItcKhbFmMouVWvHtTeOMioUuaPPuW9wzUxWmvc8XVUxpoaW76eXAfLV0+uS55e2X62y+4PI+M8yWLkX8A8++zTqOU7yQBgFmkw8OX4FwLaZxGr13gODIuAm1cj+iUs+jOgWZPxMn+SKIkwFlI2SZNApJCAw2/0Tt/m9J8goRhVgGQfwDCLbtQ1NgGKYxRTRVGxuyOCuLE3OcsiOJ1Z4EmOcLC7twmawE4Yq00eEpySGuhhYIXc4BkFZn+3JZBa7TKOfyF4c8M9np9jveV63B6Tbjy9yC/ow/tlMC8bYwqYMen0gsClNMWaSOdoBsEm+5heGOBgU1hRinubPjKq0iZ0g84g3tO1Jf/U9nu7pfk+mJzwrpckVmIsuSfH1NZEw9c1uUnmMM4muttjc1lbXLGkCa29x8bi2pSgkGya2J5nk2eJ2szP8eTnApbfibj5TAHer16vcPMSfQKGNmB6TRbi8p0RShqqusKia4yZRLO1BKaARF8jHlGX4WC9IpDjUGQGcWBj1M+jM8qm52SISVO9PSmpQXx/WuvBJTdqLBaPCfhIlibTxWYlwIEAYpqWKb8SQLRuZJT84K+bs70+cqvL5BfR7wc73+H6cDVqg02DpxfFS2T+jIMYZPhztjmO7hFVbbiPqAaRTw7A9bE5iT4ljqMlSgXWcaliE7uyz7DekG06TghICui/y6VUGN0DANicVG5uPBhDTb4N6xOmfDB+MNmkn8ydm5cqzM4S62BLOZmdJrRnJitbcGgkmViJLwTu/WzA/jcjLr7M/XCYBZy/UWOYUoYxToDZ6YBqS3lGtYOdy3YPK9tDZ8GNhsOYsdvjEEoMmN1BLEBBwzU8e86CfHJFVo1kVtESY+pNwuzM0hlsL+6XlHLlSHAAgDMeJJMR0KcBAwD3qWlPe4/klAximBGcU+O/9w7TQvTMhBF4+Ffg3hwhK0I8Y3Y+cr233LenZ9n8huidIi+qqiuNvdbt5iR6PV2vM+PGV/ya6QVf++LJ6MkmgBgIlHcpojIO8BhLyYmn59lZLLHjOeQSi8ia7dN+fb/lCQBizlmj1p/KOf8rOef/X875jwP4oQ/7hhDCfwDgnwElCQHAfw/AZz7WL/t1eMG/6a6hpSZw+Xi0CChO43WJ9r65V2F9v7ZoQj6Qm5OI3SHlA9IJj1O4C33VF7q/4kmERKtpzYHFxex8fAEBlx4esIZ55AEjwz0V7GUCRWpro+hA8ABNjU1ITT9eb8mI0KaRreluVoWqOCwKE8APNdPnuYO2sSBUAOz2gx+k0vRLi56DIZ5zuuKHTNpdmliTY/dl7202pdt7welj2xM2k0q0kN4xNcDxr/SuxyLDgwfL5h4nljmwcCf1LFhxYaZxI///9ii6SZRAgul5doo2Nbww3XopXDkxDo7e8rWWOJ5UG7XfdPK3KeWe1Yzi/3CXSzKB/bcGTK/IkmjMGEtGmdUO6BbRqbOKGdycWFO/KK7T2+PoXhgyE9MBrfsqf4uhhXsgVB0nxYBFHgKoNoBijXIk/VHO0aM1b0hwDSX1c7ApZ/aJFB3D+f+ml2rYsn8GcvQWmCCzTbnXyzMghxKNKHOnsWWTrmZraE0+YA1rasz997p4PExu6J8gBoGmYPvfSfQmOCiN9eZ+cB8OeaXIX2P/rdEbtp15CyBaLriMK226Ll+G5lqa5VJsqfHPFaNPmxv4oX170iljsWrHYisHuPZ+UEQZbEoS+MyL4ilnfhmktmdWAA53LwL6JYv22Rn3olwVoymuHzPJO4w+9Uo1i9fNvfiC5l4RaZI27Q7MZyJzjY1T7iMyWEuNyQymBM/oNm/0zp2lU0zk4J1t+sbnI9elAZDsaXvEuKpxSgPS0Ro8MbfU/Onz0PuRFjzKr8KmzNuj6HTy3nK650+YgkBJwS2QeK7JlpgQxfhQOm1NtuTsLRAzmixt8aSs3ZDIFlg9ih7nm8xUTyyd/e8MjGmzFAABGKuXKp+kR4ujq814Vz47MoplAw2fyE3Ps0uc5CifmuIlJICboEO2RpL7SXcgWQLfFyVVXE9pUjTkuaLeVkyFu17yjVm+N2D+PDldPVXBmHfcY7eHFddMLOfk+n40oIsMvnqTnX6v9yt9PxsKgldiB+WKZ0Y/D5idjT5RFCiVK3hcZkjA9qBCvYZPg8V6SjUcMJheEXQQpVjADFAmhvJrqLaKaIw+uJieZ2OnEdwKA5keZOCZKedVWbuivCsqWPRrTT994mtU+FzxM715pbKGiF/Tz4HDbwxsmJZGoZ+RjdGb8WscjH5vMp+jr3dQ5J3YdtWWjXnsyeCRxBSARyl3y4D9t0f695xEb7TFIGzMd6Myz5V6w/XAiGsDI+bB13XseYbyzGFtkCuCIAi45WVjMsFDMi80zLjbuiWrtL2QPCK7LE61XbPO2O1V6Pai0/Xp5E826zjh+ekJVvZ5bu5VPCcMMGpueM+ml3yxZI1pqDOgPS1vQgwMxmByD+j2meq0OyAjg0B6qaWUkEKPABs2BTaqkrZOLxNaMyeMPV/n6qUKzSpR6lcpsjhjc1QhjBk3r1S+D06uMhbvM2JSRuDdMrofl8w1JbOFNcgy6Y4d97mLNyboDgiMyWhw/zvJWDI8B1cvVbh5uXIpslgeMjjef3PwZ3r1oPL9S4kQDi6a0XJl+6xYErmiXFVDLwEC7fPskedkpjEhTmtae4ZkgMH6AtVZo7F8KJ0oXl8CTneHRf6Du5cLvymuj5ImfC/lCQB+KYTwP7R///kQwk8BQAjhiwD6j/ief8D8Ds4NXPj7Abz2cX7ZDyRoQEd+NkSp4eFCYx2ucKYSBKxeip67KuM2TUgqy+EeWyvObaq32zO6vpnekKLDzXvxhJ1arqlN3R4y0m/vWzRxOf8RIZLBp6SuVbYDvVsGj/GREV8/56RdEYfZtEuiJY0NZQQ6mHuTU+SKh6hozqkCzdZ0oJvBDd9j9vddb7MVqGzAbufRFyoqD+yJ5XKr8SMlkEXd9JyTVY+MCtxMp+cEcahJLa7Zk+uMq8/UblJTb0pRHga4TqxbcHIcexa4NDXkhD8OnDRIXy0X3GTuvd3SaGxLFiBknxTHc4AbqnRrOvg0AWxuctGcwQ7GKmD+xFygB9Lo7npVOx6S16/yENkdBLQXIyfSNmWdWMye8u2dKru1SdFNiY/zVA0zNZrcFHkNX781ztfJkftUWwJBBxx8lU3o2Y9lp3mraVX6Rxj5egY7HDkFLM1vvaXpTkhqXEnR25wQ0OjNdEpsDwFYOpxYkNKULQcr0MzLY3M/Oi2x2gJ7b48ErwwgUrSk0GElebiusyOFXmZ83X6h9K3v0ZVZIFW1NXf6vhhJaso3ubaoyUD0f2Ixccz0pvRDbBFdo+Vcx56pKqIVu9QmFLZPSLnQ282ga3tUDFCZfGHSi3U2jX2wPPTgVNjJdeLky9hUY8N7v7nP5v27KQL0HO722eDRpNJ8Hww0lbnq2Aaf5NLlnfeVwE8xIpueZwdi9GxTYkBmwW0zU0m2trZP7H+Ta+78R7JP5DnNNiPOupir7o6D62OTFdH9PJhRJQ3ARMcefM+mRMITYkzyBnBfH1p4BKZ016m+VYDvs0hbPeLGvXx39PNAXi8hGZBk19CW50Pa4MqSR/o9e/42nJIO8+BJGjlwSuhmaNuylzQ3GTcvcWHGsTCGPMr1pLBy1JwNmloFOBDBSaD5VMzhjVK1Y7PBdUowSI2kO+aDU6swAtPT7HrrYWZn4WUBgaJ5/aSGk73tSfSEle9m7e4OIq4+U3vDJeYhYPfbHPXlWySQSzWDfAwU/6l9Vqwvee1ojY1NwOQmOXg9TpgqkwMZTOM04PlvyT74uG1o2e/xLNbUb2wJ2AhoG8zsdJgbk8WYIfJFGSeUSChiksAy/3nzqKLfghlk6iqgEbXh45Ra6ByLl0qyVKZ6TemiGI452FQzwT0f2ufljO3FtOmYvqAEAIFBOtvEUgGslrjKuPh8g9SYr4Cx3wRkkQ5vKUgm9eyXxUV+9YB7NmnwBcCRVGN6nks0dZRHiBgQ2f0c5CFVb+wznxcgQN4byOV9IBYpmKQod7lC5v61PuHz288NWKsKc2Z7HN2cUV4UAIx5ZzXDOtG74haDQmdLvc1uuCdQsr0c/ZwaZsDmfo1hFmzdAs9/y630kKYA2YP5jXV7RqFv4TR73XMBRUrfEQ1eAOzNSxUb6MDPQvee4IHJUQVW2/6j55FDQQ6DYm/+Qbsik5qYhLE7NCZuttdm62VyQ9+beq2mO3i6kUdvi4mTzeNlUySH2n8n1wmrR7XJ4Qh8U47JZ0vPioBYsWMnZhIrL5fptZ3ZCZ5agUzmXb+A74tponqtMNG05kIikEJWa5HM1PbP0ZLIBPROjdWXJi96OH1qr/ARf7531x8A8LtDCN8E8CMA/nII4VtgqsIf+IjvMX4W1iGEl0Fw4XMf55f9QIIG2+PIwy6XKbb0Qq7p2irSyR6MqSZ1hWJ283K0rHUa9/gEwJo5Tlzslwbg5uXa9XHSf27vBad3Lt+KXqyRGnVLIwkZvVicmMylLC5wY47ZojeTNqfEBdNcW0FQr7PLK1qj0qrZEQ1SVGVpi0W/kh+AGzAGvsb2nDE7coltVqTp0iW2mFsNbXhB955DobFV2+xxMeMUuHktOL0tNQRimGHOzXp7Esw7gYdwvS5Uqaw4NDOeij2LfEAHjxzlLU5tP0AZymJKaDKohlSTWRnnDHPe6/nj7AYzkjuEW7SsasdistrxZ8/OvovOKxibpeZkXXnX+uwVhSRNqjTiORSzvnFK4EbTbcCa0VCmtZqoEpjhgcsCiIecjIMm12x6978Zff1v7hNkKdRCA6WaMrlWU93vBY/pCaM9cya/kHSiXmffqSS7UbpBtx88yk7GpYoJUvMehmw535xI6fAPI4vBqs+YXPKP2CFVB59YK2pRBn6Lx6MbXjGqqxQUKhCvfijYZ2XAVpAWmmClqO0ASiLLLTCrM817v+AzLklQZ8aP+p7NScT2qPh9kPJdaIHyMNCzr4JWUob9txJ10dfZnvOI6WXC7jCa7px72eJxQrcfMDu748jLLjmLb+4XNpIYTmEgoCI6p5oeRjuxSclV8ZMYjbXktN/hVuOdS8PJWEt7fAZO84OBZ2Hk2tXEJgxm9Bbh7tUy0ORiVtHPqXFvLtnbI+ZUi5LfnrNwam7gk2AWW2RSEIwN2H9rdNnM7GmimaFRaPXz+L4DEIKb4sqIrV5nZ1PVokpbs9Hts7AVzbfaZo+krYzFQpMvFo+agK5fCg5EiJED8LPYWkGt6XhlLJRgbC4Hlw3M8olcJtgpM1E24QLsgzdKagbUtCm2S9FgAByc3X8zOatPEquqL8khqeLPX7xPR/Pm+u77bjQpXxjZNBOYLH4gBDiS6/MV8dkJ+DLmx/Vrxigx0GgqY+Jk/iIhOGiUIyyGL5u5MPysam74Pcu3yFLKoUhYxhllG2TqWWTzkJ0VyKYlFAr+xHyQItwVHeD+kiPc3A7g+9n/zoBxypoiNXwt7XlhMgKloYidycqmpIFLZiC/GvpkZP/ealfAYQEF3QGBZzVV04vsJocyRhSYffFGtP2Pr3d7WPbLm5crggTWaFY7YHIFB5q134UhG5sw+94ikJJMA35dvySwWe1eBDvVdCsS1U1RLfp4cp2xeFzYCvL1IYuosJSQVO/gzs2Xvh+BZ193EBz8EIh/8O0B82eUqcicszf/C8kDb16pGIts8YiTm+wNvCQBZE+xSV2fVG6IWG94/7qD4Cah+9+MLrHsl/C9lAAmXM5zO7kFgKdm8PcHZxvQv4hrrj1PDp6y2WbE9N47A2sWA4CajaVIoOxbzSq/IBXSuSHZX8gEomjmnF1CG28xM2VES8+x7EydHFmz6FnWXpgaYPWy2FuSAXCIwPsS/axUsy5jYvmVAPw5imlW7PT6fiyDBfOKkmkimT8mxzBGDIdgxcMtVfQzkYxx9sR6gtFis/dDMZmO5XXUmwJGf9qv77c8Ied8mXP+HwD4SQB/EMDvAPD355x/d8755z/i2/7vIYRDAP8bAD8L4E0Af/7j/L4fSNCA0gNGMWmTUAM7ucovUNRJF7MC3NBgTdHVIE6uuKHIHTXXwU3xSgGbypTBpkNjSzNE6avEZLj+XMLi3YzVazaJt42b+cllo0lGqRZNSlKG3UFw9/ex5ftdvxTdsE8TzXprNEkrIrKZ/qg4k7lJvzRgI8NyX0llndzwNaVJ8ElBdxjKNEOGLVtrtCqLEjMq9+7QpvqL4A2um7ZEYPFutuLHKIctpyMyy5lc0uuh2w+YPeNm7EwLixVTTNdoKK+0cqkqtMGQFIWWXMdWb/laRY9LpotOU2NSLFgw7454GOqebR6WgiSMcEMlSSHiwGnbXS/6XkTX2YWU0RsVd3JJ0GV7pGmkRWZW4KExiALMeyfTt7Ghl0fV0wyIZjlWcEy4dmXaV29Mu5yB8x/lc6RoqlzRyKd9nnH9WU3Usk/+VPRtD6MXLnLarXZcXzJWSg0cLe+XwSOvVATJGVimPJNLppysH/JzVn59d0CUX/FEkgmJTjfaATe2ZXKZI9+/HPP33hlMC86fcfNK5cWgqOKpCuiXpbhbvG2MHJua1bvsRVc/D87Y6Qxs7PaDxU6ViTQn3fynCpnZGXPb9TkrQaW5ydiecF21p9lYA7lML0f7eVu4rrg3ynO3T3p/jqSpyx8hG2AXe/MJ2QD97O5HxtBSS6zpZL3hs1Dtsvtl6NmoOqPSmtmbJlhaC3KWl4GnKOqigcee61T+ISqSVJidf4XPrtItVi9FXH6RzcjZV8p0Sk24pvWbB5Kd8LkTVZWJImYgJu2nTV5mz5O7jTOekc1wvc64eVShsqZBdHKBemPLfWnxLsHr3R4ZY168m1xGe5yaFjX804vsoLCkPbsjnif9gvu9gFY1/CEDi/eygQgEt6s+Y+/d0TwZLJ74NDlriBNfY3kZuykM3FcUJ9psbjE5GjayimNTgkSqOLmdP8n0oPBJ3C0WV+ZkrNsjaKqp3bCwGMMtXG7Eoh70Oejzd1XIjZPgee8h8XxQfGd7kSzOtOKeZGaGJU4Yzjxh0kZyc0cW6/wsN8ZmkSHh1KKX6bOS3b9k/QrlVdLT7w4irt5ImFxmXHzRGonF7WQkFv+74+CsPLqcw+Ut2+NiMJlNfrY9sWi1rkxGqw64eq12E2TJTgZjBvULRmpuHpSIQXlTrO9TL09jaGNrGRNBAIGYNPWKe12qycYC4Hrz9cPoE1s1+pK5Ld8mENEveN/nzxKlOC18X/D7YobWkoYAt6b/BqITKMYLbvBihsQelnZlz5ulmUjKJSaUAL1Uc23sjgI29/heur3bzaL5oThQU+rO2wD/J1q3DZv6sQ0mdSp77/wp1+H6XuXSlGC+QZJWpZrPVTSjanqDwNmp/bJIbIYZTRXnz0fzU7J9wAxub14nGC2PjnHKfTh2wLPfRlNK7dMa1oRUYoIFeAFlYi7j11TDGVarRxHtRXIJpNJjrl+pyRqzfX9zHN3va3vEZnr9UoljJFDJgWC9tp5hnw28QIndYXA2raJ5F09prN7Ynj/YM9HbHiVjbBk4wvZcsYmaNZNg5s9G80DhnqA1Plll8ySDG9OqdxBLSMyt6WXG7ihC0Z9Ki5L0QjHms+fJ9y31NPJVUGSkBk4C0Tf3ojNnNOBpbrKz7aqOUqZP9aV+6vsIGty6zE4bHYDV3+kLc87/Vs75Iuf8n4BeBl/KOf+xj/NLfiBBg0I9hrtbd3t8mFNtTZU5tKpIqm1yP8zLYSzDo53pvIJNSOtV9rQCNfibezxgq60MfLjZzR9Ho1IG30gPvsYDfvF28Acx1YpiKcyI3WEwkznLFrdGq7Y0hWbDokkUSWnFc2TTrDiXOGanyO0OA/0NRouBa6Q/B6dGFTfD6WXG9jh4w50aYO/dwWnE1a5EIA7zgNXDyijHnCYL/Zczv+hdw6y4pPMew6cInvQwsbSDacDqZdNej9ygVGQ5xW/DaaLMm1hgZJsml8LUvQ66ovEWaixKv9gQzdpciacBk4tssTv8jOoV769TJM3dWWZNajy/mytahrf0jyqARBlVaoSc6mtJaaYy2eNr3Br4Qh8O09zeZI/PzIHrZvWocr23jAthU66qIwtApnZHv2zJCO8olsfQcWPcTG7sILEmRlKGwTT3MmESw2CYEZHf7ZtBqDn/y9W62nKykCvQmGqngo4Nqe61KMHTS1sHs+AHtJoNTfgUmygd+fawYnxlq3xiTsdSEwwwZIGXA3/O5kFwX4DmhlM23WtpNendYMh+HbB8N6HbgwNLKiiGFi6b6ufBGUzTq+zvNVnyCRk+pn9eFLaMXJEZ7Ta6QaKm9SpqxxYu4fG1OgBTixqTZv+ul0DY1EhvDo9yk/O5nrOxIRBZdcWcCoCbKI4TrnVR4XMVbMKffF0xSjO4uWscyPiJXcbetyINDq35iANw/IucDC7fovO8mGfteXLH8+mZsW22MCDO5DqH/Llq/Kuu7Kvr+9Gnjnq+1LDNTtkk3Dajpd6U60ugKgCPbJNsJw7cg6eXBCXa8+RmsVXHdTC0wc2/5K4vQzsZvSHDmWDb4+BsuvlzArK7/ei63vbM4mYPozOnVFBWOzjLi348dn+NeiygRFO5MBhwfcjnqt7SpKvbYwMKTb6tKaCZJF+vzL4UeRa7ssdn2/ebNazR5dRrbL+LqZdNP3Ot84PrdXY62l5L75Nsa1fsI4Gf8gIKI5sgGYupRtDzkcwQmTIagqvDvPgzTC4z913LWidDMuPol8kAOfwqvOlJDUEfGrRS9ld1ZD+JlZDq4L44acIGT/e2WeUCarRFJ1113CNnz5OZE2aX6InqTPYX5Td6dmGyDXosDej2gps1theJ6TAzQLps+Y0gGiNslx0oUezuaKaJL5iDLsn+GWY8E4Y2mKwmQ/5C0sgv3ksFWHE2GZx1CAOGNdhQ4yqDU6VDVTsa44qZpTNIwxN5Se32CYJIOx6Mear1MEyLeW97yXNSTNS7XG5Wbee2mKztOeN6+1lAe1mMuOXTJd+pYnp5izVjvj/ZGHTteQEIAEv2klkvlByTsXwzkrbelLrl4Kscuhx8jetLsjilKYTEMzvYkE6U+d1e8c4YjFmi76nNgFQJUDLDrXas+WbP+Dva8+Q+BmNb1u1oLFJfzyarCfYcVT2wfG+g7PAqozOj2nrN9bA5Yuwin5OyZsUY6ZfB5bz9PGB7v7DZuLcSoOzn7Bmml7cAxpZeUe15Rr8fnFEjL4/Y2bBryBbfWRilzQ19dMS+q7a8b8PCeoNU9vNs56L/7iUZB3GEMcJKfUIPLA16yF6WiabOrk/1FT7iz/fq14fwIyGE/wrAXwbwVwH8nwD8Ygjhz30wctG+/iCE8M+EEP7VEML/HMDv/ySv+AcSNAC4gbTnzBnlZsUJAGDI+6FN7c6S69U00RtabkLSG80spoVIOfVOam6lA1O0Tuw1hbLNZAPLq0+O1gHcgK/eSC5xyKG4lurw0vQiR3isVLXjptaeJ+z2g8cTMW9VucLZD72xtUm5gRjNOmN6yqmo3Mo19RwMceZ0Di5/AFgUrl6qMHueLBpPbvzZDXAmF2xOd4csdNX4RXPABkDTqijqsN0vYySMt7SfsaOR5fQs+88ZpsHpt6JjSxNfr7PTC8cJkd+Q4IZqmmxqoi39pjb7fi84lUsT3skNJ/Niq8S+RO+M5vI/Ttigi+a7PfnuHOjZEPF3zixDVwVVs0p+YI5GjVOjtjmJNh3k62xWPBw93SKw0B4bSRj4ee+OFbfGAlGFd0jZI9HCSFAijoWVcf1DyXO9pTucXpCauNuPRpemGzY1i2bqNki6YyZ01lgp9SGk7CCTqKtlOm2AmVESmxtrdA9KsoGi8ZprftbXr1Ze9IeRDf9opkLjJNyS2MDTG5Ts4MZISUWLSYGe8fXVW2NiVEYDbAjS9QtqfP2+m3Rm/r75K4gZMtrE8JrFi6Zg2+Pys6pdeS/MtLfXMQkesaj1liOw2ys8V7EnnAq7Lfpm6bBXL7NAVCa7p7/c5cqlIVIhLKlOZdKo3UGwRt5YUQIALEVGrtjJjKlSU561JId9MySlrtzWxi67OV6a8Pkd2+B7iXw3YgdcfYGJCaKIJzNsFBC8eJrchDNNSnzi5JrTu9SYWWcPZzrEnmyK9kL7I3zaJUCm2pCqXK8L5bXbD+7rQs8Kvq72LNFA89KkOR2wejl6PJekQ6ImI7CZmSiizO5H1VtDeVEKS0aaGQ2/MhdxN1zUtNySAQzUkQRLe8pozaLOEcWU7gxormx9IVvCg0X51mu4aVw/D0VfLKbZqjRimuKPDe9RbwwKpVxcvxY4cR6MrXTHaS1QhgzVNjvwuvf2QJPfRC+QzVE0NluJPtT5KfabsuGb1YvTa55XJTpU+2/sOAXszIA21yZbmitysDCTwkj2V/ucr5F56mx4JtclMaHepFv75C1Zh20NjOsMdLHXQGNL+jcnmRyU5Mhznl5H/OzkOUE5J5u2yQ3XjZhvk+uM8y80qLaUDMSOAElI2ZNmJHXTvdvtc7Iq89yxhUnpssctNjfZwfP1fZ4x/b6BtVUB6XxoY7WYDPwko0PkszI7ZUemBlfGirfXfmXxr5oEy6xvNKapnk0lXsUe2N4vnlQCIPolmRsyv94dB6zvRQ5vFsH3uE96DW1ENBlde0F21PK9AfWayVCz84TtQXRZ3W05is6AYCzCkHle58D7KkBu/cC8wazu7Zdct9PLXJJLYgGVBDRpAFZ1ZChOz42dJw8pmC+L+XPEEc4yUyJL7Pn5DzOYXI2SVIELiufVQMU9fky+M7Gzs15z/3UZ7ayARPUmY3qdfODTzwKuX6sxsX1udl4Spvbepr/U7piSCDbb3Gvb8+zSn1wV0KJeCWSG+5X1i/CCPJDrViA//7+MCmWgHkf+9+L9wT+rsQ1YPSrxkdvDIkGdXrG2qbYFAHLgekGQZLdf5NPbo3Jeiqki1tpOKT5LnmmSed8V7PrNdP09wDT4swD+pZzzFwD8TgC/lnP+HID/GsCfuf2FIYR/DpQj/MMA5gAWAH4PgL9pf/d3vX4gQQM5sY9GqyIlF9ic1BjmRoeyw2qYs0CXq2yJf4M7Fne2SZKqaIj+Npf4k4EggDLe2zNuUuc/mn2CsT2KPMA22fX+e98mja9fwGn3HttkMgdKFky3O5QpdreM/u+16cX6PVKRRYOq18zTnp7lEpVkJipyzY8dm35ldKeGkwdNHMIIny5Uu/J9yYqbccImWVMaFcTd0pDZNmB3YEZVMTgzI9V8rbPnA5orHirVxvSNiT+LJo48hDqbBAzz4A7kSY7V19kjIVVUzp9wAxY6Gu1g10bXmOZSlOPGDMPqTTZdmhUc19md8DVJbq5NYyotcUdZQz8PqDY86O56zZ+XSTHdoi0lYxqwelSZySUb+RyBbo/3WGCINnGBJtRu8zXVu6LbVTqBXOaltV28z0Ly8of582fPLEbL8uAFtux/nYVIDgQBxinX1u4g+K7TWbOvKDVpReVjUe3MEyQTbCFTp1ASAbJvFDPXzwl+dYphyjLWTO49QjosykR0UOPJ9dGesoAWrZ9fw2c9jLxXq5f4bCndQ4elAC2BWHKmvvhyQeuDgXaKQVK8ltaPpBWwZ7s9LdNrrc3FYzae46Ro/YdZKVDDyIKkn7M5VVGbK4spFQjSF71/ssmRJqIyVZs/yVg9ita0F/bQndbus+Raf91zAZ/dfvCoPp+6zfg5NTf2GQf454XEP82aVHbR2F3PaaaUkgeEzH23WWVcfZ7oy+1M+9jz5/V7nH5J/iLPltjTVFP6z5tXozMNJGcaJ5wC6ZzQtC1NivFWt0cfHDEslBoghsH2OGB2yqZEsofKZGTr+7anG7ukMoMuZILVi8cEXGXqNZrcSxO7kAxYsEZznLwYAQz72lQH7L090Hj2DTZZoqKmypIqJlxXmxMZeAb/Obsj3qN6zbWtmNrZs4z2mf1uk/+QNVTOJbnQqwkTjV7GjrqfAitk3qWJ5G3zs9nzwkwQWHfXa/Z8YIytAWt6z/2iwvaIqQGa3ocMM4Dluphe2Nm3KeCkTBI1sKjX8ovhmVyZwaIYYov3R8yfJlx9PhXDPpumTi+yx+Dtf51U5O1x9GdI7C01npc/VDl7T0D3MDVZlvwlwPNVZqXNyuQ6W9YxU2uUglGm+z3WF7PnCZW9vmbN+zXMCu1c4IhiRQWyi8as51CDGrHdZOQpY1KC5QSh5dWgM3zv7QHtecLFl7IPbCjLgp9T2vsAOJAjB/5un7XJ1WdqSLpZ7TKfr+rFhpK1UvDPrT0jWybuzKfGzvrJjdguZCsNc/kM8bNqPc0Fns4gho6SJu5yNevk3i69x2JHdAcVzQYPopuYynRX1H+BMar7tEc0KzP72wBiX1Y7A6sukzWslC8tHnPdXn4xu1/GMAtYPYyWsMJmff8blBp1S4JHOuP7BfwsUkqREqQmVtftDqIDkLgl/W1sULQ7CF5HNDcvJiBsj7ivzk6TG26TCZadqVf1fD6Cfd7be8GBrGbFpCp50Wh/b0/5jKimnD2nfLDbJwAQbun9J1c8D5bvdqg3lGyExOdvZgO3rbGEJ5cE4Kqt2HhWQx/bfagDbl6mgSJrbMq95HvAhBlLSzokM7O54dodjE1M827ub+05mWDjRMk9wQG01aMKk4tceiLrN1SPCOD9VF/h7wnQYJZz/ioA5Jz/GoAfs3//D0FjxNvXHwXw23LO/2LO+d+2P/9TAD8F4F//OL/s0/6RfvQVgMsftuiTV3hYjKZ7E6UXsMbaNlEZiOTaGgRDlsNoG9lNwsUbEUNrRnPXZDPIzVuGaiyQ6d6tSX1rG4ya6Ms3yrQi9syKVbOjZAS6Q9uU3lDfqmOxmCPRznpj9N42oH2WXRqgIrUzJL43DaQ2hpDUoPNQ65a8L9K9VqZx87g96bc3KMh+NETS9FJhKFTLZBMVFXq7Ay7F3UF0xsT65YTdIR1vD3+NYIEMllgMwOll2WhoIdHsi6iwUYqvNPkQwg3XjnJKYkiwUY/TBE7FrFflfWrKScdZTvK7AzZ4coJu1mqI2KzoM6+2Gf0+sPfe4BPju1zv/U6CS+c/osl49gkbEzDsc7Ip/vwJ7y99CoxhIU25Geq056Mb+qm5rU2CIvO+0airq4csOA++GoyyD+y9O7o2lJMU0qRjD48KZKHMg6SyNbn3zojJDSceyYynZMi2eUB0fHdMqt7hNwc06yI/EY031cWVeHZWjOTEZhDIpuzoyVV2k8fVIzPRNPaEgEHFkFU9jZ1EPffs4b5QTt0wyZ4LSWrOfyRbBFTG/b9pYMROU1mbqNaF9SD6fL2iaWO1YyNMYI6eCXEksyVXpcmUVEOyG4FosAlWDjY5nCu+y5hCA1x33C+NAl4V08G9d0dSOg04uvpsdNnTXS/Fp11/nnvQ5gEnfDJ3DKOBigbYTM8FfPEzGdsCjFYGcsGaB0kqdod8Hpfvja453h1oj+N9Ofw17dlsxkjL5Hvd3k9s9AyMas9ZBKvIF1Ns9tSmrrZ2JjfJvRWGBd9LPze3+OvsUbyA7YFjmXaFzGJ7cs29a2tgUa4swcXkFwKhcixNfI4Cr4I3s9RPw2P1cmXNkgEt40xmunBwYpgbBXWVcfoTGbsjGp/e+1l7/VuuLfkLaCqtxBaBNkqzEJtATtth4LMsU8Ac4IaXCAQpx7aY8Hkknd3PestnUft1dxAK4GuTzN4KWspuJI/KWL8UHFC663X25QbIwNlXeIasXglY368cJMqhsOOmV8yul7Y4m/mnvkbxjDnya8eGz/Pu0ADt5yN9UFbm39Py8+72Ag6+GhwY2nub0YOayl5ZzSCTwdkp2WEym2xPSzqG6gdJUbw5WsAN8Ph8JDdRBm4Bm4tiZFqvuadXGw4/cigmgXquqy3PoTQpVHwvrrOd+8ZYaTZkbpCpaEwi23bSJGBqiU1km9gesc9m6PxHM/olad0nP8e1q2QJX1v27Mks2OWctt829twLMICBQGJ/aB8gI0I+O3aWzMzHwJhL/V4w1lJy6WCvuF9zwxcjLmQyr4ZZcENpGigXsP+TXqdf4YN69hVg/nzA+ZdM9mLm1ASKLVFiyG5CebsWDgmYnidnhdIIkV4n8gYieyC5yfEwiw6IDDOu21Rz3Swfjw7ij1MOz+gllhBHxnQ6WNsVff0wh7OL+rkBkyY/3R0auGJA08G3Rpdv1hsbkmS435aYHmKXdHvBTUYpfeO+TvlIcINBNdmVyeSYXlAGMpIuAWzK29NkyQ7A/Amfx82RpUItCEBUXcbZj2eMLeWex79gTNZr1jHTKz4TknpqvxYoMrkmcB7G7MaQ/Nyye4whFGlQjvAo1FTL0ymgucrOVJU8VCll7UViHzEpe4bWTaoDZufJUq7IppDhqIY7n9Yr4+8J0OCbIYR/I4TwD4QQ/hSAnwOAEEIDoP7A11q3+Ldddgr83a8fONDgS//mT+P8ywHXn+WG9P4/ABz/sjlPb7nhhzF7ASYUWgYs0tmJMgrAM+3HCYvJXJl2vGJso3LtSfOS67T9PJtOD62h1dsyLdkdBTdRk6ng/Onom5IKYgAWdZI8Sk8NU2oIOFS77IZnCHAaqeKa6q25bZv+MgxENTUVikM5WMcmeKQbACiOcrTIG9GlgOJkm2o2KWEsVML2jLm1ikRTprxo0nvfjr7RiZ62OxK9jAesJr3Bp3L83qn5UyzfH2lA1CvGEW7cNbYEgLoDHdJGa8tlmqTYmGpTQJzN/ega2XpDWphkDHSqLqyLcQpfG801cP1K/TEfzQ9Zu3/sp1HtArpDYHIecPqTGfMnwVygC0OlucmudVPsXzBzNlH3pGvLVcDNo8qnc0q+GKfAzaPoMX86rLRj6ABWTBF/V5HLaKok3WmuqJHWJK7aMfZtexCxeL/H4n0CApsHpFjPnrHQ23+Lh//muEK/IF1znHJyUG/ga03xcv0i+DRWukEBN/L36Jf8zJsbOJAwuSxGmnEs06TNMQ/y7QmlCiHxwF084QJ3kHFdssf7ZcDRL5fnenPPcttt78jRQBgzVB1bOLsCoejcm7VNEI2GHGyCzgjXXECCBCzfSz6JpWFacApnGAlMjFNj9ZjeeXIJlywpm5051pz4yOAzTYD5+5bO0d1t7X75j/401g/ZwLXPIs5+PGP5HWNjrIrMKQ5FE66IPNHL5fQuv4qhlalfNLo0QbI4ZFy/VnlcF6nb+Za0xhgWHbOyKfeBF56pKoaM44TFqWj7y/fHFwr+MLKo2pxEbO+R6dI+Y2PghbFRqSVzkeyhWwafKA+zaPsNf6ekVTkQnJJkYP0wejOWq1vRnsGmQzZ5ajaZbLNOrKLsbLeZPYcCrRZmqtpYwXj0SwRpku2NemY8gstkSrFnMamkgFRJ5sU17J4mw4tNGj1wgsuoZs8S2lMafMq4V2eU5DdDG3DzcuUNrnxzYn8rEljGqpnaePm6SMKhNfZJrx/9Iz+N7T1KjaZnAU9+O/Dgbw42Sc/GvoIX1N2CTVmztsLdaNDS/nY6g6cFzEQGFo95765er+lrsctOK5YJXRzg077Vw4rnWYab+fXL8jPHpgwDPG3JNOup4j42f0qZy2DZ6/Inmp2Surw5MfO3WAxpx0kZXNCNvxgeCwRqDEydXL+oo+4XwY2kZ8/NoNUYU5QKFilKHDOBzeGWN45JA8TiaY3FoWHHvb8VuO7HEo2oSbpYKQIQ5NkiaYfM7+ptGQ5ML5MDX4B5RZjX1TgBptcjlu+O3nS25hMieRwnwwE3r3DtDtPg02w9S2JXKnpUEsHUANXGjBfvUKn/6B/+aaQ6Y3sSMXsS8J3/doXX/0KHiQ0L5k+KdEjsTu2ZaqTDUIZHuyOyN3M0ENcYUtNLrtublyv/bJWSIUaU4sEnN/R4iYOlb9jP0P3j58Gmef58pBfFmp/x8p1kOvvktcT6IeOQJ1cGujxLQACuX6sIhndk2crH4HY6xNCytlXz3ay4N0piNLnJQGQa1GAgmQBQDSqcvWLPg1hNHGgJPM2YP2OtGxL3p4Nv986IG2YBh78WsHpY+1Cu3hBQ0DXY3ogAB12SnY/0sQm+j2tvbFaUBDOpAc6MCRloz3mOjTP2BHqtw4xMiGZF0GtzjwtvexiZbvS0JKJpHxYjRqbB6m9yxVrkU3+Fj/jzvbv+RwD2APxrAHYA/mX7/3MAH5Qc/DsAfjaE8H8IIfxr9uc/ACUL/87H+WU/cKBBcwXsvQmnUtfXwfW/w7zQ5Ohazg2gWRF5nlwXcMFROtMPayNqbjKWj/lA9gsWjt3SXFhtKh0G4OzHs5t+aTpUbUl5qnY0Nlo/Iq1b7tbzZwmbe0SOY8/vrdcymgHWDytOLy7M8dQijFYv8WPWhtEZjVDFC0I5mKQnkznL/NmIvbeTT6n6JYv5qaVMUOeq6XY21Dl7EXPzSuXaLh3UAH/P5iQWg5hQHMebVaEbX33O7qPFRC4eJ08okF6yUD6t0bACpz2jzrQzqUK3xwk2p82cjAAqpFgUtmd0wiYbwQAK03UqkUL5xWzisuumG8ueFoshJDh1XpRPZHhG8ie9cg3M3wsYZxn9Xka1DTQsMgRfGdGSn/AzDW5UJd2iDNMW71Mri0BJTshsAmIPpycKTZczfxgzzr9itM82uNRHTU29yTj6pYCzH7eJ6AmbzxyojU9ViZRSAby5X+PmUYV+EXD49cERfQC4+kxFkx2bUK0eUf6yfsj3rhhNFZLDnBPNyTXBttnz5MCJ1rciR9m8c82wwWYxp5+5uRcddGhPs+sldwfRMsyN6TBnMy49brSM+NVrfK+zZ8mLNFEbJyvSOeXjoGKh2w9YP6zIZrD0FRWQ44yTM59UGYNIemVPiEiF7SMWhbBlRYuGJHDI5AA9sH4Q3RRRiRQ0Z7UJrjEX7nJRSx0wzDO6/Yx6HbwRHdsCNFGTXIz75ERO5gqLeARg753kJrWiwt/WrItNIkmWGoOLLytOkV+n2Mx+wSZm/xsR51+xuLuj4NN36mgDrl+pnG2iey+pz/6bnDDXO1tHJjPJNmHtDvnZaw2Ms+D+GENbCvf2nHvQ9CK7+V+qCWC2z8tUa5jBi/zJ1a0GrClmif1eQH1DmrxopbsDSW64/tf3oqdQyN/j6gvc49ozMi+W7yYMi1tSANP17w4o2ZCUZ3tMQJU0dDOF0xrf8Z4l0zWnKYAEl31I1nXzqkWSmslkNMmNCtBxGjA9yw6Q0NuiMMHk3QDA/UbEfrjLFTtg8XbA+lE2un9Etx/t3AxmEmlfbGDO4slgCQnB6do66/feHs1bhuBXvbUGqTfNcs+zZbcf3ZgSAM5+LDtImQ1kz1U5N5dvRlz/UPI0CZn51bv8QgFfr2TQSCCm6rKnOSj+b3cYObU1xuD2xLT/YngYyKyGIfbA7ih6g52jGdhaokm/5Gcm2SZln2y4yLzI3hRtTuiZsL4f0VzBJUBhlBElTOLExAmgAEzDDLj8PF/T/FnC9DKhPTUpR8VnWbTp2+d4dxCwO4pmIszPWTVJZ+753X6JtWXmPXD5mZr7z5YN5s3L0fcyya9c3z2UQYMAezUXkkhWXXaj6WHOKbYSnD7xFYDFu8Dq1YzuIGN6HnH1+sRlufJecjCpzzj4VufG2vXWzKVHngf73xksWaH4oszNgyqkMnRJk8IcDWPG098OBxwZ+c2foajoe38r4OoNyum2hxxIKaZ4aEuM4O6IQ4zdfsTqAZlW8mKZXiavdUuSAeuF2SnlfB41qDjszGdbcZo5Fp8geemME0oL6hWn/ZLrhJxNtmPJS9Z8d3vBYz4rM08e5kyVELDQLwIuPt8440Gg4eoV+j1NrhMmN1y3mwe8H80quUHh9qhy/4HdEX1fJlccMIQxezS8mL/rB3zWmnWJor74AplT04vkteloQB0j6eGDRvpAEUTRs16b/1Vv/mwAXJ5JWXFy89ZP9RW+/0wDS0H4wznn35tz/qM552v7/5c557/yga/9GVCK8JdAgKED8P8B8FM55z/3cX7fDxxo0B3Z4k4Buc5GwwKe/jZOL3cHhlKbdrdfsPBZPaw8lkx6SxZoMo6DR+hsDyO2J8GMUlQYB5+KtOcJi7ejo8v1lg2CJrcqzA6+FnD5xezNK2m2fB9uHldbXv2SBWqaBD8EpK+WhGF6XrS0/ZxNgRxX5dYee/6//TcTUcj9aBQkvl8AaE8TNifRmkQ4JS2MwOE3BngGLeDUVjllSyNX7QyJnsBNXupt9ggiNe3732KxpCkFAMwfZ8yfjtgeRVx9JuLmNTbqer9AoRNKqy26rh8oOxWyfB2j6WS39r5EVRStUtrqkEAa14aHbGrgKRzSnzVrFmaKr9GmrIP4rihkqnIxWGzLdO/yDTiFMoeiId0dsYku2b3ZKfjymoi9sSsC1/zNI4sTrIM3V57HbM3R3reKFk6AWbYCMzWcth7+aqBnR5a23Iw6+/K65avRz/msDLOA61crTK6TAy3UTpZpz+xZRrPhgQq8mLZAZ2TqCTszzHIPhVCiDtOEANzkik3o/BlpGcv36ITeXiSX1kiXKl16qs3ASnTqXUn/GGZ8BjUVW7ydcfZjBBnW1hhNzwhAru9H3LwacP0ZozfHYI7GihkNLrkZW4GSxgi44L2YntGPRHtHv4BPKWbPEpk1FvUZEtfr9KIAKNIIJ1u7IZuZmRqBoTQktTkt3zUvPE2yu+uPMzZH3T5w8SU+IzQOk2Esi5F+FrC5H4skxO6T6KJqAmUYRSqsAWdmxJorFm+7Ixa5e9+KbB7MpFOghRgiuQL2v8H4xXrNorhfmC+LNRwCbFQ8Ty5ZQG0tVktTuNhn7L07YP48OYttepmxfKfQ7BVbp+Jx9jxxerYrMoDa2AjVjgDF5IrF/Ox5crOyyU2iVOMiO2PNDeWsgc9VkbmluuzRjIjN/hqqHbB8izFou32+L7F52nPej9WjgNUrwb9Pvhy1AZSKJOPrJotDmlxGWGabgr2YykGJTnFMr7dmymVmjdUWds7BzU3bM/MKOuXzmiOfQ8XI6XUMd/Q02B0RUIwD0O8lDC0jOp//uAGOUwMLR7hh8OqlGptjk9St+VpqiwDW5F7AVT+nibB8HW43k2rE6jU9jqSdl4eGmnMA7iVz+UXuITLn3B4G95dR1Kam+ZJtEIQw6WImHX3x/ojFY7qgMxKV5meT62wTdTE7sn1Ncsq5Gi6lCkwubf/v+LsX7zOCeXJDWnqzzg7mNzdsAmX0VlviVGumx8PM5D12ltD3gI1+7ID9b4ESm/2A9YOKXj074PCbHbZHAdevRdy8bvWEsTQmVxlIhVbNz51stDiwWZo9S5heZWdh6rXtbAo7ueT+0J6Rhg7bXyShVD2hcy/VwMG3O08XCAbEhwSn3jt4f4el2y+5xqptwLDIGFqLOfxy0eQL5EJmw3396oSSmhj8fF8+HjFOmCKUq9KQDi39ACSrTeaHNbSFpTu54p6r/U5DF8Vdi3F18LWAiy8XKjwAZxZpAFftzHB6LIbaAutyZHO9986IZmN1wEXC/Gl22U9zU2JfJQ2ruoz9twf3GLl5JbrZ4PaEJrW7g5JiQ8AtuL/L5Kb4kQiQUrPcbOw1PEkO4mtwo/1U0//YMy709CfJENNAbXqRsXxvxOqlCtevRaxfDs5YGJuA+RPes+1JMJ8jnp2Ta/MfiHAWZ44ggGggvOSiWluxM1Chy+jnfA/zJ8m9SWQmmhpg7+3e2Ir5lpEp/665zi4Xmiry99N8ff+ZBn/bFUL42kf9Xc75POf8f8k5/3s55z9l/37+cX/29wU0CCEchxD+Qgjh6/bPo4/4un85hPBLIYRfDiH8Kx/4uz8UQviq/d2/+3F/9/QUuHkdQMiobwImlwHrl4uzvcfujCxuZLhS6N/l4dGlhkJu9aOZAm5P2LTFsWg85Xa8vceDvt4Y9dZ0zZMVpy3jlAX8w7/KQy0M8MZwnBrV/CIbZRd+cFeW/S79r3K7YwenOzJWUgc7teC55iZYb8zl+oDuqcpyb1b8PjaHVoTUwQ3uUsP7cPXZ2rJtbRJjNP/pZfIiR5vb7IxN/Po+aW0yc/K4His8Hv4VuE5bud/Xr9aYXGcs3svY/zaN+XZHwafkkyseFvUGTqsaBNxYXFuzyl5QihYbzdSFvgr8nKeX2TTt/NkwJFGaLU3kVw8i5u8TAOkOLT/4VnMuQ0BpUD/ptXgP2J4YALMJiDsWAwCwOwmmMeNuNbnOOPzG6JRkTaE1YZDZWGpu0XaD1pp0oKantMKF0h1gdwynCStqSxOjVANILPYf/DV4w5LM4TwHW2db6Sf5q7dHFksVabAjN+KxMRMta1iTGWBOr5NHSMn9W7rPfs5Cb3vEdVvtYGwi+RlwQjXMYA09fRquXq/peqwD0JpRGYKOLQutoaU3BfOIyz3V5L7e2nS+5j1QQSgK4OqlisZRpxmHX0+cDlrhylSAot+k9GA0g00BfMy9p9kn/7s9437Vm0+JG6uaC3mO8AZTE45qk3H4zY6F/T0WKWNrxZFlTIcks8lkdNM7LV3MH3PPCz1QrwImV7xn0j83pi9NpkkXoCkPk3pLU9Le9O3MfmcjIwaJJuXBwFOteWnt6zUo7bFmJFc06ZS8Ss0TANz7WctRN8+BYRZ8L3OTTAPKhoU1hyY5088GuE/180iJQn1rqlWVCETRzpubEqO7fhCNWVFiBHUGAARI1vcr8wgg/XmckU6qfZoUeQO9bH/fHdzykTmM9lpL9Ke0rzly7WqvH4zlsn7IZ3P5Tsb9nx/w7Kc4pSW1G+7/MJh7/PRSHjFcr70xmzQxV4GrSbfu5Tgp6Sc0BjRwqS0a92xyou0xv1Yso6oj40t67eW7gzPl7nK1z4HVqxw01OuA5pqeRAg0wVNCRrJ9lWa/JaFoejW6qebkSnsBDIQsrvPymFADAxiN3mLz+iU8Cm13GDA13T8NceHn1cO/Yk3UHp3M0yQ4mCvfImekTXUvgfUDLlp9fpvjymLVggG9AfU6mbGxaNx8jbEn4K5msb0gIDtOg8tNCM7zD8FhntE3r1TY7Uds7nPCOcwIQilitNtjnbG5TyaA0iNum1wKWOxt6PDovzZAoQJ2tg9efq5BjjTkPPoq913KVriGp1eWLjTwczn49gjFE8uo2Ru2lvt+e16kH7tDgQ3R33NlsaAENoPfWwEBZ1+aEiCzQVVInAzL+0lpK3eR1syeADev8fOtV6x1xdLcHQUCIJIdBnja0fTaTDlN9rQ+qUyeZSlGHc/Q3WHw/VIDCnnziCma6oDdMV4wyZudJQdzxdKMA3D/b/Czl0mwGBusF/j9SmFJdfFTGWZ89uLIfXN7RFBgdxBpIh4KW296qYFA8SC5frlGs+LPOfj26L4SiuSVMaCGXGKg7I4Ku0AgyPql6PXgbp/P3+6Q7DGZcRbZnUU4WnrB0AKv/KXktWVvzMarz9RoVqp1E1kZS65JJXpoyk9vroReMZ+RA0lKg4t5dhi5NlcvRQfjcy3Pg+BxkpIKyuB69pyy34vPT0wGm12a1O+Vwd7eOwM/p0870wDGSvmQP9+rK4RwHUK4sn9ehxCuAXxe//8jvud3hBD+egjhJoTQhRDGj/raD17fL6bBHwHwF3PObwD4i/bfL1whhK8A+BcA/HYAPwHg94YQ3rC/+z0Afh+AH885/yiAP/Vxf7GmU3EXEPtgU6+MvW8Dy3dHXP2QTQtm5sxc8bAfZsVsR8UuzeM41au3RN/lQD20/JrpOZHJ+dNkVGNuMntvgnT/uemNG2XJqxDmJnT9GulW+VbckvJVNV2cXBOdV1br0NprU5SgMRxyMFfZlTXmFQvO9f3oFCRRzXc2nZjYVLNfkBHQnpdc+jCI6stprxB/oZGpYaGJUJyKp5fZs+CHNtAIZkcasgrLRnGQU/7sccrNaHqVfCKl19heJGyNoiipgCYvmnC15/zQad5k8TPZpvGH0gwr5obMEFG0kXmI9fvBoteyGzlpaivGiOKBpFtkEgGbgu7WBOOuNNkcTDs3BoQhIDW8/811wN5bCVdf4Nf1y4B+zoa4Ms2iKPNCuNXgtmZwJJofDRvDLTSa6zNYWsgwC5hcyNW4JHdINzo9z06DpiYy+yGp7PlxZoXgxHR3phfX2ps/YfevZrtfWGpJ1mSHkzk5XbvpTgefIEgeIuOmZpU9vUQ/V9nwyCw25SJc9Tat3cDYCiyG23NzEZ+yoN4eBwdlNGFtjDkhLwFNwZub4gjdmL5z793BkxGkGW5MVlHfcM00q1yMq5rC1pGzMynIRY9PyRKLkTiaj8lRcPCGU2je83qXcf7FiYFlBCmnl4U+TMkWpSm7/eiuzXe5ZNAYUkAcAoZZRmoy5u/TbO3ii/Dmf5gV8ybRo3tLCdBnIqPZ2MEN35RYME4J0vULFn4qprq9gMml8sYNnGkJsMrMT+wEMZYkT5k/ZQxjty/DUYv/Mup7s4Y35JJYiQoqCQ/Az2l7HIxGH7E7Ck7Zl45fr1+UV4ByMAENvQHGIWVnoFS77OazuS7pL5t7jENrL0TLVoHLfVfgUHdQNOm5vnXvq9Lwj21Jv6l3Gdev8iaFgUyRyWUubvcyGgvwvbbqSla5GFMysR0b7q+Ty5J4oKg5TclSzeeB7B/+3Oa6pCs0K4JDnTFoAD7XV5+tbYJ7N7BWgAP3xIBxnpHrjOVbwOE3E85/2DT2VjdQOsdzJFec0Apopl8STPaRTSrGe7w75DOnCXt7wSaWCUqUpqQJ75WmwOOUuv7ZM9u/u4z1w+ifHyLBweaae9s4IeCks4ugGn/H9NKYcrcYKExg4dd2BwHbY0bUrh5UGOZmwGtSgcGkMvWa7AZFZE6NudWsC3ukWRvIYAy+OJqDuz2Lk2uuXbG5pheUmW2PI7pDvqa5abjJmimFunwl5Esgk95mDYuQZNqSPtvtCe+tptG7A56LqgPda6QtvguS6BB8tvrkIrsEVVIGgN8j4HNybWbTre0pYl8OnEp3BwGLx8mn60Mr2d0n70IEUrPxpTQsR2DxTsDxr/U4+7IaQmPm2NS+t0Z+txe96ZteJ6weVb7fzU32N7kpAwPVbbPnJdZymAOLd0sEa70pHkfRopwrAzUJOhXAc3phZpdDpumn+YhNL7Kzr4Y5ZSiqMWSaOE64h1S7YgCo6Olkwy7tp+OsgLyb42hpC/w8isQ0OCtXMtjmuiSKSdYwuWCijMy05Zewua+fy2ddgEl7douZBQI0/V5wQ8PdAZ8hSc3EgBZrr1llTFYGHlo8Mz0OeL+T+Y+0z8n4Aezs34hxWBJMwkigpSS1FZmKXu/mJGJ6ZVKJGp4QN7QmP9oRsF3f4wcio/RP9RU/4s/37vpzAP5TAF/IOe/lnPcAfMf+ff8jvud/B+CfBfB1ADMAfwDA//bj/LLvF2jw+wD8jP37zwD4/R/yNV8G8Fdyzuuc8wBqMP4p+7t/EcCfyDnvACDn/PTj/uLVK3xYxjk3nf1vApPL4Pm/B18jor+9z8KepmLwQ1jmUWlCVDFHeGEmc5BUW0Z6Ixd1YPUwYvGUcXWz5ypy4VrM3REN125eqZw2vz0Jrv+6+BIbUNcLmr5QOtJhfkuD3xejrulFcsMluVF73rC5BncH3KD7ZXAzxP23eGhuT9hA1lseJspjHYxSLpq/prxiXUwvshc/OZRNrtuzyK7KqJXXIKNgWqZOaviaa04fWWRZzvSEcgWxPa4+QzOo/W9ETtDA3yGzONIjoxsTySldEwwZ+u0OivnQ7JTmXtPz7OY5YWAxLWO1fmlNjlHSBxW40hVXxV16/jShXvH7OJ2+20a6el00VIuSexrQnjJvOtX06tjeA3bH2c2p+qXJZg4NTa54uGiyrCmOCq5U8/PLNaUxyGxe6y0bjNnz5BMgSmuy0zxl1lOvM3ZHcBqfoq90OC3fTY7gd0ZDV1xgEksF8FSSMJD+Jv3u5IqvY2KGatK9yyVfAIiKE1HFFD2ppktsG+oPsyPwvMfFdVySim5hk+51oX+LkUDfhsJOkG5SNH+lDjz/rdmnzmdfalBt6QExuSEINywY21fLjfyY77u2tRxssrY9Dk4nHBV9FkvRFAdDvGMx3oojC6jBGjYBnJsTTkO6Perb1YApnUUgC3JhhnzSa/vAJn8118LRrwGzZ8GZC8u3gd0hyMCyok8ym35RCqBxYg7lF9ld54epOeib43a9yYz4sr2tWbPQVLFTb7KZXXIynSaF/USdqGIYM65/iN/TGxixeJyM9hlcFjNaHNniSfJpIVAK0f7W5H3xPoHX2bNkxrJcC701GZNL033vrAHb2qSrZnPYLxljtrkfPKmlueY+NLkuFOjdAc8EFYeS1smIU3R1AdJqsnW2jJPgRo1VR9Dx8ovZmhjg+lXuHw/+msnL7BkRKC0DQEWfafIYO2NobcqEWvpysUbEhBCYN8y4x40zkxh1cFmAov7ky9Iv6T+ixpqZ4jbxvaMD/eoV3Rs+W/d+LmF6RuZJqoGDbzAJZP2IYJ3Wpd6XIic1nZYMkt4zwanqotpf/jCBkc29iL13R0u4SX7W6jNVotH6fvRptLxnqi0/LzETxtYYNpPgqQyjSZ/EUlSDqM+Ef4JLlILtY9E8f6bnFn18zPN2/jR7wyGTYsDeq5kYz04TPTUkUTRAKVVFain5DAce/PfNvWi/IxUHfWP/CKwX6y01wSfCsEn65RcJ1rhRZEU2kaR3nsRkALCMVlUzibGo+L/YF4PAkLIbRM6fcp+RBExgYT8P7gE0tpKwcBghScqgeOh58AQHec8o1u6TXDev6wxg3fjgbyVMz7geu2WFw68DN5/NVuvyNdyODFUqEwKb6dlzbmwh8d6HBPOL4n2//GF5aFWYnQ6ottmZGAIJxBgZG577vTEqFL+MaPHaxq6hUS6n7YoC15BAa2i3Hz1FgCCPgY7LYs5XmbRwNEmOPA66vYC9t41h0pcBRq64blPD1yZvssYMs2sz3tTzQgaxAKXCotzYs6maRIwbRaTvDngPxDLUUAOBezrXrQyeCU7f+1tleJmqArAw4rzsLfU2294MN/isOq5hPQftWfJzR7HASoBq1snZjAK8ECxNzeqd7WG59wgEt9vnHEgw9eNuQO1vmivg1l754p/v1ZVz/kMA/n0Afz6E8D8LIdzaef6O3/cNAFXOecw5/0cAfs/H+X3fL9DgYc75MQDYPx98yNf8EoDfFUI4CSHMAfzjAF6zv/sigH8ohPBXQwh/KYTw933ULwoh/MEQwt8IIfyNZ8+e0QQxA7MnAYv36OadJmy0nvx9kS6t7yYc/Wr2AydV3ITaU3NiPWWcV+WNAx9WTXoUDdhcU2PYnhEVT1UwV1HTrS2LXpUTn+DIc6rNgdSmb3vfZgyjYoZSU1y4PRPcQI04Go25hRsdTS8zdkfRaWKzU0PSWzNXWwTMnyo2jgcYgrEYbEPU9FET+NHMBatt2YynNtUfpzCdG9wBOtgETqZB9TZ7tBDpmXIbL+ZPjSHLw4yb+vQ84+CrwWIsrcC1JmhzP77ArIAVTGEw9++JxS+2RRPdPs90nbUJWbMyitsJpxzdPouqyXX2n6NJg7Rx2ahy8ktIVbC4vuxyDNELB5sYfZzrg2v36Je5HhfvBSzezuiX1IXvjjLOfowN+uHXEva/affOKN+iwqcJ9W3a0DwutDUZjRIyVryHJz/Pg3li9ElkHhipKiZPmgpqqhUHvsfJJb9+mAFHvxJw/bmE7UmktnVmmsCJ+QNkUevkLQEHIbJJGWR0pYi1VJtmc8x+6AWbjE+vsqH/2WnAcjbfHkeffCqTPJmGcXJTJnnZJvaz02Tu71xP46xoTqM5xcN04Jxg8O/l66HJ9e4gormxGDDzGpieiVETPCVBLv+csMDN4IaWTeL6YTQAUFNsuG/HxLSEoi4i8Peo2WDDzSnz9pBAp54hwO7DaBM3pRn09nya7rK9uNva3fs2P9P2Gffd69cCuj3uu6c/Zl4Zb2Ucfo17HnXq/AwZPwgs3qPbdqqNbmnT6H5PxaHFUo28zyEX5oubu2WbAoYiZVDYkMsGjKQXEuMZL36Y+5IMJ6eXBBKWj0csnvRQrvj2KLiHhCLhsgFKpCCXxnx7FB2kbM+zu8JPrpO7ycv7Q7KG61f54PaL6Gta0pj2NJl3SXCPAk3kQ7J4xUM2SYsng/9dHDiJLm7iwfcOmZGODZu541/k5zG9KBP93SGNCwU6Kvkhx+Dgz/phNFlONBkbX1O6tR65VxlDyc06+XuAQt2WBhry6bgFRBQHfH5vtqYj1Vx7Hze27oNrd/9bPEfm73Ptnn+RzuzbexlnP8qUg+Nfzjj+JYItk5sCcAt4Xr47Fu+OVmsgeLMaR5hXAY3hUm1mxctoXj12Twa4saQo76KEK1WG5x8d2a8/R1meHN/bU66vek0pZDIQeXqZ0GyyM7W03+6OinHf9JLxs71NO3eHFse5oXRIkZi5An0UTI6Qo8lOBjaU7uWw5P8j242gRW+mxdNLMSEylIIRBwKE07MiL2puzORQ2vZg9/xW3OfkJuPoV/h+tE+EZEBDXZq8m1di8RQwMH16ld1YmvKkQKnTpsTPNjdsxMmY0bmafS8QEJcrAuLyeKq25WzSmp/KwNNA2m4ZfDDxSdft4Vet1n0/YPFuxtmXuG53RxmnP873ff9vZtz7ee6rMrIeJ1abbTMO3qJ2XTWTvIF6Y82Jxl5vec6HREB/e1T5cxBHvtd6Yw1x4nnFmFv5FdhZV9Ez6fKLAh0JsLRnCXEkMNsv+DOVKkbvMGOELgIWT0fsDrkXb+6TVdMtgw20uNfNnhcPF0m34mDgjj1TlRlgIxEYCyn7GQ+Y5NWAg8HidadXyUCl7KxAJo4VOawaesmIBTK3Z4ksXBtUzZ8l3PtbwVmSTDXi0G17XKRAm3vm5WOmzMg802IHbA+iAV35/0/enwbrmmXpQdiz9jt905nvfPPmWFlT19SDWkYGHAbJ2IBDoAHbyEYSMhBYkoVQCLAtK9QO4wCBwzaBwTRqGawIIDRZkkNCCglLIozdoG6pu1RdU3YNOd35TN/8jss/nrX2/m5WpurmKamqq+qLOJF57j33fMO7373XetYzRJlhYV5r1aWdGbYHwHqXyvxKVrdMrlQl03JnlGQmL+0mlky1tlQF85FpzAfoBz1yEfjegwYAoKo/D+DX2rd/HcDo7/DjALAWkRLAL4jIHxaR3wtg+jzP9ffsrYnIXzE/gvd+/frn+feq+iUA/yaAvwzgLwL4RQBmKYccwBGA/xaA3w/gj4vI+45vVfWnVfUnVPUnrl+/zqnDhk3S4hXTOZ0B5ZyH3PZYsLodbPJpZlQVzeYuPsGDzmPzQgNrLvhcnk3cjzjZFU0Hy/Y40Gl6RElCN2WcldPbGT9llK6xRJ2pmtO0BmD2ZsDilQGaSaRf5Wu1uCSNbAjpduPf7HAeNJpg5RtuomwoNJonbo+4qfqExI3AeovK8U0vM6rXbtQTzSANnd5PhasbDbWmVV3dppnT6GzA9jhgddt1w26Ow8s45AQG+oqv353MOa0Uah6t2anOU/xMuVCMzzSasjgK6k2WSyg8g7aviJYCAEIqPp3G7wWGu3dXl0N0kc9Mu+5yB8CmWrXa9ELiZ+Ou0xoQp0HPcQ88s3bpJC6oD+luPhQ0hazO+ZpXtwWLF9mMjE+HCNpcfJTrtzmgvpMU0UR3dn2wmxl5MeUT9GaflOqErAPbE3Nk97fik8FJMkdzo9BuLDj+gmD+2sC0h4LF1ehMI93OCzwvXDQD1ndYYIzOe0wf9VFf3+4RnR9yibFOzYFg734XKbXeVLjm0Snj1OFazKhJSJymS9dhiSwCL0p4XTnFc+qoT6W9AYVymrkbN+pruZ0SRNJgFEMD2vx3AyzOqQW112lYseuinVpdnVt28hqRJeMa3Hbq8ia7JFaw9iULYlKF+XvGZ0Ok2o8uyR5hAgZfx+Y4GFODzATXm6+vP9+R8d61S7oj9935KwYYXSKu3WZfsL7liQpGlVXg8iNc6/Ux9ye/7zC4QZpGoLWvKIfxdd+NWdxS2yoRYGqO0t4kPRs2qNOPNbKKmEstOHhDcPmxBMh4o375co7NSR7lHhpo3DjkwNkneR9UlwNm7wwxh70+DHHvBZzuyutBb4ouUlOzWk2WxjPGJ5caEPWqACKbisVmir2iQRn3sfUtwfjxgGINzO/l0dfFgYbQIq5db/w4JRfTmZN1FszQtpuS4eN7AidTLG69qYxpQxuuyercnOFtf3bDtNDSA0ZlVyai8ZwbKjaWpUWC5hs+f3VhkkBJBrPj0z7K7obCryvBDT8jPvTazQDpBc0+awYtaMhanXKfWd4NWL7ANba6N1BjXXHtnn/cHM73KRXzxB6eLYg09MF05p480U2oia6tRvBzZHvdKOUjM0KUdJ0c+OoMsOgrGszNXx+inp7SDZg5nDfEbDwW9/ge1jdNIrAcMH3ItUsTThr+VRdDpP5rYAQc78shsulGF2R25BuuA0+aylcpgSW0BCk3JyGaXeZri7w2Zk5WM23EU42cHQTw/Tl7xs9sAlX2e42O7dIkDlxYPwBkrkAI2oWO1HIHZCYPNLKwHHzODFTp3dHfgMftSfIpcYAy35IN5bHZwcyWx2eDGdsae2SbZBFZA6wtnrcbw5IIDBB5jpLhveuW03NBc5DqheocqM64zlZ3AhYvMq52dZd7DafbTKDYHgvm93KTrlmKQ4lYNzpzJiYCLbhGSMUP8RzvRgR5+yJR+wFeBw5vbODiCSRCAGL+Ohmfg53p+UqxvB0wfkJAdHtM8HT+cjCjZr62dhyw/3bPAcvDIcqKo2fQlkOog6+3BOcet8a2GaJck4CagdGtYvpgiJG9niqyuBcimOzr24dRkydDBCwAxKQjDtMQgTwZeC60FrXpjJy+MnBmys/c096KdWJI5humm41OE3NzdEbQojPZEI2sCSYSfKYEpFja59ex5nH5J4Svrzb28fjpENNnPMUMtu6dQVkuGF3sRrP9iOAokGQXP9APj8V479d3+aGqg6r+OwD+KVBu8Hd6/M/AKvN3AViBA/nf+DzP8/cMNFDVX6uqn3qfrz8L4JGI3AYA++/7ygtU9WdU9cdU9R8EcAbqLwDgHQB/Wvn4b0Ac9trzvK7L14F2T2Omdb4BNjdcF0q33GwLrG9y4rk9EWxPFPtfpw9CfcTCRwN/1/qWxBiWYqXxZirmGjOUOzfZa1MDm23oEk2Hf4k3olP2ZLDCcZvMavoRmQuUKWikXLkpU1858idRa1UszWHeTOW8yHMNrpubTZ4wsznfsDEDWMhvD0PSugqfx13wuxEn9etbbII8r7uY8+d943B6XT8mSl8fBuoVS2DvrSRhgLhGlb9nc40mTt1IovuwU848VtGBkqilPAqxuagu1OitBAqymgcl6YCImmPS0N+7+JDcrK2AnzxiYyC2ue5qrrfXkhkOwAO3G5s/gkUDOf39qijk/FWgHyVPjXwDrO4C9aEi2NrNN8DmpkVgHQOb64q9NwWh5r/dvQ+21xTLu8GiOa3h7TV6A9AoTuFpE+NTQ6lHgskDjSZ8/HeIExunuXqiBsD3vP+1EIs71/43B1yTy3tG4R45Y0YwesrDbHUrRxdp6ubCnPEzdTO7cq7YHGUYPVUsXuLv9eZ+dKFxEuBra8g5Idwem2eI6VbztXtySGRiiE18igWNg9zsx/X9HpPnGmv3J3CmhRfmDphkZhrkFMOs4WSsnUqc5O2906GvrFEzivX6lsQosLwmxVgDc6Q9vq1YJ2aDr7Vy6e7nsNdtiRNW/C3vZBEdlz5JcByo8Lg+/4yu8ljdBfrq2YJne01RHymy2uJYG0oUJo8HrG8z4m72NtduN9Z4Dl9+FKivEYAsVmz6NYitszQ5dEYW2RL0o4DQ2A7WbPm9KD2eWbuu9WcjIDj6pVTcuvmpy5oWL4o1DhrZX5NH3DtWtzMySUwC5OAuWVUS/RiGjIDU089UmL8abO0YbTV34ArJUydLHjti4DHTXFKzHD1BLO6uPgikxfaw88Iax8shUoxlSJNmDSy6Xarjpr3b44Bss2NSaD4T20PSVvfe7lEuFcu7bE6chtub2W3oUl21vbbjLm/N3/ZY4nUcnQ8YPdXI4HGPkGD+CG4Y6WyC9bWMbAtJ69j//8qysLuUhDESEwg1sLojaI4UWWNReVYznPyiYHNNsD3mvptZzQDw385fpznd9lhivLN7WXjKkVrjrTnv53Ll4DvvBQAxG96bBd9nRc081L4PHXD4JXoAhJZadK8ZVjczrO5KXP/VuadRmBzlFe4LbqocGja/wRgdnmnfTgImTwZcvFbEeNPafCX6UWIEwK55sVJszMtIDfAplsnHCcLncBPG6pznejtFrC9iBKHyHPcBj2v068Ng6wbRg8jlhGIRcdUZQQCPJ/X7rR9xXTpou74VdnwJYEwaAsC7k0UaSyaJW+jJTvX7XQZ6PThguT0KcR/yvYgsIzaUXtN5OtOHX7eCvjLgMXBNbW4CzYEitIJ8xd+9uS44/iWuye2JYvZNQb7l+i7WAIKBt68gGswCiJKScq4x3rc6H6JRbGdRrN2Yz51ksvb5tM82Vg5M8Hdz3bq8b3RhlP8x6+DFPYks23wJqwO4jj0tqq/MxNsYD+5HNXnMNKbmIMP0cY+zT1QmAWDKUV7zOvl5KB3lGOWl0j9rgMn+eH3roxCZfKMzXtvF3YzgqA1PRE06GBD9ZEQ1MnU0s731KDBO1moIMjJTTHLo6F9Cfw/uxc2+RGnB5lqIwOvmBtdwTPwxOcj6poNutm5NMuPs5tnDHtOHidrSjXg2u5G2AwGdyXHdWyVf+f4xxCHaVeuF75cH5T9XZxqIyH/fDP1/WUS+xdvvOX/Hb9j9AvD3ARjtfP+tr1v1TVXdqupcVX9KVf9lkyt828f3Sp7w5wD8Vvv/3wrgz77fD4nIDfvviwB+A4D/1P7qzwD4h+zvPgqgBPD0eZ54+g41iP1EMX2Xk5jqgjdLsUDc4Ms5N9PRqeKlP79GfSg4fGPAtc+Tord8kRvB9AGbWZpr8UBZvDzYDQ6UiyF6BbQz6g+9SOBkIE2c/OAMbTKDUuEhFzo28/0I2Nyg1qkzmvfkkRo1E9GoxvX10ZDGNFzFghuEm3G5HMPRf9f8u6FgNxI8+THB2Y8I5q9zY3SK+2ATj/FjxVC58U1yYHV6fDs2E8ENm6XQJgpvc8AiltN8o6xaNF4Rp6xIm1+n5kTNBm3IOKXLdj6z8ekADZzS+PsdSonpCpmZp2lusXM2IXOQQAbdaZJIG1/fCtF4stnj8zjTQ3oeCJwWsjjOtsmMsrYoNm9Ir/rYe4ta8L4iiMXJpKBYCso5omlZMSf6Pn6ieOH/3aAbAydfUJx8np/36q7FFz62Sfieod49MP+IrUcrRLfHLC66Edkd3oT5FL2vvGj2yS3Xgmu98q1i9m4fp2LNPqMYu7GgXCmOvtrTiHLB3ys9p8jNAaIpmlqDM7pIWlunvRUrO8DNmKev2FyNTjnlPPsR4OlnBOs7pAiGHvb7eNi5hnTIEQsL9wLRADrnm9RlKFNEESVNbjSUDPham0BlG2syLDHEJw7lBY0mHdAanWs0iYPy54YMWN7KKHGZ856oDwXVqcYkjMU9yxTvEzhWzu21appK52tEV/LtkZmV9a4ZTk1GdeH6Z5sorLxR0+iNMDodnvswfO9j/FgwfUcwlLZ2R1y75SXBLmfzlJfA8gWCAS/8tRYagKMvK278PKmU6ztcu9N3bCpzKLFAWbw60ADSZELtjGvTpUTdiIVudMK2bHRvuLNtkjWpuMGsAaAlG+n560O8ByYP+VzFMk2QQ2PF3jpF2am4xjtF5NUHlK1xD+f5QYkAUMz5Gs4/Dpx+RrC6x2tSztMeN+Q8m5zdM5SWd28Z76LJfJaxfYlh05f8DNzbpRtzv3WmkZvmaUb3b3caZ8SkNQQTwehyiEBON7aoUrHoyxFlHs6+A/g78i1TDtwHorxIhagbtbqcjck6ITp314ecOLOITnnho3Pu97nFqYbOmDqCGDvmzctVHpMHTP8YbN9t9xTVGVDMKcNy0KO6JLBXnQN3/3qDIQMOvqa4+TcGbK8Jli9x3e1/jZ/75iTEaL7VvVRoa+CZ4Yys9Q36moQmDRRcv18sbfLX8nP1+7N0Wv1Eoozh4uOcwmYNcPRGb0aYSeLkTbezD/MNz9rpwx4eB60BZobGtVvNNZreRpA542T79NOCxcvm4+CGs1PWCJPHamuQQFJm0iz3JvEzPvRJkgnwejaHqfEEOFV1Rlu+1Qh29ibpAgykGyfm1uRJbw2TPa8ZBjuzw7/vxkC24X5ZrNmoaUbAJtuQiec0fRmSVBQANscpLWp1O0QgiE7/vH7VnBNtl+fx3uLabWb0/qC3x4dft+MnlOH2pWL2lu25T4FyIagu+DPFSlFeMrFh8lBx429yfzv+pR63fpbeKYuX+d72v8G1uj3yYhFYvsRaN7M9180ruzHrIAdzvS51ZlG+MbZmk6IBOThLEcFDIeimwPmPMD6zWA8YP7bIyzlfguvtm4PEiEOgEaZ7HFB6ScnM7EFi23YjQb0X4v2S1YrFK6wXli9yXTkFH+Betvd2T2NQIHZPDr5DEAEopoAlJqAGMoyHMvl29VaTDgVitLOnEbg8x9kGoeM6GJ338VzxSEYH41yy3JlnUrEwDyQzRBa1GsRSS4qVSzQknl+iBBMB8zo6CNEzRI1NUV0O5nkkERQpF2SLdWOTNdhHtHuf/qA+rgoaiEgG4P8K4H8A4JMA/ici8skrvIT/oX39DgA/A+C32NcfAfA/fd5fIiL/+fP83Ld9ayLyuz4oEvE7ePwbAH6diLwB4NfZ9xCROyLyF3Z+7k+JyBcB/L8A/M6dLMk/CuBVEfkCgP8MwG9V1efigzil1ycxEIv4WvjEzxtwxfYaKcmPf2KK8pLanvWNzMzZOEVYviCMtQGsgGQuLWDUrHFgM9/ZAd0jZlg3+5xiaSCd0TOU3YwOVsT7ZupThfISGD8MkX1w9mnFxSc0Hv7u3tyZ5l16WNQcTH9NrWh5SaOa9XVq+eoDNj6u7V68zOdlA8mNszkglVEDdbR+uJaXLNTKC43mOX4Ae+EC7DSXXWo885VGjwUZEvW2H0nUGwOk9nqx6LTqYI64oeHGlbWKZmoRZwWbwdHpgMkjxifRUJETQPeOCB2bq2KREgZcG5ltNaL0u8WEm2FGJ17he5WBwIY7jnNd+IGQGA9XeTBeC9GATwN13tWZRjMtDUTSmyOu3bNPVDTeOiSKPZhpnhidz6M/Aa6loy9aUWOIf2i4ZrwZ60tv1hAPhm6MuJP0lWUZW6HajYiGA1xL+Zoym3LBideDv19w9unk7O5FxlBwmud0URlMzzq3aMEpp2fbY7JE1jfImGhnfP2LVxANt/yzqo/9kEvu6n1lpn9mJuTpJu2U90F9GIzFggjmBZtUlXPF7F0a20Xa5iZJG3z6RPMg3tOdgUc+ta73Ta9pGuV4v9v9yqkBP9/QIbknb20iK4jfD6UZgzVqjuQ2ibH7aXRhZks7NO0YszeROE1zeZKbMfkUOnSJXfHh1+6zgJkKwcp8zclhN+W6ZAFI07LTT5Rsrq4FsiFyW7sdsLkObG7aRNU+g+MvJI3ormeBGkjQTTyfGzGBoh8nE0SnQxN0STIE//3S03CVjXbA6ecU55/SSJt3w7luyqlzPzLzVQWgnPLmG76fcqHYXuO16MZkvXhU4uaWxkxv/6y6aTJ4DTZZ7UecfNKcjvtafSwxf93lUQ4e+3twNlRp5lluQiqaqN5+DxYr0rw9ErdYmLlWp1hfC9Eh3NeSe7o4aFVdatzTu1EqfrsZzwJnWjhAG5N5Bt7nMZLSvEHaSdof3ETP/XC8aXWdbW867Xyj0QzzKg+/h52Fk9XMgy/nBFfcnT9fkTnTHALnH6sQejZYixeyKJWTTrB8kSyaIbd7MQDHn09RfLmlWjijCkhnqE/bfT3vMrPylResbLr7IkkJh4IsRTfwffDfJnhbzpNEq6+4zrYnHFS4dK0+CNj/ZhuN7CZPBixeoAv9+kbA+NRMaa1m6CZp2g7hmmxmbCJzM8WsD1Ljn9W8J3sbOogSePbmMRpA2xnrkazVJQGk6lxj5JxL7Vhv8QwU5b2TL0F2hwDL2xlCTxYH2RMGxFgsrScqdROxgQSs8dd4X4TeBhvqjE8DsrY8D3zfcCafGpPPm8h+lFKKpCcA7gCCp644E6hYXWHddi7bSPva5MlgDAON3inFSlEfkzG6vhEsgSPD/MXcgBWB9Kx117c1gs4agOs/72a/GhmlWQ1Mng6Q3pJM1kC7v3OmjHxv5X9zS+tgnDi/dyPafMU9tzcJzdmnFWefMYmemRF29jm67IFmmD75H2g2a94x6xuUHi9eyOhNUxNMWt5LcbiwOtlZfT6RL+dMMuK5bMbFY6szbb/ux2mvVTtbUyPJ9xba5LfizDPfk50lsLybWrPxY8XkcQdRYHk7Z+qEsXk1IA0EbaDhhqdeJ29MUjhY+gSltzyzPMkm35JV4uCcimD6iFKvYpP8uaKPjg1C3KxUfBBRp2SYYofx9AP9kA/4+vaPnwTwy6r6dVVtwF7213/Yp1fV366qvx2syD+pqr9RVX8jgB/5lpcq8mMf8PXjAD73PM/3PCq/WwD+hoj8TbBZ/0vP26B/0ENVTwH8w+/z5/dBw0P//h/4gH/f4EMgKLsPN2ma3Dct6SON6Dp1rywAVncV03fSFAtANN8acrITJo8Go++TujV5ILFplzWiq3ywQ6/dk5i+oBm9FLwAGHKgPeSfacaiKtTUpBUrozNvkhtyNk/xWcd/m89VLEkVdTfp0AC5Uc2l56FcPGWxGhqbGFuMFY1pBMuXFZN3Lac+57Rq8gBYvkg0fntChsbIGqx+5PQ5xKZNlDGUAAu3bsLPz2NhXGZQrKxJ2zdzqBwECczMsbOJnptqlZcaXXbHpwM2JyFqywHF+SdpeNTYJJf0NR789VGIhjShB9DT5bq8JArrjrmz+wM2xxInYvUR4wwZ6yjYf6vD9noec5SLlaJcDs8aPO3RLLMfBZQLO0wKicU1rugo64ZV8haLq/Fjk5goTCfJnzv9LKe6HsM2FCkFQzNLXTgfsDnhJGb+Cif9/vmWFxqNmdy4px8l3aYoUF0aFdNQ7vUtwegJDy1KSPhaihVpch615M3s9iigrwSHX3KKPg/ibsxJ0v43WKj51MbTMvIt0B471ZC66u0xr8XppwXFglMPzbj2JvfpEB0aAiR9KTj4BnOM+1GKMwpNYsFQ42rRgxuCYW6W2Adg+rBHO+HaW97hxNi13n0hQE/DK48W7Suu13ZiiH6whAj1mE86Rh9/3mMBzW9ilWLVykuNAJcXMaOnGpsG6RycYqO2PRTTYJINMX6k0em6L4W6TGH2tkdKugfF7N0+miC5Mej46YDNNTYIV34IMHuT13T0FNiYFph7G4BACc70XYvqzKypniKu3dEpDeLWNznlXbzCKVrouGanDwYzmJNoSOXu7w4gVedsUH3vbQ75Z89MBwKw93aH84/mBFPgJntsgDQDjr6QAMTJk4FMnAzY+yb3jsEMb8liIe21OUgxtJ4rLx3pv+XcpRYwCRCwuqfmIaIoTBa0ucEGkeuH901rSQ7VRfKecR8XB1ClV+y906NdkNJaHxP4dkDHi1mxz8Xp5ZWBYu7zsroZ4rXRHJi/RsOubpQo7gRXLeLUPDryLWK2e2lT8HafwHBh2uVy6dNB87awCffksXn5WIMwOqMGudnP4DKxxtJ3aDQnkQFEV3GJDIYP/VAAA1mK3VgwekKgWgPZg+6HMn+dDJi43AdFtxPRWZ0yZm9jYMviZcX0HTZ3zYHvZSFOEoMlRmS1QnxgMGdB76BMfchaxNkzDvZOnrKx9wmvSw598n38ecQJfr5Nzzt5QMCOskq/bxSrWwXqQ8ppusoo3zNKnB7/RMD4oTFgjMEyeShY3uO+WB+TDj86tSbLtOJDbmkCY2MOzi3CrxS+OQGGnXtyKOklMeQE5cp5Mr50XblPW52xWF54LDT35+WtDL0lS/UVcPpZxfHnEZtbgPsngUQy1tywD8LXOnnE2gPg+ndqeGUpPptrNNqjQz5BoE0ZjLUlEQxwBpPmwOaIySoO3Ho0qcdhhiukJ9C/QbH3TX4W4ydM5JDeTGbtuS5fZ3qNR4LT2JWf2ZBxb5w8HmJk4OVHmNSUrzlwmjwZUO9LbEKLRWp6KYvEM+uPLApeS6/tAK75YkWgx42FnYHngNLJL+7clnZPDBUwe2dAfRTiverT73Ym8fc2xgCrDwnaPvrVgXXSFtBjNt+x1m2B+kQROt6X7jXgbGBnyRJM13jmlhdWT8Q9gKzFbkzGlCduaJDISnF/Gxn4efd7vFe8LpWBYIFfHw3AxScUJ79gErVN8uihabFEP5xmkgZv1bnGWtxTlaC8Dh51XF76HgGEjq91eSfEqFsZgGAASTsD+pJ/53JgaKr/ujGiAfgP7EMAhA98j9dE5Od2vv9pVf3pne/vAnh75/t3APzq7+DVvOwBA/Z4BIYG7D7+BmiU+H6wxuHzPMm3ZRqo6h8A8DpIe/htAN4Qkf+DiLz2PE/wK+3h2jD3DHC9kN8ozkSYPOCfb685jZMmZdWZ2mZHN2hRbiiTRxKN0Pz3uht9tjUNYpfypUUBjxoEYJpCvq6+4mbLhiylA5CGZ34I6x26qTURHo9SrNgkeRSdT5KC3cihRqJOZ6TquQHg9B0WNu5PMBTA6gVLVciBG39TsbnlGqxklJXVLAgdWXRzJW8EPXvdY7WKZTpA3T3fnfx5YNhBb/S8OJ1XxEixYpUop0MGHH3BHcDNWLISa/bNvMmaJc9adkpZP2LTNT7lxi8Ds4aHzLTAh8nRf3E3w+ShRspvX7EBLJaK+YukVY8fKxYvUsvsk9nQazR3i3rMKzw8uim6N8vOJt/ykBw/IPK9uitxKlmdkU49vc+CanscYjzf9B0W74z1Md3nwOkltaJcT1zLGuUIrrOTDpxyGevCWRj+GeVrAAOiYZ1fZ8+0VzGtfsafcafpdmZ5yMYIcoDJ0fD6SFCsaCY1eTLg4A1KdfKlrYnCYioHrt1bPzug29txQBbEWK6hdAYAKcH1vmB7ECId3CMNs1qxvpFhcy3E+3bIErjhwFBMVDGQ0A3ZfApRLt0rgvfD0Rd2jFBt8r09DjGutJ2ZM/NghYJd+3aPry1rNbqsO9CZWUxmvuS9pAGYPhji/TKUbvRFZkSx5MHvCRP5hsBMviYYElrF4sWr6RNULPXF6Jks8rn/uPN4NyagNRTA5pbEZrC8ZJTZ+DE/q821wAlvTvqtFzz5RqNre7HUqP8mSwTxXoExKXwN5yu+hm7Kz8TBssXd3GjT/D1uYDb4PpanNb++xvupWCmKDU1INed1UTFjuwNr0HNK38pLXp/qgt4Nk4cE7+Latai/IQMOvwp0UzMUPLOJXmNRb9bEue9Mvb+b78734kkfq5tcu9IhRnH2xkjg1DkxFHjdjL5eetLKDtvKJrsnvyhoJ0kO0Y0kFscwaYibu3VjZ0mw4c5XLLjJJJDI8Mi2xkzach3WB4L9bw7RPKzZp6N3aC0KbaWYPhwo/1Ob7prPjgP97kXyYR+Dxa4OBZ/Hs8hhTBWxxIHxYwJ02+swiRtBzOpcMX7K2mBzLXkEjZ6YOdrIXd0RJ+TVZbrGjMKTyHgYygQOlHNOr907wKPtapPdFSYzcc8kl6Jo4NpsbN8fPx2MFWMMrJIAdWgtWcPAi2aPlOrZgz5K8/a+wVqjvNR4z6aYSuDwSwRsPSlisHqFZrzJDNONB1vz8HYWlNcHWW1gdkiDFzcr9Qbc2ZdR0iCsm0rzlYmJOh0BuuO/zf3GJVndmFIC6bknttNkeNiNLWlqwvuqnCsmjwYDmI2tYPVXb+efCiU2IzdnrpJDP/1G2NzuvUPQsZtQsgawHvH0iavIGimjsvpm0AhuqQhNIMH3RAmDoD42z5QgKBcETCaP+VrcdFADAaGhNGnnltKBfMv9dHQ2ROZpZj4Ovpf0FpMINeDW5Ad+3SiPIbjotbMM4H6dGXBuviJ9yfc3fch1242NXTUVTJ725jFg+9GELMtio5g+7GJdcvgl1nkuzRsKgrRkqwDXfkGxPUl/50ku1eUQWYsqZix6kJLFnDHhKRntNETTYRkSI8LBrr7Y8cbIU5JMjOydprQu9yY4+qLEoYqDI+ubIUoxVMx48ymlBNnW0rYOODDce7eL/jCAAzAaTaNDy+dzVo8YQ9oj2TfXA0bnvN7dmHW1R2fm6wQyxyjNH+CHSxDf+wXgqRuT2tdPv+efvt+H852gLH9NRP6SiPw2EfmtAP48gL/6np/5EoB/QVX/u+/9wnNK/J+rAjRmwUP76sDkgj8pIn/4ed/Nr5QH0fpkRrg9Seh0bhR0FSv2OzaAHvnjDuIey8NJDA9d9zNw+qxnHfdjM+Lrk3FhNAUyp+v1bY0NjGfbl3ONSGBsbGzS2Jr+FUh0T/+dQKKc+UTMpwau9RuqVPANOV3Ai6Xpem2jHzIa0e3mHe99A3jyo4K9b/IQcUp/O2XDQ+NHNpt9lfRqmdEtGSmZmiBOO5M5HSNheCi73tyLIaezx8lEQKQ4Un8u5l1gn4k42ONGh1a4jljg5itFteA1KS8V5crN6pI+UpRRZYwEMqNLmwQWK5ssVxINZlxTTvkKr0l9KLGZqI95sI3Orjatdaqp60aX9ziZLqwpBHhNPc5y8sAzr/nZtHuJPRCsYAQQDQAjXbTVCGy5ZAQwh39rGDSwEVnd0XhgAIhF8uQRiwfS6jVOsTWYi3VD1kdfJSZOX0gsLNwAKl8pNicSm1jXsDuFdHk3QzXnNJyaUhr5lOcsSDRwZz78EvDwVwccfJW0/qwmmOBTzep8IKjjshMzGss8TcQKdY9wy83FuJwnU8a+YCPT7iWfjm4iMeEkX3E994XpFBuCB/kasZFgEoIVDNYcdWO+j/XNjLKJS5dzAKMnjP7DwEg9N+eTATj+cs1GtzXgp0ua5WJJ+m2UbuwHbK/xudoJ9wov4hzcKZcpAu/DPuiMzvfUjWh86ftuoiGn6+qT9BSvKdCcjWZh9MvBikJPUfF4LxoPJqmXa8Ddp8LlRssXET9zrjUDGwzY8XXJ6Si/6kOJzZI3xa5RdZ3o9iDEyU9rbuGeluG+AeUlJ2qhTRNyMgMU5QWvA4TPcfAGE1AOvkpGD4DIiosAEsxkV9O6c2DW17KYPpfFoRh4SlZYViPKl9wfZMgFkydMAwgGiLu3gzt1Rw2y8sxxc9rMjDp9b6BUzNdu0txPH/dRww9JZ9fkcU/5mvIa5Vua6znlNcaE2nvbXAvYHoUkCYJNai3a7MosA8AAT1gEW7oGHlupWar9SL9H9K9w/5chs3Nnk+oCNwgUAy2j/ldTtK+v/8mjIUbvZbVifSdJF3hWuheTx2zCDAFNkjMxUzjbtyBcD7MHlO1tjkNkSvkUtJ2EaOiqgWCmCtfV5ct5NOV0Bp8MQHlhrEFr9ve/Blx8HJi+ndasGxA7gOFsQs15z2lIwKfvDfH/TfNdXqbUgdBxrXm8s7OSqsuUcuTO7s4uKi81siK6KdeHg1rFUrG56W72CvcXqC7IhMgaO+cWlNa0U4k6/6yGAV78/9BZvakagbpqPkTgUgYaiG6PJIJ4zpDsy5S65FLOD/PwxCAC/mRnQNj0Suc/hGjGW14iRuZJZ0ORwoBHYxu6pCE0/DMNiHIFSlJDfK105U/XLnRW69p1GHIDFywG0yWcDgC1+8Y0M0+MKD8Jdp2DGaFGyaiZXd/KbPCR2DJ+Bl++UsTaJmvUYgJt3VZcdqKsdZ9+TjB7m+eqBtYNQ2576yLVBR4H7jVgvmWTXs35fupD3rd9yb128HUuNmRRkxOaIXM1H6JnV2Nxos46ySwKE7DBZJPA2mJle67de+VCuS7tmtO3TTF52qMdB/MhMaaDLa+h5Gt1s1OAQ5vQIhrAa2CNV++n+Ekx/7bJ4yHW3C7X/kF/XNXTAGQW3Nv5/gUA96/8OlR/F4D/AMBnQanBT6vq737Pj/0hfHDf/96ffd/Ht31rIvK/FJGfB/CHAfxXAD6tqv8igB/Hc0Y0/Ep60GiEm7K7mtZHdMjtJla0WZPnusluiqgDppEe0bfQwHTKNokUd6Nm4RBaRGoQo7UkTvyyLeN4OMU1LWfDzcaNDPsRDzPXc+YbGsX5lJnUf4mAhgamIlx+VHH62cQUyDfudC8xx9U1VKGzqfpOw9SNAlYvUp/ZjxXFkgBCYe629QF12GKNijeX00c9jccUESDxm2d2v9/J5eaB7q6xpQEe7Uxi4e1Os8wzpsNxY54Lrl904KY+CNbkpGvizYBrvp3OSb2bIeVjMhFGZ0RGmxmRWZ+oAJwIFkuNFH9H67uxTdg31BwCqfATpX7Oi7P6kM396Cmpitujq01ryUzxgyZR1Tc3El01XyuKuetlJbpZuyHckEnMDg828Xf989h0iD5Z8fg9p52NH7NxKNYsnP01DFZ0ZLV5OVisoE/hPRrRGyk/1LI2Teidpjl/bcDZp3nQZI0ZReXyTESpx1zmNtlorTEfSj7fw58MaPcV3USRbQTVqcWL2j148sWGNNgRATSnAAKILu3+3gBSzyOg5CBKSCZrWWOsG5s+lpcJ7KN5nEUJGtOEpnswGii9GbiGgb13+nit/P6MjdIiFVztjJ/J5LSnx4g1FsEMLbux4OzjFcpLFkvNLLEcHEgUm4y5AWR5YTnz81S8AcD6JmMEy/nwHeHg7vbvjWQ3oUu56zuLpcaJYL5GBAydzSK9YmqpHRHctX3N9ybYngAgNpeaszmp91M0F6Uc1qgYSyNrTKq2k8HOKK1koJZvUqPqGvTBZDeLVwY8/klYfBziveCSm8GlUUbzHz+x1IImSUfmr4Frd2pZ85fOFmJzsvfmYOZcbChcW8pCG1FC5KaFnnjiD/c38PMk26YJUpxGhnTOXb6aUbJkMbPBDCNdr1wsOSEfMk5Iy4X7qyRwxVlHPvntS76XcqGo9+kRNHrK99BZHvzmWojnoFOMEVJ0r+/rwbLU3WTW4yqdSVQf0IAua9M1vcqjnSE6ZWctncM31yWCXOVCjf5rni6WlqHG/BHl1Nb3VTciHfI0IHDQk+ay3Evdr8GZNPWR1xkSPU+Y2KTRSNN12G4qmdW+x/k1TMlA6+sWW/f6gMe/CrG5piSGYEdnAAeTZNi0TB9x33WjOFGaH7b7inbKRJTqjMBUaNgA7r3dwxN3yA4Cqp2EHW8IRflZHH+pJkhlhs2D+Ya42V1ozJRYkilkPzJwd61YvhAIRtnvBhLYvT3heh0y0vSrS95XlUnDioXJ0zwpx9htMvA5D77Rop3QB2r6gDVDNyIYPNh9WB9KZEJ4spIKInsBQExiSXsL99vQWSz21ibv7Ydfu5pZTK3LNtasW9a3iKTTBJH1goPb/dgm+caSlEExfsSBkrNWfX8dmxePn1deLzij0L1/8jUlG75eyb57tvndXQNDzs9w8mhIDKdKoqFfsdaYujJ/bcDp5yzxxTxMuolP5DnVp6Emr8nkyWBDHzLq6kMafHcz7rn5hrXu6EKjqW11pvE9OwuwNANSP7d6k0MM5qPQHNBbxg0JqznlVZ0BC86cdR8AB0ayLdOMmgMDXEKqIUKTIm57a+7zjUb2EwcriD41GhDrAWd/Th8OqPfp6zB9MFjiWPqMmR4ixuixCHUbCrq0LDPJCSUIlLq6gaIMXL8uF7pK6sf31UOA7yBy8W8AeF1EXhGREsD/GAwJuPJDVf+0qv5e+/p/vs/f/0lV/coH/Ns/8zzP8TzdyzUAv0FV/xFV/ROq2toTDAD+8ed5kl9JD2+IWtfwnJMS64WLT2+8qepG5ia9ZSMLEHXf3BCj0rPwavcQndejk7GZaA05G57CDF/afW5U+cqMabZWIFuxFinRvUZqUr4lMukTud4o5HEiXHKCtD0S7H8tYPZWMGqvIaLmaO/MBKfNL++xoZHeDE/mypxmN4SxSc/oVHHxUYEMjOLZXA9YvGz6XKNcLV7IiKCbwSDjv/g5LV7IiHj75CVnw1ouOCXmBCB9/p5s4AewuxPT2IYFkBjrYsgd7ZZI//J7NnSK1QsDPDrPs3aHnJreYkFdNycaySjHm2nP9mXRi2hwlK+NYp7ZGlnx8PCopsZQWG96YuZ4JleOoXGTsCE31+YN9ax9ybWU1SxS/UCDAnvvDKngUP88JKLTTjl2janrOp3e2Zc70ypj2Zz9iMdyAdk2mZ/BJpxuwEQKajJ6GnJSXglasTnwqVjo2AzO3go4/LJNZHOY9wDv23xtdGXTsZ5/PBVjWc2163S4CCzZ2j37Ef756gXF+UdLnH6KYBGnsZyy5lvA4yMxPNtU5xvF3tsdugliqoiDbW7UhSEVSt4sxT3HmjUZdgAcc4Hnfc0p8fp6MM0tp1PzjwwRgGktxsw/v9Ck6Xxo0lSoOeBUrFjz31QXXLvdKIGFowuj0Asb+b6SmLjSjfm5tlNOiqXj71kZ0+FKD03gZTvj7ywWBHnyNf/emw+Ar7O0151vLRmjFKzumozGPmdvZP33A8nTRU2CIV16f5cfJaW7MtA3GlRtuf7dhVrtdTFfnV+TJwPGVnS2U0veGPPvtieC/TcCDr4q8foUBmTB1+7GXssIOP+ETYiUTUNMb/HGydbu5KHi8qM2Vbuj2J4EXHzU0kE2XHfbE98//bVzH+zHgs11gq2TJ71NVHkfj86oUQYQgWQN5oB/oTEiMl/xc2gNMHOqu0+YnEEA0OvAJ+TSKy4/Zk1qYxO/FrEQpbRiiOy3Zk/Me4H3V3VpDfNK47rhmcyG1aUmWY3IGAJ4HdwIEeD118Df3+5dbe2KJrDT6b00TWWRHjok00zlHjx+PKAw0z/3C1q8yObJqfg+ofRIW6fbU6JowKv5MtRHgsuPsvGrLmlA7B5AjMxMoCDA89Id2YeMn2mxTqwzb7ClZyN0+GXBwVdt77aGjnRprs9dZuX5xwXbQ4sTtrpoeyIsFbxBG+ijcvFRQDNFfUjJ3vpWYtVUl9TED6VEFofHx7V7grNPVpRUPe6pb7czyuWeAKJsgIwqxNcMJUstd3mR7SvZ1ocxGs3zRNlA9lWiiXs6lQ8MXCLQGNhFTw9+keHCey7b2vlg50Q0gLXnH58Okd2VbW1QYsBGY/5EHr/r0g2nen/odWtsB2fykP1odcQWJhky6WrD82j8RGMt003ZOK5e2EmzsLMg9LD4SNYPfWW1XZamz1C+p/NPmsxUgGIpxm5IvgW+bzk4mtVkmtX7Er2xoGQTVeccIFVnBGT3vhGw/7UQJ/y5ARZq9Y8P4dqJYP4qZZu+d1QXQzTtdF8g6Sn/Ov0U3+/2hAzRy9dC9FeA8LUVC40gZzeVKMPdXAuWNmOS3YEm3i5/cRmxmzxDaert3jsemeopDF639aO0Pjh4SfIiP+8Wr5h30lZjmoQGYPFiRqnhZogG1avbIaY7sLZOhs7S83pyDQP7b3b01uhhhqgSa631dbIWEMgGcyYb78/vYMrw/fIIH/D1bR6q2gH4XQD+Eigb+OOq+ksf9ulFZCEi8w/6es/PliLyz4jIr7Xv/2kR+XdF5HeKSPE8z/dt35qq/kFVffMD/u5Lz/Mkv5IePql287XtDR4eY9Nu9RX1WT7dcD3ykEuk6jnAoCHpuiaPNDIJ6oMQN6C+YtEbOnN8b+m464ZJl69y0lIsECn0obWccZsgOIqbb9USAvgzpIkmXf/lx9gshpaNfGjpfC09Dwk6+hNA8Gnd+PEOC6IHLj5KiurocWq+ijUBBRkE0gL5khONfkQgo1xopBwyWo9Nx/5bHf0hHg50X80QpR+ucd51uEe8LhqlHiopeUEGHhyOJPdjNkTeSFPGwImPT7b7SjB6HKJpk+fPZo1Guu72KIvIf2mTD+kQjX2kc3d5XnPXVfqUY3Q+JD+JubFSBm744yekfDpTpZ2ScXDlh+nesg0ZLqHTZKBmE8b1zWCZudR4D5nYdJcF0OgJ11SxYIFYLBDXdbvnmjzEuEAvjtwhefY2P4vNDUPSVzD9NuK0kkUw10k75dqtLoZIe5M+GVS1E8aBRZd3TdeuOeThHDpEHTQbQWqCvdAecsH5JzjpOfoSYvNVXiSkPdsI8pWg2efv6CuLkjPq3eYGZQoazLhwmhgNQylY3cpYLGb8LDYnwfTqZrZkB7x7Xbh+U3OCAH0lkX3D7GoWlfURi7PQ8H2VF2rNqmDygOsdwhSQ1imFtubn92jUl9eMPBo9NZaU0Sa55nhvuQQkq0lH1px7AunbFvdqJp1+L3UjoYbfit/d/OYP+/CGllRvY1EsEd+rmCY031psotEy3VE7azj1cvo9wGLUJ7cO1A1WKKlYM5enPXD6Dj/n+SvB7hdEhsqum3VfSnSaLy/ZcGWNxgm4v9a+5NoNHa//6JwRgN2E+uzZ20OUKTV7bB6zLb0Y8g0s/pZAQDeiUaSv3epcdvxeBPmSv8P30Wxr63erWN9m8a9CA8e+pLGcS5qWt7JoJhq14VnyINn1MNiYsWj03SmdJZeYROWl0erNrNYb5MJYejIA07ddqsNGvzcg0iV2mxNu7HG6u9Q4VfeUEMBBVxbgfSVY3WSxm23pzO/JQsXSvADMuTuCtsZKueq+6yDMUHDfnd2nHK465znrnkJON8eAaC7qXgDSm3ncBpFyz8ST1NTtMuHciFUzNhLFnDVDaBlJqoGAjscju39BZlRtehYh0p3LxYB26g0Br2FfCs4/yc+kXCjGT7k/9/b5z+4PxiQRtHuIEqvJA9vrhOy8s08yrWj2lsRrVV7C5D103i/nqWaQweOlESMG+4rnztFX+2ja57nv6+shfr7u2eBDhRgzvHw2ncMlihqcPWYyhqMUw+p7BCUFaiwa3pOjJyHGKc7e7aNjfDcV89PIEDrGLPt9AfAzb70+KdioZ40PNyT6xYxPB2xPnN2H6Bk0FAT9m4OUHOQylSs9nNGwIdsTIODl3lIQRA8J6T0NwPxbNlyDs7f9TFdboynFxLX6ACK7INjZrhnPstnbEpllPnlX4Z5bLjQy27qxpMZ5QxkTB10aU4C21/j3p59lU14sjdpvQEszE0zvU8ffj02Dn3MPmjzUCHK2E8HFx7gm974JiLN51waS9WTzVGdkxPRjNUkWUxM0iLEB+Nqn9ynVqs4pwyO7MAG5ZHO6vDEl8wxW266vhQj6OVumnSa2QGMDg2JJQHews2tkyVkuSxo9DhF833unj2zIYKDk8nbOn7sYmExjDAyPJPYhRFYrWvPEaSeC1c3cGM70M3Awo5xr3LfdKDjGxWe4+rr9vnkoED7g63n+tepfUNWPquprqvqvX+kVqO6p6j6A/zOAfw00WHwBwL8K4H//nh//vwP4xwD8HhH5YwB+M4D/GsCvAiMav+3jijzp799HsKk1AE5iv4lY/BAt9og9jS63pEgllDFmmBsq2XvkSo/owk+TsjTZceTTKXiZRb3ka8uqnoAF2vhZuYEoohYeoJeAu9+Wl0TSNSNNa+/rITIRCjOCcsqkNyvFwiY2HTen6aMe7UzQHABPfzRNmmVgDnWx5OHx5HN0je5m3JzaPY0HeTuF5ccbJcmalXo/Q2gZVbS+QdMqUWD/rd5MkGwC26bIoepco6cDY2F8msUDnk19muz2hcSGiJINUuddCiE9UC7Y+HkBElpeM9/oNtdZQE0fD/EAZKFH5NzBDAgbdp900x2ZU2qfvhFYkHQoq7MryEYhLe5qE6+o9TTmyfQdyz3uNCZrcKKpic0g/GJUlLELbLPvK6MUmo402yLGRVbnGmnNodNIT6VWk2yUYJ4f7TRN8wBYfJw1NzaNAiwyLuc6d+Oj0CiWLw84/tumgTN9uBug+QREBsua3yBmdY/ODMQ5UJx/AigWySysmLszPHDxCWD8UNAcGCtoxnt5e8Iirpr39tkRlCrWinLZM8JwzHjOfGXGap62YAd8YTp9pwH61DizaUB07TcQi9pZggRDIcmYVXk96iNGk7lMYlcXuLkWkJmnQvQ32fcoPgIGfv9jcDZCaiQgCZCrD1m4QMyMqSLg4+u9vNR4/zg4CqGG9CoPp7v63sfkltTEIFAm5eaLGpJ0xgFSToR2tL95WuMxj32r0ZSL6QmIOndvHJoDmFGsFcwKa6Btn/HnN0oofFI9DmnvsWJ2+fKA/a+FuPfU+7wW5YXGz6svaHKYr2H7GTB7wIlQfQws7ylKW7uhoyQhqznlvPg4MHoq6CuLGt3j2q2PyADKLQIOAOavMA2lGwXGcO0LLj9CM1+f7Hrsp8sHqM9WjM4os5o8Ybxb0qomD4F8Y+t4a3vHyLxicjrNt3vmnTLh5C02hwIsb3PtdlOJBp31kaA+4OdTXTrQ643kTjNik3jfk5wi7BNlNzHtK54HHj3sRqTuweJeBFd5hA421aeWNzIddlk6pp12s0wH0IciTdLdhNDZJBFEqwm8OLjsk2t/DCWiWSINS8nYgZhHyp5EJtFQpsI9tO73kCFfmxzAapDFqwMO3pA4ia0PQoqRtAbXfQfyFX8XI2Mtw/2I0bbFgp8NAFQXgmzDa3D2SbqxD6VpxydqTWoy3aVu3gxdeyBryCKpDwSLlyUau43OB2hu7DejUUvH9eAT9dG5MTAy93BK4KdLPAtL8ugrYzEOLpXw2FXbx5cEmboRMH8xs/NSojzHWXdAinp2c1Df153p5OdysdYoz6z3A5M0ToJ5N0lk1ngj6WdoVpPJcdV1S2NDgtxQRN+tvmJtF9l+bfrc3IfIPzf35PKUFdbBVpM946clEQCCGovRTPiKJWvd7TUDYCYcxHWTJG3wz19zY6TZfuvXMLTA/CMD9r4ZogynNVDdpWj1QYgynGLBfb8vBcXKGUfA8iX6GMjOui3mXFenn6ZPVD/iWuls3XKNmAzBgDkH39xDpNkXLF5KJoleJ/C+l8ga8BqsumT6lg9F/N5H4F7jkpVyzpq1nSSPGgdZ1ExeO4tNLmwNzV/OLUZcknR0JlGaVCwTO69YmPTBgDSAdVy+MYZRlQap7jmVbROz06ODI8sVgEuOf6Af8nf4+u4//hFV/fdUdaGqc1X99/GtFgKfVtX/EYB/EsB/D8BvUtU/BuC3A/jR53mSHzrQAGqZ6S0Pd3cuHcwdPCKqgnjju1tysVLMXxtw+VEaKEb6qSG2xdo2ZklOu9kWUR8KJJOuvmCsipjHQr42oKJJRUWkj22SmzyERUCIvw+x0fcC0lMM6HSapi1QFubZRlEf8s+WdzJsr/F3KIDmSNHum5lLw8nI8iVOxuojIF+z+QL4nrudxAmXWUBTM8Dpmh3OdtB61q3LO6Jjt5jO+YgFi0uDXOoQukTJzTc8qL1JkyE1Nu2Mm6A7Z2swk71CYvPshlTOOGn3rNideCFOKpZnDzuaXZ1TTuJa1iFnseJT637MWKq+YiHsOnzqVm36+x3cdX1JF30vrJ1SufduF2OJ3KjI1x5so1+8OmD+2oDli0hO2+b7IIPGgtMbUrID2Kw4ha+Z8XMcPzE5xgkLQ5eM7Oo3pUcEM5qdppNABQuC9L4Qm1kZbIq7Y94pA6OBuFb4b+pDweaaoLzg765PuHbd8yHfsCEbP2Bzlm8EzaHGTd2BnL4QrG9J1EAOmWB9PUd9ZBPt4VnzUc14b/m0LLpUl0BXUedaLrm3uEHqkIvRqBmHlrUJlPQ1KcrXE6PvrJBzyj4ZBFxXAIuP6oz/nzVca27U6Pe7N17ujeCvvzTJleumnemQNbpTMCZ97+xtmmfFRv1DPsQKCL8P+hELFJd5qPB6DhlBtnzL9IPeTCAXrwy4+Lhi9YIbykqkaWZmdufXlHrwVNy6jtZNa3291gdsvnzP931qyBJYM1ihBtA7xPPOfbIDpAlhbyCMu1pLT1AU4LR3/HSIsrXlbTZd5Tn/fnusaA80TknzNXD5GjC5T0A3Xz+7dvsREKVghWAo+Lly77Qp4B4wvS/ox7ZODbDAgGh+5UWdU8NXtzKUywHuc+LRlIDtozbNDT2beIKFXGfba+Z4rgQxo2lqTkZYbzpav8eyGhF8qQ+F/iUGgDhbQDPB+NQa8dJkDg2fPxoaGwMs+k6sNTbjxYJTepcFXelhbAK/t6I2fc+o3a1NRYFYC+QrjaDC/LUB559ULF9O64GgqUYQUrpk2jZ+yk7GmYf87LnXV+dkbDV7BoZbsoz6npbxvCmWfK2uyd8eW6qQSRFdaul6as24lrZHEiUS/hif8Vo0B/yeDUpqGutjRTeza29rd3VXMX5sqQsbrkFYb9nuIZoxe6Pkk//VzTyyycq5MSkMiArmOeIAkTOuEFKaRuHyrdIaUZtw9yPBwddbNp7mvxMaxEjLzU1Oa70OdEmWBq5dN190lqpLQ9uJYHUr2O81AKHh55VvrSk0+SPg7D5gfG7yIPt91cUQ9ytvEvM1Wakucfywj948FpiA5HI4SgZKO6+ZAJPuoXyrUa56+VHF6ecU89cQWbNed1aXQ5RgNDM3RmU9FmP2JIEInMBzDY0f89wJHZtbr2Fk4Pt2mr8GwfJORtA6RujyV+cbfr70H+I9RKDR5UBkXO2yNrox116+4me+vZ68Yxx4mr/qIC33XB8wAIjMM/eyicCfgVD1IdddsWQUqvsRMMFC4hmjgaxBTyFY38yM3aAxgtn9U3a91PKtxnrUpQvr2woYc8mHYJ72VZrEy1OCnMUL4brd2jBSc/vsLcUmaxITwf2dxMB7+v6wL0KgL0/ouUeMzk1iUSMOiq6ybr/fHhr0fb++B49eRH6LiGQiEkTktwDo3/MzwfwT9gBMANiujgrA3x15wg/cQ8xQUI3+Y3p4p9N0U9McZWnS0Zdpinf8ecHJL7DgafYlRpH1lcTYnmKRjAqpG0wFhEsOovYqcAoVbOoQwQvTGflrIIXNpuzKTUhzxInM7K2Ai4+Zk/u5UZ53tP0wXf3mOvV3jGriX3km7eSBNbgXbHBYyCfTvG5iTu9r0raqU4nTJxmo0xUrsOpjwemnJRq+AIhgQm9T8GKhSU/Wuz6YBkXuzBxaj61UHL7RRG14sy/RkHB1mxORvTcHlAvS0JoDXg+flCEgmjiVC6dG+iSYk8/tsUV4Wb6yx+yp8MBt9pPW3l8HlF4O2cYkDBsahE2eDGQgDD6dJ8DiDJWrPPzQbSeC+jDEQ2soxGhniXYsAwv8zvVtY2D/lwOu/zxiprZfj6GQuI58Gt6PODX1vOp8S+q1N3TMfQeN6UpYg/9sCoDr9B2ACC3MhJE/U1mRdvhlwfx13gMen6RihfTY0fcE9hVLxCg8zYDNDcXoCX+umJv2OgDNfpL5dDOPKRUrbHkPjJ4qFvcyyxJnsbG6Izj/BCm2Hv3WTRAjtQCb/lvDA1uHDsKUS04jPXNclHTU0SWnZb3RFV3j3Y8kNmDVGRs5X/c0uEtGlzQ5QtSJA8ZeOeJ13h4H889I+527YEf38gFRPtXa5BcKVNZ0FStzbbb4p6wGlndDnPZf5RGs6Wv2OCH39wOQqeOTE29ynEFEKqvg8EuCWz8L0kUndn/2iHGXzg5zpkQ7dQ0+YnTorhadiRmIoE5fSTSaDD0/N59+hTY1eG7y2ld8joOvJIp3vk73krN9VAiCzF+05IsLxMx4CN3EJ/ftvV5aAkxOQ7msgRl7KcoFm69iQfbX+Amb4c1JwPqOojxnjFo7I8jbzkipdXmCmrzOJ5f5ZleixbXkNO3tUYjO4qFVHP5yh4NvNjGW16nFntxw9NWeMrAnEiUieUzSIVsh9GzKNhZN6ZGuXihntWJ1i7ry0CWwON8o1tcCm0a/DkbTXd8IsXELHRvi0cWAzY1AucmW1317PSXrXOXB2MwUiaqZm5al9efAYrZFdJIvVrzGJ78oOPqCYPyQ+nWeHQQAo8+C3Q8aEJtJ6ZMPCJRrtzNGQHXOhov3tEYWie+5Pihgo5uaHAcKAeDoi4KzT2k0WuWAwRgAUZpGdp4DmNlWY9W4uamYPGTzUF4m0K45oLkzhy1k/oRGMDrl2i2Wll6Qc/1nLdkGzT5w+Tpfe7tn7JaVs6MMhGu5vzpg69HK7hnSzCQCM/lWsfdOh8ljdi4Xr5ex6Xdz2qOvdqyf3jbQ0qbrmRlih05RrOkK384SG9HBXBWC2Z7e4Oe7GpCzPQ5YvJBFjwjGBwolF5lE4Lwzfydn8JC1xnusnUlKO/gQD2dwetxoNCxuEF316ZkgUW4yZBxm+bq9+V/bvmSNva+L+iBEkNmn7h7HFxlkBug5+NfsCcaP1YYKEhkEABJL1QxMxerkzADgvPbITsXhl7jndsZEG3LZSTRwXysCoH1JECuu7wCs7yrGj1KtOxhwUh8rsq0xb2aKbMM6YfJAkC8kRvdmDTB/BdHvptln7UtJAd+zDwRdUpM1TN4oVqwR6oMdtpfFVjorLl/T4LlYDbFH8Cl/P+JaOfml1hKyeGa6lMFBrqEAqnlv/huI9a7LUnclmL5faZ7Ow9WNDM1eQL4ZIoCRb2iiGU2aW95/1eWAzYmBdktes/pAIljzg/6Q8P5f34PHPw3gnwLwyL5+s/3Z7uNnAHwZwC8A+N8A+BMi8h+Cpoz/2fM8yQ8daBCaZx2iiSprbK7zFTcLn7b5jSTKQ6W1nOLNrSEieIChrKtk5iPq1DQxmrNEV9ihkDhVCJbx7EW0F8Mez8WNnfFxAA+UYqEYnQ6xeNqVPTiF0KmSACJ1EGCRo3na7DkhB/IVX/P0HRaP89eNKrpmobq6o8hXgvqIhcD2mqI+VrgJVTlXzN4CmkNOzLbXNAIIzKke0mEavPDnYTM61/g+R2fJ+K0vEkV7KIHl3RKrmyFqQv1wDUa325wEFlyKHbMYRKnAUEjUmvaVoFwNPPyNwjd+OkAzc+3NOX32uCOXVogmsCirLYbuMk0WvHnuLY+eBbnFFdpE0+lfH/ahARg/1dQIGc3bzbbcuRxGy/T1Pnu344T6ggyIxatD/LwxpLxp1zeXywFuYhl60+D5+nW9vmWt87Ukwx6PD3STPadYeiMPkHa3/80G7TjJOFy+45On0NJxuFhqdGGPRoJ234ReMTql9jurgfEDgljLF9UafnoYrO4pirmgPmEDxqkEC7TtiWDyaMDeNwXrO0wMaY64dusjwDWc5WVCzt2AbSjsvVrUX7m0+9+mt93IpEwFwbr5S1mMVXU2hXuYOAjmRki78YiemOLTa4AeI+OnQ5x8jC7oyVDO9RkqbV+JmYjapMemEDS8G+J+QY+GVHjs0v/Hpz0nUsaquMojeKFtU25POfH3lZmTf1bbRLzka97/ZgfNqcetDwTr20N8XxBEAyyXX1TzgUVpmdgWnkITmQhOx+3ZNPskXTQlYuxOeGVQMwbl66WBn0/nvMHj/TBkxuYyk0o3IY1JJZIo6uUlMDoTMzzkdaFUgWu3WAgWr7Cw3dzkNLfZZ0HLSatRXM8E9TW61rcH3igopm8TxB49dYM7dz9H1H87MOVAqnsYOJXbp31PP11FQ0DPIe9H/Ow214LRly2vfsfcr5uwYfeoWwcqK0s5AAwEPhCMTslwWN/kHt579vqEP0eQIl0bB16KZYp69FhHtYaaCUXct64KeLks0Q31PGEmX2tkpmWN038RDW+LlU36bK9cvjQgNzM0L94Zw2rMwAOJ+y7AabxPaRlfbMyCwMZF1FgVIT1HjLsLfkYiNmHjM8XojKaCKgmYc08QzflZlgtFlI91Pu1PIDtga/cx75XxA9Yb84+QfZCvCZ4s79H4rj7kvru5wTUMcI0VGwJm9aGi3SNLTExjXZ0m9oQz4bqJxBi5vPamntNOZ38BvNbVBfeI7WGG5Z2MgwH7jFxfLj2wuJsnIHVwxhw/m87MqdtpQLFKRVSxthhuM4lspxx0aADWN5L/QG4AkoO5fv+NLlgLOdDhqSqaSQQ1nXlHFsDVlq30bqzJNRsldA542z6YrzXS3vOtT5LN72ZPsL0xRBYh2bCJmt7Z3urmetHjJ56RLvkw76kynSNRhmv3rQ9h2hlfvwMw+XaIklpeX4nvz9kTe2/1NMMu/b2nCG2/vqEhM2/8iGylyQM+5/w1mPTQPEPuAeVcUB9zXa7vKLo9jfVk1tBfpD5UNAe2bm0iP3noEsgkTXBQkSkFHl9IU2+vRdXqIzcbrQ8DFveyeIaFTp+Je798OSfosFGLO7Q+wIA+DtSYKjaUgvHZbh0BOJNs+pib4uq2J50gxdOqRatvzT9iNdA4fGnXMvMhoTzjz9IcEEgslnrleuH75iHAd+Jp8HfzoarfVNVfr6rXVPW6qv4TqvrN9/zM/wnA3w/g71PVfweUL/wlAL9DVX/qeZ7nhw40GHKLvrKm0qm50qlNllhMusZtyDmF78aI5k9QYP9rIVKK1ehxHiU1PiWVN2pfG24kmqd8Vxk0bgDuyireoE1Tg+XTlmybCoihoGN2fRBMP8bib/Z20qzFAt02atLTENFld1/3vNvqXCOarQGYviVG+SQQkK8E7R4L1Om7LAbGDwXba9aMWKM/fijY/2X+N18LhsqNnfi7c4vxyRqN6On8pcDJlzUDdHYmgumUcOkRXYb7CpEF0JoDvzdB3SRNK4FEZysvNcbT5FvS6JZ3MqLAJh9pZmx0a0u6cGQ5tCwMqCklEl9azM72KKQEB2tAGoscDL0Zco1I2eLGmiKLrvKIh3Hp6QwS5RfUgluc5DRFva1u5UwWME+Bwy+zuXFn235kMU+mKT7/aBYPGJ+UMrfbmTAmY7ApW9Ym2mazT2mJG+pVToNt+JlrziZj8WKJ+iRp14++5KY/GiOJQodEjxZnqUjSfJqR297bQ6SESg/M3uT1H51x6pVtKKmpzgSzt1jUzt4i9XDyyOIOe8XBV2miOH5EXe6Qu+9G0lXGotOK6MtXM8ue1+gQ7426Gxh6wx21mdbAOcIfwaTMJBJZuqchzvLhNCir+Xt8wuYxd/W+YPquxsK5ukyxTq2BGutbwYzqBmQ11y6NwTgNHApONOoDToqrcxaG8xdzlBc2Zd/gSg83JwydT5oQryuQjNX6kvvkYEZnq9s5qgvF8i4Bl/03QtRocmLobAmCn6vbIU55fZ3IADNh45pq9xCnJc6EccdnB29ZaLJRq4/S9GZ9I2B9nZ9bNyFNe/+NYEaOapr3QBdqu34+DfaIVte50ziVwF++4t/P3vQJGJ27sw2L19ETwfQd7ql730BkxnRjGpsefBXYexOoTgWhlTitZW46kiv5JqU0LF6gf0c119hEMQkmMXwcdHE9cbWwfSEjuOUsGGdY6E5F0Y0kyvKkB2YPe6bzXA+RUeb03tFTRX3E11OskFJXzEeg3TOzvw33kXZCynq+ShPNdkYjtKzx89JBOJjU7mr7rjPhZADc+X2IEqwdr4o8pQ51E0ugsei80HFC6oBvdOrPEIGUYpXYAJ4kBCDGTnLPYAPSR/kQf/f6Zki+M/b+ffBQXRIQXt4OWNzNI+1eBsXRFy2Sr6RTfT8C8g330+g7UrthmsbUAvozWENrkozp2xITN9p9NdNZRXUu2P8GmTKjxxIHCm7utv91YP/rTLHKNoJuopbakJgFDpC4HvvitSzKrJy+7/TpIbczYkhAgmaUEfo6ybbputZHyUMGQNTpR5bnAGyPM8Y43s7QVcZA6tKUfn0toJprNBlkopCbT4vFeDPibv5S+BZzw/ogMRl5zU2jvuH19FjGD/MYStvbmuQP44CEG7f6nt+PePZsbtg543GWA3DwFa4XBxsojzIPonUy4nY5qHuGuceGe3e47MoBttw8Hvx3ut+NA/JeK2+POQyqDySyd2ffDAQ4TRa6OWEdlm001fLGjHGqvNq963JfP4en7xgAfQm0BxqlYF4vZFuyqLbX6XGxNS+Zoy+zXqjOBdla0E4NAG9SaocbkPsAsT4ki6ud2j3t975J4cjg1AhSqiA27Q4u+Z66PZFnPAX88/P36WCMg0Ka8Wc95tMZBdXFzrq1pCAIh6SjswG5GbmubmdRkhU9HOy6FBsOWzc3LdXr3Pbus+9+8/xdf8gHfP0KeIjIH3zvn6nqfQCtiPwogHsA/qKq/jfP+zt/6EADUS/akvOnqMZc7W4MiybhxjZ5NGD/62mCPzobsHh1iBtPOU80RTc3qfd5gI/OmHvvdFq+ADMRselsNzZ3e3u4W3+x4sHpbAbXu/nPhMY0acGnAUY/82La3kd0q7WJMHaKZABY3+Lhtz1JxlJEVO1QrIjIAtSEuzRiKBXtPn92KJPrfm40SJ+MOf3r9NM2ean8tUpEv51q2VtMmTecMR9aEy2usMPcXfjHTzTKCzYn1BZCqYEOLSLNva/SGmj2BNsTp3N7rNGOU75p3Isl43Z8MhyRbpsm+6Q92yaGiTsCy6DYHga4uV/WshB074erPBz8CcYi8Yl7NyZA0U1gtF+ug723e4wfJ4+M2cMeF5/QeIg7qDWY5thp6aMztYzmBA4468Mpq9QuOyU8TXDduA7gZ+nO196MVRdDzPD1lAuf4jtbwb0FWnNb92m6BkQgRgVYvch7dP5ySithnJlGTe7sHft3TTL301xRH/O9txOmA8T3VlDu0E0Vo1PeE+efsCZszDXrTU1f8lCsLi3mqLEYsyEdvLuFYXXOoqMbcYo1fupuyLaW7F6evzakPxPuLaOzgaDkzJqTgTKK+oD/bnQ+RFCwH1nzbeCkT32zLcGH9Y0QEyjGT+nR0U74+c/eHax5tPd3zslmu2frYHS1tdvOUnxZsXTKKiJIuL4RohRABdh/a0B1Zl4lUxq2XnwiuX775EgzK2J6rl2norrBJGVGmiQ7hVhSjTXGTsYyoCLbIp4FAL8fnWks1MoFm4B8yc908pj71fjpgGj8JAmU6Et5RkvfVy6B4XvdnhCoFPVpIyI7Z/IgMXmo/4ZpcVMj5HFnUL5WAtwsfEVJ/477oEnOqkuykaoLm8hP0t7sv9OLUE/aYawfPTv87AR2Pmtjdy1e5ufgBqtZzf0v9ExwcPfz9S02/ZENUnHNNXtcD6vblohxkNy/pefzb48Chor0WpcUqhior5RXhF4xuz8g1KQPu/fDVR4exelnNrX7XFMelenSId9Lpw+MxdbzLL/4uBvJSZRpuemxr90hs0QGtZ9rkrwEmprQobR9uXAmBkHpYsl7tdxJJogu7PZaPUUn9Gla7sDL9ihESn0w3xCPIvUmLK7dHmgOEfdWl2U4W2Vyn9PGrOb1ro/4fXKUt6g6i/yjKzsnu8WSe83F67Z3mGmi5gZ020S3WGtkFrofTztJskxRO1/MW6rZs2SoM03T5x2PiflrAz2u7B7M2nSWkyFmrIFrEif4bmw6FPz8YrpFJjERw+Mtu1GAy9J8ysx0DWD/7d7kTYhx2BhYx3la04d9kMGS2BgwFpkYe257TANX1lSKw6/12HuLpnzdiI3l+acSUCC2xxCE3Bkk5KwZfModmYHGGiGITsDd60QNiQXhbCcVZ1bwd4smBohL5YqVRqCoOh94ppsXFanxCaBw82oHQFf3eB7WR5L0+h3XCcDnnrxrMs2NRAYTjTUB6XgfebxivuV9VB+SiVAsuTdefCwBay4NyLYm0ewSa9JBQr9vCNjxs2j2EpMKMBmAJTf48MmlJ/OPDM8Au6Jm1pibIfjEgUVBvR+sB+Fn1E0F2xMmNyzvBCZL7Cez4W4csDXgWQZg/HigLGqPoOPolK9ne8j9vjrnZ+n+YD8UD6cgv/frV8bjf777jYh8UkT+CoD/H5ia8EcAfF5E/iMROXieX/hDBxp4LjljYxJ1dbDcXc1pPDUY/bybmENpRhfq9Y2Ak180kzY7dD23FkZLV5sgNnteFPB7pwQWCyRjEtt44sa8M+2n8RgPbN9g6wPb1JpEZWYUikatv09ru0miQvtkrzlAdM3XHEkLvkpsBDcochQ3NNSRH/wy3YlDy39XXlDLyAOIN8nqrmDxKjA6tXi7A5twrSTGP9ZHbAJ82taP6Bgfesa89DZJrI8Es3eGCJq4+Z83d9Inx37NqOkdCjZjR7/EKSB154gHxOqORJOzdpqM40bnQzTTCR3fb7cTj0gtOZ+jryRq8bJa4+Ye3ZwHRP2/J0S0U1LIs63pCa/w8EPCXYYhANR1r1wn9SGBF594tlNSOeevAYs7OY4/n+IfI7XMnN9jzNng0hrESCrKFBDjkfzvXObg71EGfhYOWPkEnQwfIWWu1wgCeWHgUVdZw6bG6c9ZzenH+MmA9W1q9zzpZPIu9bH5mgd+s88DPVLBrXGb3uc0i6weMgnGj0nbzhrF5roBRbcFl6+l1JD62AzdapoGlSvF6g61gpxcswiav8SRtjcMWaM4+EaD0SkbiuoimUEGY8iMT2mE5UBUs8f/5mvF4ZetICgRmQUe8VQsEamX1Rli49Dshbh3DLnlciv/nSd2+DTZC/x+xP2wGyM2EM2emYsBKFfcm/qSk+B8Q5DuKo98bZKdS43mZoBN+KcS5V/5RjF5MqA2bbz0wPJFYHk7w/WfS/smwMLJzbR29zhnyTiQ5YZpnojj5lS7fioOHHnh6/IpDYgT7MhO6BHlQI1pUTfXAxMA7N50OUM747XeXJcIKGWNYnpfjPFkDJ09ife0nwsAjRr3v5EawNFTXovy3M6kG1y7l68DFx/z1BCgHyn6AgidRUfmwPIe78HNda7bds8ApJyMhOqS58bhGzVm94fo80DTyACXCoQGUQrXjy1KzZgxB29wD/BGwFkOm+s8Z0enbB6Kua21baIql+bsvz2mzw8bbDN8HaXrHjrF5OFAMy5JFH1SvlMj64Dg5FGK+bvKI3Qao4J9gjwybxY3eN2ecL04TXh7zEL78nXui9f+lti5yzXQHJDdmDV87X1l598UUYJRrBH9DNwF30EkB1MJkO6ATcIaoTdpA2BNi5vh+VS+MXr9iv5DxcJTd/y1eEQcQZdujCj5md73FAFEE2QNadAxfjJAlPHD03d532Vbfj86o9wmqylvlB64+CgTbsq5GxeqTVRp5Bca0qfLOSfIzT73ws0JAen1rUBpnr3+8RMCV36/NjOJsbi8JyU2cO5jUF3YvmvnV7HWeL5trls8a4P4s94I++fLmFFFtRhw8PU+1iHtLPkBOOts/y0a4fajNMjZHIUoudQcMQVi/ERjrfGh123tZ3xiO5VLnh1+1m+uCZmWWyY6bA8D2rFg8TLvz+s/hzhk88Y2q7EjVeRaaGfG7spTAoUPGtw7hUkNCRRzmaZHWzsQNuQJMM9qqzOcJWDPTWCR7Yvvle00eTlVFwOaQ/MZqXltZm/xvRQrWFKGfdadyWWWbrIN7L3JNRgasr7KOfdiX7ehUzz9tOD0U4LyUiAtU5lCR2ZCO+Pv2dwQRvBa/KNKkrfW+2KSUuDwqxvGuGccSJQLA8vMP2d0plFa1uzzvtCMa+zgDV6DCAia98v6lsTPvT4IUcZKhprtC5sUWX7wjZ7eC5dWXwZEhtUzgyJnxim9SPI6ybud3Tg+HQiM7gzrfiAfAkjQ9/36rr0EkfkHfC0A3HnPj/9RAL9TVT8CyhS+rKqvAvivQL+Db/v4oQMNZNCo9SrWiJQtIKGCpTX1kycd8rVi+nBAsy8YPbZDx2mYIU2wvRjWzDRi00Qd91gmGjA6hS5Nz70goX5L46QWIMLpE8t8pXFjdko6c74lmiZ5dIsbW/kkLd/AtH5IzZrJGBzxZrGc2A67WvKsVmyuh4iK+sSvOlcsXxCEntrxbsJDIfoXZIrFq+lz6keCfqJ4/Kto4LW8x2bbs6ydShZauuxujxycEXNdN9TZChQNiKyFYm4o7YwghJu4eaQPhIewm/M4gu0HaWeTZA0STRqL9WCxYSw0xo80sjF8St+NWPxWl5weqSRgwHVd2VaxOQ4Ynw5XLgJ8QlDvs3l0SYSvW07teVBOHjcoNor9tzvUB4H574PGSbGb9HzLNPyCeeoOHDlY4qZ97r4+GCskPtQmsjYRZAQVabz5ipNYN9npxklj7Y1hbxr2bmzGeJ2Zi05Iv64PA8aPEmUUdl/Vhzyg+4pRSt4Qj07V6PwaG/BoBuXpGDWweJmF1fIeJ7ROV3fzn8UraWKxOQ7QAnjwazIsXwad/DfcH/x9e5F/+XIZp3h9AUyeDBGsG10o1jez2HS4eanflzBKYnXOz6Oz/OnqLIGLPuWoLobYzPSVgWvrnTgl4XoYnVkUYcPC1hNLhoKNg09oqrkV/qf2e00jHpvoKxob+fSo2eP9lhILXP+qKBZGtz/rUM0V+291qA8F+1/j2quPKE3w9RennDbFCq3JIMz0z+Mtne3lE6h271lDRw1iztEaNac+CQs9InDYTZI0xn0oor59o1Gb6nKpvgSqSzYd48ea1pUl8rRTwfaEn/f2msYotOqc91G+YXHWWtPj2lYVNlDr29wb13c0TiKzbVq77b5CM772ISM7bPUCQbLNTRr2Th8OBtQNEYC6eK2KBa3vLX3F88r1ugDvqXzFuMbQIfoZuCEqQUJ5RtrHZBcW8ZPHg+XCG6Mo4/7jEjKPKRudEsyIOv1KYlNOo1Lbx3ru9ftv93FC5+CwU52vtnZhjQYbIwdIPQkpX6mZFALTRy2yVjF70KPZFxx+ha+tMXNlAjoOsqSGyH1IEjjoxm8+FTTQfCRRLuVfTst3BtuQSwTPXD/vnjTBmrmNae8duOkMcBe7x7sxm5f6UOix0XDdktHlUbcGUpxwjfUVr5WnFPk94RIWTyzKagJY0gOreylmMphPg2bA+qaiL60Z3BN0e4qnnxWs7yrqEzY21QVZUuPHQzR5DQ2ZJtFrZ6ORLSPGgPFG2s0ls23y8fDUnfX1EGn3xTyxdXxvGJ0NaCxRZ7B9pbqgfMHB4/pQjPaNuPakA1Y3A9pJiNrxdibRZ2p2v2cd1xsLrTBDzSuUDFmboiazGnF/dGPofM1JcTsFJk97FGvFwZstmn3B0ZdhTCjKAEINeJSimxoDvF8ZMQ0DwQ0EG9OHy2VZvub9jFNJAykAiWlgoGl5QUlS7fHUxor0ZJisSftN3PvtDMy2BEHHj83cOE9sBYB7LYRsWP9cR6duPs59cciT51CxSilHq7tcZ4uXALU1xX/Hc3x9K9XA9YGg3Vc8/vGA1Yvcc7PaBy+8X1u7L88/NjbTdHsPbta+z7q3nZIR0Y+4t46fWOywDY48vWN7HGg0LBKn/tybLbXj6RB9BnaN0ENjoP7chmlbY9W5MbF5VrhfS16nBbk9FJNh+H5p5rZmYvmD/VCIvP/Xd/FxAeB1Vd1/z9cegAfv+dmxqn4FAEyS8Gn7//8QwCef58l+6EADIG0GzX46gMenPFzdnXwogPOPFVjfDHR8vkhUofHZYDQjbgKawdIK+AOd0T2DOc1DEaOVXMPlh73H5nmuuwMaPokbPyFaV86NzpjzMOjGpPv5pnf+I6mogiJSlV2rKzuFRr5mJIxmQDfjz5NCRZMtTkKoT+rGieXgJmse69gcJtOT8hKQ1iQMVrzlG6Cw/PF8DRoonthrHshWEKXb9/y1pMN3XXU35nuI5jk5NdXBHLddrwXw829N7+jNpwonB5rxNbrDcTszz4GWG29f+JSK18r9FvI1C5Bd2n83QUy+cKq9o9utx/MZ+8Fj+toprzkCNdf1FZkGTp2kxpKNh086XQKhGV/j+esV6gPB6mYWM+sBXodyYdQ/o72qNVoagPooxXk6ap1vzUm9ozu9UwhjyohNuxxIggCzd7oYHRZ6+hj4NNh1qX1F8ODpj3FtA4ZUi79WjX/m8h6PeQQ43XOWR76hHIaMIMHla1w/rlWVwRrzHFjfEaxvupyDrBhGFKWCslyk7z2zeXuDr0sGoDxnAb14mdIbb6Zbm5p3E4nxSaJs2rKGa3d9LUQTPW86NUteFz6JYCHrHhL86itEs0AH03xSC/D7diZRMhGaJDMKDlZm/P3FisBKX7BJCK1ieTvYfsD7y9+PSx6umnXvmdZDwXtAbUqVrzX6qQwlJ9fnr5dY3wi4eC03bTXXaTlns5DVGlkk3TQlzkQfiCE9rxdLcV80+mw8+Wzvc0aBa3dH52ZWttIYXZtvWMi6FhhgLJl7s/jkTDQ554vLI0xSsrnBwnp1J4Ew3oi4nODydcv/NiCTgIqDCwRnN9cFfUm9uPTU1Yry8ysvBdVFotn2I8X2GuL01df1/DXg6Wd29txDieeKU5R3Dcjylcb9D+DabExn7Pfq9hrPs66SCDh0E1+jqTnLt4mN4RPhIaf0IN+w4PZIY8piXCamib7szbvRpd1Xhw0f6eF9QXZYcyjYXrva2u3GJpPIaKQLWPqGaYEB3i/NvuDs4yU2JwGLu1k8K6FmmDtn3eBsPT/73TOHkjOTe1mjE4FIGPOoSbG2xVIjkNNZvN7+253FLRpAZvvq6Ix+P9Gkbw2cf8qYDuYfMOS89tWZN/cpaUE6kyNk3APoS+JSN35tbiouX7Mmf2zMCzMqpTZdsL6laPYBzSn/ItDNc7Ob0owuX3rNIOimJiXTZ/fdi49z36WMis/n8ho/n0mhZsM7e7enh5RqBKybAzFJkyK3s5TDGJf9pD28nRkQaMxU9wTwhIVuxDVLGZmkJjhLe1CxtvPQhkLNnkQplA8ftgdkB26u8Z7c3BBsroWUsvEhHjTDs318j6+pmzKyuTofohdJs0/fmvW1gPm9PA4DuhFZG9U5162zZbeHIb7H+oBGeZQoigFs/FzyDWIqDtkExi5zhobR3NUAv5ik0PDP3ejb98C+5L1w+VE1fwPEemgozRDTpuMxcWPgngQFa8/gIIp53gjZp/NXjQkQJIIRLuvdXBes7iKm/lRnBhKd8ff2I4KK5aVdzxX9kuK6VaB6yrV++VHgyY8m75x+ZBItG36p9QC7NRD7FPv5UqLBoxtJ+trwgYP0vEfd86ubJMDLh4vF0s69nO/b+49+R/bApDAzHXUvG3GWQjK9dGDG73H3w6j3BZubV9tzv58evwLSE/4fAF76gL/7T97z/ddE5H8rIr9GRP5tMEUBIlIAyJ/nyX7oQAOnf3kTzGzdAatbAfPX6ZrvXgfekLszqvsKeDyOO5CGxrX2GqmlrRWzbnZIh3JuqL6R++TBaYOkZnGj8IKknQn23+rZnBvtHUA0KQqdxvz1GFVnDXDMf7fJXL5J5mBsrvgettfY9NdHgtnbxmpY+9Qalm/LA3Z5jxNPp/xzyqk2KWaM3ZADGNx8kDoxDVYQrA24WHFCXF4wunH0RKLrfui4SZWLdPh49i7pnI6Ys/iXwd3yEfOVg2nVNjfCM2hsikSyompGpkbok8lSaIDpwz5ee88FZzYu4iZZ74c47Xdn9Go+UO+rLFZoOmXP74aYV9xHRZNZmxfNozOug7PP2HRyzcjJXb12nPD1CRnf9bagm701Z7ZWurHlzoddKrkBTa6/Nxqc6wZH5z2ylmt8cz1HXwoqy6N2Bk5oESfXxQ7jwgtdGmm5ORs/U5fqkMHAn1/d4b9d3qPT9uqu4PBL/IzzFaMLt8csKn0yuniJ9zYjRCUyH1igJ+pjaDnpGHJg9hY/q2JJgx9pWcz2YzZqs3cEk4cSD036Z5CSOHkymNSCDtD5WqOGUgUxispNAKP8pLGfCWky6/Rk6VIT0Y/pzVFd8l73KLLZ/R71YSDYp8YqydmoucmdDHwtjRXFUJ+o8P1vTgKWd7mG3HeCkZhXW7s+DeK9jwgW9KXg9HPp/RdzRTdFZBE4IOcu21nrDXhar950OnPBG1QAkRrshrDeqDm45SdgvvU9l9TqzgANp8aPzgczfqOO11MtAAOcDXwoFvwd1MJKmoKb74oosHiV9+HqLiOz1rcUh1/lz5RzrqfN9UTt7CvB6i6nuNIBoUmFJg29kiEvfSrUouCEUaNLiVPobEujuXwpKC8EozOJev98TQZAtmVDlG9Z/I3Oh2gE6cWig1UjM7pyQMD9G1wD61TYXZNAgM3+9pgGWs6SyjeMGvOG2WPIurGZIJrZqLPmhhy2/ydarAPnzT6/98lhvtphKX3YtVsJ3P3d0wWmD3s0e1y7zrwbPeV9FkGjncYxtGZGJiYJ25hcptUIurQzMrN2Iz99Qj8U8kzyigaT5imihj9fUzcf2Y12L4wuNEar1mbiFj07jI3ocXzcmxP7zP00HJBe32UD7HGL6zuK/TesEVkIxk8E2xO+pvqQoNL6lkQ2SmjTWqVcKkXNQY1l0zBNpB9T1pibdDLbEkQoVjtr1wAD39c9irdYJcaEDClGlIwVA10M8IfwLPcUgNbYF6FD1Mu7YbT0BOyWdwLKJe/zylIcJk+G6MPke4o3a1kN1HthJ0XG7qfdAZL9W5f0FEuljO7sakwDZ6SGjuu/XDGCsp0KnvxEMtx0JpWzMVgn2dkOgoO+hzmQ5EaQ3HPtbBq8PvD9O6XcDHbGqEiUo0G5XzkYzPWoydfLvDmyRi1dRaPJYmW1JZRn0+ThgO0xwYwITthgjx5XMC8VxeRdwfIecPA1vqdiAYwfA9tj7inbY4JF61uCyeOBUpmtgby5xnXrJq4YyIotVjTz7EeICSIyIBox575uTxMLefqw5z1p+1thIIF7PnHYwLrdjZUdhPOhY7b1gRvXvg+DuonEyFUfhmxOAnK7ZvmGn3d1wYET/Sn4+51dUS7UWFJ4RhbYjWhynW8tZSmYRMvu5cqGrMUVWbXfLw8RQMLwvl/frYeq/oEPMjJU1X/1PX/0zwLYA/C/BlAD+D325xMA/8zzPN9zIQs/SA/XP3nj1FfA8oDT2IOvGL3KGqOIoMkONdWomu0k8CBV3tjdOE2uo4ux5eS6V4HTRp1mGJuE1jc4xMgYp+HLQMqbCulQ22MxjThSQ9UDk3dD1EI6gowioZYKMx0zJ9VyzgOcBk42ySyA1R1ELRd1z4yX2dy0pIWcU7L4Okv7vKY8IOtD5tqGnq8/qy0qac6f51SaEWIYaJTU7imyNWHsfEPd+Pgxm7p8Y+7lZ+bsOkoSAnd1dkfn0LChcGogzOE6t3SE1ii+Q8GpyfgRr6c3SZxgWbTmlDukT4p9etmXLKD8MwMS5W90MWB5hy7L7b5gen9A20ukxYlNU6rTq22ko3PF5jjlUHvhla+B2ZsB3UgN2XdwxfSFNmUm1Uyj9q8b+e/h6/OIPcbz2ZQic4NQiXrwGB1n8ZFqVMf19ZzAi00maR4a4r93w7C+kshwkAGY3A9oJzaVMJ+JXiVeD2dT5BtOxctLYPKI92HxrrFmhCi+dCn+ZygVozOu6WLFydjqNhM9oIB6RNAh7736xEAs0+KNn7JJG58OEcxa3g3YXufazdeMIi0WwiKio2Rh/MSiijb8rEn5Czsgm0B2Jnk0+mLTT4NNxClCbJyNTgsRNPvA3ptD9ADwgtj3q/X1EKdZPhGKZlOZJRUgeYP0FYujjTEgejOZK9burM3rWR8lyuOHfbgJnwOvnuedb+kqT/+BNDkdcqL1atF1Dv60YlrYkApZb6Q6NyatAdi+52aJAxShBr0LbDoaPUHWGhkanovtf58bq2B5N1ASVCZmgAYmGnSVNWU1gEbRi0TduWtq/TMoL+lLAPXJPH/X5eup4OvGiNP+7Q1m3g+5Yv6qoK+4JtuZTf2Ozctmj8ytYsV9bnTKwnD/a4CKGYQF+nRAAWwoX5BOUBg5Y32bv6Mf0Qdge8yic3sYyOrZIBbK3YyyDTcE88baG55ushPtaXrcvuK9fPyVDmcfy6n5vUbWSfWERrZuoOgNj2uiPQO9ulRsTwI9e8bce0PP35tvbZ8yg9x2lvbK+oDN51UeDqQ54FHbRHJ0MUC+al4XPay5IJvIPQY4BZUIADkTrq+M0eFst/EOuGUNlg8hghl9JkYN1z6n8fY+W56Pjcl2yDTgtV7eDika1vYIANj7RkA3VqN4c9LrpnG9Rdnlg0aJR3XOtevSivqQv2f+mlG0O5tCZgSe1rfEtPmKxUuUx0jH8x6CGA/a7gkmFoPnZ0k3ZkqI5mpJV0xdwMDPuN1TZFsOUlAB67vJsNlp8G7w2I/YlNGnSUyCyvvEZVqhUXRl8jGhhNE8pAZryiZc8x5jubiT8zyz+mN1M0vSU2PFhAYYnfdY3cwwPhtQ75t3gaVXVRYhyffEe6c6t/oFiPVIjM/+kA83fPR0qHZCBszRL0n09HLjad+n3JtIA9kr3vjHNZkjsogc3PJkBbV9i5GRyS+nWCQpmq9nB23dHBuADXf4s6s7gfK+9yRNzL4ZMBQGqpdcu1DeA6FHNMF1oKW6BCaPuQ925okEUGIQWrE1CAy5IrSC7TVEucPixYB+pJCejT8n+8ZU2RdM37U9d8a1KB0we4vDrGJFg9/1Ha5bzYGu0gg40IsmYPIwsZ8310OU1W6P7SzMzNMlB0aPB6Z3xOQzvqdyrsnQdpQ+L1+3kycDFi9mkB6Y32PyiAOb2yMDlY2p4Mxb9ytxuXU8l3tLzTBft/aQ9bknuw2lSUQOJQ40f5Af4XsQr/jtHiLyv1DVf++9f66qFwD+lff580sAP/s8v/uHjmngJmmutfQs3d6mmpGeY3Rg1787bX177FptRMMsNz50CqVPCDyr3mN56JAuMX/d0dpyYWifORa7bogTNona5Hyr0UAmTl8N3R2KBDw4/SqaUbmOzRq20FMz5cUJM4xZ0GoBjJ44WghS6u+xEaJ0IU3jsy0nAmKaLgCYPLC87i39G7qRRNaGBk4qs5pT+GLFrNshZwHbV5Qq5GvGVvLQso1p6geORo1nby70HgnInGNS1MZPDAEdEvATWsTsaygwPh8wfjxAOmXOsk26neLoVFg2HtT9ykB9/pAT4S6XGtdJMw3IrIDONpxeuJbRDaeqc02OzR/yUR9wTfTGSGHkoDEljOrcV2boKbwexULh0VzNodF5TddZGr21dR+L3ooLM5oaCkBziYZ4TvcLplXrCzYGxZqFXzszIMEMRTUz52iLmRydazQqzDdJh+sTQ0/eaI3OnG943cg20ShvcEfmaOrVEQCi4zwPrvFjru/lS8DsbaDZ59oNHZAvBVkt2HsT0eFZA7D/y1yfnqPcmRno+lqIGfPjJ2w+803SozdH1IUuXyKAMHt3sCmi7QtVomUPNuHyKZgzi/qRx0nx731qEGU5dZpqXP/FNk553B3cKbr1QfIMABC14myouBe0JjfyfY2+CxI1km5K2M4kToMAGkrO7l9t8YZGI0DB5+a182Ip5ss7o6DmtEKUxVl9DDMYRHSH9sLU5Rle5PDe4JdP2NVlNFbwuDFqsTLt7JGbsCUAo7pI6TTjJ/z8sm1qXKrLIbqqu3mUS5G8ePP16SwyX7vdhCBDeUljTgiN4Ny3xHXdkwdstrxoL+aCrCEjzB3KNQCzdxAnbzJ4RCwp2G7a5mkloeH94KBwXwLb6zT8rC5ShK4bvw0FNb9qrK6hlMjE8Yl2YW7dk0dKU087o7JtYsz0Ixrbhloxvc97uroYzOiOiR75VqNu3k1qXdLk7KPQuIFgWsOZAZNOZ+aa42fZ7Asmj/XKBawDrr3F02UNzEsoxImeZoiNHll9XKdDIdgeJ5NWX3+aA9LxfPQmRgOihnjI6X3iJsjuAeLSstLi/fzc1yxpjmF7ptcyNEVO9Dbpufe3U0RAsa/MHM/uTd9nXXaWtVz3/jtDQ7B69ITgR3Xqz8vmZvkiMH4C9ONkKFjMuf/uf81+t+1R0/sa6xDWM3Yd3fS4TAy/fM0YRxUOKvoRGZOhkVjTFEuTUdprzbYazzMZklSvWFOqMHnEiUBhZzmAaBDLvRkRDBhdsmaozukXwfQiXt9ymRiYPlWXgWDC+HSI6RSZAadZq2imDhiwZnBQo7qknKWdGovjioCXZjyn66NAYPyQbvlqLCW/1x0E9bQPgIBmO5PIiBidD4lpZMCV1xk+cBjydH+wMaWk1KO2/dwXTUZ/zT7rGje7pkcC2QPtvkRNvmZcy9sblg5itVZMn2mNFanJwyGCtyZndZPO8WO+58lDXovRE9a+q3uK6QOmJ4na+bzi57L/NZ4ZLteavquRNeOAixvwAmSrZVuNtW435X3fj9Rirgl87b/VxZQdj5l28MwBKjdM7Gxgo1kyICwvTZpl96fX/l7DTh7xMx0/tkS4x0PqNUastZ0No5LYvN2ITAhn0+Q2MKKhsNUnOffedka5yJARwNjcEEwfDldmJn5fPeQDvr5bTy/yL7/n6/cB+N/59+/52YmI/Csi8vtFZCQiv01E/pyI/GERmT3P831PQAMRORaRvywib9h/jz7g536PiHxBRH5JRP6lnT//nIj8rIj8goj8nIj85PM+t4rTf/n96WeMAm/U3KHiRC3bGk3LaN79iA3F9F1OE6sLFkn5yppKa+J9Q/Qb1ynDzb79bOdUMJMrLH0DCcy1tQbUvRAwcKN3mibAv997m8V7u2c6sqUVvObAPeROsSPq6TFM6lQxsYZp0GjMldXKAhZAsTBzrh4YPxSsb/Pf9yMl1WrLQ3vIuXEMuUILfnZOjQ9tcpP2qWBvYEu5SBTh0ZMUS5YvCMJMHzTIN6TTebSWU+oddXcWgDdMGoDVHU6r6iNuXuUi0VKLNanrpMPRsdhBlL7wwpbofl+mnOjQAnvv9DRFu+BEDDAQyQpFj2LrjLqcbzVqGdsZqaTlJQu5zRW1tfnGXJqVn+n8I0PMIY7GgTNYOoiayR2fc3Q2YPxIsb2uFq/m8hiNdD6uGzZIxSoBJutrgXq7zIpG5YFdLtWmnRIBrCGn2Y57aHhB0k4FzZSIdGHFVTvhdGB6X61RTokLDn61M0EZjftYUJYLjc7j9ZHEBmP6Nl9bdQGs7nJtVKeCxSvgRGOkqI+4fpvDAfNX+GfdlA3f6i5Redd0lgu1TGLF+HRAs0e2RL6RSGs9/HKi8hYLUmp9ml4uBkweDoCy4KKm0ICTRiNV1enIjcWHNftsrvyakJqrMf5reSvndMrMoNzAtC8TiwlANDr1Yi/fJHYMgCihKjY85D1eikaKGlkHnnTSToCnn7oiOU34Wt1L4+mPJoolwPdQH0sEW+job4XdowHjx2SEZDWLlOi8b5njPpUulnafW2RufSRRV65OkVd3yuY96zR68cgo4Tpzjb+nPVTn1IJW8yFOC6sLB8nsbVqj5frbyWNqnBmjaOZQa0vv2WNxHFrusfmSYGq7zwYttJQweOPUTenb0Y1TVKzryde3zLHbJCge5Rka7gHNvsWSzYUAb2DhTBkX167mtp9nwOTpED1eJk88wcbAlx3zVRX6KNSHEpsSCKIcwJkfLp3qJoLlnTyCIPVhQDflNXUDMgdOvPAv55QtbE6CTU0pq8k3vNYOcIVGY6RkfcxGxI106wOmRlxp6dq54/r0089qNHEL5sXRHBijxIC9dsozfnQ2oDo3VtSca6vZYy0Qo+HyZLgWafY7EcLeMA25YHMjoDpn/Gqz774RBPxcE+6pQlmj0Udken/A6JTX0yVzk4cWFwln30g0F3YTWQinn33BiXS5MJaA+UdktWJy33w3lqlm+Ja1OzaQqiJT0dftkAPrm06j9/M2gRzjp0OsWXJji0Fs7Zp0olgINFOMzwdkDdeKpxI4nb1YssbTQHCBbFE2TZuTkKKkjVknmvyq8rWaBJWMRG/st4fBmDYEOHnN0+c3FNwrqjmjh4ulYnTpNPoUk9scGJPAwJ7mkHvP6mYGzQgEre5++LXrQ6TMpFFnn+H+FvfcgsOBzAxy/UEj5QGjp5T5FEvWGOsbgTVCmRpHZ2q6PChrNTIjXILgTWi5MHBqT0xmZMDfUi0lQOKa9sHe6KkZooqb2gJ73+BnFiVKdkZ60l2xNiDH9gWXQAA0JOXepJi+y8+0OqeXDEwCM38VBuqzNtCM4Nf6tkSWxZDTnybKLgIZRqxDOWH3aNR8zXWroA+Cf1aMaGT9rYGsk+pc4x6Xb8zc3CRMkeUJPt/8JRoD9yPB8ZfbCFyQ7WSgaZOGigCvFY0SYUaFiXHDwZglSNSKvXc7rK9n0bfDmYiT0x7bI0ojaUjOa9lNKdvcHqWh2foH3dNAgCD6vl/fxcdPAfjVAGag9GAGILP/33vPz/5HAG4CeAXAnwfwEwD+bfBE/vef58m+V0yDfw3Af6GqrwP4L+z7Zx4i8ikA/xyAnwTwWQD/uIi8bn/9hwH8lKp+DsAftO+f6+FUK6fwOUPAJ5f5SqNz/pAZrao01K/iAT9+kPRDQ5EyYl0X70gnYM1ogWj+0ltMWLZNlO1uZHmq09SM+OTLaar5Rm26z4N7dSvjpOZMcfZpjZMBj5XixmufZcd4yQhGgAhx1NYLzeEAy4EvsbMBCdp9YPoOJ2H7XzOwwTaZ5hAEBXbukc1Nxfa6YP4RRiV5c7C+Qwp5faxo9lkcTd+xScW5GGijaKeKzfUSGoD19YwZtZcEaZxi7YhnadcntNzYqnMWXtIB55/kYdPu8SAkVU4jeu4TP9cSekZutjGZwoEgMx3y+npAOe9pymWNs0tLmn1Glzkd0f0fnNmRNbyO3niPrihPcAdup2PDpsLeJOZrRXmh0byyXLC5KtbGftjSX8Lpqe1Uoj+HiptDInlAGBBQrNQkGRqbgNXNYPIIA4jcBFGZMuBsG80cJVdkLV2aAd4T+RZ4/JO8NpvrvJ5jd6q3a1Jdkn7fzNz/g8WZT3BDw8N8KGl05M0DxLSE+4xaypeCoy8CmlE37vcI/weAUczqY8X85YCzT9IDAQCmjwc8/UzA/CPMEu+mXCfTt2lUVcwlvqe+gplt0SSKBy0P0L7ifecTcPeIqA+5f+RrY+k0wJOfsKm0GXJRM04NrzcKQ06TJpfxOPrvySVeTPWFYHTR26QHschxxlJ9wMmxTyq6CeK+RHOjLBaaB9+4mlbPC22fzAMwp3TKrco5taVuxlasXQNtsiKYcepAIFdzUuTZZBGMdP1ujJrLYDFfqZhnZJaZZHospyJOz5p9ieAZwGYgNCyGJ6c9KfZ7bEjPPmPgm9HQqdvWSO3ONkig4mUCR3w/DK3GRrY5IGBdzu3ea/k6Zm9RwnX4Ze65I5uQdXuJfeBJOM0hk2zOPgWsXpDo4n/xMcoftscEHQBg9JRpI/kqaeT7kpMl/76dMZ5sdTOLDCzKAZLJWXNIZo2/d+mB7XXqgP37dpaYYZFSbIa0ztrIt8ZC0cTK8UdmXjSz+72tdWsA9jgdd+DFKf8uRfBmyL98b/nQa9ckPgAicwzK85oTdILRzgxyLbivXU8gcmr0kJN1UCy5Bpwx5XJFn1RnDWsKjwvMWqa1rG+ycYVN5QFjY1j8I/cJa+a2Gq+n3x/VheLJj1t9EHbYBLVGwAvK+6y117mbouE+IvWJgWtHJgFY+fsWSCcEwlaCgzdgjEpEKaPf/76Pb28wR/7i48D6dvIMefJj3He312nSHHrB+DH3qHyVptxDSdNHZ/K0e5ygdhP7XDM2V6PzAdWc3gPdlPuHA+v5WrG9kQAHZ2TJYBG2xk6C2pruPaLPTbSTjMWBk2LZW0Np9dI0mEGmROaBp1s4VdwZMkDS+F+lZhiM7efgIT/0tBbcc8pB0dAl74tmFoxBlcz3KDeEpZ+kqb4zgmhsjNjkej3g8jpnwbh3TpTQWB0aOo3GkKFGNJsEDKiozTTZanWX7kVQOEMy+80lgh0QmC+F1XK3+YTbE0TJDz9rrp/JfUGxEBz/EswfzPbDvXQNvCdc3ybgPn+FhoruTXD2SYIPmxvGWrB1S2ZhiprVIsk7uhHroHJOs2fKLhCBAv837cyGI+cELrNa8favy2Kt1o1hyWopIckHjtHU3IwN/Zo0M9YRmUViTh80aPayuP6cidhOBYs7eZSLrm+E6JkkO0CFs2ny9Ydett9XD4EihOF9v76Ljx8BQYIpgH9LVX8KwLmq/pT9/+7jo6r6+wD8Tvt3v1tV/0tQsvDZ53my7xVo8OsB/Mf2//8xgH/ifX7mEwB+VlXXqtoB+OsA/kn7OwVgVkc4AHD/eZ/YNwiPndn/GimGQ5GonmIHNvVW1vxZIRizlTM68TLmDJEim681bpJDITbhtMPcJBBOK3ezKFEvPBKw4NRZj5ppZ2QReJHvE/Z+BBz/bYkxNu5Irmac4kaLLmPoC26+Q4Vn9OkauBmPnrLx1Iwbp8eAbU84KV+8SCBhe43GLv1YUZ0KtACmb3FjKhb82XzB7zc3uIGGOhXzoaG2cX2XAIKbLxVLgYCUcGcPyMD37Ju/BtNw5iwaqTPkRgwg0gpDw+Z5760hAjyO2PrGOXlsU8PK3GDNGE7FHKdH5lWxATbXcmrVrRBjljQbC042U6NCeqRR+dcEorxg+/mfeYYx9PwPawS9wZm95RMgm+S58Y6xDLwA7c24ZnsiZrAnUZvoedROHfSJdzuVBKaVIDW1Si7GHpOYtWn65IBcN7H7R3iwNHuC5pAu59ujjNPfjA3a8d+2wmOb8rP7MZ/T3XoBRPNAFsBORXcHYY2SlHJuyPfSKb08iKsLNnkAsL02QHoBgmL6trFGtga8rDhRLi/5uhYvCR7+6oB8s7N2W1INVy8o2j1+1uXcKPcKtONgrAxECvFgnxmjlthMuCdB9Bsw5o10vLfIwrE9wT5b13vmm2Qq6feDp3LQHM/onx2ff3k7i9M7UmkHZC3vE5/Ywgp49zjIajWwDpGt87P/ye+70tINTQIy6AWQHLi9iPTGqZ0i+o94A9BNEZsff4/5mp9xXxKYcxkTkFzD3deDk5cU7+asA39e14w6+8vZI/WhxGZ5c5RFxtOQCw6/ZIBZy+ctlwOnlSXBrsKMPwtLzqFEg6/JIyCHkn83ekLAmg1HMlBc3xJIy6Y/dGyeslqgYHGrQkd5b/7GTzSmIyxeBB7+ZEDW+E3EfXcoKLNzP5rqPIEA6xssPtfXg/nRONAhkdXkbJhiRcpsOybgWM2t6F/7PmvTW1s/3Dv45+4G7t4omxvuVWOyqSI1uZsTMXf6ENkLbiqcNfR6UfM26CvB5AkZWA64q9CA9+f+6NX2XZ+4B3Pd338jUHpirLe8TlN5j7FlTWEsF6MaeyMJJNA9xdkaUzAXM99MTVe2SXGd/TgxvfINGVfe9Pln7AV7NLNFmip7E3HyC9zby8vku9JNKMGo5i6x03hPOlsJILgFkDUw5GQs5A5M14yyHQpFc8A1OX+Ve+bmBuVbKpTkDDknryrcf6sLRXlhzfM1YRyur5O4rsiW60eelkJjVWetDAXTBso5wWYAMZkntHTd3x4FTB4NNIJrFNtrgv23O8o2Lo192PFM7CbJNNFZWqVHIBpgt7ybRTmqM41yG9DMXyqoETdmnUtHfcru94EGrpNyodHboZqTpRRaxd/8Dz782vUmHMrz5/BLEqOl3cQuXyczu6FMnhfdGBG42o0Jz9eIa8uNIbtpksVQymA1VofoqxENwK22kp41qNcYUXprQ5nmEBEob/e4NvpKcPAV7ufFClHK574VrsN3OR5MRttNuLfUR3YmGOvL1y1TuFIj3+5x3zj/OJA1lCEWc76/8cO0brk3pHpBlMO3i08Y6At+hsXSEmxuMI7R122xAjD4sIH10OiMvk3RtFUQGczNgWDykPXq6JTA1/RRT6nQUiJrLspre0SDTbId+9jL9CWwuhXinjs+pdGv9z8Xr1bGkGMSTje2tKUl14LLb5ztk28RY3E1pFrxF//d3/uh1+3320Pk/b++Ww9VfUtVfxOA/y+Avywiv+k5/o0C+Av2X//+uZDJ7xVocFNVHwCA/ffG+/zMFwD8gyJyIiITAP8ogHv2d/8SgH9LRN4GqRX/qw96IhH5503C8HNPnjyJxRgnkUT53bAwmhb2hkwaPXMw+g0nJoZc28QgNxpas2/Z27OEnnozmq806rODRRwBSe/pzZBr8Fwz1bvJCxBN59xBNdvw93QT0+PWSE7pRaLhbk9Myzt4EYE4pXCmRbalLIG0cj4nM3bTBJPFNBA6xslE3Y4yp1laYHNL0RyykVrdtUK9J7WLJoBWWGVkFGRbuslKz6LOJ/1Q0mN90tyNJG5ULEBZrDqKvrkuqaE2bV67Rxdy1+wBlhVuUzmfmqxuhVQU9jATPDYh9VFAsy/YXOdtogE4+EZH2n6r2BwHtNNEm6sPWbCGnXVUrKyY0FRAP+/jvWs3c7fj8xR/43ewT6MK8wVwVN3p/u2MhWG2ZQPububtlJ9VMHqqo96h8ymtWgKANaBlYsA4cLU9TuvWEX4/nIach834MQ89T0fw5mN7bA2PTQs3JwHVmU0sLYudEzxew75KTRyUB9XkoTUKRmlmWoG7A/OrnCe9Pj8X7o+rF4Y4GWv3ORVYvoxIERxKm5bu8+dJ9VNkGzIMQisGHA3JANIO/NkDpp7Qf8DNVLnWYbRMXrc0IXMa/egJmzS1hqu8TA3vUBo4MUM03MoamnRR40zgJtgEK9/wPpo87lEuB4yfEhBwI8R2xoLFI8Sk53Q5Tn97SgeKDzE1+NZ9V2PRQUkU4vM3+0lLqxmlUaLWxJuTd77m9XajOC9uvSEgrV0j0ypFyRnTIEt+CtzrHVjlNWXDPcQ15tnuoYNFDUqMB3M38V3zLoDATLZhsbq8S7mZDEnrvhub5iZ2oycsiDPTp3Yjvv9sS5A1X7Mp832ZwBKfcHNb7d43j4KCLuGA7XG57b+jtHf2vu/O01kWDQ6Fkpq+oM52yFIykO8z3qBLbzGqZn6IYFIkIRvC/zy0ZH95Y7Gr32cCDK9PZZ4y2dZ/j8R7p1gB00dDpK/XFpXc7LGBWN4N0UcnNDSW2/XG4DW9+tp18NMbd59sEjiVCFoNRZq274K7jN3kH7dm9Ko5p9f5RtGPWRd4fKObNfuE39NshoLnNte7yYl2pA3OcIgJO7VG8NCZkR5HSFq6xiZha9IPgCwy6TXGNrczNuKsVbzJV4wfC6aPhtgoU98Mi6wTlAt6yzC+08DPkULACawna7QHim6kWN6DAVv8udAnOdVQAN2EgBklNi7F0VjTOdtw+nAwA0OaVLuBdb7m6x8KwfIeh0WekrI5yjg0eYIItDqgxYYWsSmt9933SjA6pewj9PQ48YZ6fSMYIAwcfHMLzc0/q0A8l70m86bcgSM/GzsDz5933/2WdQtEKj7rLwdPLBLvgGe5A3nSaQTG+lGKAHbfjsLq4W6SDMN5vhJYyFfJP2cXrOqmHO7kG011hrPBwg4YrInJVF46oMb7envCe9qTsZy5285SKphLFvI131834R7izB2X6pXn3OvdnLcb2/toUp07fXdAVktat2O+980NhZvV0odLsbpnAGdt63t3zy24N4dGUBiYm69t3brnke2LY5OBOduit2Z9bMMrDNxzHZDMajJC2qlget/OSotp9mGL+1BJDyzvZPC0q3KhmL3L9VpdJKPaxQsZxk97VAvF9CERzmJtTJJS4vDC+xz3uuorRO8JByu8j/lBfogAWRje9+u7/VDVPwvg14FShXc+4Md+zr0LVPWf9T8UkdcALJ7nef6egQYi8lfMj+C9X7/+ef69qn4JwL8J4C8D+IsAfhGAL8N/EcDvVdV7AH4vgJ/5O/yen1bVn1DVn7h+/fozCH4/4gbk/3W2gKPBzT43bTcw8zg1d4B1dJaaUI1mJg4COILcjzkp8UmuFxBZk/T5TgvnAWybay7RzKXZt+Jyq880+5757Og/zU2eBUKcQh+1u3FKbg3CXb7nzY0Ad2sONkHXgKjlXbwk0QgmX/lBQ934UBCF9d8/FEB9ZOZhm9TUO3OCi4Qbal9Ra95Ok7s3M48Vq9vBzIbYXAY7rH0S7eZJyWWehkS5Fe8+BQwdGQ9ZTc0ggJhdrMGmfOrOwYme7MV9N2aRt7pNuYQbq2VGZdSM2mun7felSU/G3HT7gj/jGtLnvAeeXbvGVNnaRNkBK2+m2imLbU43bbIROG1yxolv7qSG6jMeER5hycNT41pvpsn7QDrqZEenA4GJnk7lkf7deKQhomGdy0G88c1sksKCLE12Nefr68x0kNRPmyKYgVV1wcLGX+PiFR6m24Ngkx42jtUZ18XkEU2kTj+bQNTQCkKXrgMnXzv3rBAIa/cIDiBYX6jp5zVX9BPqy+tDxfY4YHuDP9CYcdDihTxOt/vKqcKmx681GXT2aSLk/gXeILnEo9k3GYlpypkZbUCQxaZljca9RkUiANeN3R+A+l3NgPk9LnA3VCyWLLz8umxu8vN1SuL4Ed23r7p2/Z6oD80IcZnAU+nMDMuSDfoxknwicxO0BMSmhgwpirNJIKiYMVxm5o/5ViNY1Oybn4RNSFznDVBCAiBOf3JjCLgBV7BEEjdIddaDs2qcUi/K6Wc/Nq29XUeXgDhrZnnP9qOD1ExnDTB5bNKtdwmOLmxSG6c6KztzLvl+CebydatQptBNCQ6or13bfwnGJB+PdmbT12v8jOqDgPHpgPOP8AU1h0I5iPDznb9kAKqfE7ZOnc7tLCz3O5GB+ywZMfx591fwZi9KNhq/J8wjworu+lCwukUQplxZMWbrHYqoA/bmY3vN/D5qrtnQa2SgXGXtuna6r2w6vzAwT72pJ9iT1bz/nAHl687XhO/TbgzJiFeb7rqzfO/mbpyc+9r3teXNhdPCeb/ac9j5B7BZb/c4iaU/jZu0GVPPKOa7syUH3CKwWoiBOsnrI/Tce9e3JQLn3iD6/SQdsP9N3mPLlwh+0auA7EUMlCNqToZWvpYYIdoccBobmh35pK1fv/e7sZ3HhzxbNjd41rtEYHXLQX6JTZj0lCWJmgF1zf3NmShurAcxwHkNo+7zvnNZGM2IWWNI71JAWEyeS/zcD0ZQrAdcvDbiOWo+EK0BQL15Xnjzmm0VrVmReeLQkKfz/sOvW4leJFFmYmAFo3tTrdiXPtSQyOSJpo6A+UGYEW3nazkNKxwAATgkcX8P6S06VlICGX2ZEBt5Z41CeC9zCMNatzX5aGFT7Cj96NN+63JRnpUW5briunW2rjewl6/QJ2R9M0TWTb6l9wyHZ9xTLl8PsbbOamPdDsYwCPRB8HU7ZAQQugnNZP11wl+v3U/dhJ/F9oS9hft/5Fuev+5T004lDhBCx+vvYHvWuIG6g/4S/SjyjUZWRTflGnXDVfd3KFbJ/NL3CgctXN6wPc5Q7wmWt3kGkG2aUpSGHJg+dJ8pggdRKtYgvq72Q9QL38+PEPR9v74XD2Pm/35V/Qc/4Ef+kqouReSV9/y7rwH4B57nOf6egQaq+mtV9VPv8/VnATwSkdsAYP99/AG/42dU9cfsAzgD8Ib91W8F8Kft//8E6HvwXA/pUkax64+8mKehYJqC0Xmeh4sXsDKw0QmdWuwJC+vYhKsdVqZt5ATRGl13z7ZIregav00FKBFzK4htGkZqHiJl3DclnxQtXhlQWZZvvlVDSdmEjSwGRRRxajQ6p1Gdx05W56mojUiygR9+eGW1cuI1MJaum6k1QsIIOgGWL2psuOM0YJ3MiHyqka93aGoK7H2TE4XNTT5/tuVn1U5t6qLWcHWJGeINjqOyPlkqFoxnu/iYmQHuaDtdFyiDff5GG3dfir6i5nF0xpNysGZhKAXTxz0yu9aiwPi0i1OF0GrUpI1Ph6gL9wO3Mxd1xg4970r91ofrs4NJA1jcaPyMGN/Hn+3LVAQCzzY0jAbSOF1IDRoLOpcf8GAiQON0VdcWejKIU7sBSzmwqUikIObW8CnQ7kssiF3/OX+NRVM3IRAxe3cwgzB9JuNXAw/HaGRqk9HpOyxO/D5yyntvU97WTNYOviIYPQ0YPQ407QyKYmFvHFy7jEUyiqytc3ff98PfwULfIyb3WfyuXuB7DDWlHZ1H0OXuQ8B7142aAJOT9Cna0img5z+iqC6HOGULrWV123V1CQqEDZJmZBRBaHhGINT2qJ55yjLQa8ILkdCrNYKcamvGlIwh5++qzhANu0Q9Q/47WLsNfw+n/mQ/ZBvel27INGRium3Aqb+DecJEQCoWcv7/yRjUTWa5YPg15Ml0a8htqj6k60mKrQFXncY9OdsgAg/SEzD0+Ec3yV28OmDydEA3EUwfDJi929sa4XlSzJMWPN8iytsAXoPxI40UW8CmbA33L7Epa75VHH6ZrzerKQNrLKquPua/254k0MLp3eXFjj+JTfM8RhfKM2T2pq3du/w92UaiH4tnscvOVC903EM9Qs3Xq9j+XM4V55/QaDrmQE5hcoPeGo7Mpt1MQuAEtFjtGIAZbTp0SfLl97zLseoDFv1udCsd31s749r1glUsEtn3qCutXWvKVRDpuS5D9OfmtU2mbtJbCow1rUCaRDt4n22TNClfmy+HgTsEX2mS7LTjIadvhgNPiQHBvbwbpwaiG/M854ReYgZ7Oefrv/yYG1Xa2f6IQMRQIhqoOpvC90BnQEivKC94bnpT5k74bCJgvjOKg1924I9xoe2egrF2/F2bW0kmU5gkrDqXSJX2QUpW216QsRHa/zp/7+a6rbXa5XSIfkxsfjV69GSbNEiZPOH0Nvd0LAHOPpVqjG7C+9GvczeihNRloI1NvIecjVZlSQo8h3nti7VieTdDsVLsvd3h4Buc3Pr1rOYsECaPh/h6gZTGIYOBlVec2Dow3VuCVbZNNQEp8gl0Kpb22ailg/m+tSbTwetQ0urtvgxuKMvnc98SBFvrQBx88bzneifDwcB9qzll0GgeSxNBDl1aM7zNt6xz1rcHRoBOCHyNzgneZLVi9JRsBzegri7tXtQ0/Z48VvOO0TgYCRbHrSKRWTd7i2uinAu6CcGc0FitC2B9V1lHZFyvYuvW5RsK3+v4WQ451+3BV/lZru74Z2/eFhn3Sl/vDubltmZdyuJnDz0F+Jmf/0ha7/mWn0k5V4uCR+wp/L70h0t0q8UQ3zcUqC77yGZUu5Z+X4gyPUwzYPKkj1GasSYB95DMBko/6A+B/ophGrzfQ0T+8/f8kbPy/9R7f9alCt/u8b2SJ/w5sPGH/ffPvt8PicgN+++LAH4DgP/U/uo+gP+O/f8/hAQmPNeDEYQaHY+pA+LN7ZPmSBcGGxbqN3mDOPrp2h3Sc/hnXpA6zTirNcocgHQAOv2sr9hkMMpJ42TRNYLSIyYw7GpwXZuGAFz7W4LaUcqJYH0zkBKrnHpqZm7NOac+m5OQNigrcstLjYWxKN+DT7E3NxLqXS5ss2rddZe/Y3LfPyvGMHZ7O1FbJTVXjGnipHR6X1BeclNd3+HzeAPG6BeLx7OGhiY85tYa5BnKphiF2LWeMVdYUhFDp3mN+ci50ZazDbD3dmcItsZpATdLM78UYH2SYe/dHtvjgGKlmN/LIT2d5UNrLI0AlMshRmL5AT170MdJazQkusLDfQpYTEoyCdqh/A5GIXMzLJ+KlpfJiKw3h984fbMpoh8Kfnj4ZzbkyRAyxWLZ1NaAp3xtLIExjGnC9efFJBRR49hN+RkPBXDyi3Tlh1AO4sWAZhKp4x5PWh8GFnM2/XU5SnnpIIZ5f5jMRwOzmHu7Lz1yDkoNoxf31XlCxEdPAppDtbXDzztfmF54Q4bC3teB6kKQbRgFiAGYvZWmWu6wnNWASy9GZ0MsuhlNlCjTHrfq3hD+qA8kah9FNdKgo6/BWjF9wEakvLTmqGThPDozE1CPV3Q2iZph2MBrO7pIDur5dgACp4XucUDXe0R98lUf3STpfR3QkIHXeTe6trc4Wy+Us60zfTiZ29zYMfcyGVCKBeOaYzJNauoitdjW9WBpK1ltgGjLz86bMI+xi7nfOxrnZp+vcyiA488Ltodcr6ubAevrmU3qeH8hGNipnJYPpT8HoufM+MkQacOM2rL4sE6xeInXr50B1akBGWIsr62dDRcS10x1JmgPHPiFMXVSMRg6wd43ON3NtoLtDa7d6bvJO8bp757W49GRDsyS6p5ovz4lLS0hyO/J9Q2avOVmaLk9ZkEtShlCsWTx2Y88vtHoxzN+Nj71HDJg9k5Pfx4zDlVhwzV+otieBOrqn/ZW5Ns679QSAMxjZYsrP4bCZS6c3u+ar7nruA8KfNrK4YJG+jfBuMDGxHxyNCOQ6g+vQxxIqI9SChBg51dFerxHOatwX+3G3D98yptvEdep0/bdA0g64PrPm3+PndHbox2gW9wPSZMvAxAlREPO11zOLX1ENTIFHMBbvmiT7AoYnSXgJdsk1ltxmd57ccm1K+AaYGqGrTFlvTF7W1Bect9d3+K9Pnm4w/y0PdeHOeVck1wOiDWam0Z66ko1H6zL42tpDghGhZ6N0eYGQU5nv+RrSr3c0FYDzzNOcsmC8Pi/ky/UTO44yeGMRAIRTMfoKkF10cZUmdETfn7jUzKbPP3iSuu2tPqs93phiGCBs/1cptlNXXJgfloWA9xOTUKIJFVzYNmBzV3GistzVrcy1lMOhFgcuYO1mYGonYF5DshGycbwLNOB8hjB8ecJJLg8rD6kRIf1sDHETJ5AiQKvj3vpdCPzwCr5fehZE5PGr1jf4RCiL4HqTG3PsprXal1ftxroJ9McMRmhm7KxLy/EjGC5DmZvCUZPWXOsXuD+PnmQ1q0Y03B0PkQGpe8fzlqqjyTFs1pdW64G1AfGqjEj62KpaMdkOTUHfK9iQ6J8w+FDbxLTfEMp2vYwWGQw7812GnD8pZq/b8PXElr6HpQLAmEEULsIGLusd/K0N3lk8lP5QX8E6Pt+fbceIvJjH/D14wA+954fPxWRvwrgFYtafObreZ7vQyis/64+/g0Af1xEfgeAtwD8ZgAQkTsA/oiq/qP2c39KRE4AtAB+p6qe25//cwD+LyKSA9gC+Oef94l9iul+BM0ei7l8pTFyzIsAhDSJcl219GCRWbCYG51paghN09ONeMNwesDmbsj02cPYXdAHxBxiz7x1Wni+ZiHGyEX/94b+ujHPwOZi+eKAva9zA2H6AaLp42AUdRmovXbN6FDwhu9Hgs4oaa6B7ytBZjSw0VPTXI9SQTN6TN0vD2vB5pYi3wqKOZ2Q86VNHPYStVJhLIqRYnWAOA306YvmfD/FCpGJQdmBNbzeJM5ZPDHbnhpgpyEX6wHV13uIVXWuXybiKlHP32dpcr64l7PIWBiCbTrq3pIF2gk39WYvYHRm8XVWhDazYI79vG4Xr+bItql43R4HrK9RL+opHFd9dBMrSuxa1vsJ3Kj3d+l9PnVCMkKyaS0g8f93jWuG0iQ2lUSN7RDSdG0o0+TBtdXSW9HYAxDdaTJck0emSzNjY1bOE004qxXFhgfc5ccUR1/kte9HaSJa7LgF52tFdT6gPgqRzlwYdb7J7dpveOAPdg+Pnw4IDRE8T9solopywaK2vGTh0RxZ035BqqsDW91MEVUMBkL1pWL+WiqOXXLjkorqlNdDZUdmoaRDFgsWAvU+vRqyhkXy9lgicLD3Tgfpc6adWAEx5IJBSGVd3+JFybZmwtpJnAo684bAp6JYA80esLwdEDpg8rhHfRBQbBzQE9QzXqvtkScFa0sAAP+NSURBVGBzLaf8w9Y/Au/JsOW68sL/Ko8hAxCbeYlO79XlQAMzMyHclS5xIrvj0RIQdZucXguQmbFe46audi+WEqUePuXfjRfV4FIFxAjayILZkGbuvgmM/GKT5qywYsW94uITiv1fpjmqa9idEtyb54H0imrJQnawQjxfA0Vtfis2Ye/HO3vvVjF72wxfLXFHesHsTUF9wqK7H5F1QAaZreOtsYVG1Mr75Drf0HRx8SpssaTP2F26ixWiOW5pRo4xWWarkBVQHyZTTl5XQRBO9w7e7CBDDs0NYLdzaMi4fpweK12S5vhUUO3adhNBb2wy19luKkom6PAukaW0umMSlKng7GM5I1KNdt6Z0Wg551TUAburPFQoXQlWeDcznp/lamBsqZnVxSLZhwZiIIlYs9SzsSgWFtNp0++sQQTlnRETespO3OFdM0B7NspZq2j3CBZA2PB5GpMbpsGnq43rj9mUtAaSNXuCxSsDDr4i5iVh/gbC8zY2eL1Gn4luCug80fp7Z0IZcIId0GP6jrnxu2SlJzjV7sGMEgkSZGt6H2yumxRM09r1iW3WkKWwfNE3E8Tmc/BGfsM10074/gjUaGyQsxaAaKyxnH3Ql4JyPuDgmw2GoowyOd97Ll/J49odIFGKtL6e2dq197im7wun6YwqbKfAxUdK+jMFweZ6jsmTAc008JoZhf/pp0c24TXJw0SwOTGgwsw+r7Zu+bmRMcLYRzGgy9O5nEXkklkxdk8/svXr19diPT2Sk54SFo2pyezV2RluaBj6dL2gO8BDaQMF0/WHRmP6gnRc485cyVsFAmVGmpGdeO1vpeQUUWCYJnNkgPtRsTZJnXjtkyTC3YQMLzIorNYXwexNjRKh0BIMmL5NICtvAM3Tui1WZHtlJlNw2YyPYkNNA8Tly3zvvs/50EUUEUDTwPOir7wWFuQLxt7WR8EYcuYDMoFJw5RpNz2Tu7CVWGsv7wSu2z2J11gFUa4FITjg9WFfERRopxwmbU5GmN3v0Y0E28OMNUPGgSNlNIKnnxoh39LzqrEkmdWtLDIBs/nV1u3304OeBt9zRsXfAIMC3g+lOXzP9/8YgB8D8McA/B+v8mTfE9BAVU8B/MPv8+f3QcND//59NRaq+v8B8ONXeW4xWm621YiScgqbTILcdM2L8aECWhF4xB4GRLf81qLg8o0hszbZc3qra5QcZXbDQ9c0auDvc5pbDx6y7Uwi8hep5T0PVjq8GlLZcoM8/HJytnefBjHNpKcAtGZIIz0wjIB8kQosNy7ZLXz7SqBGhWKTRJTXJxuiQHPLTPNqAgaZTW+H0j7TJT+PxqYI3dQ8CLwBsQ022/D3VueC7TV+7rO3EBHndopIRW1nbt6jKDeOlgsaAbpJFjVaoREsXxoweyugulBsriUWSVZ7E5TMopxl4ho71/rlWwIz1Xyw4pGv2ZvvyWN+vj5592lMN2Fz4/nznlN+1YdTJR00cZ1iPHxhtHx7f16E+2TMqaTZhtN3NlZmjlilNeV0za5yRJ+Hij9v9IloPXLKaHoXSZ7iBWVtk1g/mLKWz9dNEHN/D75qFMZG0YYUYTrkLKSyLa+/6/W0pAzE78d8Y8ZEU4lRQ/5vXJvZ7LOoayyqTnpgdS8V1sXcJmAKDIUCBaKOsdn3QkNjg+csHU5TWTRWZ8K40WuC2VvPTjl9LW2PAzX1rcTX5saR22NBM8vh2dPLFwdoRqdvDcD6VjB9LRk/NPh0V2g3tEsTtu0RgROPLO1GIRrJuekrYHtQQNSB1wcBWasYmdRme8xi+TuR1qQ9xCcpds/ueeEqUcYSDSGzNAmrzs3gU2FxacbqMibBYLIUZ/LoDhAwVLbfGOujN+NSVWPOKACLEWyt+Ak1/73LQJwdBnDvAdgwMwrRijKfyNr9Vl7a3jJzsy1FFwSji+QBwsmuGejWz753GrJZ3OaUBeVQaWw+3ZgtX0sEr9zgs1iwkG33HMBSkyXZa7T3km257qsLwfZYETrB9L7GPbUv/V5KgLYXrL6GhpwmkKLp/l++iGjmmXWKdi9EYJy6cpOOjAXDXpKwYeAe0Y1Z1HcTmpx2VQJzXbtcmWTH3c7FZDl+5m2uBaxv8N50w8wrrd0e6IM3T7w2xVrj2T+UaW14wxOnuGYsCwEyX/cmy8gaNrftzPbsJumU/V4pF/yMfYIbp7smTaRfhgE8VRpADLkgUw4dXDrX2n3TG8vm6Iv2+vOUtuSsHqfF0zjZ2I5mRuqxizCvB/r7sE7aBcuGTKKHBdlEBLWa67pzDiNOo4eC79n33XZ33/V7W9Jn7X4z5SUd7kMn2HuT021fB9UFteLOoGByARuwZsb3cvlKjtBlMQ578fKAIWfNkK80suJ2J+HFkmBVfSjJfNckJsHOXxmA2f0+eqVooNGvx9Xla8XmGgHk/bcGqJDxMXkyYHU7RH+Z7oprN7IGgVjbQQzEO2PdMOR2P9pQSnPS8VVS3QhjxfSVMUEtucOTpXwo4YbP7Y6czFkIg+2Zzk6iAavaWuVr1AysB4dnkyikA1AlFvD+G1wETAAzZsilxlhFfx61vbadOGvB3wffg9e9DqDS60zQ52kg4uynbGNyMOHr2TWPHYr37LlTu58smtlZFc5+zFfGEjtnXGm7Jxg/Zm3F68H7vT4IEVDxz42fE8GIdZntADiU1+CtEOvE1lhFmgmqy8FAFr7d5oCD0ijV6yyqdsvPfv/tDvV+hnI5oDNPitZivGVICW7ZNqWCTB73WNyz6Mflh/OR+f596K8EKcKXAPwLqvotjHsLC4gPVW0A/KyI/BpVfXKVJ/teMQ2+Z49qTmR4V5/LmxVGg7ecV9dW2UQaAFBw0+xyd2nVZ6Z8PgXQzKa1bm6oCb33TTyziBkamyBSpzQHOrHGfIK4gWS1NXWmncSQCj8ZbBJgucvZVmMBGh3ypwZABImNTH0kkSmhQgRSwPdSNNSz9mObXBlFN79ME6PmwKQIYzcNAnqweXJDFHeSH0qaqc1fZaGqmRqVjPF1jk5OH/LPfWLgYEe+5oYdegANADWqqJmgsYmUqIubPqCD8sEbPOCf/ii1wZH1kDF6zLOACUbwejiYUB8KUCd38NXNDO4aHFo2tMs7gRTyTdIeLu8JygtOUbMWyB4y/ikMpp+84qNYmaFlrrHohBrVfWoo/aBA7uCU6xpTpJabvNExFynpoQOCJgAlFnXm4O9TVyCxUWQA0KVm0g8JOm+zMK0u2LQ0+xJBuWFq66lNE8Yhp/GXR1P6ZKCv6PLsxpZeCG5OAkbn1O+7yz0BM0VxRgCwmRqVXA0k2noBwEO3uCTAMJSKdl/RHNHUMxqLqdEnhYVpfaxxYqsZIDtTqWKlmN2nNnB7yPXSmUTDC6hyoVjdyuCMoaGX6EfhmtFuKtH7Yv9rBFwe/wRw/W8mJogXH87Uqc7UGmTe10MOoCTLg7R/Nuc+WS4XjGVzj4NyQZ+TZo8U0KjN3SamVIyGvOra9RQTQYrOzAERgdpUy52esyY1Rh4v6aalkMQyoOmqos+swBSXPvBzGXIg871y0NhsuOkjGxbTnJrmvlioudojsqoi5dw/d3utvk7FWAuZed24REIzmoiKTcP6iu+lOWCkpcugHKiUnmsqAoBW3EK5h22uCYqVoD5iBBhlOiyepQPGj80131hQg5mKlks2VVnNPU8zQOwzLqyBOfhGj/W1DH1lDUHlcjTeN33lU3CCMAg82MZPCd41e2w6mYIAzN5k03L6WTanDlYA3HO6icXyrl12Y3vwnqC1KECX73hKg3sBVHMyqxxoLxZILBsHXYSRuesbIWmtr/jwVB83aJOB51PoDDjYWoFsrMQeSfJSrDXKAPyMczqye4rQKFdifeB/90xknjV3ibZtYJBFJjvN28/pcmmeQxuucd+vnaoMmBQo19gEFwuNptCaAa1FlRI45c/UR0xZqg84cfRzBOAkdnftasZr4Qyz0JJpUJ2JubzbGbXlsCCav1oDR8d+RAbNkKtJAuhqX5q+fvpowPJWlprUjL9zZObGzrjUDNhcE8pzavoaNLMQa4nJQ8bYHX2R1/bp5xTXfkGAZdp3PQLRJWEuyxudWWpHELQj7jH9SLC6mRlAapID33eByFzKLoHNCfcPZ6lNHg0EdwcyRK7yKIzd5NGRXHsONvuQTHaGZMm8VEA5IGBA9ELTOaw7rFNYrVa7h5REWr0D3Gyc3S+G+6LLex0YjrGsjcbaNCAxjqK/hMKidfnvGgNtOhvMeaqZp+x0BxJ/ngASBxXVXNHseY2qKI1NAthAZHBJr0B6QbNPxq17o/hwbnTK580MZHZzzHJOr5l8I+ahBEjn7Beu8/23emwsIYqJIXy/oQVy+2xdHlofsw8JPY1QPTaxm1hMYwkcfIXv5fQzimt/y8600oCgscRaPLQGPuZMZmhmEllK/U6tKz2wuhFQrIHx0w7NC5TkCrhO/Tz2ZIVmFjC7z98H63l+GB4if/ffp4j8ZgB/CMAnAPykqv7c3+HH/xDi+PVbHr/7Pb83APhtAH6DiNwDwwXeAPB/U9W/9jyv7YOe6Af28fhXIVKqafji8UwSqVmc3psevueNGtpk+iI9YhPrzZmnKLguNOq4B6dz28bcpVg0L2KdMucTrmJFel6xVIvOkkgX231kpv2uLjXS650iiJB+f1+alt20xLtGkK5TlCEhg0NpB1qt0dTLTeU8C77Z54SiPuR7bQ742pNGjn/WjZI2fHWX/7Y6J3Vr+jab2PEDQbHga/V89nzDSXdW06kVsCI/Z7NBpNSLWo2RUJV5CWxOQiyAttcEh182E0mRmM/sjIz6IBkoOUjRl24yiKgddQOgbsyf2VoBBeWEwPV/40eKaj5EmmFfkaXwnQAGAPD0xzQeioOZFfYVYqrA6HwgFVskrj2frvj78e/dDdwL1+py4P1gkwT3EegmPHSbQ4lu0p5o4NRCb16lV0wf9Wj3E921NQ8CIB1Uu7To0XlqBoqVRgo6YD9TIoIL/c70IWs1+nbkRs11/XmzZ0ZOOaJJWV8KVndt4jW2icNYo5loaATjR6Tg1kfA9rpyjRdeNPOQHD+ms7dHhe59w65DyWx7FlCwplSjTIM+JIEU2hmlI7N3mLHsRUS+SWyOfItoEnf4FTIoNEM0SHN5Bl3EJcqo3MjP9aS+Z3BfY5NRHwo2xyGyYshwCMbWcJ0uI5ocHB1yifrJqzxOP5viI900ySfV2cbin2zNOjjlWmwY6OPTbWexuMRi1zPG2RIOBDL+i8/jQIOzwbwR80J1dJqiSYcMMdrRH26aGlqNdE7N+Pyjp96gIHoqOLDDdcx17xG2zvYoVoiO9s4Y8Rgw9yWBkIrPJAGbYo01Xm9p6VPQTrnvrm8rWlu7mpHlBTC6MWsE48eCYGs32/J9rq9nkS7bzHiWTR8MZi7I17C5FqzJSxPx9U1GfuVbxFQBB1a6ERswZ31QPsZzqpxz7bZ7KYXGNeMpitimbmuNCUJDgZ2ilD4oLmFyMDP0pPR2I8Hs/hANY6/6ePLjTnvmwwGlISeo51Fy2cbNHM3krNVIt+ZZmwAl90LySbJ7aDioFn18xpK8UYb0OjyliGcz14RHOGLgvitd2ns1E7v/NH6mMpBa7EyI9yY8uJQnTpSBZIxsKRmuGXfzPk6rWbN4U7G5YYzLPTB1ZuR1U/LPcePjzQ01IBfQoGhnbGRHT4DQCiaP+Htnbxu4IUaZbpNh4VBy6ungtzep7USYNGLT5flLWWSNOLDhnhnbY8HeNwL3gZL3uvRc476PtlPEhq8+ZB0mSn23s0sTCCJozA8kM6DO/TE0JCC3nQq2J8F06QZ+70S1fpjH0x/jNRsKO49l1+OJZzVAEMkZuO81k3XgKtaGdn97moLXj8428X3YJV8eTxvjbl02YxHLsOuz61/g52VmkjM/93qTP2qOmAIwMiDGGbcA4t7kgD5g/lQlJ+7FyiRGVlN0o+RJ1o0kSi2aA/M527O1uMf32000DcOMhbm5YWzHGW+kdo+vZfSU8prJfX7ukwc8+yFknfAsJEggPchCK1n7OkunPmad7Pf96laIA8XReTKQpGE1cPCGnSMZwcMYtd2lz3d0NkSZkj9iKky/6wck6Atgc5JzSGOgU3xOH6DN6ZfRmizW/WR+0B8iQC7D+359h48vgD5+/+W3+0FV/ZOq+pUP+Ls/854/+hkAL4IWAX8VwJ+3P/sDIvK78RyPHzrQYO8bIU3BzXm7nbHJ1sCC2hshP9D7kpS+fiTRdVVzidOmqL91pBtISQoZUeh+lP7MqUMI/G8/QjxI3RwmtIhu68HYCzTuS6ZD9YEZLB3ShKc+lJj+0JeIbAqfxpdzi1ySpGuqD3mY+o3uTrsycOPyKRs15Yp8BYtjBMoFnar7ChgyRX3MuC8eKmmC201ZnMoATB4J1rf456FTdDPF9ppie90apY6bUjvl+2/2hLnRNn3x2CsvpHxi7ZrVzXGg464dJBjYDGSNpUzMB7QTXtNubLQ2azjbGd97dTmknGFDlKOuc2QpARuyBpq9pJ0tlxqNwxy9DQ2icWY746F01cfRF63RWGrUJXr2e30g0XzQCxtvGIciFXG+ltp9Zmzz742m2KXD2w28RmcD+rGgOtXo99HsSYqjczqtgXD1Hk11BjN9jM7bxorwYsGj2baHEuP2hpzvww1CE0iQ0kmcXugaeDdVzDeapkAwcEIRCwemiiiOf0kxOpWdSS1Y1IwV61sGoi0NaBgxRilf8nVMHggWL5N2ODpVDJVidZexdU4rbPZTZFU7k2S4Fa8F1245V6xvkvbSjxCNJflebLJrkhYAOPuMmuyFe5Mf2i5X8YJ3KE0S4lTuDEa15M+XC07HSpN/rO4ETg18wjSkSZ8/t4MFV6XJAsDhl1j4+PVxrbx7EWxOAhv9LjEahlJinJaDKh6Lm5zcEU0MvUEacq6pyZMB9VECJPvSDL9aA8wMTBoyNued+Wl04+T47YZ/7mJdXZg/RgNsj0KUCXk0r+v9qVFPjVO+5r64PUkAsRsKlnPuVaMza0T75ITP6ati/Jhfo1Mhk6u3olh31q4Cxdx+90TR7Ckps52ktTtRlBeWL37XpmFbrqntsZn5WhO3vEsmyuiM+2iwBs8/Oz/v+op7W7tjdunrEgAuPm5NSca1uXWQS8mSoaktomP+bpSXp7l0E8HkkYHogeu83ZPo5J28PAzwNl315iQkieAVHye/yNcSG+WxNUFqe/1+OjOlS9LCbsRmOso2rJEpVgTjQ5+iEN38zT+n0dlAAGvhQHECo1o7W/zfUKpn0+2SZ/tQ7pjJWdKCMwaHLL02n2Z7ykg/5mfthoEuF+krB7VSPeQpAKI2sPAzuhQDUHj9qzNKJqoLUrKdru3+BU77rs747///5P1rrK1bmh4GPWN8l3lb97Xv+9zq1L263Y7bhdvmB4bYSeyQ2HFIUEAIYxQbkUQogIITRQoBhERE/kASjI2E5UAEWImimCTCtB0HCLHT7tDd7kt1VZ2qU+e273td5+Wb323w43mfd8xdrmqfWqfa3VVnSltnn7XXWnPOb45vjPd93ufS7bNmKM14dvYsYPV6ckbiMGW90B7tALNV8D0QCVg+LBwcB+BnlybXqeCkd6y4NiThih2AyEl/tUw4+yl+bXM7AjEDV2pcdVaVG0nPuO/GHS+lsbYmrSWDRx4Z9VVu5PspE3c6i+NNpTVnNti60br9xZA/+7BT8w6UH6xvF77XKlZymPL5Yqezw35ZAPaeDM62YoIIjOJvZ8zCGI3TbD4pBlnskxvQavChNLJgNYeYHIy1zeCjpL9BMtI91mHV0sDCIt8PgK35IfumiK3YHrIu2x4xJSuMOSGtn3HdFG3yWMhqafvYBZmGk3MDaUfuo80tfn6TiwSEhPYg0W9gy4HC/GnA6jUCCAIb2mP6lHiNbfdRc0wpwsr8h+rl6EwrrUkagBMoEHDVHtCsMA68x2ScfPZTvB8Jlolxko2pm+NohvCZNSJDZF37fsb6T+tne8A0pen5mNeH9SydmZSPtQ3Q5p+OyMXfrPSElNLXvh8Q8Le9hhB+JoRwYH+fhRD+ZyGE/3sI4V8JIRx+17f/7pTSv5xS+k9SSv8sgL8/pfSzoNfBP/Vxnu9TBxqkCPR7wK77/m40VTQ6EKk9OU9dB2JzErJJin2djWduclXYErlloVS0yAZdNnmQu7TMUJz+XWe3atcyWcMlQ0AVcdEovACBgX4ecP02adtyFJZmzV3GfZplETPJoqouc1xWipoYsCCTni9FK6BHeLze5II0rXJDCleKnNQiwTwYLPO+YZGqCfgwZVFdLQOOvjna+5MmED4Vr5YsCkrzoeC14DXYZV/IxEiTaVGdFecDcEolPXwYjYosp/iWiG+7b3o+8x/Q9GpymbWqPuW06XC7z41SB3O9TE7tH80tXxS7mz504CqGq2hIKdU1GGziRg01D18ZdDoF3ih0KcILRh4QXP8+UTAH+c2t6NOD3tgFdEDXhD6v29Leb7nJVMJoBefkIpmRI1+HqMVhNMAn8HetH46unw+jORtb/JIaSL0e6ly5ziZXo2ktBWTYNQg5M14FryjNYrrkQojGUdtTAzi2LPK7Q9IMm9sZFOxs2hn7gJNfyw19ueE0VWDh9Cy543Fr0+VyZU2+fW7VajeG0YyYKk6kqlX+fDe3WGgGu/eHKjfLouYKkBDLhvpz3qvaY7q9TJcuV7BJSy7Sok0ahqkBE4nvYXJ587WryMZhGjzOieBtbjwoE2D6gE+gDLzq9rgGCpMLJXmO2LqVnIXrhnvN6l709dobMCpNeNFapGfAKxp7ypPMbX4n8rI3Orr03JyEk/4tycT126MzQTRlkdZXxooEJbAzbaN5667MTZ+DjMEAmzz3GTyZPuNnGlsWqPVlsGZKTQBB6fbQ9l1buynQ24OgeMDprwgEt3WySV4A1pfJ2Uei2CuiOK+r5E3wLkuoXHMv9Ul3yWaxvuS+4F4rJawhJzggtpdAxd0oZMXHKUUodrwn9Bkp/11aY93rQw2PLL3JYxfI1JmghlgmyYOxDYHMlBBzAIDHQzJ94tV17XVGlRt9ySoAuFZb76lcJ49+3DU/LdfIRp3SFGvaq2s+wIwUTU5jbJWrz40edxr6TCvv7FyTpwC9NNh4Sn7m02U7axTRK4+VMCZnQJRrWPQf119s6Sw/VmTIAFYzFGQZxBbYHmdAQgkPYQDu/HxPgGnK5nh3f5Kbe7VO/vqLxvaNnmf99iBm5lOTQViuteBNW4pwfxcZRwuUqq8SZmcj+hlNpnWNq2Vy9g0SX+PmTsxeItakybdA7E9FXSv+WRKhmzz6udaFnTdlZoMAVpOYLFf3Ixe1GC4px6JOA9a3ea+NFVln9OJQggbX3vbYWDNDrp+1l8k3S4Mzgn/BauB8/gnckSGs6u9im2vm2BOcufrsSJ+FlvedfJr6RfABU1J9Yte42JHuymBXDJQU86AjGXgQrCFn0hL31rglMzEVsCQPpiOMVcIw457VnOR7wz1oeuDuz3Uuc1UsuySi05dmRm2AuVg4kuJp8KNUtTCY50bJ+xopxypKDhcS78n20Gr8ZXJPthToyaWeQN49ZIAmB4QpCzLg9zA6YFgaq097YxiM1THL8pUf50cAUMbxe/4BcCuE8PM7fz62Yf8P+Pg/ArBuDP8bAIcA/hX72p//ru/tQgifBYAQwk+DYm+klHZcm37jx6fO04AmYVYg2oYxmMszwA109yZGAjWj1ugCueEWCtseBs8MV3RMe2AFi29OyamFqaTeWd+ng7++fNVcarCDm/GDmRY41gH9nmVlN0bVN5OiODKTfqxhOnYrzAce2qJexQFIxo4A+Jyb09xoYMbDQcyF5jj61FbaVRr9ZXfmuKS2dZxwcymXAf2e9Ig8xBCA2ROaHY4VLIqGdDHR7ottwjhVtFnwzO52n8wAsjECoqUqqIHb3BYrIGtMydrIBjlFy+nTxICe01/Z4uxLE6SCG/DmNifl/SQXavWaer5ukWmh26PAaXMFj8VaPBvQHBZgLFb0CRPpngHzF6b3uuGDtEd+nmq0pWEFQIfomKdWci3m9EB0bDscmpw+oOvSWxHUT3Pet0ydgDzxT4EH6+ZWgJvExZwBLfS83HB9Fy3lIixCMlWxWCY3K5TXxNGv87Pc/2DA+m7h0z0Ce6QX9pMsBVL0WXMUHSCqr2xNmj64OQp+XyYDJ4IVNjI3A4DlG7ymdHUno0A68H7OgmL6PGB7ys/98BtAKrkuFX8aBqApWAQ3J1Yct2ZmlXJDXjQJ7VFAHwLiZUJzlH0ktoecjl69wXhPFY1Fk7B6EDF9waLo6Jstrt6qduKrAr1IrOhSPGO3x2lEn6x5EPW9MqPGTh4XvE8HY55Ua+2V/Iy7+Y2XLupLNpXd3KZR5oxfGLAJ00MPM0BpwWMBhDJ/PgjcN5WWoMIltskZBJltYI1lm5MQ9Du0LgF47Gbsue7VmGp6Vq6SO213++bfsua1VcSVmqSDd9jsFA2BiG7xqmStML+cch180oYArO4UqJcJMFZNP+MEvl8QKAkGjslUTw1d2pj/RUmtuKjDTGLIJmjDjBd08VFgY5aA019J2JxyAqcmQcydkMhAUWMqU1ioIa/yeSQZxlgFVFfZt0L+GjKmLLYZoO1nAcdf77B8WPIe3MBlNQhwhlhhXidK1dllfEoHXWwJdGv9d3M+PyI/027B5qv7BAa0M2sYNa1Lxe70NDecYwlE5JSfVFqkoQE+3VzUZ2qkCRBksEB6coxATBlYUIMlyjanrQSsqk1CXPL9aWquZJXKwMlywzU8WurI5GJEPy38s4sdcPwrwe8NAE6/7mfB41d1X5Qbggn93IBzAypmz0dsbkdUV+ZLZDKxouXz19fWAFrjGHuLqZzDvTaKxjyO+oAxsgFDAGZPA5pbnLDuv0vK+NUbpUfRhgRsD03WEDK4NdQErIcJ/EySrp9TZe7bxSYZ7Zpj1WqVmOIErvnNLRrM9YuAB//xBS6+fODJEPo3xVVXBpivb0eTGMDBRqXh0EQz4eD9Hu1B4T5bzlw1xuX0PN147aoR1hoY6mCgSQazYgd007xXdvsBRZ/XuIB7DbGGafBhFAY26GpqFXXMmpBnndiPOodSQaA6DAm1+UHQlNn2LfcjMJPnvez7onol2f4SO2OwIZnMjiDx5ILPO7ngWh5qQKbK69vR06UE9C+eDFjdyX5VYqxE89TiwIPrfqhoGqvBxGBSx2JNA8lovgVDDSDanmsMxsNvct1ubpf0Ggis5eKQ0NcB/YmZu6YMePJeTG5iqXNbDC+dCykC67vBByeA1Rj7AogTTn95g7OfmDGRYoNXEppCnyO8u0Vk3Tywfg4DXPo5TCzq+dmAfhJ9ECIvOO1z05ej13Q/1o8AxO/vafAipfTV7/ujIfwVAPe+xz/9iymlf+8HeBUxpSTXoK+mlH7a/v6fhBB+8bu+958D8NdCCA2ACsA/Ya/lNoB//2M92Q/wwn4sHp01p4gEAzRp7Bdwx+qyEWXK8tBXurH4OzTtLNd58i8zw9AjF3dlcCNEFgZCOpNPxzR5VjHV7ZNGpUnlbtMZBytEApHPVAQDDGxzscOgszil7XF45eeBXExrGpGskQT4nkilJwUp2Ka/6zxbrnkdmtNgRkx5U9bhMf8ooLzm5AsjaYcstkyHWyEbPBo7ggkM3DDrK6OJXyfSHI36rrQK6bB8slFyYxXNd7Tp/uTMKPXmp3DwzWhpCAm9+UxcfrZmMzsPNgFJPo1UgSRAYzcehxNMXjNN+/tJ9Jgxxp2RdhhbvmdFJN704VOWZHKVNpt0CQzT9J0yFk6kYpdc0hBtklo0NDrqLdNXJkJDnRHrJFaCXUOyFHjdUxDVnVGIclhvZK5nrAzPzW52nJzbZLT0jPrL62CsGGPX7kfsPRrYdO0coopxkr8FGRTBgRxJTQp7Dj2kVVWRmkrz23DdK++5yRknBrqn54+ST5b12acIzJ8mb6rLDZH5YsPpdaWUi+v8vOUm+4YwKi9YnGgugNw9vc7O0ikGXL8RcfTrXOuzZ8lp4tevVyyAjULvqRc7Ta98HzixzRITSnryBCWMeWIRe95PKhjGymICNzdfu8NOQ9eZS3thcYdxm8FITeOdHaFJewQbScPDSfvm11SYppBBPddklkwl2C1sxoJ7ernK12yoswldfZHvJXmHjBVfS21xea3RiHsD3aSlvvyiARJWKIuCjGDvtbc87p0pdNERNB0szQcpG88VbfK1KCndUAUvHgVEjzUbq3Kd/S3mj2DmW3CaP0a+h9E07mLAxZ6NExk23NMk/RCTSJR7WCMsmrFL8xLvq9JkJmPFKdzh1/mapmejg/PNSYGxAja3g0sS5PqtdTbonFgnN2ztLYpPTDSxM7SXtYcwZlnwaaQiam/66BY5Cg3gGot9BnF0HeXHULR2FrV5CAAgx7QCLqnQ5609jNO+5IZqCHDgVEW4kn/KjYHWB5Esh2Cfm7EVqHvOOuXqmq95+bCAEoI0DNkeB5z/BNez1vSu38BgWu/pS2nZs3lx9n0xCvm+meslvV44S2esg09SlZqQAjB/FDwFJPb0BYpd2DGQ49cF1CPBY/lix/Om2NJbhE0jOBAyM1AxPVK0s8YeZZP3xWGaJQrDJOD6zYCDdyKiTU/1+b/4XYesQw4DZJ69G1c9lrlGoWkrz2f5uKQIiG4+TCPBiglcCqtasZ/zGt00cUl1pDeYBhLJeNRNhDubXo+W+LLLNDNGoR4EWeXjkY2kFWmrSTfNjc37wtZ3uU6orlRrcDItc+baWCIyY0yF7bkDz6nCooqD+Vgo/ry32NvtcaRXynXyIVKv2MiRwB+Tw5L7NsnMsJtHnnfyDwn556KkfWVww0+/hyMNX4u1rnNw742xZiNOHzECD6LrD5X2c3jSSrVKzgZUDTCWmZ0oqV57aO/fgCXFaler7AOzfMh1W5jELpo3wfkXZ7zu01yHVmu7rva8m9s0na3WI811X44O0KoGUt27PTKpzbFFuO9IQru51YI/5o+AdGNPg5TSH0wp/eT3+PODAAYA8CshhD9hf/+lEMJXASCE8AUA3e43ppT+IwBvAviDAP4NAH86hPDvAPhvAfiXPs6T/fh/qt/1cGO/ITvQ11c8UOXWrcOaU1qj9C6ok3dKE1jwiIK4CwiQQm7uzktNN9MrOtpC6L+M5axoLZrkG65iZ4ZJnsAjgUWbFbWaItAXIdgUGph/lKl3Y2X66E1yyrqaH1Gd5LitCbM2EsA0rCWn/PMXQzZyBP8rfZab2dnX508CJhecbqUiYfqClK6iYTMmKuDB+8yDLbpXDWv0e4ZJ8Og4xWqpkJ89pwELD97gcg3pY5lwkdx8RnGXqcyTGcRsQKeYPFFJu/2Q/SBKHsT9nK9Hh46Al34afIIqOlncASC0jm762C12RN9WEa5oLBX4+txUjMhQjUZVwY27yk1yYzjqroMDCOUG3oyJnqpr2u2ZOeQSPqEtttlbItk1TQZi6TCJHWl1k6vkjsEuvTE63vGvcu2vb0XXcxZbfh7tIQsyNVIAIGM60fi7ua0PXa/A6cPB+627LMtBeHKeTGaScPiOMtQTFh+RJrt8kz+/+IjxevV1wvHX2IANEzoXy8k5mcuxaNaz56PTHVWQ1JcCFBL2Hg+WWR9cqkNdNK9l2ZBhU27gTvupsIl/khbRrrMkM0V24N4eR7+vN6cR67vRi0QBd5Ig9NNonxs1n2MZ/B5RM7c9uvnaRZKWG66ZV+PhUiVrrAXopJJSMp9shUxhr5Y5YUNGiPKDEb1d+mY1GSlak2fPIU16MFq+DODkY5JicIqzCv1hEizNxphjVgDLM2T/2xHT88xm62fwibRcrHdf9y6LJxkTA7Bi1gCtapmw/2GfJ/6BxeZuIzJ/lHwaOH9Eo87VQwAhYfFRwMG7fL6Dd+GN4vzp6OeDZC/zZ0P2lKhsSq8GaJU9RRbPBv6s3QfR9mOflgMOtPYW7ba5FdGc5mI/9vDJWnsQ3HS1n4Nmql3W6Uv6JWaK1rq0vWrYijb7SohR1c8z1fxGS1eghgHYAt20dyo6srIkiG6R5Qz8bPOEuZ9lwEzsidibfKoyIFxMR2MowvdfTRUt5anava+Sm/bRb4INRLE1MM3ozNXKJIiB61lnVtkAiw8jylXy+ykaSKZ1zkm90cG3BsLV+frTr4WANGyvmlwmHHynNZBJZtPJ732aC1rzVJjsZgVs7nKPnz9hjGK1TJi8JGhULbl2NSwReLv3aPDzRP5E3UKyEl6HsQbm5oMh7wbtqx59baaV8pYZCw4O2sPgvyN2ZhRqoPAwsb2mYBO191Hvz98tgu8Rq/vR5ZP1dcJ2n6CBGkYOTEySowb4hoCXgAA1eap3q1X2daAfUfImUMaAqgvF0BLILMmMwNthEnzPEggk5qDWaLFJLucMiWtbMi4Bo4MleMhItrQ6QvKPos2MFdUxNGdOOPhWtHjIPLgiIysYIya4vIvRock/f+r84QOY3s7hyUXC8Te2Njjh+3LweMyvXa9l+gKorkEGbZkwe8bY5eo6Yfqc62P+fMTi8QCZlGsP23s0sPcoed1krg1ba9pP589H1JfqMYKDkGLXzZ+OxibSvsy1qT86y71eKIN5YdlQ64gxo8WW9UJvjT+HbErF4GvfHhT2NfhQQsOnYptTLn7cHwG/oTzh79bjnwTw+0MI3wLwFQB/PYTwbQD/B/u3Vx4ppQTgXwXwJQD/GoB/HUxp+Dc/zpN96kCDYce4RrRMIYBxyA2PULVynYEFj94aDWE15+tyzZu4aLmJiOYTOxY/sSc107VcBYuDapl139G0htKQxj759D3FnKubjErnjvITTXry5hFGbnpClVNgozWY9i92LJYnV6NNOPlztRVomloAcE0iRl6rqzdLv0aD0ZnVnGl6MSrXdUE9Yn0RUGw0AWNBIXYDjRwjFCHVGQDSm1mhDHxW96JtRtSjh5GGXu0Bpw+pMJdve22K75I8pLDplWvltulVUEQFachRRbOXI03m5sFNLCkhSU7fVqpFMKfb0nS1kwuxAbiRelzWK7jfD/bQ1D/2tlbq4JGAAHy6liKBELELBCwVm2ysRgNOmgh5E5eMCiedrH3P9iS4zlp+BD6dsWxwZo7b69xZ55qKj7WxWKwo6WZyiicYlwx4KwxcEy16cjm+4qUg1+Z6xQ9vZnGDYQCNHW2qwefmIivXPJxf/NTE2QdqmuXyLEpgijRJ7A4CukOu3XKV85o9sWJk8749Cv4eaeKXiyMxLTRBlJZW66BdRO4hdd5TNFno5zZhMoDDo1GjaRlT8iLj4Dtbn7wlm04UbdbYikpfOjMiWcEnLSjv1WLLg1++JpqoaL/8JGt3mMGlKsGAwKEOPj1VigdA4El+F+WKP1uu7fo1udiPLdjIm3EsvQj4O5Qd3R7AjWOHCXxt+XS3534koJdFD1lQo2nh1XiIIaO0nDjwWsaOk/VqpfVrANlAEK6fsRmmFhyu5Sc9Nvga3AW59F8V92dfrPx7dn1VkODpIYzO49ppbpnh53Wm0hbbPD0eJiCIZA1we8B9d3uYU2eKLZkqaiLlTTJ7nrC+xQbzuwFFGbTuMgeKjZ1nrYFydm4NVcDe497dvJ16O1Dbq1zx9pAU3lTYRHLMa1f3cmUykunL5KwJ0mqTe3zceO2agZuaeJkIpiKfswBlPcFidcVskX8FJQrJwU9F3+Y6w/TeJsNLgRLEZGtC600RrWo6NBHW+VU0/DyHaZbDKFlCe2+v4cJGbDA2+rVJlMTMGGozUBu49/YzWAIM3y/PFt5bY833JP04jOE41KD8z6SNkmyUJqmSq/9Qk/3T79FMuVzCfS50rkwueW27Pcpn+nnA7JzN4jAJaE4KB61KMymuVryusxc8l4sN4zrFWBhrfoZOf9/Le25pvh5qdP1nqsxsA0y+YpNzSQevXy9ZBwYDvOdc+zLFlpRPDLHBDJb7Ge9T1YicFKcbrVuBV/RXYGOeCqsD/UziHsXzwpo+M6eV2Z18lNys28Bk1RLOloms1zSBlsnern8AGWAEZEarNWVgrOg+nZ0yGW33VGfmPU8yQ5lgt8ZukYu/mlvGFEvmo3hzrtvFk9Eld6lULZ3vmfPPTwj0znMdWjZKT+H7pekjn297QmlkfR18bSnBoFzz/muOIjACk+vRWcjr24XLiWSwq/p4+jJZTcr9sDRZY0h2bu+Z2baZo5YbYz41GYgUg07njsD06dnoQwqAP9McB0wvR8a0Wq00uWAaWLfg/q+6VwPC6RlrXYGWu2aZn4ZHDOl7/vkkjxDCHwshfAjg9wH4D0IIf/n7fW9K6TKl9N8B8PcA+FMAfi+A35dS+v0ppV/6Pj/2xZTSP5lS+mv2508B+OLHeW2fOtBAyJy8BDSBVf67JrhhgOuQh1pAAw+BYRKMTpSMIsiCUsWlcmt3fRHqS96UciyV3m4sgeXrPBh3pxgpmKO8HVDDBD4lG20DpMMunDHgG6Q5evvkrNJmzUb69Fc3lBgcRzS3AqZnA6aXNE88eH/A/odDprXVmQorBDYYmgijQbqxTm05tiNR1+qa09qoaUKTPwNRdhV/WWxzobP3ePDGVFnGIQHzFwOjibZiafC9t0d01lYRKfpobJNPCTXd3T2gpmc0zxPSrmSDZNRBukwD+49638TFRhhqc00v8vRSn197wImMqIpKJ9B056YP/zxk8GOsgTBkxL5bhFfAL+nTpy8SOqNNhz6zDFJh0zxb67p+jh6vCdJU67wWwpC1r9dvZSRe6D1NCGGUNcY5qpgVPX6YElALKa8jFRDOiCjkJswiZnsUsPeYk9DNacTqfkC1GuxQ49c0CfCmCrkZrS8E0un98fMo2h2T0MKcvl+yySlXXPOUoORJIaedJlnpgWpN6vX+Bz0n2DvJI+0BASZRdH0yY0kHs+cjr1XF5xLrorAcbX32Mj1szVV9YjT6i89ODLjhZ7H30UDH85qMmHIzYvF4hGjdQ52nHMUmefb0WAePb1QkW7KmvJ/hE2kUozF9ZIgIm9xrki66thgCet/9TKkv+XMsN8kBWk6mwyt6W3lVMKXD3LfrXLDKOHZzW1NwZNAX2DE0JZVUk3cltfAezAWzpmNyzQdy4aQGZJgBB9/pEQbqardHAbOXPfY/7DG5TJi9THQn1/Rolw46ZMlW0eYJoGQY2yNKDdiEiQod/OdEXe0t5YFyIGD2bOQ1N+bG9Dw5jVsJEbHnNZy/oMljc5qn9ttjnpl0/+dnpkKybEh1LzfJ4/CSFePz56OnB6zu0teg3zkzyw3vmdkZtfqzF6ObdA1TWFPB71fCkCjeNGdNvkfS/NSkFzddu12uB6RbJ4U6YHMn2NrgmeNGjEbpnxqoqelisYUbvcosbqxolFk0yWUKiEC5ZOOqfWR0SUPC5k6eCvNMgzcqAr81rZTeXrTvfp4BNunvKZsSbT2zIrX+Dt7rceuXO8zOeqQALJ722HvUo16OmJyRVUVJHocJiHAmpdgwhbF5xAyIvRnWWUNarrhHFw3fz+x5cjkQAu/Fzhrz6Qt6h1w/LFCteLY3Blb1sxxrt3g6YP6MADN9BLimm5OA+WMOX5pjJTDB91jG+5kxsvl+bI8Djt/pUWzILqtWtqfNo3sozF6yjtJzzl6wMZtcEmwsG553lFjJzyG4B1Zp/h48Z7Oc6iYPJVYpLQqASw4p4TQwdJAJLX9OXlYhWSLLtSUJDKwnZJCoM1Z1sUD/apU8jeoVlnagXGms6OivdINUZgmRUllkeCiwaTTTUO3RAvC2x8HZc6mkgajA/3KdML0ccO+vrzB7zrVabkbsv99jcj2gWo44+KB39i1gdV8lMMWGKaMAdZNATnPqGcDzq1ollCvzdLgyE9mS4N+gSf5h8HtucxJRbnjeb4+41iRHKdqE+bPB5DR2voldcRgwe5bru9jns1BMy9lzniceQz0LmJyPPlwZTWoqhiUCJXOpBA7f67Hdj24WPrkw81alarQ58nYsKVOeXI5kBgsosr3jk0hxf1QeIdxcnvAbPVJK/25K6bWU0iSldDel9A98jJ+5BrAP4KdSSk9DCLdCCJ/5Pt/+CyGE35vfR/gZAP/fj/PaPgUf66sPFXmipMXW9HCtGdrYNFYFc78Hv0q9UVkVCyjaJCepwaewKix143jBXwdHZ93VNQH77/N3Smu064buzQ3giCebZbko8980XdXBp0lx7BI295MX2ie/1uPxf3HuRehYAE9+psDz31mgbEZcvVFgLGlW5gwMm+LxgMzFsLTm2ixg6Ge1ZCTS9sQ23CYZ3T05jVdu3ADcPEiT1fWtwih9/Fnm8Y7YHhSMf7MCkikTLEY2t2QAFbwBSSU1itPzhL1HA6rVaACGuTIfRTP242cxuRzdCKdoE9Z3A3NzhaKavk+OtKHPbtUyNpues4hqjvnm3CNjzJTJmz5SYTrWIh8YTOHggVqtjMJnxocqNgUmqHAeZoqYM/mLpTt4AWuTK3eWbnmwFR2LuLHOMov9d7l2NSHQJJmxcVyr/STYlIIFqe6PyXlO0ti9TzBmMGl7mpwKfPjtEc9+ujQtPAvTx7+3xMufYsHR3IIBUiwaNrflzJ8by95o8N3OwVctMwBYNgnrB4mOyOCETSkhRcfXz+QKQKkc5TZh+aBAGIHLt0p3155cMRN6ck4GhKiA9XVyQ72QTEdozaJkFZpQzM5GTC5Grt0errndHkZvDEJic7g1CUNzFNEcBaZGGAVVk/l6Z8LlOmlrwmJrGeNmIslCLLhfhTMQbrJ2ba/ThJSAjFHy5eS+NapzFZxaWTb5swKA0QBRSVko97Km7RW2Faf/iumKHa/3WGfN/+y5SQSabA4ppoIASU+hsOmq1lG1TD61lYeKaMSipi9f55QwJODonQFPf6bC9CIXfE/+CzVe/GSJskk4+0q0+1pNJJyurGZQwK3+zn2Kr6WwArS5nTzWUX4IWldKAlIahLTNywd8bkUhDhM2O9LahiHRKEznZuD9Pblg0S5GzTDLjcJYstmvVtwTpVsuG5rKlg280RXNXCD99tjkX1Vwf5XpRcqNu4Hkkud1ewQvpi/43utlct+gbk9Gbjdeuv4YpqKmJ2frlGv+f9EYKFMEZwRqAiiGimQS+iwE3jlTYRocqBU7TSk5oiQzBx5YPCJoGI29IpkNhxysB2SiqDpCAOn8WcqDANMyB7uXKGUL2NwheFM2BPHPv1Ah9COGCc/M69dKnH+uQrkZsb4XUC8H1JfG6LDnq660/8ABDJlVyqyX742NaXMHr6xd+jkAwabh7SFfmybJBPvIknL5SSJQQMNRYHW3wPoWp7tO809c1+1hsD2IcZJiKtbLZM0+m8HqKkuBlvcLVJYeNdgwJkU2c4gGRjwfrGFL2dOoJLMmRaAwiZ4Az71HA+ZPOC0vt5IUcL1sjz+BC72dq9rLxOBinUagUGbPnvhlsoJuIR8nDhuGCZyJKBZXZ8ag9PUKbp5JsDV4Qk0q8nBu8VHyqbfApPrShm8GlGrQotesz5lu/8EBCtWSye65MPD6Fw0TAhbPely+WSJVEf2cUsf17QIXn6swOe9w8dkSY8VBhAZrANeNGLfFlu+hPSDQEa3+B1j/xQ5Y3w/OOqmvLG66y2t4mGYJjHxgJBltTsx7peaeO7kaWYPcIf1fsrze2EnVNU0ZJVuSDBojnBnLNc40EcmIxBgCbO++4pvdHjLqeHtEc/CxCGRBmPR1rKxuXRPsKzqxfXjdpi8S1neigz6SPJKxcrNl+6P0CADKOHzPP3/XX0sI/1MAfxrAv2BfqgH8n7/re345hPC3APwMgP80hPCdEMK7AP46gP/Sx3meTx9oMGTKNL8AZwiE0Ry5+2SRXtmMS4hqSMkN1UJKnh2PJBqmNReaQomKa4ccNcSkKkojBeQpQblOrhmvlswrFjLo+iprdqQlVQEzVpQG0B2e5o5jFTB7khv0ohkcIWz3AxaPEuLADFrFnzXH3AAn5/mwkpGiaKf9jOZo44RNuw6Fok1YPQyYvCTiufeRuYn3ytSFgwzUZrKZao7pvq2GThpbIrQR3YJTnf0Pe48eLLbJN11G7fE6t4dmJLdK2JwE15mu7tF8a3scM2ix0+huj6PR9G1atua12B5yUzx4v8f2OOvAJE0QuHL8zQ50MmcxL3pgdJOsT6YLTzGbVpLubCySZBu5afnLJkswOKEJ7mehplxa8n7OQ5d08GQeEPZ8u7RpA4h0+BBYy0WTpCCzl6Pn3ItC5/FpKQMRMqOMbTZSAqwZiJS1VKvEWEQrMqgNT27GdvK1AQhAfcGMa4BxcjJEWjxidKF0ipxiplyM2ISiOY4+IV6+Dux9ANRXdDsWtW/3oag0TcC6Oe9V5XOL9bG+Ha0xCNgeE70XeKSUBPmBFFtew9acqifnZE6wKWWxw8KFz+nXy6bPorH7Z1IyImuw6NfZyxHtYcDyQXT6Mu8vK3bMuLW5xXWzPQyv6PdJ8b7x0uW6dLquFYe1OdBXeR/kOodPCgG4T0bsMu0cgFNk6yuxLHK0m5g9aYfW2i+yf4GMu/Sey7XF1Em/b81g7C3hZocaWzQpm6aaWa4b8wHY3Ob+v/cB3L+mXI8YS67HyWXCnV/okEoysKQTPvtKgfoqYXo+orri6+5sWgsYI8gK0HKTJ6Zy8l++HjB/xN+5977tYRuulckVn1vUZJq9EdCbnOdoRPlObG5Ra91a1OXB+z2p02KMGOhQrhOmFwnNbe5z07PRpuOZEry+FRndt5BBp8WC2X6wuRV9Oq9Gcm1AmvxtLj8Tsbkd3MxvrILJsyzJZ0pJUbVMWN2TIS1B9XJnf7nR2k3JXMmTDw24ppPJ9wwQtTXgjUWAp1vIRJjmd9mFXMBOsZFpZmYoqYmTt4Y8MMaSjQINyMyvaM0mWABusU3OrOOLzQyafsafEbPKGS09sLlLsG36Ai5dqa752cchoVwNmL3sbW0lS3YCXn65QrlJmD8dvVnizaxzK3svCfyWzIjPGzB9xppj/oTMCIB1is6Y2NlrsjWYSsoOgOzwX27NId+eayyBo2+1ZD+AoMj2SIMONV5ch9XSjAB7i3jeJjRHtnbnNLuNLWU9wc6/9mBnOGSfOwE2GszNnnfoZ8HeBynm/TR7MO19OKA55Noum4TVXZ5F9ZWA7Js3X2MJf52ASZAmcAljBiHtergcNrNDBP64eWVlrLkuucFsucrXTLUWwo6sJ2W2l0BHreuySWhuZS8qMe0kTxymwWNWpfFXXaLXGLuE5hbPwbLJQ73qqndWUrUcnMVTtAndnLS11d0CQxWw/8Hg7EkxHQVmbo8Dig0BnmqZ3Hi43CRsT4H5Y8oSDr4zuhxAILv7ZdheQKayyVMMcFE09+Y0ojFD124vYHppXl8WNTlMgrPpwmAysK0xIy8Tlg+l9aMnGfdofv69EiHsM13fjl6LywB5e2jeM8cR07MBwwRoTigL7gysbY6ZmHDw3oD17YIgjcysrY4stq/Kvn+cH5/ECPE34fHHAPwRACsASCk9ApkHu49/CMA/DOAPAfgMgN8P4L9sf/+vfpwn+dSBBpp0FS03PUU67TZAwyy4+3PsVHyZ07/yR02X6c7dpmEVhWusTS9r+5A3WbYxa/OannGKG1s1MnmT7PYYwUL6Z/BJj5xXJbXga7bDr8/o8uTcCtJkBoOTgIvP19RIv+SkYvG0x/xRwvaYE8r9DwdMz0afrMcOnFDYdRhMz1ls+dqJfAZH8cci4OgdoqX9nAe0NJuATVgmpk21zVmP7oBFkCid0Qzh1CQVG6C+7Gmmd5WLdebDWpb8GR2etweRlMdG9Oqs6a4veejVl4lTicpQ84F6MWd9lDYtWnB6tbpbYnqWJ+U+mYxEbs8/X2Fzm1rf5pQNdLFNPh2qlukTMQ2UIxw7M3+S7AFsQAGTs/SZoh0Gy2E3lJtTQjZCZCoI/bZiwqcTZiZpxRX9EWRixdezeMKDZbBYonLNiaRiPdWgU/dnjA1zllYKQm+JC8oSH0tO5uaPTaveJ0wvSFO+/GyRpQ0LHoypAJrThMvPA8dfHzF7mhxQonFlvn7NiRXjZgTJa8j/xoENwdHXkxu+9XMVWHBa9zClOdwujVLMHsmOigbOQAqjGjugvh59HbaHwTXHWiO6xjTbzMBGGIHpRXaejx31mLOzwQ776BMBn+oY7X/1IDiLqloSjJC+Wxr8cmMU94L7Qr/g2pU+kus7My5u8tBEyqdf5g6diuDpCbsO3CosY5d8D6K0xRypu5zV7fdGYZNIo4qPAn43NiVr4XnU82ejs04qy1LvFgRJ4pCjTQEr8BJcoyyfArKa7JobYFNuEg6+zTUWRjbR3UHAy5+okCJw/hXg4gvAs99dYZglrB4kPP1qicN3RgK3xnR6JcfbgCbJCoo2T6eLLYHbVACLD1P2J9F+bEX2+nbEOAH2PiJ4BFgzatFa2i84YcuAiV4PwGtfrnckY/balg+jF8TLB9EjLkejk0+u8nk3VgSoDt7r3fuhbLhfypRUnjCr+xGzlwNW9wpMX5qvkPnLiA5eboztYOyP9jAwd9x8fJDgVNubPtT0OwvFpDCcvOY6INoZFKRBFxPGBgUp8r5GgsuxUgy+33RzrnNnHfUmSzHQQgke+x8OlIIsM/tgrLkn0OshOTjAzw0OFMvlXCCRznOMPBf237N7sidTqt0PuH6jRrUCnn51ihe/s8bLn6hw/SalaU9+X4H9D0Z0+5mpxmtm4KgxY1Lgvs4kKnh8tM7/+SMDUOw8K4zBF83YUr452TiUdRZgEiSTxYjxhgRPHiibASkiswfWWeIj34NynYw6LxCZ/60MzJmeWwxzk3D0zd732XKTsD2hR4LYTnEALj9bYHoxorlFMEX1CiVY8PQLDTLqK057F0+YWrU9ipQ5PB3c0+EHfbDOTM6GZP0YbH/ILC8NFDRs4M/Y+pgQjPNaLeWzTabf/c7QzT09xpyuIdr84jFNVemHFJzZUl9ZkkGXfXr0Geu/YwWX9urnBkv2GguaZQ7mATG9GAja359gewS8/PIUF5+rsTkNWL5Bg9iXP1Fh8XR0SVa7H7251/vcNRsPiZ9hux/clyVFAgaqh7ZH0aPXw2gpOgGMH4xs8mV4KNZSdWV7dhE8DUUsOp0hqukZ6Zz8/VfXHCrKbHNykRwYrEwKJJbc/OlovjE5Xrc5zYyuVPDare9GHH99g9W9kkD6dfLvTzYULBrg+rUCSGbmecTfE3uCbLGjTEc1/4/7I4bxe/75LXi0ZnKYACCEsPjub0gpvfcb/fk4T/LpAw0iXPM4WtGiA0ZTT9LqgjcMou5tDzlBVlMvoyeErD3cM3fU0HPaJ/dToaIySZIBVrVm4z1/Pjp1VhtVbAlg9AujyNpEatehWtMLvh54wxRGuAlf7KkNV3MiPWy5TdgeFdjcIWixPQ5Y3YvYHsVsYDOSDs/JPzd1NR7KulVDXJg+anMa/cCPnTVBC01KsrlYGJJTL4stDMQJr7hiDxObZJtHw9mXJv4+tIFSJ/kqmHL8jS3u/I0rbsIVN9XmlDTV9pDTvvYwYHNaYJgyGaJaAouPRmd27DZtMvFzeqF5K8yfUeO5PWJWczRZyeRM/glZ2tGchk9cvFLfl43LVMTLqBGAJwQoJUJu5bWogga20CE/5xrPzkb3ZqjtsBCVsNvf8TIwends6SVw+O3OJ4fSxMbWJvL7WUddWMxiuU7uyBvNRXm06dPi6eD05n4WsHoNWD4sUHQJ3R51g/sfjpi+NBq21TOpAK7eirj6LO+PzSnTP6qVplrGnAncAzTB14HvKRR1wPbIMuobk1dMCbpNzkccvts7sEFZjU1RJlwXbPDgPh3dgte9uk5Y3i+xeEy2wfRF4uR0xYlgGGF6Rja0d37uyqOL2v1soCQ6YrsX0C0o1Zlcjig3ZPZUK+awe0b9GeMrhyqvPU43AyZXA3//YTaqGiu46/duYb66Fz1G7EZr16RGu0CniiQ1nzLIg32eYlPp9QGWbGIUUBnjqejW9Clu4V4wAhOr6+SmhSnCG7xyZY2KFWXlRqwWYylU2ayRwC3Xt84ORVkiGgNrKnkUP9/NLRaS7QFQXQfUl6bzHZ38YuyuiPYgr8HRZCFFy/UkKjH3AVHi+dyTM4vnlOeDgRvZoNZcyJ+NaI6CGz1W67zGNZEuWk7AZFapdbW6V2DxZPDJdnPCf5tcJo+irC8TDt4bcPitziUkY03Gi3vr9DxHr18vuU9ecM3On/JcnFzRv6CfG+hlTZUnFlhjU614ARVdKnpzfZkcdJmemW/CveITGSFKKtgbUCD/AZ/igx+kCn+xuRSb50Br3GGnlJLLWARmxdpit6GSW3zseI+75tvqgPrKJFW2LmQYq7XqaUz9DiCH3AxRXsGGWfppndndfsDyASfm63t8PYfvDugW9HuhFM0o4ccBKSaXCsDW9PScbLLJeXLDPYHJsbNa4GU2v93dI/p58D1iej7i6Fu9TW2V0ABvzKh1N1An5SZz9nJEfZ1w9eaU7vozgv8bm2xPLmkErf335Gs9bv/clQOW3Tw4FX9zm7F82+OI9R1KOCcWE3j47cHAZ17bfkY/p81xJOul4rqVaebiUevxwIo+LFp+FttDAtrT89Enu2JJ/MAPa4C1bhW9SYCL31JfZuBbZ38YCSLLP4DM1eRmtWTVBVQbrlXJHjTJFyuhbPTeUvYqSpIaKZJUzF1jgsyzD4L8W4LVEwDr52rJtYPItBcNQ/o5af7Xr5eoVpRdTV8CB+/3fN7zhLHU8Itn6PpO9PpS98bEhgL07tIZENwbZrQkMa05DRfLDWtK1VexZTKC2JnyteD9qChzvi/WEMEktaMBE8HloAJcdTbJa2ZynnD4nQ63f3FNAD3yvclMUfc6I33N3+qcT3r0LYJp0/OR3kY1z4XzL89oemqgozyH9p70BphmRmix5SBC7B1JcsRe+HF/hABUYfyef34LHn8xhPBnARyFEP4kgL8CJij8UB+fOtBAZkLMrIcXTankhtUtgm/SRAVlnBeyU/6QGyn9vwq09e3oN4tcT/W7EDKNG+BBsbnFKev2IDcirimziWHsgM0d0kBTYZOlAKcCiRIlyrzoZlef50Y+PRt9kjZ/wpt9LIF2sZMiEHg9mpOAza3sIiuUf3OLS6W+UsNvGtqTyAJqyutWW3Euw8F8HW1CVjKqcnqeJ6djxcZgmNrmafGBmkLU1xYTtMhO/3LeL63pGkuTSRgFa/mwxnt/9JCO1kouMLR09nxEN+N1GSvg6J3ezW82t/k+RcHv9vm62kP+nm5Buq6mpNdvlCg3OX4nFbz2cjPXlLDYJiuAbo6+hpSyzriXr4NNYK1oDUNyEzuELB1R0oE8NYB8oIi+3RxGB8jGEh4xysmIEPngoNX6TonmOGJzWrJ5SBngcTffdcL6vmmP93ltSMmzorkMPvnvZ4GAUwEs3xoRBk7+VcDVFwH9nIZXg7EXdDU5NTFQzSQmoo3ydbBYQeI9JRRczUy3yId4uUpeRA01D/J+GrC5HXH9sCRD6CKZmWjwArJbEMzRZFyFa2+mcqS52vqpqO+UPCp2BL6QWOS9+48c8LPeiRMsuqwRFdtl8ZhFyVhkn5V2P7IINZNW5XxXK2M12etb3i8dXJzuAEZjqd/Fa8sCKGH/UX/ztWsgKht5o0zOcvpHP4MZmPL/ZUwWhsx+iS3vMzVESNm3ozmJOffdGAqapsqB34GikRTikAzo6TNw1R7yMxqtydrchptsyWwRyDGz0t/660rAxZc5ZTv5dcpnhgk/635P7ujB9z4t4PYIzhZRgU+pVaAR6TKnmmgPVhKQWBu6Jj4RL7OfQ3vIuLf6OjmoID8CgjDwJB6ZCDKCTMV48AZmqAP2PmSz11hzIZp6P4t48vtKVEvuy8pplwngMA3uKbP3eMDmdkSKweVyojarkRBbQLTyouH72h5F9ySSkalMuAR4bQ/5s7FNjDq74UOGaG7+2+lzzwwTSRS0HpScsTs5BODmc2qklFyhtSpml4zYgoF/m1vRvSNWd7jQm+PgAIUabTU/5SZh/YBraWtyw2HGRk5nUIo5dk/Mmpe/k3vG4bcHetfsB+y/T5f5y7cKTF8Ce4+sgY/8PasHAXEIzrhQAtT20JqeSswKSwqos7REr216YUlO27x+tU+0+wFXr5eYvUwuKdjcIUuDkbWZLSfX/KIlXTsFNky9rdvtQcTeh7zf13cKmgYnfqbbo4jv/LEDl4uVm5xYVV1TWlCbp8zhux02pxGTixGruwWv/VznLH9mexpcytnui4kScPnZOjP31nx/igvsF8HqsGimmWQb3OQhIDj2FoM52vqzZlBsSe63eXo+GuuvnwcHleTlIgZRHDLjQPWYGDZisHWL4HtH0RIQKbbJKPe6t0L29wrc99Z32aDr3h+r4FGhMv7k+0voFhyGnf8EGXOLx6zplg8i9h4xgnD5oLD6a8Suz8PmNl8f5Qam+09k7kkCIPlMNLmEgDtP2bDPUIAfwP8qQvT6tQL7Hw4EGDp4nHtp3hKSa4jBzMQayqvWt6PtDVZvnydL3DHA0PxAlg9LvPeHZ5DcK0V4/TIxbzIlox2+19HP58WI5YOCMbjH0dMj/EwpOejrbc/o5wFXb7CxoY+L/GWsPt7Zp6dnvFb7H968XvhReQSk3zaeBimlfxXAvw3g3wGTEP6llNK/9sN+nk8daCBqHGDNltEOQ5+n9HqEZPQru6HLFZwWKlReG65Tmgx55S/I0ymZDgGZGtbuEygQ3QjI38NIR2v+AEzOAs6/EHPRbfKFwShys5ejN5LS3R68E9Av6CiLSIrS9thooLVt0LcjyjWL2voqYXJBbZ+abD43J7Uzo+DxPcCn/SqCig3NA0XT1WYnF95+nulozUn0YiIMfG3FFi4JqK+NEm/6MFFjVZTUl8lTAjan0Sc50eQhwxSYPqevQ2nNWGUxakJFmxOyA67eoHnd9jA4ij09I9K///7ghYyi74CMuO/SHHU4dgsegtOzEe1BIG20olmQKPI3efgBq0PBDkCnrds0R9OWFHdYKts8TSTdzDLekzXx2zxpUtGXrHkbJvCIUiUg6IAt12yWu1lwh3MBE/L1WHwInP1E8HsMsGhBo91PLkafdkSLJDz8ekB7ACxfj/4z9VXC4TfhjX8qAvbfA45+HTj+GrD4gNPccgMvEifnpPAtng3Y7oc8+ZiwUK7WMEnMiOZWBnx2kyXKFVH4ouF74joZUdh0YTe7mhrv0e/R5oTO2iEl06STSdDtZY1g6OGTs26P13HxETwhQ+99qAk4KJKraBNWdwufhtdLHu61rctqk43vZJCpyLfqmsXv7MWI0fLDpZlHyu7f9ZKNY9kA2/1PIgyHT0rExFJxLkM5RbWqSRe1uVzDk2S6HRbNLpivhtqdm4vgevJCEZPTzGaQPI1JJ3wN1fpV+nMKwOwZcPU2rCHlc41VBhWkc8/Z5glHX6MJ58ufLHyaO5YBB+8As6dkmcSOnhkH73AqOX1BppOMvxTROZbA/PngQJziUsUqYt45XBdMc9rMGKlWyVlA9XXyRlrXmZPXSD+ZpEaNv7w1Zt3+hwMbHjPcIqgNn4oimeGg+e/MH2f/mvZAezWbkNhn5/XmqABG/lx9QTBbsW9KOJlcclo5Obc1PDMAJSDH9ir2uOTZO3thRl2PBjcfljHtTR7eCBsA7fGwttfJl0DRfEG+Al2eiKYyMy0c6TRW4TAxT5Ta2F8xez8AcA16KoJLkAiK8hqrmVMygWqU+ZOE5Wv0CurNwHgwgMmjeA0EU9LF6S9x33320zxTpy94Vu99mPw+uXy7wuKjgP13aYS7+CihvswAn84fGWrKf0GmlQInydQb3XTPvVoSP+PRmJo6VzcnNPut1oyH3Hs8IJXB42h13zoL8jph8WxwaWWhfXAONKdkaYlBMkz43/njzHYapmSOSk6lhjkkMjQBDlNoRsz7q2w4lKAmnudmfU1p3vYwsy0lASSIyK+FxKa3OTUKfOB91O7dbO0KoALgsh+AKRW7sclqzAeZxI6Zcp9KAy5XOc42Fbnui72Bp7Uli/Rk5mkP156iNKGxon+VIhLJRkgehVw09Ae4/ByBbxnCDnVeozKHTYFgS9EC9/56wvaI5y0S2VHL+9ETk/oF2U2LD7lmD98x/wMNrkoZi5NFdvhe534EjBvVteFZPH8+msST97zMR5lgFjyNpLom0wnI7LC9j3qvf0pjFkkqqc9g7/Hg0cBIeeCg4Ua3EHuAe8r+e3gFOKV0NGBrUcvbA66h5pgm46u7YlNyz2B6zuj1QhiA2TPWLfJeUp0pKWPR8F4C4MxP1ceUqn0KqAYACqTv+ee34pFS+tmU0j8H4D9OKf3sb8ZzfOpAAxVTOmTi1nTIdoPuZmUz9ozNZrcf3PhQE1ppuuiwzaKH5nKm+ezzhunUw8iJW9loQp4NkWSQKFoZG0RpnXOxWTTmYVBnGvfmVnSDq2goZ3sQsL43ulGS9FXSholKK58BaSNl+kVNOTzLeH07OitBwEe5Mb8Ha2Rk+ueUXivyC31P2KFxwpoBy4PeNYcB4Fphb5Dls9Dn5gYB7hgbO3Or7gVYEOgp9TlVAfOnoyOiKkxqi8iR3k9Z1ZweRIQ+ZWPGnUNW+lwWuSmbpYGvc/kadYmre9Fix7LB043WriHMo8UsepSV1pWKyVL0bGt4J4GASs8iLraZdgebNGvqJFf/PIWC5WjvUtJyRm9p0gtNH3YpjvKlCAOb4NgzvhHglEDXeZcaKFrqMAnYnlrmck3AaXox5utbcwonyQQzgoNNsOGJHGPN+6Zd7LAojC4ae/jB3xyz+Gv3ed2GigWXYurmL0YHbGIHXL5d+hpxtkSPVwpiUe5TpOGcaIqb0+gMpPo63wcAKbM0seQ+VS9F+yVtkYwPm6wZHXRyLu05P8vmmKahBCUzuAXAI9tKm4bsRgSqqGQzwq9fvZVlWp+EbihAKkUApm8HxPQyVpU1vIOZqyaboqaCMhMVrjLOFKCyez6HPjlNWfngYw035XRzUGtEojWiBMfEAOP+UVoSzexJsEaGr00AhhzoQ0qQ10HRcA03t0ekqGYt0JOi4+c5TDLNPaQsBwHgbBfljxcN16ZLadTYG22XTTfZCP00a7rdNKvjtaMhpOR15rtjZ0S55noYa6BejUzdKOUiDrR70QFgraFqTSBJEzkAHpUYTYtf7JxDBKmST9a0V4h2HwcxO6I1I+CeZbRkeTpob5DmGsjrgBF2Aet7vC/Ovlx8osQPX1M2rQ3GHggjnD2h+4KNTY5GU7oGRrh3koDtVO4MCfxJzLTS7rH2INchmuKW67TTrMHBSiUl8WLwZ4JNghePkwHuApOycZ/ABrGrFCPc3B5RbIODIJOLZABIcmNR+TjtTtYVORnte6sVmxXJY/T6ZEw7zCiHLGzPkna72wsOMInJkSLXW3tAVmZ3wJqnvsoRtfWSwAbPRr6u64dljik2yZIMOycXjAKWcXF7kKfHqjc2J3yOsYBLO7XfzJ8TtZRMs1sEp4GHPmvZh1rrBy7xKhu4zFBg0FAFNwUlkwLAaDXUjdatjLptum0AJ5AZXWJLEaSUTCW4x8/0bDQWqzXNSdKCvNY86rpPDq4MdfB7VwkoWmdac0Wr8zbHCgosk5GrG3rbwGOYwBtVMTuHCbC+U2B7MrqXQrVhAkbZJP/M+FnYWqjz3lKJDWNMt3KVsL5dOkiggZH26O1JwPIh14XkJ2EErt8IznRJVrNqD3YGVRmwfFA622d7RKZE6XGrXCfNYbHDHKMEoNyYDM0AqtH8hrRXSJoUe/qTTV+O3o9UklJDAKNkBnyOze3oEmDK4ii1kNeU4iIFTPeL4CzGYSKprAEZE35un8R89kfl8duJafBdj//5b9Yv/tSBBtLRCk0rtsmyutlY6UbVJqcJHaekVlTaNEr0a5n1FDKHsqkUfzecajpYpJQKWjUo/YxTaCBruji1JdKnw0x00nGHNizHdCH807PRdeyT84T544iLLyVcf4aHg8z71OTtUlIlB5BhkjTBKcgHITm9VRPhbhGwPeHUVpIFwPLBl9ltmuho8GleexCcBkfQJBd907PRExP6ecDkYjSdohlxmf7RPw8r/LvFq9n20Yq069e5zMea1DNq0ZJTGvsZP5/pxejaQmpnwQJwlYuZsYbTR+VunkqxEEa/nkVr1FnLQJeZ4o3jk2DUTjE9NM2Z5skqD8bgtNZdCY1Q7s2t6JGJpUXojDWLhMI8NKjP34kI25nsjpJC1JnGriSGbpGnNgJ62v1gkUx5vQp0EcgiF/3509HXTNkkHLwTsT0Z0R0k7H2YcPl2gfmL4RV9chjp1zEaE6BaZZ3zWPJ+r5ejT+YXjwenxocBLMpmBghabFxtIB0BAn69MZ+DagWPQavW/L56OWKojGLfkw7Zz+jnUFvsWDQ/EwcUh52p2jprpru5UZtNGrG+G73R7ydcQ/JRiAa8SPM+MZ3l5JK/T1rl7WH0ZIcU2fxuLYmBLAJLR5hwbY+lMUGsUQ4D741P8hBomcQGUi52ATei1UNrYjDpAr8IT4jo5qYZtfdTbJPtWfxa6BON2aYCGncAMPN/8dQba/a/u4lLhU1UQmbHiBklQ1qCHMYwajihGiZcM3sfRHT7CdsT7iXLB9yD2oOdNBXzZkmRe3W5ymadLs264jqbnY1YPBnMHTz5/jcYwyFaMzk9J817LPL3pYKGW5lubSCGmYX2C66FcpNw/bBwMy0xkZrTiMLc7r8bGO1nsKmTef40yeNyt0cGZNteKQmHZGKD9uMGGIyJNz0b0ZsuXudEexDcV6C+5pk4mC9GGKkV5xTS1sPGWCBWxDqIecOHT/yssUpFNsodJtp3YbLHlBlDtuaKLrmcBchMOp/Ki31hvi79Aq7LT0FyFYuttfNSjclYB4+3k6+Dr4te+3Zyjbb8eVKhyLwMLNMQM2HxYUR7NGL1kE3v5rakJ2Gn6Uy+t8de+4exKuvgU/axAmbnI+bPWETLz+CVtI4u11Q807gPSUZK34YsN6FJr0yn4bT35cNoiRJWl/XJ78dhQiaTprv9VJIFMyu1GF15U9BcOQ99pucpN822FzVHFnNsZq17jwd0B2as2yeXX6SCDZY8EAjO8HPc+2j09yvgdPZiZHzlJLjh500eqmXFjBGrRKCpwASBTMnet0c0WgIQoHUq4Df4mSQj8Oo6GfPVjFQHDTKCs2eLbXIzXMUga7hW2RrUGhLjLvZw+U2ywUdvkcYysCSQmrD4KOLyCwlXnx1dJrk9zHGMSFb/GxNLEcs05TQwz5gL/ZSg0PzZ4Hu1QLrYGXNzYlIM856pr6xnsPUwPRu99mNiA5nFCAYWGYDaLci+YF1p18LSjfo5fDgxTPlz/Zwgk5Kq5LUgyVnok0sMdFYNtvbbveAGz+Ua/lmMZZYDyo9GzErVrb2ST1YJs+fcp6vr7NFWrZJ7znjc74/5g54Gw/f881v90n6zfvFvCWgQQvjHQwi/GkIYQwhf/Q2+7w+FEL4eQngnhPDP73z9JITwsyGEb9p/jz/uc2tS4QWoaZPCsJMrbJuKJqjSkTNbOdOqVMiIVknU0yhXpt93uYDpgqV9Z6EH1+lLr67NUa6zkiMMtplpYqfphyZusWfDIwMSTTiLLXD8KwGLDwJe/C7G23R7wQ9esS6qNScNGPncMm8jkswNQ7SrVPDgnb0YneabQvA8X1H9+rk2PulMkx8g0q9p02pOgr+n5cO8LMPIyaxrN6EGnddfEYjdgQoKNn3zp4NpxeBmR9UqZQdZxU9Z1nlvB8wwAWrTXcaW17Y54dfLdXITNk4+YTQ7Xg9NB72ItCmpDgKxG278sMNeLA9NUpHksp1BnhSz34YmfGPNZmJyntyHAoBTRIeaE17AQKsNvCigqWB2VQ4qIjVNt8k09YxsEGRcVjQs6pWiAOT7So71imfSxIxxUwnHvxZw8C3gxU8zi/7yzTIj8B3/lOuE5Wsmu2iZ185cbR6SzUlEtxcMiGL04fz56Ei9WC+xJ016LIJpyXkAbo9MWx0ztVeu8ikY9Tlk+jzdkYMbJApAAeDMCMCaUgO15BpNgy5rsHdZC4mN+1gErO7zc2/32PwNpvPs5mQj9NN8TVcPg2cyD7Wth4EAA82qeL8IHE3BCrnE+00mZs3hJzsqxjp7YaTA6y4gR27UekQ1eTvgrVhGoqnz2vB99HOCPmWTPLmmsHXq8Yqb5NPtFHntNWHTXu+yB1tfRZP396IlGwmaMtvnQ9foDCLssmsO3ok4+BZw9ju4FrdH9F0YLPIuBd5Hm3vcv4qOE6Vimzy2TpGzzTHPlvqaLtiSJklvHLtM2xebrp8GN6USIB5sj2xtmhtGmC48eNa28tkH3fsGYsWW51xsgeXD4FMssdKqVcLsLOd4Aywww2jni2jfdS64U5nBndoKbIGQyqhncwAHt5UEJBBBVNnMtuK9OHtuzdsM+CQ1XD+jr4kAWYCfseQpAqJ47gbbf2GNK8ydHJxsixUW6XeS7Gfk+zOWRplOdt4XrBtgcrNiS1BUJrcAP0/VNNXa1q2AR5t01pfJAHc4eFctaQLqtY4NIMpNwuE3Ag7eCTj/CTZ1m9P8fbvRk+2+AcAh+3wEYyf2lhqxvh3RzyKmZyNmZyPB/MB7st0XWMKvDRN4ioYMjPXaorGGFMcnmjRg57g8UIxSr/1UMdHTF8kmwpGAtsUltvushRZPB/cJgg1tUsl9VwOPbk6mw/z54PKCFMjQWd8u/HNsD4Kb3tH8OjmrSHvE5IKvZ/bcjCW32TBS54Qy72/yIAvGQCcbSqUSnjoio2w3yN2JtpWeP8WAxdPR15MkhTSo5v4g7xUNkspN3kPcw8hqZ9WsfDEZ0JVnQbFNGGb5cy3t3tegjClEyWpYoD3KiRShB45/NeDo6wFPfwaZsQQCRpzm87Pt9jIroLQUDw3Uhpr3lij9i6cDppej+5pxz+XvEVuBzAWLV40cvujvkgRKCjpUrFMEoFSr5NdiqHiOVyvW3MXWZHMWb1ps+dxjGbC+W3Aw+ILrVrW7p1bYmZnsTCNQYcyHPduD1wRgi1YsjuCybLGnYs+6T2echhxi5+l+0SAkGmgxvfgEte6PyCMg/XYFDf57v1m/+LeKafArAP5RAP/v7/cNIYQCwL8B4A8D+AqA/0YI4Sv2z/88gL+aUvo8gL9q//+xHiqwQsrNNv8/TwFldiQ6n4MH9v3jBK7P6qeMG2n3cqEwFnm6Kjqc/BPGMhf0sZOEIflkvzKDNlFM2/0dypBp4foZXHsuIyg1qSoSFD+mwjcV1ImvH9Ac5vDbvZn/BKeJx54HM81m9JrZkFQrOLgi4KSxqCuZQE3NVTkONmFRbnUnM77gDvOVMRZSNNnAs9Gm5lljPLngZq7EC0BNPumMsbXoRtDReXI1WvEL9NPomb3Tl8ldvlf3oxkTZvBlrFioTc+TgRQBipssDNwR3bezrPfJ5eD+DZzo5Bi2osufR2z5eamIdrT/Bo9uHnz6kgKRaR3moqKPRrsea6Pr25RKhYAi65jqQdCoOQ4OhgDwCUSySb20553R3DThVbJG2AGaxEBQxrJ+vr6wAt4OpTBwDRBsIwgkN2lN2cVsGIuAg3cirt8m3U5eF8MsOPumaIPJhYIfkCqQZWpVNEYnLAI2p3YtjYanJrNeWgHX6OvJM9/12cUueY627k1RiGvTYBeNTRZ23MzlkSCa4/QlJ6nzZwmLp9bYT/ieiwZueleuORVojiJWD/lau0VAc4uASOyA2TkZFMpR1tS1XNu6sWZXBp+rB9HlKJ2BNXHIOmdnBhScNH+SSa3el5gVQL73NPFTM1UYQ0SRijKCpJFinoLIS0Smd5rm9YvcIMrkVsVrsck+Hmpc5CSuCbFcvJOBQ2FkwdZPg13X5MBC2SSsHkRjk+X8bIykJouCffiNgOu3R2xuG22/gTNRRAOWR41LwybZPT5YlO/2MGJ7SPd27QP9XE7eGZgrGsbXykNDGep8Lt5zOgPLNYt/eZwUrckK7Gsh5Xt5cjlSGlNTL99b6sxM73USgJR/9+RiRNnYmt+jn4ukCKkMxjLIeu72wKbm+tzsHgBEpSXrYnU/OsiTiuAMn8oAiqJJmL4cPWpXRoU3ffi6TXmvi11mvMkDQgW9ADE1niEJfIwWC2cUZJNEybR2mAaf4gpU0p5WL/mc0otrjhRGAbTJWWCeJtDtgMMh3xNiXmi4MJpRo9hqLu+ZBex9J2L51ojVAzbzwQYdwzQbNw91ZuFJ8jjYawa4fpYPI5qTiKs3ClujJh17mXy62c/JPtRnNkzzdajW3Fu5j8OZaZo+V8sdMNH23xR2BkNQrWNrd86YxOn56FR9j3QMmZZfXydsTiLrPbvvxzpgdaeg3M6GLs1RBBLfj+IwdaaojizaEe1RyPtZJHgHaMjD959ZoPwcyhuyE5P5RMCGUtEMX4epZFV832WTMMwyo6rcGIvOGCHN8c65t0qZqj7s1GRWZxatJSGt9VkkZyREm0hnr448ve+nBOpTlCzL6lYzNQ7GTpJ/QLnJ56s3s8ZaoX8M64XVAzJVZUiZYqDMd+D17s3oUvc2/YzycIDpLQFXbxRk2l5y39v/kOzX7QmZfjpLijbXDe6Xllinys9kej46KK8kisLqeEa7J4tRDn5fF11maux/QAYEJZ4wJjCv5d7jAb2xWvsp3DB6rPQeEySFEniseqXYCgiFp1sJ2JKsZnbGjVSs3mqZPHFFgz0Nmrr5jz/VIACIIX3PP3/XX0sI/3QI4QgAUko/F0I4DiH8Uz/s5/ktAQ1SSl9LKX397/BtvwfAOymlb6eUWgD/VwB/1P7tjwL4C/b3vwDgH/m4z11YMR3NoEgaeW0amspwo4UXdGrCVXxK3lBuEjanjOMRTUebr4CJVMLM+WzSYs2MpiWaUGn66hMvYyjIuVbu99UyobltzZnlrkpHpAxYXmi+nm4/U+ZPf4lN7/JB4TQlmrDBDX2ExMoXQA7IjIeibsybVNvYQjKDQWNGyL+AlKZA8x3bpDStEUW53CQrFlmghyFnRMPQeZlQiS4YezN+MSaDABYVjjqQx4JRh9vD4NpFp2FLR21U+eYo6/CEfvcTMiaKhjTOYmvmYacFpmcqmjK7QwWQplBxIFNh9nz0xuCmDxabWW/JGCBkNH0HHVZh8krMXWGbO+BNV3NKl2Y2YskOduSJkU3ANfFp9wjKiAFTWsPMSD+urcKAkmJrFFaT5pQNn3/5JqfpwzRYUgZBKhX5sedhvOufUbQ06ZJ2tDJNn6KK5k+yJ4WbbY0Wc2TFnui5zYlpfO3+ix0Ls2o9YnsQMMiwD/ye+tLMikxTL1O07WH0Ar5ssnZcLAmfkBeS0JhbuN3vclLu5iw63Tnc9oJ+xntqmJrJXMW1W1/x2s2eGyskAutbRQYctQ9Y4yk98Owl5TfXr0VnEZH2b1PC3mjeVvDUy4Trt4DF4wGzs4HpFzd8iIWjQnCszajPZQtZNqUJmUuRjPnlTIkO7n+h3x0GFavI9PmaBVV2ec5JEtFiB6VffuX3VCxGOUXnvj9/Ttr/9dtak8gu1qvsu6EYUzGCBCTc/nlg78PkoGcKcEr39AXv0RTh2mnYFL23RpJrI3nDpfsVIRsWKiJW+z9BO74mRWEla0qGCd8/HbbHvI43IKPLC3QZ0FL3KuZcPydA0+0x8URFb7eQ4zeftz0IzsjpF7lIDkNyaZ68PkSj5vR+5zwErKClP8zkLEvLugVM3mAyhsYYJ3XA8jVGnhVtThC46dqVJE2xZVqfgGnOtYbte4sG3gCnQHNB7d8CCOj+ns0k1XQJNJKTOSUFcFBX94Brpw1kpISA55a8JYYJ11I/ZXytGkc9R+zMd8Omzd0e97lhFhBtynn3bwB7HyCDurZvDNNgzJgd0EcxbeaL08/ZJMWW10OTdvk1qaYpOjWKyc/SwuoL0bG7Pe5t8hagL0kepuyyuOLAZlPNm5pVUuDhPkqb08ghUQuuXWNqbk6jy+/od0CplphpSttq93OTKebOWBO0G6YmL7Ip+vWDErNnGWwSCK3YSASTxnXA9Vs8L8NAP5ybPFyWaMDTYEwyZx6WbOolEw0D94SxBrYH0Y1odQ+GBGxOCOoNO6+p2GTpjQZm3Z68cIJr9cWk0GcsGanqtTDkPVeyq6EOWD2A+w0onSQVwf01wgCs72VgiBG+Cbd+IWD//ZRBdAPytkfB32dh8oRxwr8LGK0vkwMt168VxlgzD7AuYXWXBuLTl1znSqEYJgGTl0wp0lkj2dxYZbmzJEXDBG4ELWZCLxlzgBu5CgBo9+mz4eka2yxfGOuA5f3CJUjcm7RPBI9wJavTzkq7Jrz2fA7VdwQ3KGmdvaCEp3Hgk/ff5o4BjcYyWb1GeXHRpU80IPtRefw2Yxr8yZTShf4npXQO4E/+sJ/kt7OnwUMAH+z8/4f2NQC4m1J6DAD23zvf75eEEP5UCOHnQwg///z5c2jyLUddRRLpBlem8mC0dtE6FesTzGRPG14/V8EAp5TGLjfzAhDgG2/yojOYpKBoWSyRGsXf15wGN3qjRp2ABw+lgMkZJ/HlOvk0JiSbBhh9WkZqsUuuIZW+ape2h90Cze5z6jbhB5xcsDe3IiZXyU3xKN3IBYFTKofkjZ9oo/VlypP7qbm8j3kKK+qsJqYy1ZFxkv7IiEnopox4gEyVU3xjtUzmrG3XaGAmuOj0Mp6Ur0J7SAfYvccDadoj/KBnjKD5U9Q5/SL2ltFrxTJ1mKLkApPLVyeqH/fxPdeuRfcIkW9uhYyya0JkExrE3LwI/WUxHryICD0RaTWcov2FAX6PpMhiZixEt9O15u8sWn7eY8H7Yfkaizqh25IQyI9h7z284vqtqV19kTxhYfFo9LWoYrk3qmYc8oE/TPh51dcJ7WE2P5T0QVNGMX3KNSPH2kO+d5mEpiDwiKChqKuifKtxkozIDSiNRjmWNpExEGtzO7rRqUy5xPaQ1jAOvI9kICf6tTSY1dIMOK3YrVbA0TdHn+AUDQs2OZSv7tJ4c3Y2otwqkomFQj/lv3d7yPdDMjO7Du6doElDfZ3QzQKOv8a1c/0aqZA3XbsET3PTwec0OddaJnP82eoaLh1SMct71PapMjO/NM2Vv4k09pryaC0LjC1scjnWml4biNxxT2puGa3YMsKLlo3H+k5EGBPmj3I6jnSjyeRp0dgQ/nxq6Fo7JxJcP65JTrmiT8ZYcX/cbTxSCB71KuaT2DySt4WBkgaCCzQobA+5DktLjagtGUHAgFJ/gu0H7X6WKmwPeQ0kzSFFeofZYX4S/RyoruDAqe6fsaRko1zDdLJZBnX0zdG1sixYg5vJNbf4exfPxiw7suZXADA1wfBCVb4x7QHvWffGMaDp4NtAN2cjOH1587UrAF+soTByMiv5kNgCY7njN2BeAqJVT84z8CqgPdmZ2RsToJ/BJSJi1gkcccaeAdzSWas2VYScGobq2oB4YzoAwPxRbuTGSt5JwRkEYkpuzVhNrJeNMY1kEKt1Ltd/pUJojcijZHObwwLJ0oouuZfD7OVI5sjK7kfzf+gX/Czr6+z/I1f7FII37a1JCXf12koYKTc5ljVZmlXs+fzlKlnClbEJjIE1TDMIUV0nM1i0M2Sgp47AOMmXZs/oYdQeBEyuEo6/2XJabOkOkgYJiIgDz+vZy9FZnZ7iYyk9KbAenT/ma+72wseu0r973ercE8AfW6Df0/oDlMYUkoyg4ddUbD+mOOThDPdJnjsC/+SDsGsKq9SLkBJgg4ytsSyc3WtAw+ZObi7LzW4Nzc9w/ji8ArhJsrP3oYFRZcDeR2MGpK02V2oMWZJ5iFK0XHdxmz9LMXR6q/PaQwEsXH+zlwZ42IBmYuldYgJLWlNfs+6qryi7Y+2lfUOSD7ufXeITDPi1vd0YGB6HDtY15YZsXtViGpAIRJNxbrQEr9gDx9/o/7bB6OLpAMXw1lcJs5fcRCYXyT/XbsHPi2yOhPW96GflWMFi2ZnEURpYzX02s25VP/44P0JIqGL/Pf/8FjxiCMFvJmPr1z/0J/lh/0I9Qgh/JYTwK9/jzx/9O/80f8X3+NoPvApTSn8upfTVlNJXb9++bZuO3WhmSKXcUT2DYnG8+IvccIuNvTBjIQhg6Hdyb2UuV5iWdvY8ORUtGK18LDkBH6aceGm6qmkoElBfmqvvNvn0WyZ8aoDb/RynJyRTzY4nIixMTlBoEsLCY/WQhSV/sRWWwVBRi/EqN2ZuZ82uiuTmODrAMblIPsURTR4gUh1bvn/RuGGUrOaEDVtrJn06KPR+NHEh3d4oivaeVVwr6kd6ROw0w6JMtUfUeALWnFohtjvlC6aTbA+z+VE/Dbh8q6Trt8VEzV6MZmonsAFeUCsKj9eME9v2wOQb0jrDdL/rj7+Ev3vtKu5Q2bnDlHFy/Sx4s6RiWtrxXWotPyNjFHR5wqpCMwwsBqqluRr39v0j14G0bsNU2cY7RS0A6fMWH7GoKw3kUnqF5xSDX5MpqdD7fp4noqKDs8FOXjgP04D1/WBrIZvAdbOA+oqvpbqWj0J285XJ0ljBTd/iQJ25GDl6bYoDVCFVrYH5iyGvty0LSMlceismq6W50Fvz0O7bRMnun7G0g7nNAE3srckDqC3cJtcEVyt+hmVDeU17EJyRkMqcMd0cR05mBoJZW7tu1SozJOplpt6HEe5NIbq55DpDRdaHpDAA5Qvt4Q9WBHz32i0tDUGTu34G1Nf2+/d3okTB5sRd2m1daYJIZojtzwZISuql+EGZNWnCs0sX17RIDK9+FnIcYMuibBdA1WRZCTo+VRmSxyOKvZIN/sSO4D2k4gsBWL4eHCTja+a9pfdBozhqTttDsS+CN0lFJwZL8EmOWGipCH7fzl7Su6VoEybXI8YqoDlVMR18Ai3QS9c09mwgtscha1zN3Le+zhRwSbdkzCWaPmUU3Jc0zZY57vYwYGYxtGIDyWhNEp/Vnej7ZCrJpqmWdvYlNsCTi+Tnm6jc1bWZgi7yhF0U927vB6N4/21r14AARZqNVXC/FzU2alTGOrh/hyQrAK8rwUzJrrSHZU315IJrT+BcsbGhwAinrqcSvj/kc52fx+wZJWbS4pO1AT9HBaQVxpLUNFPGrmL2AHD3dw0+BmMqSIqhJnSoNQVOfnb3s9xUjLUNZYwG3hyz+WgtNlQeSYAB7deJEc/Gfjp6p2O9cj86CN4eGNi2zvdxbHkd4zYzbQSspxBQW8Ssms5ynbA9js7SlNGzXsdYwtg7kibaPWWpSWNNYHiXdXTx2YpTbGsiD94fWDOU2Vxw+pKDl25BsAAxS4T6GfeNXFeaH8XHTAD52+oFaxQ1uZYhaujzeSrgSMxF+RQA8BQleTMEY8G5EaKBuWKC7j0aHczyehp8j5IJAnkIxDqVchH3AHKWJGtorVulP0m2NpbBo8SZKBSyNKVNXmenCFx8kZ+pvIKKrQF4USwsmOwm77mxJ5A5mt6/n2ZjxhThZrG6hwHWumOR/Zz6WTaK1gBuYhJYJYMoeUy1hhuQj3xt07PR36+iwts9MiMEasuwU3Vfucng5ea4yH4E4H1y+XbBfdNYD6t7BUFASw06eH+wc9DWRbA9Kb4KyE/P2UD0s+AG6dOzkUwFYzB/Gh6/jSIX/zKAvxhC+AMhhL8XwP8FwP/jh/0kv2mgQUrpD6aUfvJ7/Pn3Puav+BDA6zv//xqAR/b3pyGE+wBg/332cV8X6afw7G5F4ejg8jzZMm8G0QolmiRmAxU5yxdb23z65HRrgCDD9tg2HpnMDFnHJRqzCkZNkFKRtevdQfDYNVI4JTXgTSyKc6ajs7iTJtzN6EyvKi15fQHX7QJm9mcFx1gHNLeA5hTeiIkBEXtSuFj4wX0NtHGPNRuPcpMzwosWmF4kNLfpaaDp1ORyNNbBd31GIw/obh9utiK5yOTCJvo1J+XzZ+MrE3xOhClFqK6ovxMtWRMWMQZE0c4Z5dmALAy8nqt7EZOLEVdv5djEosmTSaLQ3DzFfEhl8MJPxYgDSJ9QWyujmdGmtjr4AU2pktOcQzLkO4jannWZKvC01rQOAXiB1R4FN0sSHVZrsDTNo7uhS1ZTZfNJaWs31hgMdZ4ybA+io/ZC+nnwaHLM61la0aepEQBMzvJULAychLHA4v9fv0VzucnLHc174OdbbrjW1zbd4CQ0g0bSvNOMi9FNQw2cf6H0e6s9NCaAsScYXxQgV/XSjB9f0VIn03YbMIbATG7AaPIGGMoXg0wJyjrWd6LLWhTRGFuuQ30O0zM2e4ojHGpel8WTAc2JJWoMarhYxMiVvNxY4WeNGZsuftabOxFxAI7eGVzacpOHro8c3cuNGmwAI3yvUuRqtMhJAV79NOywvrgXaVKu/U5+LsV2hzIesm5aci4BiLsssdjK8Z6N3mDric/DCavApM5i0jShlP9KNAaXJkTBAItqZXv1NGByYaCosSO2x2S3lGvux6sHQHOL0aQylxMQCFBasrmV37+ALE2VVby1ewRMQw9cfqZgusYFqehiYFEWlKm1YoBojXqCiBXrWzPgkywDQN4rE3LihRps+3worTHAYsa9cXo28lwtc3yromKHirTx+dOBhouwZneb5SdxEAAU3JissrSQYWosBXPb33+fMcM3fgRk8LK29x7znqL3lhv45IavIXENDJOAcgkHzjWBnFxZA2d7lNhuo0XDCcgJg10rATcx5HU22sRxn2C80pM0/ZScj+kZdjaI2RNYCznzbDQA0Zq+yTn3ptgmTM7YYOm9KXYtGHOwOQW2R2QKaZihekMgancAjGai182D+yPIG6Ff8GyevUxojiPOvlhxXV/KPyc5w2wQ28jOHTeAky9JVHJG8lSfcpO9d4JHRNr09DS6BwJjbrOXTYpAu4iW/sTPS8wlAvDBjOqA69cKLJ4MePmT1MHTk4FNazffqScDJ/m6T+YvRv+9YeDnNDsbUTY3Kxp23etVo0l2lGJwNhVgNHjFakZz+z8IbpzodYeB/NOLEfLBkEfG2uJShzqYAaqBDsYyFQMkWh2FxPpYZ1u3H/IgwQwSxaLsp8FjtoN5KXDynzyuUWkIkjnp3p0/Di5vE/tD9X4qgc1tYHvKPXeX5VNs5D1C82HJKXOdQzC5Wto1NJ+I7VFAe8ShSbXK+0IYeP6n0hKOEiwtCe71xXVr92Wb0JyY3MsGDu5LYKwKJO7/3YKgrAYJw9TqCPvcxHxVqgzfgwGXBcGE69cLTM9HnH+hYK/Q8/XLeDIaY06R6dvDiHKTMLkYHQQWCFitmVr14/74bSZP+NMA/iMA/30A/zSAvwrgf/LDfpLfzvKEvwng8yGEz4QQagD/BIC/ZP/2lwD8cfv7HwfwcYEIGoOs2BinEq84Hevg2XXHTkE5vln/WmwyRX5XL50CfJOUs3HoswZZWkvq8+3g3Nf0Hz75lw4agE9udNjB0POhJp1bjWRl2drR4pvkgK48dxkN8RrAtfeaENHhl8/JRgSYvuSURiwGFf3bw+hGMYoUZDRijiUSTV8Ow6u7EfPHLGalWZQmXPnt9WXWgfcTbrryjxCtuZ9m0zTRxCd2IJWb7Not6jjNvhKuPzP661JOtpoGmWhR/85Ja2kgz1hzOjJ/kg3s+nmm3uu1psKyw5MhzKYp7ecENqQz9QijGzzkFTGWwZupbGIG95ZItv5Cn7C5FdxEU8ZyOmQFAg0GpAQrAuQNoVgj0Yt1X4juOlZkYJDOaIi9febSzo4Vm7b6KlksEQ++ydXoB3e14u+tVqM3lPITSXZ4jjWpdIUZGkr/qKJVzBOh7ZOXwPaUz8cpcPIDXOaYmuhUK+r2db86fbCDeVqYdMK8PEQHn70cXXPv6830sXHL110tjWporyv0yZz7kQ2zOt6/7SGLLQQ4Kyn0Ccs3R2dbNCcha+dtwkj5CCfL3Sz4FD6khMu3Chx+e3yVXq7kFgNH+ync90T3q6aY86f82eX94hOt3WQsFI8vLPI11j0P5P8iItNea+5B0WjxYskI5GpOgrM3uKfz3qisOWj3gzfYMKbCWHM64pKdMjtnFzaxlCFkuRHzI3mTJaB3epYcfJVTtoAITRf7WcDkLAOG0vgrbgwjnDoNANPnbK5Kkx9p3cSW16G+2qG/DtTtD1OdRcmBJe1Dmm61+5SYDVMW/XHg+1ehDcD1qkVDinW5NqNGa2Q6S4tJhSW2DDnKMdhEzBuxAli+Nfo5KfdxFvD8vmKTr0PRsPBX4sGVrV2B4jLnHSbBzwEC2rxXmJDCfxsr3tMpAptbkQknN3yMBdeKe+kscjKNmlJJ/sQKUAPPRZn9JgjKa98mKyiMcGBB5oX0UYHvKcMkeLOpxsvjdiOcoajGSkMGgcaxzTHJ0kpPLl+tebRfi9WXCjZ1miTXxuZQjKMMIWNvSUsgYNAe8bn7PeQmteDaJfCTvOZYPB5dkggYwGcyGQFuOrNkAHz0TuuRfZ2lgIj23h5xL5iejfz5jUUJ18GAAw1x+LrKNc9lAdjy7IgDcPkFY1dOYDGMcHYLwHVbL7Oz/C6D4/KtEvvfsSYd9nNFMNZBThFS7TlM4QkpY8n9vGg5VV4+uBniJRBVlPexssFJGbLMLiUHFMY6GNgtz5QsL6K3kdz3E5b3CIiQMRvcO2n2YnTPLgd3R9V7wRlEWuvyVZGUqVtwv5qcjy6j6BbBpVbDLHsdiaGxy1TV+9b+HnueAzrPKvOx2a1dAWD6InBI1b7qOyVfB61bGX1Oz7luBpNCVnaWjFZfTCyisz0IkNdBveQAop/lfUrDGLHAxGqWaaIkBfL/qlY5clkm7XHYHQ4CV59lqplkbWRR2vAt8Cypl8klQ2Lnsb6IOHx3tMQYuB+Thp7zJ3ajGvDd3A7OZAkjXEa0PTK/kB/zRwBQhf57/vm7/UgpjSmlP5NS+sdSSv+1lNKfTSn90NGL35JPNYTwx0IIHwL4fQD+gxDCX7avPwgh/IcAkFLqAfwzIOXiawD+YkrpV+1X/K8A/H0hhG8C+Pvs/z/WQ8kFmiSnMk84UkGPARklVtfJD7reIlT80DWKGmOGDPkc1LABMGreWMPRWjc33MlpJ9WQN7NM3Qqj48tESzTRzih+Pl2wQj8MouiqAM4bn5yGRQ2LRq+Mgw7s4FMbFROpoAYT4HQc1owJ1VSGrOj6rSHEzWmwCKxgjfjopmAqBFVAMP89F9Jh5IHQGaiwuRNd3y7WBL/RjI+KTDtt90nRFuINo3+KXl1sgb33iYIra1gMC9GOFQ1FcxpLrehYaAmQ2Y0YRJIUAY6oUpeZDwLF763vkI4o3eZNH2GE54PHQbrN5JMmaf+5xvlayh0H+Uz/htFcLdngOvkUWVFeyklu94NLV2SYJC18GBM2t2PWLpvBlJolTTGbE7r8S9sJZH2vpowAD6zekGp9Rm582SZvGtrDPGmNfbLYtgxGHb5jlP4zAmSTcx6wk8uBh3jizzbHEe0RP5ftASPBAHgDur5nMWa2D2yPo08+EEmlVkaytJWaZk8uR5eH8PNBjhgdafQ4f9ajOY40bxrgWnsv/oMBGh9Eb2rra35m4ySDOP2cBkjVOnnCh9bx5IJAXXMaMcxYuKzvRmc50VvBDOrM0FNNR3MSsL4b3YCwPdoZXf2AD03spFeXCa32NyBPZNLOvzmAopMqZOq5aMmcFGZjumTU4n4RDIjMTvRidMhQTZ4IDlYY8Ku42G6Rjfo0/ZNkRxNCrecUg08pFXMnIEHsNBVWpKizsept+osIHH2Dv3P6gmBeubQ1fGmTP1s/zUlwKdrmNO6kXfA9Ma/bGvvRmj/Fl1WME5PEgPtBcD25Josy4M36cF6f9pCO5Os70c9RXXdRopOBf4sPovslEBDI553MFJsTTqyaW5yQTc9HFFtgckZ2A6VfFqFqqRBiGbnXQMxrKNj9szmNmY1xdOOl6zIMrWOXdJjmXMaIobf1ETMTTZPBFEMGBsxTojBZAuUO/LuzHMsMUik9QJ41GgzI1yXF4AMHMVPaQ55p7T6vdW0JFqodlMRQNBlE7hdZTqG9pWiSvyc1TJJkSJrSz/maD7/F1zh5CdP2wyUqw4T7rOSYw4xnw/Jh5HlVGVjVch0oQhSBE+xia3HHE+DqzZp+TiZL1Fpq94I3iP2MddTmJDrIpbU7ezm6NEyGtUwTyp4o1NKT/l4tc2qD/Gg0jGn3gntFpQDMn/UotvTNYfJANN8avpf6MmH+bMT0YnQZFgCXRdIbwCRnteqcm+2786ej70Wa0I+ladBL8+8x0FBsTrJ/TPbX7uyLgE/4FY85VgHT3eYYvA6z5zaZNiaAfr+MXccq17q61tUqOcgg1l8qsnRH0a5KJ4MN87RPaXIuyWS0IVO7ZwwFsXkr7pHdQmlXXLehz3G+5Ro++JOhoEsrA9xHpb7Krzn2CZs7AfUq+4MouaZc66wIHnctD7Run/ubzpZd4E73qWrGesnpvszENWiUv5h6gINvRY+Sl4mix2NaLS05x/aQ3mHTcybd1JfJza6V5NAtKEeePxtQdHwduyaUYhdwH7CBUbsDhPwYP347MQ1CCJ8PIfzbIYRfCyF8W39+2M/zWwIapJT+3ZTSaymlSUrpbkrpH7CvP0op/YM73/cfppS+kFL6bErpf7nz9ZcppT+QUvq8/ffs4z73MA1+w2paLBft0EsbCTdTG43qK32kEE9pvAQmSMvazw2tjnlimXWCmlTnm0l04mgOxMk2TU2dpB/VAa5NVoV2sNxbIoZE1acvOSUqGtgEKh8C3YIFxlgGPPs9cNq6yzZE/TNDnH7OJrW+ylrbbgGfvEgWMNTBi2RGHganru1/OKBaZmYC6aswTXmmjxeWHSx622jU79Li61IZ3GCyuko4+M6I1V0WBTyE+Dqpc03ebPZz/u75szEXfcZAaI6jvyZRbhWltLkVIafxfhYc/RWAIXBmexj9c0iFgUIpN2XTczOX2YcbY93kMVhDXtoBG8bvRpmTR4Eq85hNLA/O+jqb+OWpcjCH/kDaM+DUVbFlRAP1SbrptCeXvG5ax4BJJIZ84AkgU5pEfc3pfLJmcHvI4qhacTo0fzr4gdvPX53wKr6oXAEXX2JBQp0oqc6KGdweBXMjBpQwUV8lPP1qgfYQbsYl0GeY8joOJmtR050qUkYV+ze1jPFBmuUiuPYXQKazD2yEECSzCVBkJcDXMn2ecPVGmQvzEowdNfM5fQ7yR5g/HzG5GL14qq6SN73SNm7NTKlsWIRzLbMZkI9FK9nOjp4XkBwhOegnJsbiEd+z0lpu/Ni5Rip21CSUG2Ml2T5bGBDgWk2bCKUC7pORDIAjYMS8eBWPGHfAhypPv2WsKBmPkl7U5GpvRYBHBdLdPWXquQGZkvNoKjS5HD0WTvdHKjPNGwHoDvj+L76Up35yvYet1/YgOLCrYnT6IuH8SxHtQZ4cK9JMvg2lxXB2i2xMNb3kxEkRZQSseD9Ku7u7fgF4QTuWAfNngxuptofc66fPKYXZ3NqJ4Qxw1sbkMrm5pfTZe4/GV6Q35Sq5qWFs4ZKg0thN69uFf7ajpUSkCG+SRcVnPFryKkYUaNGsa4vD2558MrBWwJCfQ8G0xA6EJJ+uKqpOjKZ+9ir4tWuMpgamPYAnk+R0lldBKg0MBEqHHcDMdfqbPD2enCePZo4tG4EwZEdzgUth5L5WLS25KCUHuKVJVmOLAKxeM4C8Ci4lkyRQnkQCmiqTuW2PKVuozRiOsaP5fCTAl1lElOPkhCqB1mJu0XsoOYAtdk80+jfAdSgzNoGM9RXrovWtCCVcdIvggKkaUtUI1RXPpGRN6zCFGVfC36dYXbOzEZPLhMvPVugOzLNqooQYuFa/3Q/Y3IpY3Sv87A4jG9ZqyXVbrRgFiUAzye+Wb37cR7sf/AwXuCPPHMVLDjPKgWKbUxZYZ+ZJvWo8RXJqGNLtwQFvAXe5WbZrNsvDEg3mdv0Oxmonbte8ELT29VySLyLA96PYJcyfDlg85dotLQFsLHMkc7/g5z/WwPVnRq/FxVYs1/zc5T2k+0xGic0t7tkyUd0dcEQzvOwX5s+zGp3xKCBKQz/30Dji66lWyYE0IJtET66ybGwXpF08Hgn6meeTvHumL/n5lZvMRJDUbu/DwfcYDWe6BRkmvX0m2ruqFSU1qnXphZOBdYGGywcFBpk62qBRbFR9jd4tAduT3KP8OD8CgCKM3/PPb8HjzwP4MwB6AP8VAP8mgP/TD/tJfvz5I9/1qGxSp6KaaCaykVEVvMGVuVjsqCeqL5NT+nVYKwNVhW1lukXdaHKkjZ1tOgloD4Fun9OP5WsBzQk3qO2xod9rOHqvRrSfAoi2UUwy0uj6xWQ5xFMrqBZmnNXAXNqJEE4uR0wuiUDvvxvd/E5o4eTSNoBRRjh8vRdfhE/fALhGazeSi8W0dJAsVMpNwuVnCqzv0ZV7qIMVVma21uMVjwJnHljxL7fZOLAorM21VgeUmB/9jI2yIqx0TcoNPI7m+e9S/A9w/TanDTL9U6RMCvzcO1H0V1aomYeEIhalMd7/iJuzR+psWSTIgKhcM5KzaOjAXK5uvnbDaDr6HWMjej7glSnudxspqRj3Bmpgw6SvaeOfXGgqSrR4e8xrp8lE0SZcv0nX++0JcP7FiM0dUtSWr0VLCkhO1R5sopQKHoizs5GUtQjTssI/2+0RKcSre4WnbojhI48EBzxSwsE3cxRdtxdcJqBpmuQAzSlw9hOWRjIGd/tmc6wm1gAYy7APPdAuAo6+MWJzEvDyJwOuPkvq/+zl6P4LqTDj0WjmXE2m9WuyvrobXU8/ueD+IOBFmnhdA2fUGJAwuaI3QioDnv10puEuXzNgcc1CYv/DgbpRz0Vnob94PHpRLM8AUYGrZcLhd/o83bfG0VlB5pIvP4q9D7g+brx2raAQcCpJ1bDjEeNmTgPpuiHl7G01TfpZspxY2BCMyhRwQAaumVEU24TtMRM22kM6dje3ErZH9CgIg5mE2ZRI1H4xtKZnyQGbbpFjVQncJaecSqOrQs6lQy0wf8z76PhXeQ9Srma//zy55ERFdHOLEY/NreCa/mTTSiD7t5CVkzB/xqnW5iRi8Shheb/A1duRBna6J2v5kZBJIyqv8sAlbRpL0vrFjpk9J01c+0UKOS5P4A5gBneSURnz6uXvyFT91Wts7KYXo98TSqZJRZbQzZ+OPr0XG0YJJLEH9j8YnBE01MFSYCwVRjGF5iuy+Cihvrz52hW4BZu+qwGVj0aKkgqJ6cJrMHsxYnqWdpolTWrNJd1iMutLZF8YEBzpTFKTbL9uD8hO2h4Bqwdcu+0B14ZYimIJpmjUZwPitFfRtyCfAdwLCXq3BzTb1IRe0oNkSQPlhlTy/W/xRTJCludDZWaNCIyPAwgSXH4h1wwCAssN/HOShj2MtjeuyPiaPeeZefY7Ai6+mIcXaiDDCKwexny+reFrTnXZ1lg4GPmaOElNmF6OO7VGBpqdfTcyOUlmoS9/MjMLrt/kvjA1GebUTD37Oe/9zS2yJg6/PbBhbeBSU/dPKYG7P3ftMr1hYlHVsOe397e5xfP08FsjquubrVsBrvRq4rWZm3yg3ZczfgbAdO5Prtj4bo9jNiYcXq116+vk6V27IJgAcrFtZOja7fEsbk7TKyCZDzrK7BlQNGxcBZwANkAos3EgwLWyvh0tmcqiC2PwGrww2VPcAke/zr1EMkDJlBVxqtq8O6AnknyL3PxcYJ+Bz6T0c1BWbIH1aYHpy4TlgwLXb0as7mffBIEgoed5urnDyGM9Z7A6dXtorLYxS+OqJWO/Y8fa1r3KeiZCFFvW2fIaEyv5+e+ODj4vbd3uPeEmvXjCe6DdN8Npq9PlF8S1AL/2ej2nv7rlfTi3fwtwo9BUsD4Um3TxUcL05c3W7Y/SI4TfPkwDALOU0l8FEFJK76WU/mUAf+8P+0k+daCBNG/S0yLATdF0k0g/ySkSi7vWKOxyjxbdS3TUooXR3OHod3uUi6xhmg/4VJiGdORmMX2ZGz7pUqslDfZmz0bTRcO1hNNzotr1BYtOHdSiV3EjE1DA6aWcYsMIrO9F0lZ7NpSK0hEooolbvwjudcBIF2CYsnmWsz3Agk463uY4OHgAEJwpGka/iIamjYUNdsLe4xGhV0ZucD8BIdwsBOEO4ttjHkztjp5RngHSl8eOB023x0J79nzE8dd4kFTLhL33ouvZioa/izGLRi2+Mjr1kJzWLFPAg/d7NCf8LKWJHixPOrYWNWUZy+1hNugTI+KmD59C268ottTrj4VFeEWjrk5z5KQYGP2cEwUWLrnBlnmPaLEA1+vyTa1jFmjDLJthppIHcbkGJhfB40A5JYFHDR58Z6Cb7oz3U7uIWDylKZlYHdOz0e+R+YsR9TUnq8UWOHivNbM/+H0VTV4iHXBzumPgaSyPwu7X6fn4ChtjrFnoru9mdtBoRdFQGTsg2eR2y5i9yVXC7V8aEUYW4evb0SUqsxcj5s9Hn3wwFm9nGpZo6MXG1kCMW/ysVKCXq2xMKF+PoiXVcXvIZqhcJRx9nZ9FtUyYvlA+OX04mpNoJlssrMUoaU6M7lrCtbwH3+k9X7zd5/avIr5o4RKP7/YHUYLIjdfuNPjkUs12cxosEYb7Wn2Rga1iw2vZ7dFUSiwXackVbyrKtxzeiy2wuW/sq4bApNhUYp/IUK++JsBYrjN7gdGJCXsf0YdE/hHdnHtI7BIm53ATKrGbxPaolpzyLowxMxbB/U225q1ByVowLwZ+ptvD7M3RHpDpEXog2LkwTBP6OVMNOM171ctjexS90FN6QNEmHL4zIvRiusHv9+nZiKN3Bjb7I7w5Z/42TEYHY22wwVrdi6iXXG+aJgJ8TpqeWjzo1KacNrU9+nUC85OLhMUHmZUnMGj2YnSfiHJF6quMteKQ2TuzF6NHpQoc6OZ5T+stVq1cJwcMNK3cnRL+oA/FTALZfHV9LzpoVWwTZi8yzT8qpvN2tCZgB0xIJqUSk6K0An3k71nfTWbYJ3NiuLSB9yVrjfpCU0oD2Sac7LOZG/OUuOFnOX/GvXD6Ivk0X+w+mRYT1LTY5EgwSa8vRd5r8gwROF+uctOCxD10ej7mdTUAw4T3kWLcaEKYr2dzmmVRAmWKbcL8o4BUJvdrkFHn9HzE/vujDwba/QwmhN6i9oyNIxr98gEZicv7hTe0AJy9UTZGqb4VcP2w8Mb45NdY/03PEmbPLGllErw+2P9ocM8HMcHaRXwFwAwjcPBeT5bXMuHq7YXv9/00eFqJwI/BjCJVK/0gUbe7D5m+Fk2uEVf3CrsveT9Oz/iaBQ4gAetblMzFVkkywVkzw4xrtp/z/uvNyG9zN5sCKyZVZyL9HvQ6uG5lKgtwELb3iNdRIDBBx4CD93s2xOfJWV6FxRQL6Fe9WK2T+SJkIKjbDxlMnxgQbGBdexBeYf/W1ymzSXvuud1+HshoKKJaTulY5Sa9EoN68rU+G8kWO2yDDRkAhZk9DhOyl6rVaEB5Pg9kqry6H1FtuOe6DNoAxt58ZHRmtCZRnT8bcfpLvB9nL0YcvMPrHC3ytN0PmD0ne4Hnqg1O7HcBcN+svUcD5Hu2uV25wfZYcp8T20sgqlgVuwa3P86P307yBABNCCEC+GYI4Z8JIfwxAHd+2E/ySQinP5KP+pIbWdHatNU03140KQ7s0qahmuTHvNFxiinjNW5wnkHb2fSwCJg9FauARljFBtjc4+GTApkG5ZUBDAcBm/2Eog3OUIhtxOScm8jeRyObwSqg6nM00vQsYXsUEXuCDDJ8Im2Ozdvkggfz9GXC9GWPoao8Y3aszQCskrEQ6d/Xb484/AZfy+ScG9r6QcLe+9ws6mVCc2xT3SbTMEmVt4nTmMw8Cbh+WNJFuaFGql4lpy9tDxRdZ3pDy1sOVpToUNgeRz/wlg8D6mtDv8vM5gAIyDSnwVMOisJy6IdckJCix+s8fzGim1EDy6kgX9v8+ehGVd0er18qSNOqlpz4N0fRY65Ga15mz3m9yzWv/+Y2f1YH000flWi9nZkvBYJaRcfPT9rBYOtjMES42EhbaDR06cE7NvmKEwLYRI8VsPiQk872wKLAyoDN3YTZUz7/+gEwe8Y1vz1O6A6BYhOQCr2/hFQUmD8dsf/BmKOH+mAUZmRmiIFbl5/h93cLNvxPvzpxIEuU610KebHlQdXtA7Pn1qhEYP1wxMnf4hqcPeN1Xz1g493csvdTc51iQ+bKWARnBQVrlDTtHPYCFh+ZEWqbY4i6BSORyk3wAqA5iT7lLrbA5pQF//VbQZeFBZnRFLdHEckPan5Lt+C0TQXYWLMA0HRSlNHmJLLJTfwMXfcMuJeBog6VSLF8rST18sT0uOah0u2xaJW8Z6z49/W9gNhyX9hud3jsP+BDMZWiaYsp4IacXZ7ucB0CY8heAqQMc6LELGqgNpBVum9SUplHvz0haKi9S2s3RaA9BqYvAIzA+kFCewQU6wDE/BmNZTB5Bgt6FbicopHZIMp+fT1idb9kkotpt5f36UCtQnOschSXZG9lA2wPgTAEly0t30i483PJ1hb/u76fcuE38Kwo1wQy02A+M5Z2Id3u9IxO7e1BwN6HyWIteT26OZvR0TLsu32+97ECOgQvaGWk1twG2gOeK81R5H68Me3xdAdkNs1vuWbj2ZwGVNfZTI80bwOn5wGTK+4LzZHp2Y1hMTlPPIds7SrqrTmOHvHbbbOmVlTb6commMZKkxxlmMGZYTdau3YehMEYb0v7nK35LbrcuErW5f4xth1SH55BOJ6Z5pzemrzoKGD2jHR+rfMwsmaYPifg0B6wNimahNXrAavXEqorvpbmdkDoOGkVM3KogdaikUVRZtoIAGt4mmMDHRdwinccEmCAmlhTZaMEA66N7TFQllnmsnp9xOkvEcipr4C0DGjuJMwfhwyGnkZMrtjwb4/otaLmXzG2i0dkpJVNwsE7IUuBBv57W7Bpr4xpBWNddiMZnJNzm+CCe/LmVrSJfkQ/zdIFAVtR5+UB4/9ib8y0QfcvPM3K47MNXF7dKVAvCcQMdcDBez02twosng5ojgufZF+9XmJ6NnLv72UmGnJje0Ugef50AELA9Wv8HNuTHFn6gz5kRgqYGetF9qfQEKpb5BQj+ulYcoqBKuXGzP86nonTl/nMlq9TcxowexbQHmZJRggB63tcz2xwzejaPsPNPa7bbS2AocD8SSKA2Ca0+9EAB63XYLR+RSYT4Jk9z2aenbEih5QZFEpSGCYR0bywNncSJi+D1+8Xn0+4/fN8XWRPcN3ufweYng0YSwL47kVTcs+U54Zq1dokrcsHhd8Tkp+0+/zdZ18p/AxcfJRw/Rlg8Thh9QBATNjcBeKWvYMkMbEjqLK5FR2skCzIoyZNotac5DhTgOzIzrw+VvcKY0oGi1mFnyPlcnRpaSptmFMSQCsb3qvDhuxRSafHOni0fHk9oloxqWdyzr23CDevdX9UHgFA4dn1v+WPfxbAHMD/AMD/ApQo/Ld/2E/yqQMNpOkrtrnZKhp4PJOm+aIYs5iRPoyFLLXiAQjSzcMNhBQLpqkgLCJxc8cKicQGrbmdMHtCZ97NoTLtM+1J08duj5tjtWQxt/dhwtaMoZRPniIL/s1pNIqrTRIKa8iuOR0bauDy7coizXgYX3w54fAbAcWWjUF9BWCkdOHyCyOmzyILh40BBqZdO/+yuJT8mck5pwkhGWq+Mp3jAcz9ngft6n7E/NmIqzcj6kug3IxoDyLBHEst2B7ZxNeMYkSPFz0uxeA583qf2KFUeWOJPNUpNsmK4ORTOGWrj9Zwjz2bkuk5ixtpF8eKRVi3Z0XpCGDBYk/FvjweUmRGtTTZKGlmp2b8k0R/ebbyYA2qFdvdgk3O+p5pNy/5ORQNfDKog7uSF0UjbagYHVnvVmw4zQk9qbfNSXiFk7R6COx9yPfS3AHKVW56kBgr1x5y7Z6dBtSXAcMM2Htf3hTwJIwwALPzAevbBYqNpRVMCcbUlwmLpywgU4SDHtLpXXyJRWV9ldxMKHbAwTcjzn5qxOHX+XnUF5SFXH+G7t7Xb4CFW5Gw/y6QUnCzuX7GvaC+TEiBRodbM89a340E6WxyPH8+Yn07olpT0wrYhGISMH/C1zR/PqJdcK2rGR/L4E7RihgMvaZitqZiwFja14zRU1+zEdS61gSjaLNWOfbcq+QOnqKi6AZcvF3xa3Nbu5YjT+03JU3dAtj/YMT2IGI4gO9/Sji58dqtXm2YuoUtl8LM/G7D2U5KBIltlg6wUc46a60BaueDfy1ujc3zkj/XnAZnkKWC9Ni9D1hEt7e4dt0tPpk0bAanftdX3DfLFdCYzIgUYr6P6fmIqzdKXve9HKeJwPXU7ssDI/m0LvbA1edHHP9qwP4VJ8pi0ey/G/Hs94w4eEeGtCxil28Q6Fjfp+4cCZg9ten+SNlLc2r7WWEN+xX3z7olsDp9kYGb9X1ez2rJNV8tbW8y0HP1MGD/3RHtXkB9AXfT5oW2a22GfnIYpyGq6KrArjmZjPbqq+TGiJy8EkhIJddpcxIBJGcBAsb6MdBXYPD2mP+t1sa+KIB2HhxE3o3UC314RUf9gz60X0oGsDmNnmmOguC/zvtUAugJ5H231Adjvg9gDUsylpjYKGStBGtG4BTnMBK8mT/m/r25y88vbnOKilgiwwxYGhAfesqU1nfYrChucZjQ+HV7mOnIY0UwKQ62ViaiVvPs2k65AVx+ccT8UeB+vuPFsPdexMvfOWL2JKJacr8qtsDmHvfdq8/w57fH3Ee1nxGgIwh7+xcavPipKV/bAdkcy9dtGr8IPmXd3OL7bw+5XrdHZEtNX5CldfjuiOaIk2SCdZYKYGbIYqB15lckk9BhGjAkMdOCf07cU7OPTLVMmF6MSIHvafaS55QaxvUtXu+hCm7uu74bEVtgfQcOejQnGi7A33M0Gj1jtXdMoG/4iD1TJBpjaI4FMEY7J7bGVhoAgMzKscosB09cmhlTy+K0N3d4rb35XLGGSAFu0IpgjLLbAdNn3Ou3R9xLi21mHFQbrr/NneBrIQz8XJcPCnpxzAOOv9Fjfasg83cvg3S91XX9PGLv0QAEk1+ARo2bE/pWnX8l4eCbEYff5LoJ9r73vhPx/KsjZk9sT1kllO9TOlxuAs6/GFCug8tr6quEwUDRogWak4RiS/ntrV/ucPlmhcqimcea96zMcMtVTlObXI8YP4q4fq3A/nd43hy8N2J1PwN7sYP5dlkc5dxkfWaUXK4S1vfzGamH+9QYoCpZYjfjfZCCeXSsee3FzCq6hD4G92RKAS5D0yCsWhMcKRqa8y4ej2j3uCfKoHR7Ej6RJOxH5UGmQf93/sYf9PeG8L8G8A8DaAF8C8CfSCld/B1+7K2U0t8EsATwJ+z3/OMA/rMf5mv71MkTZKgj08FhEnKiQVKDywm8tNLdIqctFNusbZWjeUjJ9XCiABHFzVrGaOkD++8lM9Th5D5axE+3bxTGgn+vrhOGeXbXbU7zBF361qJNpEmWLLz6uTWDRjdWnGRzzA22MuOXamkSg8OAe/9pwuUXEq7fHh09VnMDGJXXolxOvrbFWFJ7Re1/wjBL3lAQsOCEFuD1kO5aU7BqlZxZEAcWg0hmgtQC1w8L1+3KwblbUP+oQ0LxUSlkLwOXJbTJGQ1KsSjNVb66pjOwnOXLhno/USKF+CvzvNywGJEZTBjZdE8uklMzo0k8VvdorqTJkYxvxD4JY6aW3njpGi0+GEUyRRbUalTqK0ulSHImzjrQasXrsquz06OfKYLJzI8GNsoqkqWlPvgWC9JqFbB8zX7Y1q7ogOOEhlpDbZ4BA1F70kZFDWSjQQdpYH27oF5vljX3Y01U+/r1AkhsbOXRMUxI+X7w/0m4+tyI868kLwLFQuB7tKZkkd2Yt8cJceD0PhWZIihDpMllwvwJD9Wp5Q+XG2PsnOcEh9ixCBumfC3NUbTEDlL1ZNC3OYlG5eVEmtOH5LKaXWPVakXASnrXVORpBinX/Hd5HlCKwsJ0e0QWUtFy/6nMp6TbI4Pm4u3KTAeTF6VxIGNodY8+E/RlydNqTTO6PcXw3Xztij0lYJb0W7jJYHUNBzpGS/4YZgY0NHxdMj/0+2HI8pKodWXaXE4mk+trj75h4OA6YPl6Xiv9XnKGxzAzmuVU+zlpt8HWn1O3DRQYpoxDG20KXW6yFKS+5HWNrcl1TIs6lvysbv/nwPlXEl78PVkPvmtIOJaZqk+tasLmnkAkeBJPGE22VQfsfUCjQpk4tofWpNv51c+kiTWH8BKccIG/q9jSNFDRstuDYJRZRnPpQZ+S4LI7JAJzh+8OLtPwuNEux5rtGoRpH5N0Svn0k4uEyXV2Fdf+PznjWnR9/YaF+NbONk1tFckobbCiHT+RiadJChjJmWUYom8LEJDRmoBdASvSRcs/BACp/iF7PcjY0l3nzYfI990JAa31/eCT4W5hz9FzDy42XM+SOzSnyYzN7Dxb0QyYJpzZC0afD8CzKm7h8rvFk8EbZXl9nP5iwPrBiLPfoejRDG7wvWTWyMH7PVJMuPy8Tbb3aDAr0Kg9DH5d9p4M6BcF9j8ckELA/qOee9YqX3cBaWEE9h/1OHyXdcvsuX3fjGeMYlYVKyr5Q33FfVlRi7Hnmps/H10eqrhgDo3MpG+T/F6QPLBdRPPQoe68aAgeb48FwBJom74cUV1J5khJWWX1QRjh939rcsHWhkjtQU6zuOljrPm7u1lmEyKY5KaBr7N+xsGAJLmawgMapGXvA1HZaeTKPYnJG8mHJSkAe+/J14nDBV23fg730en3jI26lxvb5pYNmax+rJaM+uvmMfsfzHaMnQ2cjC0jhreHkbLAkd5EqeCk/NYvBFx9fsSL35Uc0FSctNat0pA4cU+4/FxE0QT0c5oexp57Xr9HWUVseabMnifc/ZtbNMcFjr+xpe/OJV+74snFlqnWCbPnI6pr7per1002vQWu34jZfLfMTKVhyj/Vig255B/9ImD//ZEmsMbwkvGhfJOqFetS7hnmY3BoA4saBn4TwNrcij74rK65VukbYgaPiYwv1uLB49+VklbZfVUtk7/2H+dHAH6z5Ak/C+AnU0o/BeAbAP6Fj/Ez3+t7Ps7P/UCPTx3TQOyBoQZCYDHYmnbXjdYGu9E7OGJIGn7yAidZUTda7q5PVQZ48ygDlM1t0jTr64TN7eAGMYfvkJ5adEB9ZbErE6Kw1PpyUxomGVBIgRvg9Ix0w/qa1OqxBKIZWYn6288DijV/ptwmtAsir6v7nISmGLC+W+D413bc1q3QVuGo4iJ2wMVnJ4gDMHtB5H43BSKVcoENlqsLOIV8yk2Jmfc8mMYaCJfwXPpia1q+At5whZGxW/VyxOpuwVQLQ7o7Qz+lXxflbhBbwfTpwwwYwA25NJdlvW5OKgLC1sxmrPnWNFCAhIxnWkUiGS222nDtbE/ZUHrUZgGkuU2CjOJIKUx65Zr9oI8UYU0dgYEwBho+GZDSHQRsbidMznJiwPquOeE3pKFq2lTYtRMrg/q75OCOTLuWbwRMzjmtWj1gTNv2CDj+urkBN8DeB8BQ8z6ZbMU6MHr9YQJGoF8kVEszDNyJrxLlnkW4gQMVfFq0NYZPK+BuZJzV6kHE8n6Bo68lL9RhE2A5RrcHAIwZFFtg/ztcZ5efIwB3+E2gXiV0ZlgpXSISi7/BnNsPv91i9aDmU8QMegymH9xajOPmNtkpSAmzMz7H3uMBywcF+knA9l60+EfGFzWWYBAGFpEu4bBmOYya9iSUlqNNt2qTB1mh4fpyFYNbowGL1mrTAp/WmzP59jDSQOo8N6PyxFBTHTtguiY18pMkf0gS5AZUNl0l0Mp7bnN3xOxp9Inr5k7wa+364ASnSctl3vcT23OVFb16EDB7zn33+nUzJ9xPOPom993YAvNHNmnZB6ZrpUmwqd6esrjsFlxv0nx6PrjldotZQEAaaGcZYEwFMBrIs77LAm/1gFr3/Xdtjy3goHJI/MyGGRDGPEXee5/3zfoeC9jDd3gflr1lgu8AKsoM9zSYNqEYNM2HA6CLxwSdlGYxLIDFI/7s5GXA5IpMCVG5JxfW6CT4Z1k0xoBZAH2n9xPQV8gT8HbEOCeAVV8mTNYji1Nbm3HLM3B7zOnV9ii6vlmGqtvDLMsJA/j79oHZsywdUPxh7DP4TxAoMwxvtHbb7JGza4g51pnBsL6fsPiIr3dySTCcJsRAZ/TpVIkRkNxnKMWAZOC49i+CVZzUzV4krB4Q/NzuA4fvcBpdNLl57ueB0hs7f6prMhkladqe8L3Pno0ouoTJxYCxKj2DXYaBhSaEVwmj0aubo8JZP7HgC90eByw+MDPgMV8jsSi6PQCBjeXyYYnpc4Kx7QE/o9Nf7XHx2dLjUAuTiK7uRKRISv/0YkTogVu/sMQHf/8+98zHXLeXn+PZff1a6VGlmuIqhWPvox7Xr5Xo5myQxEag10DAWCWTPnLvkRGffEgQgaEgaNIcRrtHpaXn3u6O/z2NC8s1kxkmZ+mVtbO5E3n+b5Iz/+TlITNHArMG3F8mTyeSr8tNHqoXyJ4ckYronjCx5/vYHvO+Dom+B2J5VusR3R4HIUo4cGPSwYD3ypp1A7FSEdCcAtOzvH+Xa+6tR98YbVhkcotEoKF8RnYbk8sIGAA809Z3o5tkIgSkMVmKAE1rS9sLYm9RrOvk4Oegc6Girr85zXvurtl26BOioSn9nOs2mqRk/ji4/4Dei1iCpYEBMhAEgBc/NcHht3uMlVg8EWMBzFZkO/TmtbF6wM9hfadGPycDc3pOeQCZVAnNKeUZsxe83/c/5PW7fgs4+Bav7TCj/HJ7wEZ/DDYES5l9qAFTafWFvJD6Lf++uc1eYnWXtYnizMcF0IcsdZPPW28pXPI5ErM5RSCZFEqfSX/D1I8fpUdAQv2bwDRIKf0/d/73bwD4x77vawjhDwP4BwE8DCH8b3f+6QBMUvihPj51oAGRSVKZynVCb6hYZ0ipsrdlRqKJWyqCazxjZ2wEy2gF8k0ql+Iw2gG24YGryJvpGZv2kJhIMH3OKU17GIxCnqe2seX0tb4K5sCbSAdfBvRroGy4mTe3AuKWFDlNTBdPB2yH6BSndt+oY7OAxaPk2etqHGXQ1y8CJqsRKQLHv8rDVakGygkvN2bU+CLh6jPR9eZFq2ubHZg16R6q4DFRIVnBow1+KlqlJpr2nBa11e5FTrpGAMhut52ZU07PEvo+T62Ue52KgNGQ1lRwwxcK6lRMQ9MdFJplTwk1dMozDkNCZY7Ickweq4DFkxGb26TPDgdaOzt0f4sywlZSgJs91BQpBjOMpottWbjMn9CJu76iq3NjesixArYTGgKJtjyYyeMYAgJsYmfPEWxyV18mOr7XRKAnFwnL1/h9Zz8RsPiIB8rmNpv/YWpTmEOg3AR0C9PbVvy39cOE0BFwCAMb3H5G7dvsJQ/N1b2Io2/TRKQ14KqfsmEaytxkFQ38Z1JBRHx1P2L2nLq+k78VsL5v92oRvEmdnJGe3pxSOhOH7GNQNMD6DhuW1MmdGLh+vbZ0A34OcSB7pr5O7nmxMTPV2JNmmMwjYXm/sGaQZmSifC4fFpTk2KSw3HAyPRbBG4exoDlncxhdR0pgjU1UtbYmI9nBbcV/b74XMqfThH/+JLlJ3WAU1Gj3TejZBIUekOlaKnjLre4VmXp9w8dYBhSjDJ7gsgTJtViwRNcvNydcpykGj+cTaDFMCMJpqq1Gdpxa037Iz2LxKDtOy2ck9AHnX06YPeNzNrdt351ngKVcB7QHCfUFQYRhkrC5m1BsAg7fSR5huz2kbGZ6ThBjdT/g+BsDxipaUwmXrxUtI2I1PVQxDQD1ueic/MwOvhnQ78En562BUkMC6mtKa5pTTrroVs4p8/bQ8u3XWQZEBoQxV1L+rGvzFUkFZWlimYluPNbGUAP37NlzM2g8M0q1sb2GKczdP3pGd7JDcXKeGXcyquvNmLK+St5opkDwQnG/YwWMHQBjpJSrZJ9/ZkqEEW4EPEyCx4TRUwDAyLW/Nfr3J9l3AQLO3SJie6RJq7EB7N4NKbvGN0eRr20CZyrxkgRn0kSTI/XTgH4Bd/HX+5+8hJuhzZ8QLAo9cP7lwJrhMssyJA0JiQzGbp+gD6eT1EmX1wF1bXKzw4jNLX6W82cjtvsR7QnN0QS+AzBaPRuJakOQUtI4AHYmAtup7RslcPiNYGvCTPMqApBsDAk6bE4KTM8sBjIZW8EkWounA9p9Urbrq4TmZM8TOmIPtHOgaAiE63ePgc1xinyOVAaXDCFw7fbTLHcsNvC1G/uEbj+634QM3aZnlOY0hxHDzCKrza9KcZLyYumnvAe1xhGUvMLXUl9wIjyWAe0+r9v0JcGxsQSGk8ysHEsxDQw4uEheo/ygD4HswzSiOYne8EqmGVszfu0AtNzPqmvKTJuj4PGSYtnCTPMkxyVoAk/rCQUwuYCb9NWXJgMYgbOvBEyfE5DSpHyYwkEMpiABkzPbc6cJzW3uxdU1UAy8zjQy5BCk6IDr1yNmz8zwucr1eT/j902uE5ojgjZFx+8JIxMi1ncippdkv+x/O/o5KfkUEgDzLlGylFgOsU3ufxZbYHKdsInA2ZdLTF8kj2muVtwD62VCb6DpWASL42Vt1S2CSyKLTTLpIJkz7T7rtOWD6CD+MKVfyeZu8MQvsW1VX7d7EdsTfoZFw2hrMQV6k3F1eybvK/g6hzr79JTmjzR22YNJ+1s/C276KqZMb0lohQ03xLj+NDwivu/7vBVC+Pmd//9zKaU/d4On+O8C+L/9Bv/+CMDPA/gjAP7zna9fA/gf3uD5fsPHp06ekCJvILkYy0VVLtRjCae2K+4wjHAED0DOji6l40ze2Ig2CRh9sQCNkayA2x5S812uebA3d3j4tIcJs2fcYGTYNUwTZk/5O4apOdWbdnF7HHD9ZsDy9eiHA83QRuoAHxakjPW2ofcs3Kdn/PfugH8fJjzM1IiKdkStNHD5BW4gmiiIqj1MCU5UK9M8tZl2pmu6teK9XrLAqa9Hi1SDxxF1+xmplnkNYNrOxEJhfc+yfmte+/YoeOLD9CVp4mPBPzJVkgxA9ELRIevr5Dp+uYynkvFQnVEK42AFiEUyFU2ms4n+qokwZQjRaFrw3PVyZXGUm1xgDbOA/9+f/R/deO3KoEx0PEA0uqxl1vv0+D5IfsB/p2cG35MMxETfHM3xVkZ1ut6iz48FDQdnT4HqKmD5mjX/B3RpTwWw/x4c4Jo/VZGcMHvORq++DLh6M+L8S5FeHdeZnSJGx9XrhVMVh1lwTaWnQVRsJLaHlJiUa95X9RXvn+qak+zm9uhawH7KZk3azHLF59oeZl8LaVVTSQqe6H3bk4ByQzf9yVXydbo9Dh5rNE7U/MPdmZXeUDbmBh+DN7Fal8OUB/XmVuTPmTml9prmOLpRq8ASZYw3xzQzvPwsPFt9rO3vVXDq6VhQboUAFk9bMpoAJWhQ/iPafdFwLxTYprX3SdauvER0H6jA1r4oqcZQkz5ZtAKv7B627xOTSy7aTj8vcpMtAzBF7xVbY1219PuoLwPWd3mB2wMCY6mkgWIqCNzOnvN6pILMHZqykj569Vl6s0jWpOKp3ADXbxQuj9D9n0p4wSWmlOihYwEHhHprTqp1wvr+6JNMwO75kmCofCZUzPU2Id2NAQV4H4w1QYQUGRWn6Vt7oP0yZfnU2s67IWFyRkaPwOKQLAHo1F7rnBPn9lCFfJ7Is3nL8ryhyg7bYeC+3u1zD7/8HEz7G7LTujV1k8vkngBsHJOvWSUGDFNj2Q15nWmqmyKvcT8L+MX/3SfbdzenLJX6qQHSMeR6wGIJhylYUQWlewQvosciDxj4OuFmxtW1rX8z+Ixd8u/VWpmcJ9RXwPQFTT0RgfaYNUM/S9j7IGGsEtpDRp2pfqkvWcyXDYHNq88GbO5kg9huHlBtKJNsjqPvE3TCT36OeMKKfW00OnK3n0EmgvnA8o3RmRMINhCw31tdG/vB5G8p8r+1AYRLkyeyeQ2oViOqJXD4Ls+XypiJvJfsOa+TNcFkGJVrsu7EntoeBY/Ziy0/o82dYHG+5j/U0yy4N813a7GpjGYFjr7Zsvm7zk385efZHDNpgNdcbJiD9wekGAyM5etE1L1uIL1qqrVNvYe8n4jJ0JzefO2mIjeLY2lGglq/zpTIbB73nlLdIOPa0UAPS16RR0OQt4lJEiS1FUuXMlygugJiR/PDFLnn3vrlDmNp9P1JQr/gulWqSH1te+6angiXnwtobgdn6TCafGR6x0FwCUU/4zBCzI2xCH62K7FLUhBOywmcTi4Tlm+NJk3ZuYjxVTlV7JJLiVKwyFiLVmYSWk5RkUHiUAUaVa/z0LK6Zm0pDx1J63qLFhaLTvVCbC1pYWn13GiGqNZv9LP8mY8lGZSH3x5w+8/8dfc1kpfU6r6lmJQBszPux/ItmJzbkMFef6/BzcyYnin5ME9saMl3dF6HgevoP/u3/sc3Wrc/So8QEuowfM8/AF6klL668+fPvfqz4a+EEH7le/z5ozvf8y+CbIF/6/u9hpTSL6WU/gKAz6WU/oL9/S8BeCeldP7Dfs+fPqaBHd6iXzOSJm8UmkhTl8iJcbe/Qx+1Bl36et3o0Rx2085zUOdFxL0QXb9lQVWMwPquUS0LorLL14HFR9TRTl/KN4B/5o9JSZo/5YS0n9nkL5jUwDbF1d3CGQfdPEsISoum2dyiKUzc7h7c2cl+rEhZqi+SN/DMJIcnA2yPNJ0zuvMWNsmNQDINsKGMMloqmoR2j1FdMpZEyhTecsNGk7R1o/X3pBhPX1jxuhdcGiBUsz0glVA6fr5ZFjmKrpKmt1qm/LqbhMn1iH4WMUwCZk+yc/z22MwtDdXdpbYO0x0jTMDNBNkMwI15avNVUCZ2Kjnp+0RrNypFILkURhMOdxIv4RGFaq7KDYuharSi3ajKCDm+MpV50jVMgG601x342SqrGgMLs37Psp1rFqaXnw04eCfh+k1g74NglE8eRtMXdNpefBTQ3CaKLlPHxePsydDPDJkveC9x6snXW1sD1MyjG1LR9A+WxmCou7GEyktWrCmy6ZdRWT/LBRpApF2A0Njz/YpltLlFIII09OjaRNHAyxUblO0xUC4z+2X+hNe5OY35EB65b0zPeM1iT0p27OB0SJ80FpxQLR4PFpFlzcMieBNZbdjEpUigBiG5jlfNjCLtwsjpL6MvM7CmGMJhyoZYWkhFsTUn0Z3rJZm46UMgBmIAbA/VxF7Fp6L94hA8dkz3fdnka6i0Esk5RIN3GYNwupA/L01pAGBzYOu55L67egjsvZewvs+YN8aL8ucmZwHtEYHc7bGt3QpojxIOvsV7QxOwapVdvreHwRvZ6vrVyF41wQhKv8kNTuyCbxRaD0Den4cpJV4yMSTryYAgY4+EkUyNsmEhP9TZ+b4zZ235CwhUCYl7wOwZP//2MKA3gBrIharux7DeNQzlXj4WASHy36XZTkXwmC/JiKZPRshMcfqc/97tBYw7YFJIFoEKAiti6BRtwoAc9xt6oGzZ1JRre0+NeUj0CaiDF9Q3Xrs761TxwvJ4GAtgnAMpWJxmmZtHGIAbOyAYIKf9V14QwyzvRbGHpQvl5misTTpltcbmJHsdVFcBqwfA/ncoYZh/xEK+N2+Y+oK58/PHTBMZakmwuAamLyw+8lbEzCbrhfkZVGu+v8llcmYQARC+7mSyryGYHC2QGSRgR9Gm/YK1CyWEIVPAO+773V7A2Gc2mbyFFk8G4NKu9ZYSsrGyDPhHvB71czK3lm+wDlk8oh9Jt0c2weQy4fq16NK3whh5HGzY66+0h+SmuVoTaOjnwN5HPDOe/fQEsSe7LXbcn6bPzMSw4vtAAmJgM3j1epETYcYMguz6sJSbhNFkNWEMqLakA022KbOrJp9g3Zq7vVibTLjKWnk238n9BcbSPtfW1qCuV+D6Dci+RPT5YF2rNTGYjl8AdH2d7Hyhqa8kTfUl8PynKswfMc1o+kKNMn+Xr9snAc0JMFZ8zX0KmJxx/yjahKs3S0wuRig20M+rSICy3YtMpHhGU0xeE/hn4GefSbYAA5oHft/sqcVVW8O8C/rSS4VAl2LJuwXXx8LOf8VRbg8DDr/TY3Wn4Pu/5qBr9nJE7IHDd02SdBIZwdxmiQ8jwM33ZrS6t9XZaTKAioOjcjnS9DqIgVdg+G/+XoJyyxGbkwgUwPSlfL6A69einxm7LL3dGofXN3t0kHVDeexYB6QtX/MQkoOnn0SG+6P0+CRGiCmlP/gb/u4Q/jiAfwjAH0jpY3UPPxtC+CNgX/+LAJ6HEP5fKaWbI+bf4/GpYxrw0LYpRR2weo2up4jA9jTrbZkfb2Zzy1x0dvvcWFVwhdEQ1rBTWLV54imjoPZALvekbI0lI+tiKxplQioTlq/bwTzCMowTJhdE8EmDTm7otfc+EDpOHC8/x4l81isHdAcZiZf+KxjVDzEXhN0em7vFswFFw7z0YUa9PGDvseOm3xxzY1s8HUmFsuzYVikHNdH7bsHNcvVa8iJwmMIYD8D+h72bvcjkLoVgZkmcoKYI3P7FFntPekwvR/ejqK8SlM8uvaWod5qk6TDkFIHPKdqZ8oOv3igceRdtVNTLVPLgkryAGkA4WCTzqG6P11AGV2wKiNKPJZsg6XY/aW5tHJLTi5GAq8/yz/VngOUbmrTa6R4y5bifZVfxZEWeJl1Fa416lRz1HkvqG6s1tbrXb7GQ7Pbo2g0AB+8YTfSCa7SfJ1x+Dm5IOblI2Nzh75xccA2sHiYWD0PA4hHHKdvDiMsvAKsHLKSKLQ/05iQ7sPv0JVqTH41W2SdsbhHFr9ZE7ydnBFRWd1kFjDVy9Nh+Bo+aOztr95B0w9UDmuSd/WTA+ZeB5g6plNFkN9FAGcURxQ6YXo7Yf5850vV1wsG7A1IEzr8UsLlDUEsUZU84sEktXfkT5i/ISKiWBCGiTdMZ54lXfEy093SzrHfvFiyApi/NhHLCdbm5Y3Fi0ww28LCXwSGc3SFT0G6P66Nf5CYhdtlI6aYPsrZyXOX6AcHR7VHA5pa9JwNnhx2fi2RAqxo/GQqKoSTQzJ/H7uNqBWzuEwggJRdYvc57YP89NuflhvvuMEtYvmmmUC2pn+0xYxU1RdvcSaRqt3ntdvsB518isFk0/Oy6Pbq902uB+xUCfEqaiuDnQrfPfxP7aXqWPN4PgIM41Pnz854/G3ySj8jrUK65B6xeT7j8AjXfmzv0UNgeEwQeq4DmOGLxZOD5pwgzK4KrJTXeKdLHZHOXE+7tke2PiUCSpHap5D48e8nzslomjBOdjcklP2E0FpDpYJEoAXIDMmtYBGT3M15DeXeMRZbveNrA7vR25yGqrjLGtbdXy0+2djX5p3QgYH0/YPka96jugGBxYRGqu4CBwD5eC2vOClF7M8hRNsg+S7Y/tQf87DDafnib72nxCIhbSs3aY67d688Aw5zXl9F9NHOt1gQYNneTNXEB88fZaf3q7YDLz0WfvHZ7TODRParzSmCegOqxZg1TNnw+GqhaTWUgl0Cx6lopRUZ57vJ9IaZncxLQ3AEuvwhcvR2wvmfNZh0we95iLGiaO3/GEfgwMbq3raG9DxIWj3lvN6eM/hNgMD2z5xw4QHAQzsw2EcgyGCcGvPd5r4kta6pyw8+o3CSs7pPBOblUiooNSALN8ZrTgPWdaM9pRn7XKe9VkCcRnOnAmofP2y8CUyOM6Vhsbl4zRANBeM0IbG5PgscFTy5HH9ggZMBAaVJKFBPjdjD5VyVT4g1cyrZ4PGKY8Ho1pzmCcn2fv2P+mEkEqmn7ecLqda5fJJ6D2xMyawVkbm4bW+Y6YPERP7duL+D8ixEvf6KADFDb/YDla7xmRcvaXYaFihkVY4kDI2BiLEBJqHaNPIsta2AxqKqlgL7g9yZNagNWDwMuP89I5eYWa+CnXy3x5GfYdc+f9Ziej7h4u6QHwYvRp/oC4ocq4Oqt6LWi4h1jZwD+lt+TivxzYcxGsNpv5EvW7ZEJV19mAG9zEt1PCEE1MhyU7/YC1ncNaE1ww2bWJbwuMvwVSBzsGlOGB09kCAM9Jz4NjwCgQPqefz7R7w3hDwH40wD+SEpp/TF/7DCldAXgHwXw51NKvxvAbwhM3OTxqQMNhPb6RMNAom7BfGA5Cl+/wUvD6Jg8xaovWSSR6sYGUZQgOVYPtbnQW2E3VjzUhxkdWEUJSyUPJhpEUfNVbG2jLoHlm5x0NacJV29z4j59kfW93b5ynon6IfDQuvxsQYR+oyKMBeMw5cEn6tYw4aY6e6HMY1Kk1VhX64STv2UU2x3671jRWVtuuu2hOdpqigk2mSlykhRtgiu9fLFNWN0tCKhUAd3MsoH7bBSo6ePyYYWr10usb3FisD2B01hhrAHS69go6GdloOPGXQleyGnSvL5vDsndd4Eixp6oL7JbcHtgYEtAlrFsEvY+zJpxgK9r76PRmhujW8/NP2DnYLrJQ7Q8OnknhJ7Xav4k4OBbLAS3R8DyIXXKpKgGZwmEgYVMKrIeLXacAi0+4lqsL5PTueWgDXCy2pxa058sh7flhGhyHrD40A6vxIL/6nOw7GaCCfRbIEgGwHLY7bqNcAZIc8r1P31peuWpTcjNT0TAU2fGbMffYI7yYFOoVLK5qa8T7vzNHG9Eoyeur/YgYPrCXOdnSkDha5w/4bWZPQ3ewC7fZLE0GCW+OSE6P9Z00JYr9fxJR4pvwfd+/DXpnllgru8HNxilppAN+sVnCzcC1cRZDCaar9r/TwlelBvg4st5QqmiZnObn9fEEhjKJt9Hg8USphgcMOKk0Zo1ox/LzFTNl1zny/UnOwRZkLMgiQMnFyqI9j9ITote3w/OoFBTWF0ny8hOrlsWlb7bC9a42D17BWfewMCm9f2Abj85Nbk375TtcUB9wX1X50C7T7Op6Qvuu+t7CdMX9DcoGjGsbO0C0Ic/zNhAFi316MHWdHsQHKwcatMUzygNm5wllwXFPjPfYg+c/pKZtpVidFlBeRRdL+4xWeboPn3O1zJ9zgJ9/4PRo2mHCYG19d3CpuL8zGOvBACCcWNJ2uvhN2hCK4BxfddkLObJ0JsfydWb0WU/eo1cN8E0u3BWiNJAlm+OLgeUFCZFWMII/PPkBdH5agD+yl7vBi69SwUny/Vlyj409l52PqKbr127d0LSlI1/L9fA/nsj2Xm3Ai6+EB3wUcJKtYRHyIU+MxwlS5pcmKu+AS+i0kdjIW1PTTdtsjLGkfLcrC4D5k+Cg8jdQcDV2/z8r98AVg/pXzR7FhyUkMeRKOj0QIH7I4h1JvPLXelmMFPf2fMR86eZYZNC4BQ0kV13+kvBzTgHmUWGPEluD3iPi100fZmw+DCb2rGZ62kcPC0wf0FTuXbP5C7TQGPcEQ6stQec/tcXlGrIHLOfku0g1sdYwhkLAmoH82TQNZET/zDVmoJLEq7eHp0FIjp8Y/LE6iph9px1U7HNKVa6lvWSNWF9TYBxMB+PamksiQnvmWSDEwBu6nuThxJ6gLwfaT0fvD+gM2nF9VvGAIl5whxbYPpcTAOZEMMjFadnHAxISrJ8XfI6oGgD1g9Yq7nHiNVIZcM6YPoir4sUyfaaPQ3Y3KMcZPYsYXImoAcu/VT9FWzdru+IXQj3e7p+jcbDweRfsCn64jETMoaaxpWSIpQN3+fJL/N9SX4bRkodWGvD9369hv0Pehy8S9+m+WMDn+8XJtdJWDwZUG56nP619+ktVcIlu5PLEfvvdzj5tQbdfsD0OaWPsD0mDDkBpDkJfk/qDKxWr8raBNTKe6C+5PrtDCS5+HI2L5TcdKh4dtaXBEmYqJSHZ85ItMFFbPM5VTZcm4ffHpz1VbTcfwXqfhoeZBr8pqQn/OsA9kH2wC+GEP73H+NnyhDCfQD/dQD//id9Ad/v8akDDbxYNz3c9Cxh/jS5bjGMdKXuDjiJo3QhTwAB3og6YKproy12OWUgmjbu4ouc+MSW5oVxy8MVViyTdq3DA66bKhqjr60DtscJB9/mJnT9NqcG/Zz6r+2JaZtPgjdgag7HyqiPyTwXFtxkmts8sOtrFq9D/WpxpRi6YZI1f3qvyzdHzF6wIR7sQBzqYNPd3MR0+2zA9j8ccPfnm9wAtTtRlKabmlyNbPRapRQkzF6MnKo8HekvYYVSHEhd02QuaZoOHnCDFQj1pdHfkxVsPTdFaer6GV//8dfgVN4Ug1NAPSO3h0cK1ZfwvNtuEcwwMzjDwg/lBDfVrE3/PnvGjfaTUrY4teIEKnaM79x7Dx7v2B7lqYEAsaIhyNXvrFmAh6iQ5DAgR28ZuHPxBYIqYmowpzhg/ig4El1dc5pdXRsA1gdUK95b1SUn7ce/zuty9TaBh2HOoq495H2xPaVpYrJpiwCzzR2+3tnL0XWv7SGBjKKlrpS+GTTJjL2xJ2oCAd08MwswUmfb7mdnapkHzZ8OfihWK97zex/yMN1/Fzh6Z8TkjMBWYaZXYq5UKzjSvj0NOP/ChGDG1eiT0Wi6zBS4DqpVwuohwRHKYQLmT5kYoYg8TdkVdzl7lmzSDTfzPPy6mUftZ61psbViYo8TjdoKlXIJ13f2CwAmR0LgeiGQlPXT1dJMjJI0jq+unZs8wgADbHgt5o9pSFmuyRZpTqw4MT2sJvzlmmyPoc7u5gjwyWUupuCF+OaOGRc2wZuQ2AZ6E9j/S8JTrdTgBdRXNkG/IGBw+A7/7fot7rXdATXk26NkoEPet7sF1+5YcOLI+5X/VbHZHsL9Fjx+dJtlAt2coFI/M01uyz1m9TrB7Mm5+dasrAE135axCDj8Jp9/+syK5ZKu2mo413eD5bInc9C3aLhZwOY2J13NCRMTynX2k4kdARFOw5PLVWSgOzknqCUpWBiSs1Y0cVrfD0ilDFEDDr9hTADz0xkrNiai3TMP3QpQGePOMgAjDxx5zYie3BqjQZ4jTJXI33/TRzSGw+Y2r3V9kTB7wrNgfSd6oexnkkWbFi2vO4GZ4PrvoklujtjtBffl6PYYw9zcNgCpJzgy1KYLV8G+ITBbX8ESEAh+YQQm5wHNLSaEjGXC2VeA9T2u3fnThO0tNqk0QYOb7ylucDCWowM9AR5/ObkkCLQ9YppAtbZGo08ek9qcRE8zCiN14qnkdRsmAeXKvBvsPggjwc1uP2DxIc80pICrN2sMVcDyQcUpqTEBypVSDzRFDW5MWK3g9Zc8TiRNjH3C4bu969Kl3xYgq4g4DTiUjqK0q35Or5XjXwtZ496rI+fzVmsYc4EAjhgYHDqZvMykaEXL2k0R0Ex4GDG55NqYP0tek9z0IWPRjclgZ88T2WhNwvXDwllbqhuZoCGTVosbt6ZZCUSA1Yg160jtD9uThO1x8n2pvuR6rFb8/7EgoCtD5WRSrPqCZ3u15Ovcey8hxYTzLzFJoVuQfdDcoTFgPzNgy0Cocp0n3WHMLNRuP3hUN2WMjEWOXXL2AJA9A7ZHwbygAETg+jOjDwxTDJ4wxLOZtcfqXoHl6/y3688AoTcfhg1QbAIWX3uOy89M8fQPv0lg4IwA1TCh4fP5F2v8/9t78yDL8qs88Dv33re/3KqyqrrW7la31FJbSC0ZRAw48D6WscMCRsjM2EAAHphggPEiDIxjwoTtmRgYDAzeMNjYssEwgC3AgwLB4AWCtSUBohc16r1rr9zf/t6998wf3zm/m11kV1dnZVZmdv2+iIyqevkq3y/vPfe3fOc737nxnhZaK+U2Hy1bn0zyn0wVZ361F8yuNRW0r3PuKRtVwsDXGinYcWW8TGIsb9Hr6Njvc+1zAtXJIfcx0sw6nLXMkHHM57nyBdKQWJOyMo4fLptCQhlHnSulrYd3yNQeEQiAmpQ7ft0JVPVhVT2vqo/Z1/90G//t7wH4OOhl8LiIvAXAZ+9oIDvgniMNZl0zwysrox/WuHGRnnXYwz2ZkKX3EoWy7ky5Ha50+0OlwbALqCTt3ZcF3ZfA3vUTsqH1Hj/LJXDTOf57vGw14k3W5SUzoLEO1AY0Lkqmgqxv7HNqC5b9Dq0b/Fxn3qfzlcRVcmbaAATmEAA2Hk6C2qJzrcTMjK2ciZcSIZvqExNAYx0VhL6t2bZMKMAFuX3VWvwtJrj8x5qsK18ENh9KzO1Z7DqS7ZQCmMxTPuXmW7lN5sE5v04VhdfblRnH7fVbNZN/N6wlVt0WBW8ZlHcEresSetCXNVvIemoOwlzIikZVP1tm3ORmA25aJ8ckZGlC2YKVOvgipJnJ2Uu2DEpnptLIEeSVu0Vu8rj2NQ0bGTetqg3IzHt8eC0hM+SvVoukdj09tmH3002takPF3AvCQ5MA3YskTRprqLpjTJRy8gkwOGfXoUZDo/Y1LnjZQNA7T7Kh1rNFRKsa6mykmH+ecj0+T9wwzzpVLG88RIWME1tJDmw8Yr93TdC9nGPWojTQzS9phFZ5V9TDveF9717i5iydMO5cNjs6YU7MA0q7tx7m87X4XI7xsmDrQT4jhXWicFKq9wDvr6gRIQt8tiYLSchszLqVu7oUJFAGZ7nwepawucLfnaZysLaCvI/di25waPeq62ZI29Q5lp0AuDkrtnUpyNs0s6NLtYRMgBOdriRoXS9DTburcOikfGdKAzdxTCcwXw4JBI+THYATXabqMmLTW9elE3eWlmDgmEyq2mnPlM69SHJLM0U2FCP8GFNe3jPr8hqzfAHQVDHrMuuSzLjp65+T6kBmZJo//8kM6FyyTHzOedtLx3yj3z8noeOG18P3HhArBxK0VgtmUO2QRW8WN5vlM+1GqlIgEDrJtHKmTszUcrogdgghmVHWSLjNv1iisc4DlR/EM/OraKyTTHYlVjpF6AaiSZX1pdkvfw8/9Lj6IZ0iGMNOFq217UhDF5uiyZat7rlCY7zKnwAwTxzrtONKNqogTFExZx4zOe9xNmA8FlZ25Zv7xhrXgKJJ48HEDoh36uJdmIy4uVqVmLhixyXEmpAoFysnyMwMuDaoOug46Vw0JZAkTkC6yqf7kqDzCjBdNG+WIQ+jibe+s/KVpGC5l8/rs65J4MfcM/TOUxnj2VzJjTCzQ3XrhgYD46LJ/YdnhbMx+8a7yszn4s23JBaL7HZDEoffc8lyfdMO9FLFjBPBbmzp0nUvFxgfqwxx+2etG05PkY1LdK7n6FwvsPDcFGWtIoVqQw1dYvz6lzUetvIGDd48Y+uSbCkVi8/NQqmeq/a83MlJWgDBe6k2gNWvI8yj2biKudZKicZmSQVF1xRvdRISNPtEUBy6MR7nIZLLwTDV2reOrVW0JlS1zV3cfcayNL+GxprFTZ1rlxPEvu8leQmSyf0yGKyS0CHR7f+PP5h/eCeDdKTovEzSZ7pIYsITYu45k04510CBwbmqVt5JzcY6u9MMzjFuW9eF82Fp18yIQDcLp4EiMDxja3vK+WV4n4Q11vekgzMSWos2NkjQ+/zkJQHNNT4/03mpyCDwHtOks1JFATDfAUH3IufAxloVR40NKlCvvP908OGqWStpgHt+n+cS6+jgPgXdywV/j5NJILeKdsZ96JBkbDrl+l/foAomG6mVrtr8mValx274Xmbs8BCSnZYYcMWYJixhSKYkHCZLdq7JzAjaWx+H0laYuWalfhKtFI1zF+8wy3BEIADqKHf8OgD8sqq+S1W/EQBU9XkAH97rD7nnSAOXxPsCoCk3V+5mPv9SgbxlMldB6GELVFl8r4tjiyMu5i7ncbdsMuDcQNQ33HnUNmG20VTL9KVj9njOO5Q1ty+LZcDt4azxQFXWmf1MZmIHQh6yp4vWrmtBMZ1XpBNB0bB6yZGiaDDr4sY27hzPDYNgtLStLMEe/sRk2F7/mLcEnYuJmXO5ZNS/jGQYWguZrmBwNqEhjsk061vA8SeLV8mO6ehNNUFjq8TC8zO0L4+ZERvTwZgHd94LHqpMXjXjxMosYtUqr2jxYJVbVwRNaapEZ2VUhohC+ebGwxX7HFplWubVW+v4Ypm6zNRYYd+wBZbX2FavlexcpWLCTfvcgXu34MGcEzP7BldqBleITBec0PL2Udx4O8PtZkRlzdzVzVVZUzcK5MbHD+XtqxIUFO5I7teqvqlo3ygx/xx/ZvM6yxR4SAa0xsNU2aB0b+lpu2/38Xmobyl6FxLMP0+yoWgC6VBQNNU6HFCZ0FjXkHnmfTDZpQCzjskiR64OqdyE0xGJq+m8oHU1Cc/utCtm7oXQRjApquxF/35ru5kCg/sSXH1fahJ5BDXLrEU57PAkN/m+wU5mzE4BMNUSFQrNtRLj43aI2qCEuHPRTOusDWbvQSNyjPTxDJgb7Ln/xOiEYHhWsf4on7l6j3Hh8nL3sgBMVmvXMp0g1NiyHIJmTPUeM9mTJcFkiT4KjTWqJMbW4/1OYzdk3ErL7jQqma5fu7Jm5U7znvWw+a/OjZAmzJqwk4HLJPlzaz3GD1AdeBtrEuY67z+dWolCbcBr0bnIebqxxnpvTajG0KwicPNONe96uVOtR2KpfUWpoGkAtZ4gb1dmmkWbhGTo+pBvq6sugcHJNBCvTuCp2IF5xmuetwXNG0lo3TVZkmC26qt3zWStUtpckFnv+BMJNh9Kwv+hssDWP9sMukN5rY+QQfUyo7xFUqKxrqHVnMdn5oaLSzxslY1Kwl1adr+5VpJwMuO0xNoUjpfpm+DXhvdZwnXy1o1+zepbPBy7qkzs2a9vaijNmHUlrOf1LR54JmZ+5n/uFu7pULjJYJ1972sDDXsAJ1Lc88Tri0NJSp3XDrBDbFKpFCllt/i2evf6BkyBwOxe3vSSITsQlMD8C5x3G6tA+xqvmfslFU0qEkWBued5T6d2Hbwuu31VMV7m+2q9qh4ZJTDrGJlu+5Rk4odLvjZeTAKB4vLkzLw3igbvxeSYoLFKGTgUtp5XbTM14XPu3g7dS4URH1xDbjyWsTTxRErSpM77nrcEmw+mIbvcWitZ/nVK0Duf2NpF8qNmJpuaAL3zGTYeqrHb0dTI9p5i7pXcOhZY2YICCy8UVWbZ7pHvG7YeSJgdnpEYHh1Pwp4SCULnkMxKaNyINClgpQuMAfdkoLIT4WBIFQ6fxcGp3c+7bpSsiRFVKdC+Vpq6RwJp6ObT7eslZp0k/F9NJMxH7tmR5FzzvZymsDae3nWhsUpViisdk4mT9a4yodnsbI5kbus697+Dc0DRUhR1zpvjZQ1xm3cEScG97mSR5PrwNFUI9Q0alcPVvh210qXtSjrOL976Op3CiC4j+AaKmXf+MjPA+oa1n2zx32rXzM8CXkJVWCea7qUSreuK9rUS/bMSSgUkV+tiptbZiP+/uWIeTBvm6XGMXZImiwkVtZuVMfnKH2GG0cnT6RwViaf+y/Xw3LkfRfsGVQvZgHGUjhXj4zRZX30nkx3eHt5Lq1194IqobICw55DcCYYy/N6uqiqaVTtglgJV6hNv1/tmhwBIZOevA8B/FJH5MDaRRwH8x73+kHuONOBd5l/9ADs4mYaD7I3HeEIcnWJv5OmctUtCJX1DUslj/SCmgpBFdclPYmynEwb+GZ7VC1IkY+RrW5XkFMLXu69o+Hndl82YxwzrWtcUq59DIzg/KCQzYOH5EknOg1H/Ao1kBmf4O+RNYHyCm9zpon2u9Wp1ab3kGtpxObmS5MDgHMmVbFxlfr0OLxtUXgnZkOqDssYFadqlTHbtEV7bbMTJsqxx8zE4nWDWFgzuy7D6Oa3K0GhRgoGa11O1VjTUv846vC6aACcfH5gLvHWGOM7ft6wD/XNpcIV1V+hsyM01Er4mhdfzV63hUAKNLQ0sdmlkiUsjC3NB9jo1dlWAtTOUQHpIwZ66nlnbLcYnaFaTtxljgzM0shqcYZyydY/g1CdngfRixp/ZgOAAbiQJOyeYYmREcymXfsMUHF7P6tc5mWk4kAL2u2ulPPEynnQCLDxbho4i3ZeBrQcF6YgLy8JngfVHpSKRbNFfeKE0xQ0z+LUe3bFZ8gPM5rj4jk56VtI2u1plBF0q61n2dKQY3UfHZZeSilq9ohka+kJc2OY87/KXHJ7mpqf3oGVEVinz9G4TELaya13XUI+ejdmOC2rEXK2SOLqrtJcQ9e8Hjj/F09DCZytSoMy4IA/OJMz85CSI3BjQ5whf8Jvr3ITAJY7qmb1KRTJdqDLmbnY5PJlg1knsoOWEGt87a1dO0XecrTWi1Vuuen2sK3omi6bSavPaTrvbSwtg982k78rDCgCbcysllKszQu251bUWjUpS71JKz3zXBhqykTR4Yo2xkPPD/PNGdM1IwLUv0fzKvW5CzexlDd43vbdQaTM8JeEAPlni4XA2x5/jm9fQPtUIW59nYOTD+EQZTLDSCeOcHRNeXXrU2ORm24NidJKE8fC+ioDpXCHJ3Fzhg1nf0qCSSmYkBbfewvfmTT/sGDlZVHNcktPw8cTvjQHlWqQZycyiyQP28FSC6SIPiMyyW+lEQ0PmVkoagaZWQ+6yfZbv8e+sga82p04cTZYqHw4ne/3nlDXGj3dguaPYbVXmsaKcT3IfT8552dsVNzZNrWEbdh7aJPxefvD39qi+JlDt4eQPwlzirQq9s4B7RTS2yqAgY0Zdw3zTuczEAQSYe8EMUWfArE2iYf3t2xQwtmdxtWJRp6FmNqRBKcTLrzT4I83MGyA38svXRG/9qcJnor6lmBwvA1mZzlyRxs/OrE0xBOhemmHlXQmm80yODE8mrBG/wPHdeKxJg+a6m9oZoTokMZy3gLmXS+QdIx7nBBtvo1Ft50pZdfiwuWF4SrD0NNn+WYeKsPGyrR8Z0DuXmpqL6iN2bOGz60rDZMbadK4bCKocgPe+sVGG39NVnmXKuW2yIMHk1BVMruLxbgR5887KwkR938Gf17lWIimMyCx5WPW5OJnyoKdS7VUTe/78oOzqH5Y5VfvhsEcAuP74/G7PdzCXFz4vvi9MR+49QiVt9xUgnXAM889b3E5JIndfUqw9moR50Munupf5wWWNisfagEaYaq0WRyddVWm+K+PK78JbkRctkgJhfz4Cpotl6Cbj963wziFplUhZeGGKyTF2ISgaNGSk6oyk6PGnx0x22R46mVGRVLR4gBe1DjoLRuZaF5b2jQKdqzRjT4pqHR+dFMy9PMNkSbD6+ScxWRIMTyWWWBSMjifBHNHVBtmQJUyuroWy+1I24j1KClOlTqqEWGgvmpO8mMwnti9PqOw19THLij0hwEAZH6+8zd7sEChqr/F1APg/QOKgKyJ/FMBPAfire/0h9xxp4NK0Ws/cfF1WbFmO7isu86M5SVJwQfCHVqWq+XdHa83MDLBmD4zJYBPLCAAItaBeP523EA4e03mytW4O5NKxrG8utxtGGJzhw5h37MC9bCYww+oQtfgMsPo5gvoGJ6isT8l+Yw10vhc3yjK2sMFMTFlj9qS+WR0S/UDlBk5LT1iphk3cvimX0ibgwvwbhkDnFXPOX1f0L7hhFxeuoi6Bocxb7k5f1fdOjplTvBEG3p5vfDxhtqfN8Xcua+gPe+19HXM558LvbvaNNau7nAGj+0iOUEZr9d5DYOPhFLNO1R7JXXeTAuidT1BmJsUdVT2am2vcyDfXzRXcNoTpVDE+LmitlZb5snZsPUVj884mktY1ZrsbG1z4G+tcgCD04NCU8XvjXTUuhg3GiN9PGhySXXfPhqJOt2dNuPDRGbtqdVjWJBBi3n9+Nmes9DaTJs+UphMSB75Qtq8Ax59Q9M9xY5J31erEmTWuDarYXXqasVvrMe5qfR60mys0SoJQiZMNqhKfaYfKiPaNEs3VMpiCeQYS4MK49ATHWt+supN4CY4z5/xMlllowgydZ3ySGdC5UoRuAl6elA2ZER4fYw3l2MiqpKCPg/sNzLqWAbSfx9IfdkBZe6SGWVfQu1BJGWumImlf42f1z3OM/QcQslHpWLD5lsQMPCU4yruL+uB0EgzwupcpU0+m3DBoYpvZbTJxnxsbW6URD1ajmldE2W7hG+LJEpUaRYPPObsM8F77auRlNuxq4RlqmNx3W4lRav4kDXb18LmI5Qao5LROrjhxa2HrB9GiXpm4BglrnbG78Fmgd79L5fk7jE/CjFBNupwA888Bm2+jCkaUnh6ce1gCAQGaqybzNKJk1uEGvLFesk+8HRr9cExFAU0RvWRAU1OBzPg8++GT3i9A5xUeyudeQKjPTXLg5O/kqG/ZfRCOOxsxhr37Bk1iGQPDM/y91A45gM0dKWtmAaB7UbHyribKOl3ExQ4ktYGiuWYkVgkMzjPeh2dIpqqQHFp7VELWersKJZ2ozQn8vSl35gHLS+aykb5KguymtbW+Bs8ZL6sIJNtuUfIrG1OJ1Vrjn8yA2mfn9KzwVqH0XkEgX520LhoSOkfkTc5dmohle62MbFvmzxVQHg88dHMT7z8PMJWIqSzKjNds8Rmq6fg+xkL/nPl2bMJaYvKAtvVgVU7QWOe8W+ubg31Cnw8/fJbmreL3wctepORnOHGmAhz7dOWLwNIYL1Hiz5rOG2k7n1oZHA+PeRtBoVkb2OHb3OI1rdY9X69nczSvzgaMRU0Zv4NTaciqlnW23yvrvN4rj7Ux6whW38mDWa3H681yHt7T/gVe+/FxBFJRExIvmtI42Q+hUvD/jZfFuk8l4XDpBIOXTrJLgYRSCycvvYZ8NidWnrT7sNWEa2XedAWRYniCY2psWGw5oWqKilmXexUvK5jOV7XxRRN2Lfk1XbDr7GRrURGfebNS1OadiuwrmnxmSvPwGZ9gJ6N0ynm4vkVia3iaP7do8WcPzgmKOte10Qle+4U/4H6hqPP61Teofqz1rctYSuVDOkGIzYEdsFurJecnAbw1tZTV/nvhGRJijE/rLmOHbPf7qA0U08XM1iZTj7To/5SZV871x1rhfpYpzNeAz/FkQTA4zb0DEi8T4nPSO5ey1KVG5Vb7esn9zw3F2jvqmLV51miuuUmwkZRj/rn1MMtbhqdpNJoNzGhyOQm+Yl6ykY5ZUjI+TmVTpfzj/WtfoxLR/X/KmoRkmyZAa01DWaSTuI17pXuCCOqv8XW3oao/D+D7APwigH8N4EtU9Xf3+nPuOdKgaJABZB0Ps7Oe2YOwXZVLfLdvQpNp5YbrGcNQswdu5DRldr+5ahLgqWdwjIWzDKBvAJ31K+oIDCrbOtrhvIFQh503BZnJo9OxBEa3c0mC6V865mKbjrlIHn86R2MTwbehdU2DBNWlfXkLYTGfdSR0I/AuA96CZ+Mdxo72uDDO2uzlzEWbh6f5F3PWfJsztEtd21dYQ9m5UrIUYuwtLXld3DhyspSE6x0IGUGV/Ud10GNrpSrD4yaBblA2WaTZzOSYGDmg6L5cjbVoCuZfoIGi+1n4NXSvBZrjceFy06Dcs6+LHGtuDK3HjArja9qxzHUDVqdcbb53i9LbpNmhSQrGZOcys4u1AQ/jALYdxl7tgpuOYdkhUxmMSWZ4hoTu6Ty8uHcBgPBeltMgmKoBVhdq0jY/aISe1Oakng0FRYsdH4o6xzT/Asfl2a5ZF0imvF8Lz5foXPL+5DR8TCf2e5jpWtE0L4CNEsMTrA2HeJZBQv3sxjs0HKjzlj1nOetR3bl+/pU8ZL6OPaVoX+G4uy8J5l4E2peB6VxitdsJDbaMWZeSz0Fz3XuP81rWN6XKwFmja24Mq+vnpU2zeWY1+heMyDmVmBkVCYj55/hsN1Z5f+efB049PkNrhe1UafiJIBkdnkqC+mfaFfRPJ5gscKM/Wk4s48JnOCz4qZOCUploWRmMv2e3cMPQ1nVu5po3Kh+Y8TJ4uBr7/eOGxzMZXidZ36ratrn01g/BLiNurpfmMVP5eKQTk5EPbe6rb58DjfCzfztZ6jJoN9sqml6vzsPEwrMI/gXefcK7mSw8W9KF28p82lcqMz73KvDuN3TMT+iSbgddVwMBwOYjlpndlrn2De7MvGTmXyqCMmW8LEiHvG8LzwGdlxm/4yWq6aZzEq6frwEAs0rZ0B25BWWqQXZfGqniig/vjOOGwNM5rnnbY3ey5J4CJLzHxxLU1zk/LHwWuO+3Sjr/l9UYkilj3aXd3qEmmGoJuxSQFOL9nbUrCbMbhSZ5tbam1vP+jmAEm89p40WuO9mAsTc+buvrDcZ3zbwexOZZb2/pyolkUpkIeiZfCkX3ckFXcqs5L1Ox9oT0FqlZmzf1w5STYYKqhWXY8FekbNmosuDJDGhfZjtmb91cmildktP4lQce3pv21Uqx45nYokmzz2RaJVCqcihmkKXknqGs2bM9qch1VxICwPITU6RTpZv9DDR5S72TjWL+BR7M05FiMi9BEcX2wfa9iSVoUJVuDO/ToIIoMxJdtb7SOHeinKunitFpRWONrXYBjsvLWbIx1528ZXuCBjD/Uom5V0q0L3Nuqg2pvHSTOvfrYBmJBpWqJiwXykaK2pDqi9ySUUVDQvkJXfAFrev04nEV426gCde4bEgV0rSbYNZht4T+uQSThSqrnE5sH2RqRFdkNdc0JFhqA2uv2WMsZ0MqTJvrJI5m83wu0onafKJh/+f7IL9v6bQq60wmJFCT3BJFCVW37rmhNv/NvVjtK5IplU704xEmVNwXp7B25jM+u74/nlnZWa1Por8yRK8MzKHA+qManqUg2R8rJotVAmHhpRxlShKi1gOWPlPSb+oqif7aQINaDqhIzaJh64l1WHMz32xYqeHY9rTywEinVN6gRFgHtMZ92uAs78tkSUIHEYAKo7wp4Tq2r5do3Shf9YxMOxKem1nbVGxN79pTKazHxxKWmo01dBOp9/RVZKaXCXYvF2hs6h2XMx4lJK/xdbcgIv9IRH5ARH4AwJ8CMA/gBQDfbK/tKbK9/oGHGU+9cg2PDDVszOYu59h4S2ZGfYKyQZbdF+Px8aorAVBJBP0gmxSAjKyGHQjZXJ8g6z3FtAtb8EtsPJzaoi6oDSuplmYApnbwNXMvl0OWWSXPZZaJh5LOJUX/PFBMzBH+GM1jXCrWWFdc/fwUUC6KSeEmPma+OCHRsfVWutdPF0iGuDO/Zzy8LRqAIF3zRWVwOgnEQNEEhqeyYCaUNC1zWechxOuuihYXx8RKNoL8clgZ9UBo7NS5jNBe0g8CRZ3jaY64oBZ1wWgZOPZMgcF9KQ1zZlW20I2G2FKS96nW11B/WjZ5kKqtVHFRNHnPXZ7Mml8N9Y6jE6x3G52QyiFdgPpMmdkb+5i56HauzLD6znq4jrvBkxev4f4lLpBczM2Ze4ZQP+uy1mxAdn8CMZ8KDWoJls2YWeSWMf7zJLumi4rORctCmivxrCs49kyOlXdm4V7XN6rDaTph/3onNAAnERDKOtwVPx3xWi/+AbD5Vo6BNYAJ5l7ioXB0SjD/YomVdwsEPCQnuZNhbOMkOZ+twVlAcrYTrQ242WTdugZfBrZLY+z4gb1/ns856wC5gRkvpaG2Oi+q/s2l1camEw1EVm2gwAihvVtw3U4q8qN1VUJWMJmyrlELCb2TiwazgEVdkcwErWtGnowq06rGWtXOM++w9rK5qoGQ26zVKuf4OfbdnixxuXKTOtmquruoZebZG51eHt7KUkqT/dsmyw3EmmuU5oeyqV3gicvX8MjQsvIA5l5W9M+ZY/wcDQtlKECNpBGVLNZezWvdjXQtrR6fh6rqwFbWFeVYkDcTHjhNkaQClPPmYWOdB1LzEEgH1e9PibeYYgpGYnBD6Ycq7/owOMea8Maau547gSboXFGsvpu/Z2PV4r/FOWSyaIqWHMhbbD3mrtrTbuVSzc+s5LKzNjeYmgCbb1N0XkkCkSolMJlLgmydZVb8/Qs3+tLqoO/SfoC/nxSKrKhai00X2HY0mOa6WieBOeV7T3nB5BjM9NavjQSps5c2aSoobP5ny1TB+KxgvJxyQzzm/NxaK9E/w2fdO3fASOC8CUAEs6Z3OLHfVWF11xpahOZt/l+fi5xM2C2efuEaHnkPy3uSCUmpdKbonU8xnWdr23qP12SyyNitWbY/byKUDbhHiZfSaEJZtK81jXVgeCIJ5YyDMzRZW38HJdvZ0LtTcO1MbQ1Lpy7/JqkPrTyYvDtSMmE8t1apeslGVFHOugIMqwRBc0Wx8m4u8o01gbfb8zlNCh4+e0skRGfznL/HS0Z8Wu120apqv4uGoLleYtxKkLfNANoOG2UGDE9kVEspSVCSvUl4Hur9Er2zKYoWiSk/AKoVDbsRohuNZiMz4p0Bo+MSDNv8QJgNSX5vPZCgfZWkQJIr5l8q2Uq3V3UzGZzmGikFD4PBtNDmD4DzbvtGielcyjVuTAXgrCNUdGVcg/I2SaZpl8qeMpWg6lErKZss8blubJSWSEl2LfN+8tI1PDJTjE7S6Lc2YAnQtJuFg2ySG7FwncoeyW3uqfHmZeNqvkgnXHdh6gMns6WgesGVfWWNMbLxcBJKrNqXrTwpk/B/yjqf4c5FoH+/klCEHYgTK9+ypFz7Ctf6siZo3WC3nc4l/pz+eaorN98GaKLcL5g6Jxtax5rcEk0ngOYKk4TdSyWJ9aEGxZluK0TXVJD1S8xSPtNljT4YeYvP3GQuRW2oSHpAbjGWtxDOB/UeD86akqxwv6vpvARlAM0OSSjkbUH3YmkEHOdNKdyvAMFvabrIfXpjlT/z+BOK3vmEPg72uZOFioxtrZQYnE6w/PsjaCYY3tfimcMUdZMlJgq9S5wm3CfVhorRiQSTpvmlWdz62jhrVUo97iVZMuUKKCnuEaUBgJocOEHyiZv+/cn9/LAD+W1F5MtF5EkRKUXkc2/xvveLyDMi8qyIfPu21/8vEfmMiHxaRD4qIou39cFlNVEmuWLaScIiVhqrOf8SJfqUciKw5O7AHlz5lRNIe6VA+3oZ2PbmWuVISgdz1pv3zqXIRsyw1Tcsezu19i89WNmD2CKDIINzEygVYLpEx3rfALeuW3/qHg8TRQPo3c9DXed6iXTELFPR5O+WWbZDTRo7OMuODN4yy2sOAc/Kim2qFe1LSZBFe01brW9y1H7lYAxwYmxsbHPrd0nsIicgl926USMN+3jIg1YmZ9xwW226+AGY/294ihvpdKpYfLbEcJlM7HSBi1trhQuvt0P0ejzva+uLmJQkTwanE7BllITFKsi+zNl7fNzb0VTjE2N/sxHVD76hLprMHpQZMD6WWR3f7idSKYG5F8n0NjY0ZNwnx5X9kFP2k5ec0jxXT2RjDTGEBMFIMh3RnXq8bGPu8MA6OsUNQXOdJmaNdcXgZIqF50u2enNJY12CR4AoaPjjm1TLqKWTSsI262iIaygP1fUNxlv3Ip24V98laN6wdkMTwfLvqLUGU5MYukGlondBUOtT3jidt3s0Z4ctYcwXDd7nxkoCbwVXZkBzhfextWI1paWGkgOv53RpZTrhXOFdBmqDSj7sdfCl1SK6R0TRsCzMyLM4dr1NmePPQdYHGht0C08nrDGlE7qNu1diNm+bY3NM9gV+ssRxpxNF/4zVG5qhqZvGsQMCF/fZvL0+rdpoqvAeQHnADISdZ6wnVSbK6953A3fKr23xd3ZVl0qV9a9vKWpbpvTpWQnUhHHl/jDuWeGO+NPFyvcgG7r/iR0gJiTPan1g/sUS9S3+3f0esqG14zNzvbJO0lgTWJcJq9VMqtIfZp4YP06Oetu2rYd4gGYrNUH3Rfpv1AaVuovmipy70rFYSzE+D6VtPNVk35rx2elc5KRa71FWPfd8AijC4dp9DZKcm9/uJVunNvl6vU/CyscryueTHYRIPLingme9qP5i+Qi/D3PuRmgVqhk38+Njwnl3UZiJS0nsJTPYnOrEYRW7zRvVWpGbX8C0W8nfi5oEOf/U/AFQVuaL28vB6G+BUKvu/hHeNWDW5bO3W7h5pqtWAGDt7WkgkCF8NrMB0L1UtdFrrCsTA4WT/55x5iG6qAtmHfqd1Ho8tOVeVlGXsJ6f/o3Cujbw2rhbvZureStSVwi6Es+N0KaLlf+KqKK5yntQ75vCrEY3+/ZVRXOzRDYULD3F9SDz0i2TbRemykyHbO/rNd6htZuZ9OYmv25fJhlQ75ckHDYqGfX2muvuRR6C+qcz9M6moSWzd2DKRtUc5Yc7tbKcMhPUB1UXJ8/Q9s8kIYPs5o2TYzT0EwWOfaYImdyiJlh/WxpKlPKWYHB6W8JI+My6pDudKk7/8KdsX8a9HQkw/nvWYXvK8TGqIGo9ZuezMQ/iUpiSqoR140FYF4u6tVxtJxierIj4NwrJeXivb1LtUGaCG+/KgieDd+dw/4f6pgaFl3sbOQkAGHGyUmB8TIIxdWadJXx/KSXv8bQrOPmpGefHVV5PN+rjM+XlUOyi1bxuHglTz1wLpgsWt2bU17zh9x7B9b9/PzD3EsKcO/8s47bmZn1qLXnbjNtswJbjrnbxe62m9vEuVN2Xad6ZWxeWzNpGNtY1lPSVmbVxXJLQ3tBVPvW+tcY1/6y87SQRY36yyGRD5yr9MIZnqrludMLKP1q230mqVsyaCI59Jg/GnsNTgrV3JEimQPdKEUj2cH1tv1cbKK6/t80yqBFCImJ4KgnlTEWTHmLZWEP3sNS8x+jPUj2/yYykOQOD15GJJwleM34t3uwQADUkO37dLajqR1T1IwB+GsCPbvv3j4K+BnuKg1IaPAHgywD889d6g4ikAP4JgD8L4CKAx0Xk51T1KQC/BOA7VDUXke8C8B0Avu31PvTR+0/hE//ib+7F+A8c7/6W77NsuEv7OJm1r3AS37qQor5ZZRDqPTKHeYvM79Zb6Rhe1EGWcsaWK3Xruzy11pTj45TdZkNu3CeLnISaG2QVizozIJzIKsnz8JT1tgU3Xa3VHJv311irVtrkucQJ2V3PXRLNXsW+CbEMR5+Z3swmqLmXS/TPJSFb5RuJdMJ2L1v3p0GK3ly1OlczlJnYYaNmG2qA0lJvg0lZHzey9a3KJNJb2iUzy7yUPOzMOtXmUgtOqkVGMqbeo1ngsc/kyBu7n0gevXAKj3/kzRG7n/s138sDbE6pv5inQPsKF5vNB1IqHTJm4AAAyvvWfUmx8QgPhSo0Sqz1NRgZejug7uUyeDVQYsn7WesD2aTExGoM6z1uvCdLleR4clzQuUSGPhsBrYsFhiezIJ1srqq1ZnIXbGB0yjZj82w9Vda8swb/nC5WGbtZBxif4HPXuWIlG02vpeXz0LsfGJxjZwk+WybH7lI+3rnETag79Yd68DHboU3mk1Ca4pk4j9HwvE1I5HgrqcJk4pID0+P0khAFFp4r7+h+P3rhFD7xQ2+O2H3v138vyQzbHCVTyvrZsQbon2EZWTohueAlDHnH5t23UE1B2Sk3ceNjYoQuN2+dqyV655Kwic5GivES22E1N6quMgLez8ligjJFKCNJJ4rGZonRcsKM0bJtJsXk6A0EAzqAJGNjXTDuCBaf4Zztc3M6VcxMpkofCqrRAPrkpDNmr9tXqRDymunRScYovTwsO2tKMvZSF/MP2Z7N5EF2uMzNbG3ALGZpZVX1dUX/bMJ6+BLW693K0qY8rOcmnccK437h+TKUt+wGb6Z5993f8n1UW9UkdHhJchK4sw4w66ShQ0xzBYEQmSzxXm49VJUQsWQTGJzxTDYwsxKtsbUozAY8hPbOZaj1Fc31AsMTVFsmQyvR8bbK40o5sfDcFL0LdaTTErNOFg6pUnL+y4yMqfUVdetCkA0VS5+xZ8NK85Jc0bleWItVytH7Na43zVXGXudqid6FFMtP5Lj2vhRZn9ns+lbl+ZCOYP4fJBgm8wmmX/EeHlZnVFawzK9E/2yK1koJ7wTC/UJFIOctkj3e+tZJaM2qTlFeJrT02RzpeHdz76P3n8Jv/djf2rvgOUA89o3fG5QMTgimY5bZFHVvRcv3+pqVTM3w9Yaifz/nZy8/TcckNNMp0Fwt2U1j6CXLVachN2ZtbHFec0PzwlSkedv8H7YRJqPjCWrDAoPTWSh5a6xbi2FTfmoGjJYklCIvPVNi2qkO2ukYWPqDCUYnayHJMDzN/cZoKQ3KwfaNEvWtEnlLsPFwyuTQWIOfSGrmllSvKFbf0dzW3c3KTcb0MNp4KEGtb0bMxxMMT/icWalCmqZ8LBpV8tVJet9T5C1g/sWC3gj3AASCmtyBlG1v8csA/gwAexrQAv0NvmAvP+RASANVfRoA5NZmEe8D8Kz1moSI/ASADwB4SlV/cdv7fhPAB/dpqIcWv/cDf+Ogh3DbeN9X/kOsv7UWWvT1z6Ym2yaDPesK2tfVagdJgmw3ssvGlfusZ5VGy3YAVxq7TRc4qc69XGBwOkUyA5pDxeKzU6y82wq9ZhVjrCmlqzWrG0yn3PhU9d00wcyb5kJfADAPjKSo2hPOOvyZM5NTJhMy6O1rJWa2CZrOJZjMpeifu0fo19fBJ/7V0dmEf8GHvge9sxkaGyTKeudStpy09pMTq2/uvsLsTP+cWHZGwgbDS5ZYGw+4GWlZd/M8BJNQz1otPqNoreXYeKiGokkJo6seXOkB1dApot7TYKynCcmOog5kpaLeA/KZmbA1vLSkIvi8XZxnKhsbVqdbsIa8uXrnbeveLPjUESI/vuBD34PNB9LQOo/lVIocYnObhFiczdFglz4F1ebQjWhn8yR7az0EE9K8w44QnUuCzrUSo+PMQENY6uFZyeYaCZGalVjkLWY2PVtV39JQ4+7lM0WdpF77RolZh/W6w/sS63pTdcGhugcoLXa7l8uQEZ4s8jm4Uz+ONwuO0p7hCz/4Pdh8MENtS9HYrFpq1ntcd5trzPj3z9K7ZXhfgvO/PMTKu1pmMMj3DU6aCsDW/mxIzyOsIki4jz8xRe9CDUtPKWqjEmUK9M+kKBsISix6MvCZaK2WmCwKpnNUQXjLwtzqwXPzX/IOLzTC5eEteAYkVqJi5VfphMq3sWV7J8f482f3HZoDyYHhd//p0Zlz//gXfzc2Hqpt65Dm5Bz/7eRA+5pifIL7yeNPzDDt1DGdN4VRHdh6oB5KGdIpgCkVXGNrO3z2NwcYnGticDpFc61E6wbn2NEyE4OdKyXypvm3tZmoqFsLSU3Nj6TFzmvplMkLFWDr/gTdizRrnHUEqhL2ulRrbOsuBs7p9X7ViWPWFcwGElp3vtkhAJLDI6toqqoTBlDVvoi09/pDDrOnwVkAr2z790UAn7/D+74WwP/zWj9ERL4ewNcDwIULF/ZyfBG3id/+t28OxvtuI8buwePXf/LDBz2EI4kYuwePGLu7Q4zdg8ev/fQuYvc793wYRwoxbg8e//Vjf/ughxBxF0GlwaE5Rg9E5L2q+ikAsLaLd9B/ZWeI7pOMRET+PwD37fCtv6OqP2vv+S8APqyqNxs5QES+HMCfU9W/Zv/+SgDvU9Vv3vaevwPgcwF8md7GLyIiNwC8tItf57WwDGBlD3/enSKO59Y4TOO5X1VP3O6bY+zedcTxvDZi7L4acTy3xmEaz0HG7mG6Do7DNqY4ntfGbcdunHMPBIdtTIdpPG9o3j0qEJFfAK/zTlhR1fffxbF8HoCfAHDZXjoN4C+r6p4aI+4bRaKqf+YOf8RFAOe3/fscqosBEflqAH8RwJ++HcLAxrSnQSsin1DV1zRyvNuI47k1Dtt43ghi7N5dxPHsHWLs3l3E8ewd9jJ2D+N1OGxjiuPZG8Q59+7jsI3psI3nzYi7SQq8HlT1cRF5O4BHwMqJz6jqbK8/59DoKnbA4wDeKiIPArgE4CsA/A8AICLvB40P/7iqDg9uiBERERERERERERERERERB4ZHADwKoAngPSICVf03e/kBB9Vy8UtF5CKA/wbAz4vIx+31MyLyMQBQ1RzANwH4OICnAfykqj5pP+IfA5gD8Esi8rsi8oN3/ZeIiIiIiIiIiIiIiIiIiDggiMjfBfCP7OtPAvhuAH9prz/noLonfBTAR3d4/TKAL972748B+NgO73t4Xwd4+/ihgx7ATYjjuTUO23gOEoftWsTx3BqHbTwHicN2LeJ4bo3DNp6DwmG8DodtTHE8hxOH7ToctvEAh29Mh208EfuLDwJ4N4DfUdWvEZFTAP7FXn/IvhkhRkRERERERERERERERERE7A9E5LdV9X0i8klQadAD8ISq/pG9/JzD7GkQERERERERERERERERERGxMz4hIosAfhjAJwH0Afz2Xn9IVBpERERERERERERERERERBxhiMgDAOZV9dN7/bMPxAjxMEJEfkRErovIE6/x/Q+IyKfNePETIvLH7PVH7DX/2hKRv27f+04RubTte1+808/ezXi2ve/zRKQQkQ9ue+39IvKMiDwrIt++7fVjIvJLIvJZ+3Npv8cjIudF5D+LyNMi8qSI/C/b3ntQ1+dFEfl9v5fbXt/19TkoHLa4vZ0xbXtfjN03MB57LcbuPTLn3smYYuzuL2Ls7t+YYuzuL2Ls7s949itu72RM9tqbJnYjXhsi8sv+d1V9UVU/vf21PYOqxi+qLb4IwHvBGpCdvt9Fpcx4F9gD8+b3pACuArjf/v2dAD68H+PZ9nn/CTSL/OC2154D8BYAdQC/B+BR+953A/h2+/u3A/iuuzCe0wDea3+fA/AH28Zz16+Pvf4igOUd3r/r6xPjNsZujN2jHbuHLW5j7B7erxi7MXZj7L45Y/ewxW2M3fj1OrHRBHDM4n/J/n4MwAMAnt7rz4tKA4Oq/gqAtVt8v692hwB0AOxU1/GnATynqi/t93gM3wzg3wO4vu219wF4VlWfV9UpgJ8A8AH73gcAfMT+/hEAX7Lf41HVK6r6Kft7D2yfefZ2P3evx/M62PX1OSgctri9nTEZYuy+wfG8DmLs7vN4DHctbu9kTDF29xcxdvdvTDF29xcxdvdnPPsVt3cyptfBkYvdiB3xDaCHwdvtz08C+ASAnwXwj/f6wyJp8AYgIl8qIp8B8PMAvnaHt3wFgB+/6bVvMqnXj+yl/EdEzgL4UgA/eNO3zgJ4Zdu/L6KauE6p6hWAExyAk3dhPNvf8wCA9wD4rW0v3+3rA3AR/EUR+aSIfP221/ft+hwkDlPc2nhi7O5+PDF2X417ds59nTFtf88DiLF71xFjd9dj2v6eBxBj964jxu6uxrP9PQ/gLsXtbYzpnordew2q+n+r6oMA/ncAj9nf/xWA5wH8xl5/XiQN3gBU9aOq+naQkfv7278nInUAfwnAT217+Z8BeAjAYwCuAPiHezic7wfwbapa3PS67PDenZjivcb3Y+fxAABEpAuyoH9dVbfs5YO4PgDwhar6XgB/HsD/LCJftIefe+hwyOIWiLF7J+OJsWuIcy6AGLuHFjF2Xxffjxi7hxIxdm+J78fhitvXG9M9Fbv3MD6oqltCD5I/C+Bfg3G3p4gtF3cBVf0VEXlIRJZVdcVe/vMAPqWq17a9L/xdRH4YwP+7h8P4XAA/ISIAsAzgi0UkB9nW89vedw7AZfv7NRE5rapXROQ0bl/GtOvxqOrPiEgNnER/TFX/g/+Hg7g+qvozqnrZPv+6iHwUlLn9Cvb3+hw4DkncAjF2dz2eGLtxzr2dMcXYPTyIsfvGxhRj9/Agxu7tj+cA4/aWY7pXY/cehBNGfwHAD6rqz4rId+71h0SlwW1CRB4WeyJF5L2g8crqtrf897hJrmUPouNLAdzS+fSNQFUfVNUHVPUBAD8N4BtV9WcAPA7grSLyoDHCXwHg5+y//RyAr7a/fzVY87Kv47Fr9i9BQ47v3f5/DuL6iEhHRObs8zsA/tttn7tv1+egcNjiFoixewfjibEb59zbGlOM3YNFjN3djynG7sEixu7uxnNQcfs6Y7qnYvcexyUR+ecAPgTgYyLSwD6c8aPSwCAiPw7gTwBYFpGLAP4ugBoAqOoPAvjvAHyViMwAjAD8ZVWaxYhIG5SDfMNNP/a7ReQxUDL14g7fv5Px7AhVzUXkmwB8HHRT/RFVfdK+/X8C+EkR+ToALwP48v0eD4AvBPCVAH5fRH7XXvtfVfVjOIDrA+AUgI/ampgB+Heq+gv2vV1fn4PCYYvb2xzTjoixG2MXcc7dkzEhxu6+Isbu/o0JMXb3FTF292c82Ke4vcMxvaliN+KW+BCA9wP4HlXdMKLqW/f6Q7ytSkRERERERERERERERERERMSrEMsTIiIiIiIiIiIiIiIiIiIidkQkDSIiIiIiIiIiIiIiIiIiInZEJA0iIiIiIiIiIiIiIiIiIiJ2RCQNIiIiIiIiIiIiIiIiIiIidkQkDSIi3iBE5EdE5LqI3FbbHBH5kIg8JSJPisi/2+/xRUS8FmLsRhxFxLiNOKqIsRtxVBFjN+JmxO4JERFvECLyRQD6AP6Nqr7zdd77VgA/CeBPqeq6iJxU1et3Y5wRETcjxm7EUUSM24ijihi7EUcVMXYjbkZUGkREvEGo6q8AWNv+mog8JCK/ICKfFJFfFZG327f+RwD/RFXX7f/GSTTiwBBjN+IoIsZtxFFFjN2Io4oYuxE3I5IGEbcFEfk8Efm0iDRFpGPyo1syj/cYfgjAN6vqHwXwYQD/1F5/G4C3icivichvisj7D2yE9yhi7L4uYuweUsTYvSVi3B5ixNi9JWLsHmLE2L0lYuzew8gOegARRwOq+riI/ByAfwCgBeBHVfW26pze7BCRLoAvAPBTIuIvN+zPDMBbAfwJAOcA/KqIvFNVN+7yMO9ZxNh9bcTYPdyIsbszYtwefsTY3Rkxdg8/YuzujBi7EZE0iHgj+HsAHgcwBvAtBzyWw4QEwIaqPrbD9y4C+E1VnQF4QUSeASfWx+/i+CJi7L4WYuwefsTY/cOIcXs0EGP3DyPG7tFAjN0/jBi79zhieULEG8ExAF0AcwCaBzyWQwNV3QInyS8HACHebd/+GQB/0l5fBiVczx/EOO9xxNjdATF2jwRi7N6EGLdHBjF2b0KM3SODGLs3IcZuRCQNIt4IfgjA/wbgxwB81wGP5cAgIj8O4DcAPCIiF0Xk6wD8FQBfJyK/B+BJAB+wt38cwKqIPAXgPwP4VlVdPYhx3+OIsYsYu0cU93zsxrg9soixG2P3qCLGbozdiJsQWy5G3BZE5KsAfImqfpmIpAB+HcB3qOp/OuChRUTcEjF2I44qYuxGHFXE2I04qoixGxGxMyJpEBERERERERERERERERERsSNieUJERERERERERERERERERMSOiKRBRERERERERERERERERETEjoikQURERERERERERERERERExI6IpEFERERERERERERERERERMSOiKRBRERERERERERERERERETEjoikQURERERERERERERERERExI6IpEFERERERERERERERERERMSO+P8BlX4PaIUYRRUAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1152x216 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "idx.sel(index = \"IRECI\").plot.imshow(col = \"time\",cmap = \"viridis_r\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Wow! :D"
   ]
  }
 ],
 "metadata": {
  "interpreter": {
   "hash": "ec6a25acaecf7f06cb08206f3f56e96ccaf6fbab432a979bcf67c9e0ca577c87"
  },
  "kernelspec": {
   "display_name": "Python 3.9.7 64-bit ('spyndex': conda)",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.7"
  },
  "orig_nbformat": 4
 },
 "nbformat": 4,
 "nbformat_minor": 2
}