{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Accessing release 2.2 of the Chandra Source Catalog with PyVO\n",
    "\n",
    "The [PyVo](https://pyvo.readthedocs.io/) package allows users to query Virtual Observatory services from Python. In this notebook we show how you can use it to query [release 2.2 of the Chandra Source Catalog](https://cxc.cfa.harvard.edu/csc2.12) using the [VO interfaces](https://cxc.harvard.edu/csc2.2/download/vo.html).\n",
    "\n",
    "This notebook assumes you have installed CIAO 4.18 using conda, but you should also be able to do this with a CIAO installed using the `ciao-install` script, or any other Python environment as we are just going to use [Astropy](https://www.astropy.org/) along with `pyvo`. The `pyyaml` poackage is needed to support writing out the file (it avoids a warning message you would get).\n",
    "\n",
    "Packages to install:\n",
    "\n",
    " - `pip install astropy pyvo pyyaml`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "\n",
    "from matplotlib import pyplot as plt\n",
    "import matplotlib\n",
    "\n",
    "import astropy\n",
    "import pyvo as vo\n",
    "\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's just check the versions (it is expected that the results should not depend on these versions):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Versions:\n",
      "  NumPy       - 2.3.5\n",
      "  Matplotlib  - 3.10.8\n",
      "  AstroPy     - 8.0.1\n",
      "  PyVO        - 1.9.1\n"
     ]
    }
   ],
   "source": [
    "print(\"Versions:\")\n",
    "print(f\"  NumPy       - {np.__version__}\")\n",
    "print(f\"  Matplotlib  - {matplotlib.__version__}\")\n",
    "print(f\"  AstroPy     - {astropy.__version__}\")\n",
    "print(f\"  PyVO        - {vo.__version__}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Aim\n",
    "\n",
    "This document shows how to use a cone search - that is, find results around a given location - and then run a general \"database query\", which can be done over the whole sky.\n",
    "\n",
    "The Virtual Observatory cone-search interface is \"simple\", in that you give it a location, radius, and an optional \"verbosity\" parameter between 1 and 3, inclusive, that controls the number of columns that gets returned. The details can be found at the [CSC 2.2 cone search](https://cda.cfa.harvard.edu/csc22scs/) page.\n",
    "\n",
    "The [Table Access Protocol](https://cda.cfa.harvard.edu/csc22tap/) servixe, used for the \"all-sky\" query, allows much-more general queries, but you have to actually write them yourself. It is suggested that you use [CSCView](https://cda.harvard.edu/cscview/) to create a query, and then view the query - using the `View/Quety/Show Language` menu item - to see what query it has created: this is important for complex queries where you are trying to access data from multiple tables (e.g. observation-level fluxes mapped to a given master source), since there are many \"hidden\" traps in these queries which CSCView knows about."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Cone Search\n",
    "\n",
    "Let's start with a two arcminute radius around NGC 1333, for which we will use the name resolver from Astropy:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "from astropy.coordinates import SkyCoord\n",
    "from astropy import units as u\n",
    "\n",
    "ngc1333 = SkyCoord.from_name('NGC 1333')\n",
    "maxrad = 2.0 * u.arcmin"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<SkyCoord (ICRS): (ra, dec) in deg\n",
       "    (52.29708333, 31.31)>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ngc1333"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "I now need a Python object representing the \n",
    "[CSC 2.2 Virtual Observatory Cone Search Service](https://cda.cfa.harvard.edu/csc22scs/), which has a base URL of `https://cda.cfa.harvard.edu/csc22scs/coneSearch`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "cone = vo.dal.SCSService('https://cda.cfa.harvard.edu/csc22scs/coneSearch')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'https://cda.cfa.harvard.edu/csc22scs/coneSearch'"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cone.baseurl"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To run the search we are going to use the `search` method, which (fortunately for this notebook) has a short help page so I can include it:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Help on method search in module pyvo.dal.scs:\n",
      "\n",
      "search(pos, radius=1.0, *, verbosity=2, **keywords) method of pyvo.dal.scs.SCSService instance\n",
      "    submit a simple Cone Search query that requests objects or observations\n",
      "    whose positions fall within some distance from a search position.\n",
      "\n",
      "    Parameters\n",
      "    ----------\n",
      "    pos : astropy.coordinates.SkyCoord\n",
      "        a SkyCoord instance defining the position of the center of the\n",
      "        circular search region.\n",
      "        converted if it's a iterable containing scalars,\n",
      "        assuming icrs degrees.\n",
      "    radius : `~astropy.units.Quantity` or float\n",
      "        a Quantity instance defining the radius of the circular search\n",
      "        region, in degrees.\n",
      "        converted if it is another unit.\n",
      "    verbosity : int\n",
      "       an integer value that indicates the volume of columns\n",
      "       to return in the result table.  0 means the minimum\n",
      "       set of columns, 3 means as many columns as are available.\n",
      "    **keywords :\n",
      "       additional case insensitive parameters can be given via arbitrary\n",
      "       case insensitive keyword arguments. Where there is overlap\n",
      "       with the parameters set by the other arguments to\n",
      "       this function, these keywords will override.\n",
      "\n",
      "    Returns\n",
      "    -------\n",
      "    SCSResults\n",
      "        a container holding a table of matching catalog records\n",
      "\n",
      "    Raises\n",
      "    ------\n",
      "    DALServiceError\n",
      "       for errors connecting to or communicating with the service\n",
      "    DALQueryError\n",
      "       if the service responds with an error,\n",
      "       including a query syntax error.\n",
      "\n",
      "    See Also\n",
      "    --------\n",
      "    SCSResults\n",
      "    pyvo.dal.DALServiceError\n",
      "    pyvo.dal.DALQueryError\n",
      "\n"
     ]
    }
   ],
   "source": [
    "help(cone.search)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can then run the query with the following (the arguments don't need to be named but it makes things a bit clearer to be explicit):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "results = cone.search(pos=ngc1333, radius=maxrad)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Hopefully this completes without error, and returns 11 results (note that it depends on the location returned by the name search and so can change when the SIMBAD or NED results change):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "11"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(results)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<DALResultsTable length=11>\n",
       "         name                 ra         ... var_inter_index_b var_inter_index_w\n",
       "                             deg         ...                                    \n",
       "        object             float64       ...       int32             int32      \n",
       "--------------------- ------------------ ... ----------------- -----------------\n",
       "2CXO J032903.3+311839  52.26413967622511 ...                 8                --\n",
       "2CXO J032906.5+311933 52.277556221720204 ...                 0                --\n",
       "2CXO J032908.3+312020  52.28472127844424 ...                 5                --\n",
       "2CXO J032909.2+312013  52.28861119219425 ...                 0                --\n",
       "2CXO J032911.3+311717  52.29718626602528 ...                 8                --\n",
       "2CXO J032912.7+312007  52.30331133138213 ...                 5                --\n",
       "2CXO J032912.9+311814  52.30399972198461 ...                 8                --\n",
       "2CXO J032913.5+311743 52.306716462906195 ...                 6                --\n",
       "2CXO J032915.6+311851  52.31517735138556 ...                 5                --\n",
       "2CXO J032918.5+311925 52.327489729114745 ...                 0                --\n",
       "2CXO J032920.4+311834  52.33511452943469 ...                 8                --"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "results"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's see what the default columns are (note that this search was run with the cone-search `verbosity` parameter set to 2, which https://cda.cfa.harvard.edu/csc22scs/ tells us returns the following master-source columns: `m.name`, `m.ra`, `m.dec`, `m.err_ellipse_r0`, `m.conf_flag`, `m.sat_src_flag`, `m.significance`, `m.flux_aper_b`, `m.flux_aper_lolim_b`, `m.flux_aper_hilim_b`, `m.flux_aper_w`, `m.flux_aper_lolim_w`, `m.flux_aper_hilim_w`, `m.extent_flag`, `m.hard_hm`, `m.hard_hm_lolim`, `m.hard_hm_hilim`, `m.hard_ms`, `m.hard_ms_lolim`, `m.hard_ms_hilim`, `m.var_intra_index_b`, `m.var_inter_index_b`, `m.var_intra_index_w`, and `m.var_inter_index_w`.\n",
    "\n",
    "The results can be converted to an AstroPy table - using `results.to_table()`, which we use below - but they can also be used directly:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "('name',\n",
       " 'ra',\n",
       " 'dec',\n",
       " 'err_ellipse_r0',\n",
       " 'conf_flag',\n",
       " 'extent_flag',\n",
       " 'sat_src_flag',\n",
       " 'flux_aper_b',\n",
       " 'flux_aper_lolim_b',\n",
       " 'flux_aper_hilim_b',\n",
       " 'flux_aper_w',\n",
       " 'flux_aper_lolim_w',\n",
       " 'flux_aper_hilim_w',\n",
       " 'significance',\n",
       " 'hard_hm',\n",
       " 'hard_hm_lolim',\n",
       " 'hard_hm_hilim',\n",
       " 'hard_ms',\n",
       " 'hard_ms_lolim',\n",
       " 'hard_ms_hilim',\n",
       " 'var_intra_index_b',\n",
       " 'var_intra_index_w',\n",
       " 'var_inter_index_b',\n",
       " 'var_inter_index_w')"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "results.fieldnames"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "masked_array(data=['2CXO J032903.3+311839', '2CXO J032906.5+311933',\n",
       "                   '2CXO J032908.3+312020', '2CXO J032909.2+312013',\n",
       "                   '2CXO J032911.3+311717', '2CXO J032912.7+312007',\n",
       "                   '2CXO J032912.9+311814', '2CXO J032913.5+311743',\n",
       "                   '2CXO J032915.6+311851', '2CXO J032918.5+311925',\n",
       "                   '2CXO J032920.4+311834'],\n",
       "             mask=[False, False, False, False, False, False, False, False,\n",
       "                   False, False, False],\n",
       "       fill_value=array('?', dtype='<U1'),\n",
       "            dtype=object)"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "results['name']"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can iterate through the sources:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2CXO J032903.3+311839 flux=0.000e+00  0.000e+00 - 2.780e-16\n",
      "2CXO J032906.5+311933 flux=5.838e-15  4.613e-15 - 7.063e-15\n",
      "2CXO J032908.3+312020 flux=nan  nan - nan\n",
      "2CXO J032909.2+312013 flux=1.302e-15  6.820e-16 - 1.922e-15\n",
      "2CXO J032911.3+311717 flux=5.124e-16  1.708e-16 - 8.398e-16\n",
      "2CXO J032912.7+312007 flux=7.360e-16  4.279e-16 - 1.044e-15\n",
      "2CXO J032912.9+311814 flux=8.559e-14  7.828e-14 - 9.244e-14\n",
      "2CXO J032913.5+311743 flux=0.000e+00  0.000e+00 - 9.234e-16\n",
      "2CXO J032915.6+311851 flux=1.300e-14  1.091e-14 - 1.496e-14\n",
      "2CXO J032918.5+311925 flux=1.191e-14  9.853e-15 - 1.382e-14\n",
      "2CXO J032920.4+311834 flux=2.206e-14  1.956e-14 - 2.441e-14\n"
     ]
    }
   ],
   "source": [
    "for r in results:\n",
    "    out = f\"{r['name']} flux={r['flux_aper_b']:.3e}  \"\n",
    "    out += f\"{r['flux_aper_lolim_b']:.3e} - {r['flux_aper_hilim_b']:.3e}\"\n",
    "    print(out)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "display them:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(results['ra'], results['dec'], 'o');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "or a look at how the flux is related to significance (note that in the Chandra Source Catalog, detection significance is not expected to correlate directly with flux, for a number of reasons, including that there is no guarantee that at the master source level the significance value refers to the same band as plotted and the significance involves the detection algorithm, rather than the calculation of flux."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(results['flux_aper_b'], results['significance'], 'o')\n",
    "plt.xlabel('flux (aper_b)')\n",
    "plt.ylabel('Significance')\n",
    "plt.xscale('log')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Saving data\n",
    "\n",
    "Before finishing, let's try to save the search results as a FITS table. Unfortunately for us the name column\n",
    "is being turned into a Python object rather than a string, which causes the conversion to FITS to fail. This\n",
    "appears to be a choice with how AstroPy [handles string columns of unrestricted length](https://docs.astropy.org/en/stable/io/votable/#datatype-mappings), so one solution is to manually convert the name field to string values."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<FIELD ID=\"name\" arraysize=\"*\" datatype=\"char\" name=\"name\" ucd=\"ID_MAIN\"/>"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "results.votable.get_field_by_id_or_name('name')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "tbl = results.to_table()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The `name` column starts out as having a data type of `object` (as the string names are normally 21 characters long but can be 22)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "&lt;MaskedColumn name=&apos;name&apos; dtype=&apos;object&apos; description=&quot;Source name in the format &apos;2CXO Jhhmmss.s{+|-}ddmmss[X]&apos;&quot; length=11&gt;\n",
       "<table>\n",
       "<tr><td>2CXO J032903.3+311839</td></tr>\n",
       "<tr><td>2CXO J032906.5+311933</td></tr>\n",
       "<tr><td>2CXO J032908.3+312020</td></tr>\n",
       "<tr><td>2CXO J032909.2+312013</td></tr>\n",
       "<tr><td>2CXO J032911.3+311717</td></tr>\n",
       "<tr><td>2CXO J032912.7+312007</td></tr>\n",
       "<tr><td>2CXO J032912.9+311814</td></tr>\n",
       "<tr><td>2CXO J032913.5+311743</td></tr>\n",
       "<tr><td>2CXO J032915.6+311851</td></tr>\n",
       "<tr><td>2CXO J032918.5+311925</td></tr>\n",
       "<tr><td>2CXO J032920.4+311834</td></tr>\n",
       "</table>"
      ],
      "text/plain": [
       "<MaskedColumn name='name' dtype='object' description=\"Source name in the format '2CXO Jhhmmss.s{+|-}ddmmss[X]'\" length=11>\n",
       "2CXO J032903.3+311839\n",
       "2CXO J032906.5+311933\n",
       "2CXO J032908.3+312020\n",
       "2CXO J032909.2+312013\n",
       "2CXO J032911.3+311717\n",
       "2CXO J032912.7+312007\n",
       "2CXO J032912.9+311814\n",
       "2CXO J032913.5+311743\n",
       "2CXO J032915.6+311851\n",
       "2CXO J032918.5+311925\n",
       "2CXO J032920.4+311834"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tbl['name']"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "A quick conversion is to just use `str`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "tbl['name'] = [str(n) for n in tbl['name']]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "&lt;Column name=&apos;name&apos; dtype=&apos;str21&apos; length=11&gt;\n",
       "<table>\n",
       "<tr><td>2CXO J032903.3+311839</td></tr>\n",
       "<tr><td>2CXO J032906.5+311933</td></tr>\n",
       "<tr><td>2CXO J032908.3+312020</td></tr>\n",
       "<tr><td>2CXO J032909.2+312013</td></tr>\n",
       "<tr><td>2CXO J032911.3+311717</td></tr>\n",
       "<tr><td>2CXO J032912.7+312007</td></tr>\n",
       "<tr><td>2CXO J032912.9+311814</td></tr>\n",
       "<tr><td>2CXO J032913.5+311743</td></tr>\n",
       "<tr><td>2CXO J032915.6+311851</td></tr>\n",
       "<tr><td>2CXO J032918.5+311925</td></tr>\n",
       "<tr><td>2CXO J032920.4+311834</td></tr>\n",
       "</table>"
      ],
      "text/plain": [
       "<Column name='name' dtype='str21' length=11>\n",
       "2CXO J032903.3+311839\n",
       "2CXO J032906.5+311933\n",
       "2CXO J032908.3+312020\n",
       "2CXO J032909.2+312013\n",
       "2CXO J032911.3+311717\n",
       "2CXO J032912.7+312007\n",
       "2CXO J032912.9+311814\n",
       "2CXO J032913.5+311743\n",
       "2CXO J032915.6+311851\n",
       "2CXO J032918.5+311925\n",
       "2CXO J032920.4+311834"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tbl['name']"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The output for a AstroPy Table is *slightly* different:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><i>Table length=11</i>\n",
       "<table id=\"table139914519312144\" class=\"table-striped table-bordered table-condensed\">\n",
       "<thead><tr><th>name</th><th>ra</th><th>dec</th><th>err_ellipse_r0</th><th>conf_flag</th><th>extent_flag</th><th>sat_src_flag</th><th>flux_aper_b</th><th>flux_aper_lolim_b</th><th>flux_aper_hilim_b</th><th>flux_aper_w</th><th>flux_aper_lolim_w</th><th>flux_aper_hilim_w</th><th>significance</th><th>hard_hm</th><th>hard_hm_lolim</th><th>hard_hm_hilim</th><th>hard_ms</th><th>hard_ms_lolim</th><th>hard_ms_hilim</th><th>var_intra_index_b</th><th>var_intra_index_w</th><th>var_inter_index_b</th><th>var_inter_index_w</th></tr></thead>\n",
       "<thead><tr><th></th><th>deg</th><th>deg</th><th>arcsec</th><th></th><th></th><th></th><th>erg/s/cm**2</th><th>erg/s/cm**2</th><th>erg/s/cm**2</th><th>erg/s/cm**2</th><th>erg/s/cm**2</th><th>erg/s/cm**2</th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th></th></tr></thead>\n",
       "<thead><tr><th>str21</th><th>float64</th><th>float64</th><th>float64</th><th>bool</th><th>bool</th><th>bool</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>int32</th><th>int32</th><th>int32</th><th>int32</th></tr></thead>\n",
       "<tr><td>2CXO J032903.3+311839</td><td>52.26413967622511</td><td>31.311072962605504</td><td>0.515320277504159</td><td>False</td><td>False</td><td>False</td><td>0.0</td><td>0.0</td><td>2.779850359713e-16</td><td>--</td><td>--</td><td>--</td><td>3.828571428571595</td><td>--</td><td>--</td><td>--</td><td>--</td><td>--</td><td>--</td><td>7</td><td>--</td><td>8</td><td>--</td></tr>\n",
       "<tr><td>2CXO J032906.5+311933</td><td>52.277556221720204</td><td>31.32585035968875</td><td>0.28568146844804687</td><td>False</td><td>False</td><td>False</td><td>5.8379249864394e-15</td><td>4.612681470767e-15</td><td>7.0631685021119e-15</td><td>--</td><td>--</td><td>--</td><td>3.4117647058826313</td><td>0.77576514678326</td><td>0.64772017489069</td><td>0.88007495315428</td><td>0.27232979387883</td><td>-0.16926920674578</td><td>0.66396002498438</td><td>1</td><td>--</td><td>0</td><td>--</td></tr>\n",
       "<tr><td>2CXO J032908.3+312020</td><td>52.28472127844424</td><td>31.339008390066578</td><td>0.5457600450689324</td><td>False</td><td>False</td><td>False</td><td>--</td><td>--</td><td>--</td><td>--</td><td>--</td><td>--</td><td>2.263157894736817</td><td>--</td><td>--</td><td>--</td><td>--</td><td>--</td><td>--</td><td>0</td><td>--</td><td>5</td><td>--</td></tr>\n",
       "<tr><td>2CXO J032909.2+312013</td><td>52.28861119219425</td><td>31.33718186324267</td><td>0.7736110721841235</td><td>False</td><td>False</td><td>False</td><td>1.3020468421412e-15</td><td>6.8202453635966e-16</td><td>1.9220691479227e-15</td><td>--</td><td>--</td><td>--</td><td>2.2051282051282013</td><td>0.76702061211743</td><td>0.49531542785759</td><td>0.94628357276702</td><td>0.079950031230481</td><td>-0.40037476577139</td><td>0.81636477201749</td><td>1</td><td>--</td><td>0</td><td>--</td></tr>\n",
       "<tr><td>2CXO J032911.3+311717</td><td>52.29718626602528</td><td>31.288164782465273</td><td>0.26399219949825414</td><td>False</td><td>False</td><td>False</td><td>5.1240943327491e-16</td><td>1.7080314442497e-16</td><td>8.397821267561e-16</td><td>--</td><td>--</td><td>--</td><td>10.940543446008615</td><td>-0.99937539038101</td><td>-1.0</td><td>-0.26046221111805</td><td>-0.77701436602124</td><td>-0.90880699562773</td><td>-0.59525296689569</td><td>10</td><td>--</td><td>8</td><td>--</td></tr>\n",
       "<tr><td>2CXO J032912.7+312007</td><td>52.30331133138213</td><td>31.3354601292791</td><td>0.6498376180811162</td><td>False</td><td>False</td><td>False</td><td>7.3599899769871e-16</td><td>4.2790639401088e-16</td><td>1.0440916013865e-15</td><td>--</td><td>--</td><td>--</td><td>2.6666666666666483</td><td>-0.99937539038101</td><td>-1.0</td><td>-0.41411617738913</td><td>-0.50718301061836</td><td>-0.73891317926296</td><td>-0.210493441599</td><td>0</td><td>--</td><td>5</td><td>--</td></tr>\n",
       "<tr><td>2CXO J032912.9+311814</td><td>52.30399972198461</td><td>31.30398859996515</td><td>0.2279680879023978</td><td>False</td><td>False</td><td>False</td><td>8.5586371260174e-14</td><td>7.8277736906954e-14</td><td>9.2438215966317e-14</td><td>--</td><td>--</td><td>--</td><td>23.176909584218283</td><td>0.86071205496565</td><td>0.82261086820737</td><td>0.89506558400999</td><td>0.54840724547158</td><td>0.28544659587758</td><td>0.75890068707058</td><td>7</td><td>--</td><td>8</td><td>--</td></tr>\n",
       "<tr><td>2CXO J032913.5+311743</td><td>52.306716462906195</td><td>31.295350807186196</td><td>0.8288496746823426</td><td>False</td><td>False</td><td>False</td><td>0.0</td><td>0.0</td><td>9.2344863953846e-16</td><td>--</td><td>--</td><td>--</td><td>3.684210526316029</td><td>--</td><td>--</td><td>--</td><td>--</td><td>--</td><td>--</td><td>0</td><td>--</td><td>6</td><td>--</td></tr>\n",
       "<tr><td>2CXO J032915.6+311851</td><td>52.31517735138556</td><td>31.314371723512153</td><td>0.3614332552341813</td><td>False</td><td>False</td><td>False</td><td>1.3001357225142e-14</td><td>1.0909646462505e-14</td><td>1.4962336065114e-14</td><td>--</td><td>--</td><td>--</td><td>5.214285714285858</td><td>0.99937539038101</td><td>0.9737663960025</td><td>1.0</td><td>-0.99937539038101</td><td>-1.0</td><td>0.0093691442848218</td><td>1</td><td>--</td><td>5</td><td>--</td></tr>\n",
       "<tr><td>2CXO J032918.5+311925</td><td>52.327489729114745</td><td>31.323697835852823</td><td>0.3694342226867629</td><td>False</td><td>False</td><td>False</td><td>1.1912324293129e-14</td><td>9.853404044934e-15</td><td>1.382417880931e-14</td><td>--</td><td>--</td><td>--</td><td>6.137931034482787</td><td>0.7945034353529</td><td>0.7001873828857</td><td>0.86883198001249</td><td>0.99937539038101</td><td>0.59650218613367</td><td>1.0</td><td>2</td><td>--</td><td>0</td><td>--</td></tr>\n",
       "<tr><td>2CXO J032920.4+311834</td><td>52.33511452943469</td><td>31.30951436508938</td><td>0.317327419213953</td><td>False</td><td>False</td><td>False</td><td>2.2057569759457e-14</td><td>1.9557852252377e-14</td><td>2.4410245060238e-14</td><td>--</td><td>--</td><td>--</td><td>9.047982362774253</td><td>0.60587133041849</td><td>0.52404747033104</td><td>0.683947532792</td><td>0.55465334166146</td><td>0.32292317301686</td><td>0.75515302935665</td><td>8</td><td>--</td><td>8</td><td>--</td></tr>\n",
       "</table></div>"
      ],
      "text/plain": [
       "<Table length=11>\n",
       "         name                 ra         ... var_inter_index_b var_inter_index_w\n",
       "                             deg         ...                                    \n",
       "        str21              float64       ...       int32             int32      \n",
       "--------------------- ------------------ ... ----------------- -----------------\n",
       "2CXO J032903.3+311839  52.26413967622511 ...                 8                --\n",
       "2CXO J032906.5+311933 52.277556221720204 ...                 0                --\n",
       "2CXO J032908.3+312020  52.28472127844424 ...                 5                --\n",
       "2CXO J032909.2+312013  52.28861119219425 ...                 0                --\n",
       "2CXO J032911.3+311717  52.29718626602528 ...                 8                --\n",
       "2CXO J032912.7+312007  52.30331133138213 ...                 5                --\n",
       "2CXO J032912.9+311814  52.30399972198461 ...                 8                --\n",
       "2CXO J032913.5+311743 52.306716462906195 ...                 6                --\n",
       "2CXO J032915.6+311851  52.31517735138556 ...                 5                --\n",
       "2CXO J032918.5+311925 52.327489729114745 ...                 0                --\n",
       "2CXO J032920.4+311834  52.33511452943469 ...                 8                --"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tbl"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Finally the file can be written out as a FITS table:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING: VerifyWarning: Keyword name 'description' is greater than 8 characters or contains characters not allowed by the FITS standard; a HIERARCH card will be created. [astropy.io.fits.card]\n"
     ]
    }
   ],
   "source": [
    "tbl.write('ngc1333.fits', format='fits', overwrite=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Moving to \"all sky\" queries (general queries)\n",
    "\n",
    "For an all-sky search we are going to switch to the [Table Access Protocol](https://cda.cfa.harvard.edu/csc22tap/) search. This has a base URL of `https://cda.cfa.harvard.edu/csc22tap` and requires us writing a query using the [Astronomical Data Query Language (ADQL)](https://wiki.ivoa.net/twiki/bin/view/IVOA/ADQL). In this particular case we are going to do a simple search and return a subset of the columns that we got back from the cone search:\n",
    "\n",
    "```\n",
    "SELECT m.name, m.ra, m.dec, m.conf_flag, m.significance, m.extent_flag, m.sat_src_flag,\n",
    "       m.flux_aper_b, m.flux_aper_lolim_b, m.flux_aper_hilim_b\n",
    "FROM csc22.master_source m\n",
    "WHERE m.name LIKE '%X'\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [],
   "source": [
    "tap = vo.dal.TAPService('https://cda.cfa.harvard.edu/csc22tap')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can check what tables are available (although we are focussed on the \"master source\" table, it's useful to know what else is around):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " 1 - TAP_SCHEMA.schemas\n",
      " 2 - TAP_SCHEMA.tables\n",
      " 3 - TAP_SCHEMA.columns\n",
      " 4 - TAP_SCHEMA.keys\n",
      " 5 - TAP_SCHEMA.key_columns\n",
      " 6 - csc22.cone\n",
      " 7 - csc22.master_source\n",
      " 8 - csc22.stack_source\n",
      " 9 - csc22.observation_source\n",
      "10 - csc22.master_stack_assoc\n",
      "11 - csc22.stack_observation_assoc\n",
      "12 - csc22.detect_stack\n",
      "13 - csc22.valid_stack\n",
      "14 - csc22.likely_stack\n",
      "15 - csc22.image\n"
     ]
    }
   ],
   "source": [
    "for i, tblname in enumerate(tap.tables.keys()):\n",
    "    print(f\"{i + 1:2d} - {tblname}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's try the simple query. This asks for master-source properties on all the \"extended\" sources in the catalog (where \"extended\" means large-diffuse emission, and not slightly-larger-than-a-point-source extended):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [],
   "source": [
    "qry = \"\"\"\n",
    "SELECT m.name, m.ra, m.dec, m.conf_flag, m.significance, m.extent_flag, m.sat_src_flag,\n",
    "       m.flux_aper_b, m.flux_aper_lolim_b, m.flux_aper_hilim_b\n",
    "FROM csc22.master_source m\n",
    "WHERE m.name LIKE '%X'\n",
    "\"\"\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "tresults = tap.search(qry)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In CSC 2.0 there were 1299 extended master sources, CSC 2.1 has 1717, and CSC 2.2 extends that to 1821:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "1821"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(tresults)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's check the sky distribution, which should cover most of the sky (excluding poles and a band close to the plane):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(tresults['ra'], tresults['dec'], 'o')\n",
    "plt.title('Extended sources in CSC 2.2')\n",
    "plt.xlabel('Right Ascension')\n",
    "plt.ylabel('Declination')\n",
    "plt.ylim(-90, 90)\n",
    "plt.xlim(370, -10);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Queries can be made to older catalogs - e.g. to see where the new sources are:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tap21 = vo.dal.TAPService('https://cda.cfa.harvard.edu/csc21tap')\n",
    "\n",
    "qry21 = \"\"\"\n",
    "SELECT m.name, m.ra, m.dec, m.conf_flag, m.significance, m.extent_flag, m.sat_src_flag,\n",
    "       m.flux_aper_b, m.flux_aper_lolim_b, m.flux_aper_hilim_b\n",
    "FROM csc21.master_source m\n",
    "WHERE m.name LIKE '%X'\n",
    "\"\"\"\n",
    "\n",
    "tresults21 = tap21.search(qry21)\n",
    "\n",
    "plt.plot(tresults['ra'], tresults['dec'], 'o', alpha=0.5, markersize=3, label='CSC 2.2')\n",
    "plt.plot(tresults21['ra'], tresults21['dec'], 'o', alpha=0.5, markersize=3, label='CSC 2.1')\n",
    "plt.ylim(-90, 90)\n",
    "plt.xlim(-10, 450)\n",
    "plt.legend(loc='upper right');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "With this we can run a query on the full master-source catalog. In this case I have selected a subset of the master-source properties, and exclude these \"extended\" objects\". Note that you can ask for more columns,\n",
    "or add in a cone search (or other simple limits and tests), if you want."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "qry = \"\"\"\n",
    "SELECT m.name, m.ra, m.dec, m.conf_flag, m.significance, m.extent_flag, m.sat_src_flag,\n",
    "       m.flux_aper_b, m.flux_aper_lolim_b, m.flux_aper_hilim_b\n",
    "FROM csc22.master_source m\n",
    "WHERE m.name NOT LIKE '%X'\n",
    "\"\"\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 10.2 s, sys: 405 ms, total: 10.6 s\n",
      "Wall time: 16.6 s\n"
     ]
    }
   ],
   "source": [
    "%time cat = tap.search(qry)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For web services like this there can often be internal size limits. Fortunately for the TAP server the limit (`tap.maxrec`, shown below) is larger than the number of sources in CSC 2.2:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "430892"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(cat)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "500000"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tap.maxrec"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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Ym5mURhNM+KdCIJagqqWbjQsccFDV2oMuoRiBrjaQSGUs6lDXJoC5uRnsLLlo7hIgubgRDe18NHQKUVTfAYFYBlsLDhsrukRSQAr0iNgf0Ogh1vG9PMpt4QD2lgC9hfzfLSxoC8zYm2x5HIR5OMLd2RpcDgeTgl2REOoOC+7VkxFDLW9IuOivWbOJ+GhAEd4i0mMiPv9O0OBT19CJqk6gBxYQmstQ0spHh5AGC3PU8UVo7TKHQGYDmNPr5QMJDR6WHEBoDmTWCSCStWPmKB/YWlsip0UAJxsLhHs6QCqj90jAgRQuznawseDCXioFXyiBjZ0NLLnml/sQmGCCCcM4vnTLLCCSSMGiMV0yeDpw4eZkCxlkaOkSwkpsAUueGVsUtUt4EJt3wdqeBydzCWy6ZZAKJLDgmUFCDYzNpKBpS8QHu09DkSpVMVd5zMIcsLQAJBL5Ao1rzoWtpRna+RJY2fBg7+gIL1db9AgkEHKtYGljC3srokxXF/pLU7l6qJwJJlwiiKVSdAvEkMhIzeHCgsulKwkWZrTCMoe0d7VEA4qVBkexsQBsePKBRkCthKSArQWXNRWi1Rat9njmHPQIpeBxORCKpez7SP3hmpuBayAubYIJJlz9IJXGw96KKbxiiQzWFuaw4dEYIWPjAC2EfByt5QRJIAbPDPB2tGKdyYRSCSzMuezfPWIaZWSwtjSDm50FLGkRpvI9NJLQ8KR4jKgADS9mXDPwzAGxGJDKxOgWSplibSaTQSyWoLVHBIlMBmcr3j92EWZSfEwwQfOiMDODjSUX5hySj8UQ0gghk0FE0jBXBg4xGHNAJgWEEnmnRAX4QsCslxRZ0lBjBiZj88zM4Gxlyf62dQtZuCvM3QHdIjFTemgQpMHQFOYywYR/Pojs+DnbsEWPj6MNmroEauMAwYpnBr6YnrdGsLs9juXX43xZK4SOMjhbW7LPcHPkwcnaAnyhFK52Pajp7IZEIgWPYw4RZJCIJeCLJeByzGBjZQ4nK2s42HBhYW7OQmhisRQcLhDsYgMrHhccMxksOByM8ndCjL/LVRXmGghMxMcEEzRA5IMGpW6hGLLqdrYqi/JxQhtfCL5AAlueBZo6BGju5qO9WwyLXiVYICS1SC4nR/u5YGKQCxwtaSVmhvAAZzjYWDBJ2o1jAS8HG9hZcSGRWrDBj8iWifSYcLWC1IkeoRgCMakHHDZhUvYIKZx0n1SMoTq/SSWtb+ejqUOIpjY+WvgCmMsAOyseInydEOBmg6sB5r0KMoWciMRojgP+rrZqj/k4WWP+SG8I2TElQiKDFalFFlymFNHxp7B7QVUbjhfWoLqpFcVVYjSKAAdIMCbMESvHhSHQzRY8rhlEYhk6+SL2WznY8Nj30GeYmXFYWP6fSnoIpu7sOpKjHB0d0dbWZsrx+ZeDSc1CMURiisVzIGX3JWyAoITnvzPKsTu5HBUC9fd58oBl4wOwMMYHfs62sLWSD04EE8kx4Z8EIiFVzT04W1yPg9k1SC1pQYNI/pwFgAR/KwR5OWJahA8mhrqzZP+LQXOnEHsyq7A3qwbZ1W1o7JIqFVe6wsLcrfDQ7EhcE6e/ouefjF3pVVi7PR31XRQG04afAwef3jIJcYHO+DfP3ybFxwQT9IBWWZqJfS69g/2OtApsOVOOZqH2++pEwK9J5egQC3DTuFCMdnBSruJohWeCCf8EEAk5mFODzSkVSClv03qeLo0TFXx225Neh5smB2HNpDC4O1gO6vvoukstbcaRvHqU1HehQWNyp0qm/AY+vj2ch1h/l6tG+RkqEAH94mCBXtJDqGyX4avDF/DeqikXTUL1obaVj/3pVThf24C2rnaIui0RGGCN5THhiPSxZ3lDl1vdNhEfE0wYIGpae9jKShfpUaBHBmSUNiHKywnhnnZMhjfBhH8KiIScr2hhJCSnSpv0aKJRAOw5V4qR7g6YO9p3UGEUCps1dfEhFEkAjpQl72pO8bYcoF0oQWVL17+O+FS3dqOpR2jE6yRo7RYOC/E5nFOLl7ZdQHW7akG9CKjoxIaTDbhtvA9unRKKABdbFt67XPjnBvFMMGGY0MkXo5tKvvoBifB8vhhiql83wYR/EIiEtPQIIBBKITby9KaIcGO3gL13MCClwNXWChZUkiQz0yI9hC4Z4MASh23xb4OPkw1cbftX0wLdeCyHZziUns/2F2iQHnX8nFKN88UNqGnrYakElwsm4mOCCQOEt5M1wt1sWA6DPlgD8LCzQZCr3KfHBBMuBjRJEGG4nJOFJgmhyiLymTFWzHS15MLb3nrAJdK0z1QJmVnRhs5uIUJd7FnxgbsNJVD3ga6yCHcr3Dsr8l+n9hB8XazxyOxw+DjoH29GeljjwVljhkXtqW3rQX0Xv9/XVXXwIRBJWL7j5YJpRDbBhAHCxc4Cd00PRwtfivOlzehWuX5pSLfjAiMDnLEszhcJoR7/6OoIE4YXbd0ilrOy4XgZ2qnEGcDjc4KwZsaIyxoqoHM61t+ZlUS39YhwqrCJ5fToQ7ALD8snhGHcAJ2AqVops7IVvySV4lRxAyv5tjADRvs64O6pQfC0s2XK6tVY1TUcoIKKGF9nHMmpQUFjC6obmlDdLoKXtSWWxYVj5mifYcvt8XK0hoetFSraDIfbfO2tYMkzv6yeZaaqLg2YqrpMGEhyZ3ZFG+rbehgZsmV+GmJ2Ufu72cDVztKoQZ5WtOdKWrA7vQRNrULEhjhjfkwgW8GZ8O9FVlUbbvvmBJo1qgYJPg7AHw/Ohq/z5T1HKNeHroPqlh6kFNTiUHYVztTKNziUB8yZ4I2xnh6ICnZmSulASA9dF9Se4c/USmxLLWetYignViQGHG04WDLWB7PDvTHhKmur8E/GYZ05Pn0Y7hwfY+dvE/EZ5IG7XIMMyb3lTR0IdLO/YjLk/42gCorjebVo7O5GiL0jAn3s4ediM+DVFK1o39hxARvP1qg97mIFrLs+jq3gTPh3Kj3/+TkZx0pa9b7mung7vH3N1Muq/Awnsivb8XtyMfZnV6G2E7AxA6wsOMzhmAyxFozywdRwd0yP8Lgq2yr8U1F7Gau6TOXs/zDQqur/9uViR0YFM8qz5gKLRvvg9imh8L/MGfL/NuzJqMYbOzNR1Sbq8+6xA+aM8MYtk0IR7eto9Ip20+kyLdJDaOYD67alMdmayn/JT6i6mY/69m442VgyRYkGe9NK958Jqropbuoy+JrcciE7L/6J1/7GpFKs+zsLnSphZKrS7uLLWG6dkw1gZQk4WHL/sW0VrlZ4OVnhtumhuA2huFJhyvG5CkBKz4HsWkZ6uvlyZ+AOAZlVVWOUtwMszM2Yy6dJ+bk0Ss/nhwvUSA+hrhM4nVfDWl34OUcZpfxQwubOC2V6n6/oBi6UNcPGmou9mTU4mF2NTr4MPA4wMcINK+L9MT7QjYXZTPhngapuQlxtUdmuX/EZEWDxj0ycL6ztxId71UmPJsYFu2FisAeifZ1N5N+EAeOqCYyKxWK8/PLLCA4OhrW1NUJCQvD6669DqpIZLpPJsHbtWvj4+LDXzJw5E1lZWbjaQdUcJQ0dEIgAO0uwydXaAhBIgIr2HtbP5XJmyP/bvDKoe7IuSC3M0NIp98gwBuQCLW8dqBtEnVo6e5BV1Y7dGVWo75axROo2CXAopxH7squQVdXCiLEJ/ywQcX5u6SgW8tQFX0cOnpmTcNnVHjr3OviiIT0H08ub0GigOCjEHnh+UTRmRXqZSL8Jg8JVs1x499138dVXX+Gnn35CdHQ0zp49izvvvJPl4zz22GPsNe+99x4+/PBDrF+/HhEREXjzzTcxb9485OXlwd7efli3j8IWw9WOgKRcfxc71lG3U0D3xeCLqHM44GVnCSuuqav3pfptyCvD2dYClToqF8yEUjjbmRvtkUGvGxPoirNVukMaS2Jc4WhrhZz6BrRqJLiS3lRY2YLGYE9GjE0hr38eKGR6+Nn5+OloPn48XooWKWAH4In5IVg9NeKyk56M8jbsz6hAo4CPEHd7TAz2wrm8eny0Px8tAMa4AG+vnsbyOgZy3TlYGb5+okNdBpwobYIJVyXxSUpKwrXXXoslS5aw+0FBQfjtt98YAVKoPR9//DFeeuklrFixgj1GJMnT0xMbN27E/fffP6zJXD8cycW5skb4uFngvuljMMrfuDwPY0AX+LxoL5wtacLBvBqm/BDpmTHCA/EhHvB0tDaFuXQgr7oDm5OLcDilCkIrYEGcN56eP+aiJgyqtHp4VrjOHJ+Jkd5YPjbQ6ARnalK6emIwqlp7sCe7Qe25VXGeeGhOFKpauiEU6l5N88Ui8LgcU47DPxh0Lj26KJrdriTsvFCJdTuzUN2hqN6pIyqu9poLzcDiz47j6XlhuHtamNHX3dgQV0R7WCOrvkfrObqy7p4afdGkh4oKkvMbcbaiES625pgU5oNwr4ERNBOuXlw1xGfq1KlM8cnPz2dqzoULF3DixAlGdgglJSWora3F/Pnzle+xtLTEjBkzcOrUqWEjPukVrbj925NoVQgANQLsyDiBN68ZiVsnBw/Z91CC66vXxWBenifKmzsQ4mqPsWFuTDUwXazaWH+8GG8l5jBlhKEL+P5EDXZfqMHxFxZf1DFTeGUMRVVXqIcdXloyCl52hThaUMfClh52Vgj3coKDFQ8O3o6oCnXD3txatKmoPjSFjAxwRVyA22Vb+dLksT2pFAdya+HgJMXKuCiMC3ExrcSHCUfS6/DVsSyUVPVg0hgbPDwzHiEedpf8+qc8t2+OFqFGSXoM44P9hRjj64zJEe5GbSvlrL2+Ihb/3XIW2dRavBeuXOCdm+Mw0u/iqm3Lm7rx+o4LOJDXrHzMDkV4ZEE41kwJvexK2r9tcfr23yk4XdIDVwD3LQzD9RND2aJwOHHVEJ/nnnuOlZiPGDEC5ubmkEgkeOutt3DzzTez54n0EEjhUQXdLyvTn0AqEAjYTbUcbiAlp+/tTesjPSpYuyMbE0PcEeZF4vTQgCbV+WN8TB2+jbiYPtmnQnpUUN0BfHUwCw/PG3VRvwUpPzdNCu63tcWOpDJ8dyYXZa3AZF/g2WunIiagTw2k3IicmnYUNXXAxsIcjjYWrBv88fw6BDlZY0a0N64b6w+JVIpvDuWiqVvKQp5zRnrhoTkjLpvXT1VLD+747hQKmvqSMf5MO4NVcV54fkmMKfdiiPHkb2fx5wVSVeT463w3/jp/DP9dHMlUw0s5WVOeW1uPmHVF19UvSxfKmjqRIHU1uknvuCAX/PLATKQWN6GssRXuDnaID3GDsx2PVbINtiSaqmO/PJalRnoInQA+2VuAaC8nTI40jqCZcPGL07WJOcr7VQBe3VOI704XY/1d09iiEP924rNp0yb88ssvLGxFOT7nz5/H448/zhKZ16xZo3wdh6N+wlIITPMxVbz99tt47bXXBrVNlMRa1qA7kZXWQqVNHUNKfAh0QdLgQavttdvOYFtaC3NMXTPBFS8tS7hqVtvDmRNV3NiODl2spxcnCpoQ412P9aezIOqWYWVCGK6ZGDCk21BU34n71p9GkYr73PEq4PgXJ/DMvHA8PCeCPUb5OQ0dAlBuqL0NtQAwRzdfApFUhrouPnueytZvnhiMKWGezNCNVL4RPg5DMtmt23EWW0/VsRTrp5eMwE3T+i9BpXPv20O5aqRHgc1ptRjn74jlCSFXzbl4NSg9qqRHFW/sysMIT0dMDHe7ZJM16wllY4HqFr7OxYUuBLraDdipl5SfeaO9qUkMNh4vxJT3Diknra9uHYeJYW4DUgZozCECVlhNNEcb3bRoqmlGQrjxBM2EwS9O39vdR3pUUdEqxf/2J+O966cPm/Jz1YxMzzzzDJ5//nncdNNNiImJwW233YYnnniCEReCl5eXmvKjQH19vZYKpIoXXniBKUmKW0VFhdHbRBNQoIfupnAU8AhytR+21XbsK3uwqZf0EH4604SxL+9mK5rhBKlcGeWtSC9vZf8eKGjw2Xy8GA//dAbfHspCcUMnm0iHEiFuDrA3EHHq6BHh9l9ScKiwG8ere/DoXxm45euTQ/b9pPR8tjdXjfSo4v39BSwxlEArV3d7SxBH6OgWoKlDgPYeIXhmHHjaWqnl75AV/6yRnogLch4S0jP6pUR8c6oOTdQ8EsDzibm45uMj/b6PVtwZeiYPQn5j96AbUZqgjZ0ZpQYPS2F9yyWt6iSV8b6ZoQhytTJq5fzk3FDEh7gOmpgt/7+jeDExT21Rec8vqfjicB671owFHSNaBLtZ67927G0sLmsrhX86hGIpGtoFOFtWr9bqRxOFtRJWLYh/u+LT3d0NM40TkkJeinJ2KnMn8rN//37ExcWxx4RCIY4ePcoqwvSB8oDoNtjQ0wsL43BH5Qk0aOThvXZt9JCrPQQiCc/9cYZ1OtYETUUvbDmAT29dOCyrbbLQX7s1BReqBUzenh7igKeWjDbasI+2ffVXx5FWLa9i2pPXhL8u1OF/N8VjlK/TkK1YqYrk0flR6jk+vaAuPpkN2kfvZEkrdpwuHxLlh5TAjGqqa9GP7JpmFvKi3yk+yIV1K96XXYO2bgEj1HNGeg+4r5GuQaakvgsN7T3wcbFBoFuf19Ozv51Guw5ukl7bhV+OFmBBXAAjtnTJeThYqa28yDsmxscOqVW6w8KOduZ4e/sFHM+pg6stcN+MMVic4Dfo/fi3g2dl+Bywt7C85JO1Is/tXFkTuvhCWPMsUNzcgUNZNciokw+GwbbA/26djDGBg7+2t5wsQVqNbpL9xdFSJAS6YdoID63PJ0JEoeFNJ8sgkgD3zQnCvXNGwsmah+nRfkitykG9RjFltLsVpkZ4m8JcwwRalB8rqEdGZQuaO0QGw6RhXubD6sZ91RCfZcuWsZyegIAAFupKS0tjpet33XUXe56YPIW+1q1bh/DwcHajf9vY2GD16tXDtl006R94Zj5+O1mIk/n18Pbh4b5Jo4eF9ChW29k1+h1dzxXL2GssuENrakeT4J0/nFAbLA4Vt6P+t2T8+tDMfpN6Sen54WCBkvQoUNgkxM9ns/Gqe8KQnuh3TAvBpFB3/JlaghMXKsDnATeOC0aPFPjoUInO95wqbxwS4kO5OsxUsEW/+hbg3KcG0mtvnhCIWZGeaO4UwNnO4qLLdWmQ2ZBUjL/TKtElEPV+RzBuiA9kv8X+XNJ5dOOrg/n47nQ+WlsBfw9LTAh3x80JocqYO6lN984egZPFzVrhrgR/B3y8r1Q5oFXwgYf+vIBZGRX48e5JuNqhaBvzyc5k5NWIMS6Kh5eXTWdutcOFG+LC8FtKvc7nAqyAyZGel2WyJuXH18VPbWGzsvf8ovGArueL3a7jJaRF6kdtRxdTclRDUxRmXvnFUeZ+rsA7B0uxMbUCe5+ch3GBbnh0djQ2n8lFcb2Eul9gbIgdHpkzytQfbxivm7OlzUgqbIAEMthYcTHWzwFnK7UXT/5OZnhqXsKwJjhfNcTn008/xX//+1889NBDLHxFuT1UqfXKK68oX/Pss8+ip6eHvaalpQUTJkzAvn37ht3Dhy7yB+ZFsdtwg1bbI71tcaJYN/kZ4QVwh3AQpEGMnFSf/v6Y1gqJkNkoxNbTxVg12XAmPpGxYyXqJdsKlFaJ2PcMNUj5ecFnNLBstPKxY5k0gegmPpMD3IbkeylB+dbJoUjedEHn8zMDLVn1kyqI5FAoayg6S9Mgcyi3FltTKtDSLQSPC1Q28/Hr6RKEuTvA39UGvs6WaOltJqmJSuJrvZyttU6AsqZKCMRSPLcwRvkbU3PMHY/NVKvqmh0UhDf3putcxR0uaMau5MoBKz9E4ApqOyAWSxHh48CqGy9325ifkvvC4TuzRNiZdRA/rhmHWVHycPtQYOeZCjyzLR0KIXlOqDMOFqmriO42wOd3TmH/fuTHo0gu7ESUN/Diiuns3L/UIEJMlY1DiWnBbtjOrlnd8HeyV1O7SOl55+90NdKjQHmrBD8dzWXKD23n/Bgv1LVSfp2UqaEmB/ThA43/Fa1dLCHew86ajfdRvo4YF+iKjIoqnCsXXtKqLlOT0quoSalqjs/sdw9phbtIL9n84GSM9h+asBGt4DacLMbbe/MNvs7FDFg6zhdrpoXpzcSn8M97O7Kw8Xy11nP3T/PEUwvGXrJk2Gc3pbIkXFVMCXbCr/fLJ5GhAB27P1JK8ebfuco8LMLEQHt8cdtEg4MsqWsN7XxYWZizMNNAjwsd688O5GHz2XLWzoQ+p0coApfDwRPzR2D+KD9sTi7FO/sKjP7MUEfg8zXTWFK1PhzPq8edP6awHAxduHmcN95eOdbo70wtbcaXhwqQVdsGSGUI87DDg7MiMDnc/ZImyyvI5F/nKvHsnxk6n6dg797n5wyJ8nP7t6dwTIPkECIdgLgALzR2tGD6SH9cOz6EhZru/ClV67Vrl0Qx1fOfgBWfHsO5qg6tx3VVtNW09mDl58dQqafUfqK/LX5/eOawbq8J2qB8nV0XqpFW0QwzDoelrXQLxEgIcca1sQFDVpVoalL6DwMN7HtSqnCirB5RnrY49OxsfLDnLLaly6XCBWFmeHTRJOagOhQDP31fWmkzPuyH9BCapcCGlCqWp/LR6vE62TopVQtifXCmohlFKuGRke5WuH/G6EtaAfTejeOwNHp4q7roQr5lUghmRnrjcFY16ro6Md7PC1NGehjcV8qj2ppagcrWLliYmWFKuDsWRPsMaDVKv7+9lQVLkKYJmxbEQhHAteLA2dqKKZTzRvmgWyTFX6klKG+XMul3vL8tkip0K4lE3vrLn/VytIatBaDD1Joh1ttpQOrKxjNlyKxuBfXjpny+vPoO/HyyAOGe6spPanELnv7pFEp6VwK0L850TYx3wZvXD014jZK1qSJIHyhVvbat56KJDyk9ukgPIa8deDDUDddNGqc0Tn3+d23SQ6AyYQr1Xg7lh367pk4BXO0s2XlLY8mpvEacr2hAmLMDpsV4DWhF/+d/prNcn6f/zmb3ifZufHy6Tg8jCq8Fu9qgskN3/tnUUNIVhg6kIP+dUQ4pR4SVYyMwMWJoP/+fAhsLLls0tfHFrP1St0CCIHcbTA71vCy+SVdNqOvfDFIP7vvpDI6rDIifHCnE12sm4YObnJUVNIP1ttAFWj2XN3frTKLWh/35zdh3vgorJgZqPUeTfYyfM964bjSOZNQir6kDM0PdcMv0sMtS9jx9lAcmjnBjjULFUhk7xkN9AdJvQaGrNTPCjHo9KT07z1eirLkTDpY8dAklOFHQAA8bC0yL8jL6ONEgMznMDSllTayXV49QCgseB1NCPTE+VF72TMrcfTPCsDzOD2ZmHKYspRY24/SGZCZHa2K0t0O/+Q80Ed01LRQfHSzSfs7BDEviA9i5aowqQxMnVbiZcwBnO2twIEVbN9DYI0F9O19JfL4+XKClSNJan4Kqv6Q0Y3tqIjLWyd3eLwZ0bVFJtj449hK/i0VSheGcluOlDbhukvz6IqJVJzBs6zBY4kOkqqShE1Y8c+ZobCxRue+b3dhXLGfI8T5cPLloLLamlmPr+T6FNeRwJr69Y6rRPi0UvvJ0s8WH149CtK+LwX2i7Xx+2WikfHYCfI0T2dMWeHD+xfl3GVKOt54/jbsm+eOVa/tC6/3hwLkaHCutQ7irDZaMC/rHhtvMzTiI8HRgY9PYAGfIIEOou/1l218T8bnCQaulP0+Vq5EeQmMP8OQPSdj27LxhOXlocgpwsQFNLwMhP0/+lQmupTmuidPO5aDtjA92RYy/E5tILqfjcHJRE7alluJQZgOb6MeG8fDm8qks/+VygUJUrT1iOFpZsARnO6EUTV18NHQLBtSPiwaZUX5OeHBmOA5n16JFIESIix2uifNXO1dokrCz6pt8po50Z+Gojak1WmHAh+aN6jeBnb73vhnhsLHi4KvdhWjqVYjmRThhVrgnXvojDU4uwJIRIewcMEQ0SS1wtbdEbi3Q1NHDFB+hRMJKkem5HWfKsSOjAgcK9XcvJ3RIgZe3Jl208kPHfu5IL6ypbFXL8VHg4zXjhiTMNcnfDb+e1Q4HKzDRv09RIKLlaQm95IdsHQYz3iSeq8B3JwpR194DCx4Pk8Nccd+MSC2iQjlbHx+7gLJGYN4oC+zPFKqNFWerxbjt+2RoFg8WN0tw2xdHsfPpeVi3MxmHzrexcWbmBBfcMGYExoWQXteXqPzajnQcK5SPf7YAHlsYiftmhhksONn+6HS88/cZHCkWsOt75Rg3vH59/JAtDEnp0QyXE35IqsD8KF+jlJ+Hfk7Grqy+vMcvThbis9UTmXmj4reg0m8aF2hhcrWTImsLc4S4210RBrymHJ8rPMeHJrzrP9kDffl9628bh5nRQ5dUaWyOj6050GXAquXY07OGJFGXfVZmPTadK4KEL8CKsRGYH+9zUflRXxzKxeaUaq1Sd3tz4OgLw0MkjVV8vjqcj/yGDqXiwzPnYMUY3wEpPgrQwEmrZYUJorGK1onsBhzKrgbXWoIpgb6IDXEZUCsO+l5SDKpbumFvzcP/HcjB7uw+JcOOAzy3dCRWTwoyOPjpyvEhRemrw4U40+uDZAyCHIEjL1y86nOpqrr05fjEedthy3+mqx2zwzm1RuX4kGHchYomOPMsMC7CTec5Ttf7/swavLM7Cw0dYvDMAEtzwMaGi+Xxvnhg2gil8nPn90ksYX048PCMYDyzaCQ7d5/bcg6JmdpFERtuG4/p0R4GP4f2h3JLLLlmsBuCCjNVvP13Or4+qdvz7fm5IXhgblS/Ss89m89pPT7D3wwfrZnDrtVDOXXYk1mFHqEMbnZcrBwfpCRFJuiGKcfnHwJixoa84IbT5IkuvntmhGFmpBe+O5mO7Oo2hLpY4d4Z43C6pAFv7e4zFdNEZUvXkBAfTTl5T3EaFmRV4Os1Ewb8WTQQ7s6oxu70Gp2Osx0S4P29KXhz+eTLshohcrE01q8vx8dcnuMTFzy4fly0D3LCMjCbAFJ+6DZY0PfKS52tceh8rRrpIXTKgM8TszE13APBHrSG1w0a5N9bFaes6gr1sseejMoBkR7CxFDjc4v6A/0OY4Odsf4/Cy6KPBEZ1ad6fnrLeLz0+xHszO9Llnp5bjhumR6qdV5SJdnp5+fgzW1n9FZ1UWuAL47kobVLyhy6R/ra4+Vlo9QmUeZq3NiFg9l1aOeLQV/D5cp9Vnr4YtQ2i9hYQ8SHlJ7hIj2Ez4+WYHakNzs2x1QUEVWsP5mJ8eEzDJJ5em6ow9c0hpB5a3OHfh08zLX/8y2luu+aoC1UDPGlHVIWyhVKpNidUYVOoQQetpaoaRdga2oZgt3shnxhJuznfLyUn0XvpwowOs8pLDZc47Ap1HWFg3741fEReEWH6kKn1Sh/l2H/fhpE31+pXvFEE9afx/OQoyff089Z/4R2sXLy3pxG7DtbPWDlhy6omrZu8MX6S+cvlHVq+YJcSpBM7+dsc1FVXVcSzqoM8KrokoKFUgwRHwIN8hPC5GGD49n12HBKP9nWBaLeb90wmf2bzBz3pVegXczHjLAAJIS5XJbE37y6NvBFUljxzBDp6ag2kVFy+73rT6t0PQf8Hc0wP85P7yROatNnd87Q+RwpPd+cKERLl1RpGJdV1YEfjmYh2G2C8rvpnG/tEcKcy4EN1wztEilbcEkkgI0l4OLQZyi35Xwxhhu5tc0I93SCSM+l2soXs+v5UibGklr8we5s7M+qBV/PYnSivx2m9KNEEcb7uOFrlLN/q35UkL0ZW6zkVLezccrP0RrWVlzmNdTeI2W5b4aIDxGH8sZuNHcJEOBq268SWdXcg9SyRvY+d3srlodpLLGic/lCeQu6u4UYGSBXhXNq2nAksxbFTR2YF+6Nm2YY36ibrs8HPj+CPAEYQX9zaTRWJPgPy29sIj5XAW6fFY4/zlcio466yfThvetj+p04hgu08vvsvhmY9+FRLd+WT24cMyRqT5qeSZOQXN2ICd3ueOOvZCQVtiI+1AqvXjtN7aKli5kuTlqBUF4IrSC8HW1gbWmGbj1+6ZPDnC+7ZT0NIAPt8n6lIt6HvJG0mwQ7WwL+Lsafu69vT8eGpAq9pfKaoCD1rJG2eOemaYy8b0kpx1s7M9DSu1D/4kgV7p0aiBeXDl2ya3+g85FIT7dQwty5KXeD7o+zkrdzoEnto93ZaqSHUNEmxSubj+HLu+cNeBKgBGeqoKF3OdjyIBSJ0CMCajrUJ1E6552sLeBma8E8borrO9ElAlN+on3ssXxMkDLMZWdl/CrcwQxoH0Q3jRFeLmwMGeFuhvMN2h8wNtyNXc+XCqT0bD1bgV3ptVo5jzRaUPbT3DEeeGrhKKN+o7ljvbE4y10tx8fbgYNHl0xgix3q32fF5aCyrQceYkvUdQrg62TJxjGDpqUni7A5uRgdfMDf2QzPLInT6y9V2tiFH48Xoqihi4XUvewtmao3f5RPv4stCkMTCcyobmPk2N3BHHNH+uBYfgMKG+VVuwcLW7Aztwq/3D+13+Pxye4sfHi0rzUL8d2XdmYhtaIB7984dLlZCpiIz1WCv5+Yhd+PFyExqxp+bua4b/qYy0Z6FKBkx/S1C/DKn6eRlNeGaH/gleuGLrcnjk2aus0Gve15iHt9n5J0VWXwsT1jP7Y+MIlJ+DQIbEsrY8m9IpEEIwOcsDohFItifFDe2Imt5yrRpTGLktn2UwvHmSzrhxCzY71wTZYHdmT0Jak5cYEXb4gz2iX3dH4TfjGS9NwzxQdPLohhv6EigZJWkp8ezFOSHsXA+u2JMswd4TMkyg/lNLFydkdrvatsIuCk9BDpoVAA/W3vEbHcrvTiZpworcexQt0hpCNlErYfI/0GlndICc42lubo4kvR1iVi1wtNId72ZmqTKB0nMvGbHukJoVTGGubKpFLE+rtg5fgAtaT/mxKisCP7jN7vtO6dWG6e7Ikt5+pgzldXNca5AC/fOBkrvjyls4KQcnwUCc7PXhOPp35LRo3Kmi/e3x53Toy6pGoPEYLz5Y1K0qPabuHeqX64IT6EEUbFNiny3Cqbu2BtwWUVj5qVcV/clqC3qivc0x6LYnxZjk9ztwjeDha4flygXjVG4TP12eFi5XWS3SjF07+nIvEJbX+pHqEEx/PrUVjfwZRlrpk5ajoEOFvehIQQN0a+DBKsE8XIqGpj7UCsLIC6Vgk2nqqApm/kiZI2ZtGwdIK/3s9b9dkRJFfqttH480I9VsQ2YmrU4EPvumAiPlcwqJHlhfJGeNpYI2GEO+ucbUz37EsJupg/XN0/ox9syfmqOC+tcNfscBdsP1+h0yH46a+S8Nvzc/D7mTL8eLJQ6SmTUdWFmhY+3lgehxeWjmKDSEpJHY5eKES9GFg6yh8PzZNPmP82XIz5HyWg0qRAYRB9Jc+f3DIe152vxeHCWvg787AkLmRArQEuVNQrTSDpG/QRIFp1Twrw0rJ1KG/uRBtfqDVh0aSbU9N00cTnYFYNvjtegJZuEVxtLXDP9HCdq2zaLgpvkdKjUHysueas2eafqRVoF8q3SR+Ka9tYK5yBhD4pTH3f1DBljo9Zb47PXTOitSZRmrQnhblhpI8js3mgCZHIkeb3TR7hhtsTfLEhuUrr+zbenaA0mNx0pgR8cR08bDmwsLBESwcfAgmwfPIIxAU6I+n5OXh+0yGcLpGx7VoQ54hbx0erVXXRZ+14fC72ny9HflMXxvu6YnaszyX3fqFjYGOhW4WNcHdiJf+qpGJXeg3e234Bdb3JhHMjXfHCklFalXGk/NBNE7R/C2O8MS7QxaiqLiIjO9LKta6NJgGwK7UMd82JVHu8WyhGp0AES54ZrHg8WFmYobtdDJFI1q+LPimFdR3keE2haB7MOFJAJtHr30UWDfqID/VH1Ed6FMipbTIRn38LPj+Yj2+OFoCardMQHufvgLXXGd8Q9FJhKBPjdE3CCrNB1aquyCBHzP1Adxdx0ocyS5ux80Kl8kKkreqWAacLmpBW3Ig5o31Y40S63TNTfUD4N0A1gZD+a+oSQCyRgmtuBg97K6MnlZTiZnx5NB31LQJE+Nvj4Rmj9XqzkPJDt8Eg3MNZmQCqOrDTdaEYoulbb5seiMlR2g0rA1zsmEVAK1+oRpbpVVHeF2c4V9rQhfd3Z6O8hQ+uubw1yMd7cxHl7aS1yqbrg3J6KLxFSg/1dOMLpNh2rgJdQsCaIz9P9eHpLem4u74Dd08PG1CCq6Jvnb6qLiKv3x3PwemCekT5OuD+GRRCN+yx8/qKWCwc6YfXdp1BYT0wOwxYt2qu0l+Jktpf35YNEmq6xTJ4yPgQygBbS2CUn/yY0/H55u6F/Y4f9Jmrp4ez0u5dqaV4ftM5hHha4JrYsEumehOxXzSGQjn1aBf1kWdbM5rYK+Dvas8INI1fFypa8NQW9XY1B/Ka0NyZgg33TjPaE4nOYzpGxlQM0jHUV+hS0a6eIkGgMKGbrSWsLSzQLRSinU9Xg9zfi0i5IRAZ9rSnxrhEuERM8RGI9Ic1yaJBH6g/Yn+I8R1atYdgUnyuUKXn++MFbOLm9g745yra8d2JbKxdFn/F5H/QQLQ/swqlrd0IdLbB/Gjfi+qlRCul+g6+1iRMyg/dFKDQACnvtdrXM5sgxWaAQCK/AukSlvXehGLgVEkjvFxsEe3neEWpO5put8P5PSdy65Fc2ohukRAxvq4YH+LKfIMUx5+Sq/s7Nify6/HghhQo0lEy61uQVXYaWx+ZOeR9dqZGeWDuCFfsVWms6mYNvLxkDEvgLGlqZyGd0QG6W7XQ5PifOZFqOT70KsrxuRi1hya504UNqGjls1wYCil19khQ3NSFrIoWeDl5a5F5+m0pp0cx2W8/V45ugfwa51lwAIF+5kNhhM+PlbD9/fjmhAErP7qM/8gn58YvjzJfMMLpcj5+TDqID2+IwYp4w27mpPz84jMXvycVIb+mDSezapm54qO/pqiFNgn13YA9D7h9cihig/qqnmgf6Jw8XFSHLpEQo/1cmcOv5u94qqABT25KRq2imCIL+PpQJV6/PgY3jNfeTjqXKcmXyACF8C62xxttz+wRXnh8fiR+OVWMqhYRC3tRkv6Ws23YcjYJ900NxOPzR+DbA7rbmpyr6kZSbgPmxWorPBcLGjdifF1Q1KJdDDIl0Asf787AycIGTI9wY8o2jauTwz1Y1VhmVSukEnnvrAWjfPtd+NA5fPvUEDZWUI4PucJ7OnFx//RIbD1bhtSqvoqX6aHOBsNc1B/x93PqvmGqIEPI4XDDNhGfKxC5dS3o7iU9dpZmEIqk4EuBmiYxkz2vBOJD5GPdrkwczK5lkiePI094e/XaMYPaPpoc6EISSeQJyWlF9ZBayDAvMkCr0z19/ivLYvHQpvNan/PCkjBWmeDjZI26NqFanyziSZvPVOJIXh1umhCENVNCtS7y7Mp2FDa0IczdUZlPkVzYjG+OnkNbJ7A8LgirpxvnxGws6LhtO1eODr4U9lZmWD42YEB+HXS89pyrREl7O6YF+aiRRE2lh5J8f0wqQk27nLHsutCAVRN98cDMSHYs+EJJv1Vt9H2f7c9Tkh4F8hoF2H2uAisnG1/JQfhkTzq2nK2AAwd4dEGcVrUeTY5v3zAW8aeLkVzeAidHc1wbQ54mrmybqby8P9DkSA0Rh7Kqi44T5cMowOFwIJPR376cFn1kXkFajhdUKc/RNgOkRxW7spqwuuDi5H/aLlq4vL31jJL0qOLJLRk4XViLGWHeGBfmrqY60LVP1UDnKxvwxl+5ykaqf+c24+M9mSjVU+lNydJ3TlUP1ZMP0XO/p6K+9z1E+f8zN5SFCxXXJm3nx7tS+kiPyvX89tYM9ruqKj9UfUXkZF9mNdoFQgS42OKJ+SMxNaL/aitDoO2hMcPfzhb/2aTtwfPNiTJMC/FAUZOOFVkvyluolcbQEx9abPxnfiQK6luRVd+XabM42h0v7jzHiCchpaoCv6ZU4PCzC1mj4ZsSAtHc6c2clIk8Gav20vj0+W0JalVd9BvcOCFQHr6qasKUAHeDpIdArYI2XajAyRJ1I1I6DzbcNXHYWoCYiM8ViFA3R1jyAL4A6BJImbxP6x8PZ3lC5OUGkZSTeQ1s0CIVhQQKCsmRB8jc8DosGOs7YDWFJhGaHJKLG/H1kUJUtQrZfv90ogRPz9de1S2O88VzLZ14d1+h8rF7Jwfglglh7OJ9YGYYPtyfi+L6LgjE8hAJZZV4uvDQ1iPBr6dLEe5sj5mjvZTb+s2RQnx1OA9dArkk/8CsSDR28tmApkBKTR42plZg5xOzMBRgSdjnytHcLYa/kzUqWnvYfWP9Oog0Pb0pFSUt8unz2xNVLC+KQoSaqGruxo7zlUrSQ1MvDZHbzlRhRrg3At1twDM367eqjZSp2k7ds1t2ve4eSfow8a1E1Kr0n7xvi26fJjoWa2ZGYKWRHh9kd3C0tA4RbjZYFh/M3k8D8/1zR2CoQMeJQs80gVS09KCzWwwphxKKbTHa31mNzNM5qamoEaHekWHYeVofihtaGfHRDA3/cCgXf14ohbcNcO+cBJ3kjojBznNlyKrtwvEyHW3Me7H5fAO2nm9AiLslXlw8iuUtUbn9jyeLcba4EaWt2kkd+kgPgTRY1YUb2VXc+Yu6+SJ94kcHijDa25kpfbRP5GtT2aWbFHb05nApiA8d470ZNfjyeF+FUEN3F+78IQUHh8BUlbYnr7VJK4lXgcKGVkyP8ETp2Tqdz8cGXhz5MgQKU216aAb2nqtCbnMrJvh44GBBpZL0KFDbCfxvTypeWDqenZcDybdTBV1Ts0Z6ah2f5ZMDsRzabYv0gZpDE1nal1+LSE9LrJwQOaSGoLpgIj5XICj3ZFV8IH5PLpOXlFJCorct7pk68opQe2igrWzrYhn91jzA2soCEpkQIilQ2T44HxwauOvbBNhwqgSVrUK59E8SeQfwxf5MrVUd4cHZkZgR4Y3DOVUAV4pZ4X2eDzRIU55FWnkTjuTXYO/5Org7WUAi5qC5R4TmHike/v0ctnlMQ5SPA1N6Ptybp+zvIxAA6/bo9ozJrOtG0POJmOYD/PzoxTkCVzR1o55KVR1tYGfDA62PatsF/fp1KEjTFwfylKRHAUoGp7woTeWnrUeEdgrGA7AyA2RS+URDQkNpUwdT1kiR6I+00sow0MkWpaplUr2YEuAxIKVHlfT059NEKokFV/2YUH4KhTQodEQhDTpm9/90hn2GAl+cKMQXt8qr/YYSdJwoEfieaaH4PaUUbd1ieDhY4L7p4Wzgpm0iMk/nJJ3f1hZQU9R2XNBdsWgMov3c2CT/6C+HcTpfgGAnoFHCQXWH/ATOpN5538nDL6ol+/Se9/dms0UL+fT0146GyEpJgwBfH8mBj6Mt1p8sxt7ManToSWQ1BDr6ioUbLTL0XV/0nQfzyjAxkvrKyb2s/Gw5qG7XJj/2vTlcClBo6/VdOVqvo7P+gZ9O4u8n5l5UiJtyL788pG3PoEC0rxtumhSKPdl7tAiHarXacIGUn+snE+kIZMfivYN0JmjjdHHbZfUr06X8DHWjaEMwEZ8rEHRhPrkgCglB7sisbIKnrTVmj/GGl+PwsmBjQYN4pIcjbC3N0NYjhQxCUF6dvRUH4e5Og/LBoX2m1Su5xhLpYSF5mpjFQIdQpraqUx3E3/37JI6WyfN5Pt9birtmBWKsvxtcbCwR6ePAPCkosfVsUSsqmgUsZKgArdoWfXIcJL6HBPG0mhr2h+PVYASo9J3BkR/KrzhYUIXq5h6UN3YxlaBTIIGLDVdZamwoeZzIUXlr3+iqWrFEHkiaxMfX2QYBzraoaBWy40Cvp112tAA714zJ7SEQuXh0QSQKf0tBVZtYTVZXrVCh1hfP/pqMagkwyQP45fHFap9/pMCwT9N8+PR7/H4+VYzUshbIZDIEedhhpIuDGukh1NEK968kfHbP0LcjIVJzfXwAJoa4o6GDz46xYrVK1wGFtwpqOnGhqAEdUhEmBHsjyE0+UUv7a3evB9fFeLE8mYgXdylDaulMONI+gb/RKNm/UNaKIzm1bNHiZG0OcZcEAgObQa1phBKwFhZZ1S04X97SL+nxdQCqdAh/P/9nKlu40SLjAz2kR4EugdyOgED5OY8vHq+e49NrTvmChpfZN4fT9X5mdoMQh87XYN5YH6NaXdD1RknNinM2tbgFXxwq0Nuqh0im4jgnvbwYn+/NwPbMCgTZcfDQgklGkx4i81tOFiGtuhWzwryUTWkHChozYv2ckN+k3e9oXJD9sPiVGVPl2d/rXv8rGfszG0C+pS8tn6GV6jAUMBGfKxQ0oM6O9sD0KLfL3tBNE7QtCWGuuCkhCJtSStEtkMLBmsPuT4x0H/S2BrvbwdPOCvXtIpAjPOV6knOrvQVHbVVHIJI0/4O9qFBZBRIF+OwwrcbK5OWx0e54eWkM4oJcMHOEJ75PkjulaoJ6iReVDr71x22fJA5Y+aELf192NVo7xBjpbY+0ilZkVLVijJ8Ty/GhCZqVqKYWI7O6CxHeNlg+NkQtSZPIUYCTDQp6DcOkWh5I6qD3PjQ7HC1/ZyKvvpuF/9ysgIfnRCEmYGDVgkQm758RipyKRghlZlgU4a9Gel7845xas9OkeiD0xV3IeX2hUpWbGe6Gc1W6+x0l6Nh+zeO3K70aKaXkeyOFoKcHx9K7sB+6QwwFreS106MkPpSnQsSRBt3s0jacKq1HoJMV5scGDDgRls53CqFohlHo8ZP5DVi3I4u16SD8dKoKj88Lx8NzIrA4OggbU/U04dODQDuwPlZP/HpYq/mnPqiW7Ne2d7GcPBKOqYzZ3lICcxFA+cYanUUYqPycNt3dngt3GytIjCBrP9wxHVX1XfjvtlRUCYCJ7sDXD85XqtXH86rVcu90YVl0gNo4QmXtfz86l1V1nats11vV9Xey7hYXCpwqqzNIfCgMSIpWbk0bLHkczIr0wqQwDxTWdeLlTad0kh6iuR/eEIvF8b7Kx2jbH100mt00J/UfTvdt48lnZ6uFmojM3/7dKVRR6RiA7VmN+P18BX5/cOCWIUTcnlkyGvtzD6h5WLlbA88sHHpTQNr2necqUN7SBTtrLpaPDURsgLPO1206W4TKJiG8XCxw87gQpR1A7H8T0do7FFd0Aoc/Pop110azvn5DCRPxuYJBJ+aVIkVqgiavx+aNwLwoH5Q0tiPIzf6iK6VoALh/Vpi8PLhZAOos4enAYZ3BNQe4jccL1EiPJmh43p3VgO6es/jqjskYG+isl/hcLEj5GSgo14FCe862lnB0t4e9LQ+NbSKsTghm1Umk9Dz7xzkczGuSr+MvAEfzmvDFbROUEwhN4g/NjURxU1+OD4FyfPQlONMEsv6eySyXqpMvQGyAu85qH0PYmFSKTw/lorlTPitG+9vD2cVSTenR7PCu3Lb392DzM3Ly8+jC0SxfSjPcNX+EKwqbm7H+iwLMjHDHfXNHan0OrRYb2/kwpxJwoRSF/bTvcjIjozVz/H26Aok5VWhtbYK5jSOKG9pRo2AlRJyPF+B/q8YrvWguBmQ4+Mm+PtJDoDH9w/0FmB7uiSCvgZViu1kCs8f4YE9WOfZm6chI1gPVkv0ob2fYW5ujtUsCDofPyuidbM3xwU2T2XmVX9uOw1k12J1Tg5Zed/Ngd0vcPzMKccEuiA9wRllzrU7SRYuNp+aFg4SE2DAXnHxN92LAkmt4jJgX4YgJI3QT9zWzIrHGwHspN4+tgPQgSGMBpan0/JpUgp3plYwYU6L62eJmTAqtxa+nq/WGBQOcgHAjjCVVJ3UFprx3CF/dEoeFMT6MzH+2N0tJehQ4XdaGv5LKBqX80DE78tx8fLg3DSklrRgf5oRn5o8d8spL2nayXzmaX4/a3qqHn05X4dMVMViWEKD2ug/2ZLMqPRrf6UworOnC/1aNw5eHLmgdH8KL27OQEOw2pMqPifiYMGgQySGlYKBqgSHQABDj64yUkkbIxBLEBrvr9Oo4UWRck8Sjxe1ILW5GgMvAJveBYLTK7i9fl4i0doAu9d80VnOqoORcZmbXI4QVz5zlW/g4WzH3V8LxzDoc6iU9Cg+bkyVt2JtWjusnhSgJJuWtbH14hlFVXQoQqUoprkJOVSd6ekSI9DHey6iwthNfHitAQ4eEDVo0NWZUdOD7I1kIvkHe++lUiXZJrQIZHcDZ0kZE+8h7Ap1+aYlaVdcDc0fjrQPp2Ndbun6qvJORoyPPqTcFJYnczcEKbR1dKNPTL075Wg5ww/QIvLg1DafLVGMw2myppkOGTxNTEH7XnIsugU4vb0KtDn5Cv+Wp/GpMihhYdQ+tgX46Wa3TuFMf7pzkp5bgTCT3/mkRzHCRJnpXW3PcMy1cWcFI5yslrN5eG4ZzpY2w5ZqrVXXdPzsS7XwBThS2QCQGXOzNMCvUA9F+TrDncZFc1YKXfj2G2i4gNtgej84bqzVhTY30BXb3FSWows0WEMvMsSejBtfEDbxI4vH5MXj0L93l5ITFcfrzSCjcfDi3Dq1dIuZRI+VwUNjAR25DtV5jSbo2Rwe7G3Q6Vig9uiZ1wgO/puHks86MMKZX62bwB/JrBkR8VJPeWRXsteMHbVJqDArrOpBU3KgkPQr8588MtIjEuH1KCLufXtqKU4UNEEr7imLOlbXgVG4tjuTrV+sUOYhDBRPx+ReABjgyrKPJ9lI7ng4G8s7ehssgZ4W7Y29+n6+LIey4UIaEEA+M97NHSqWObNqLhJuzvAx+8WfHlY+Va6zmNEGD0ZQwD5worEdjpwDWPHN2X6Hm5Da2KtsL2Fpy0CmQsfu5jfLk8dTiNnyyLw3FtXysmOCDp5fEsYqe707mo7C+GXfN1l29tCejGv/5NU3Znf5MVSEjFvuenmvUvpJC0tkjYqt7G0szSCRS8MVAWauAVd8QmQly1j9ABVGCr0jes4r8bEiOJ+WHbjRYv78rFTUaP1FpixjfHMhWU35oxbp4tA/OFjWgrFN3ZZS/LRATaINFUWEsj0qd9OhHfpMMGZUtmDHC86ImCXL6VTVZVIWlhTm8nazh4wBUG1kIp0iWpTPEUGCW6FqILfDYkjgs1BHWURgaUh8v8j/SpfjRJKNroqHKoQ9uSkBWZRtaO/mI8HFiCxMKy364Lxt7MqqU5fHlWR34O+so3tIIVdDnUviCVvKqsDYDpoZ6oaqtB39fqEBCsOuAK470lUcrXKUNkdlOgZh1RSfYWFmwvmZ0yA2l/s2LcsOdUyP7LToxNKkTqlu7EeXjCH9XaxS1aP+60d7GtyrRZ6EwnNGDboEY5RpFFgq88ncOpoV7svOksacHEpnc/sTS0hIisYAZW9Z39CAuwA7FzbpXMff8fG7QuZS6cPW2fTbBKLDS1fOV2Jpazv7S/TWfJSL0+UQsfzuReWRcjaDWHaONDBWcKG7At8cL0ExmZs6WzCNiKHGoFGqkR3M1R54nmqAJldSa62L9IRKIsOlYKe78IRlv/32WPR/n584mOBp0O3pJD6GgohJP/56EVd8l4UQ5H9VCCs9UsyTr1/cV4VhJG/sb8nyi1nfSdrz9Vx/pUSC/UYD1h43reu7nbMcGUVItKLerR9ybA2JlpqzYmTvaF8EqoS9VrLstAS52loz8UNK2KojQnS7SzQJ0JULTJLwi1p/lWGiCCMfr143DuhumYGaMF7Ib+4mFqaBJBPx3ayq+PVzIJpHBIjbIBSMoiUoDRCdmjJCbfX6wMmFAn2llTqEiw6+5IcETfz63UCfpUYAUnJzKFtzz/TFMeT4RX+7PNHpfiXROCHPFglhfpRpL+VL5JX2kRwE6N9Zuz2JKoSqICB14fAZuHe+Bsb5chDpbYnaUB2ysuPCws0SPUMY+czCg8uhProtBYK8SuziKh5QX5/YbviQzzAAXG3DIgbhbCIFEBgsKkep5/RMz/fDuyrFGuelPCTXsR+PjZCP34pkTDUsNru1qCdw42TjvMFULBQrt0l+6318bCl2g8SKluEnn+KWJEA/Dinphr83FSG9nONnwGNnp6BKwxHryLovwcsbqCTG4VDARn6sYM55PZBMe3W7/VHuio4GMEmjPlDShrLGL/Z3y7iEcrZTL7WltwPh1B1i89WrEjsdn4p0lIxDtov9E9rYE2rqkaO+WwNmaxybtMA9rPDQrCNF9BrIDwrQB5tnRak4XaFv+8+sZbDhbjZbeVfx3SfWIeyWRueLenOCrdJ5W4Hgl8Hdm/5M4ESU6LzS3Q7PE1pgKK1WQOnDT+ECQsq9QpIJcrXDDxEjlappUnw9WjcWEgL7BkNar764YxZQOym+iMB9VnaiCZPiJobpXtpQIrYmvDuXj+W0ZOj1VVsZ6YUqUByNjpHTGeg+sjLiqC3hnfz4+PZQ9qEmDQMfjv9eORhQl5ygeswLWqlQi0WRMk/LsUEu4mstDpIYEfT6VoPfTrdWKa1jZJS+eme/swyfHylDRBVDHrXcPlmHa23vYwmggoGMT8Xwi5n18DPryikkHSNPRmoCUnzevH4+v18xkrTKo/1N7l5D9dbXjMkVssCDl5+gLS5hK8MWa+UaFLek1906XG6DaWVPiNw+zRnrgyYWRsNcgm7PCXfDYQuPNWtcunwB7PYMUqcIKZWtcsAu+XzMeY3ws4WUDTAy0wTd3TjK6GlHhh9ZnoUBhdCl7XF/Yu4MvYn81leFn/jiH13dmsb903xCISI8zwCu9HGyUv/lDMyPg6WABLtcMznZc3DoxGAnhbizkf6nAkVEdqAlKtLe3w9HREW1tbXBwGFgn5OEAhS8O5tVjQrAT7p0drRzQNCc1BVTlwMrmbnx6IA8ccw7cbK2wOalI6ZCqCRp8Lzan4XJhV0oFHtqqv4zVgUeW6pZwsrGCSExllBJEutrBzoaLcX5OmD7KBx+x5L8WkOp/Uneh0aChWbmhAKksa/fqznW4Z5IHXr52PP5vbzo+Ojz4DZrpD6x/WH5O0Mpt9eeHUKajJ+DaBWG4Y5ZxuT5EqE/kNSK1tA62VlxMDPFEhLcDy1FQNAilgba9W8w6VFMDRBtLLrMkIKWHSA/1rKLBnLpTp1Q3YryPG6sKo8+e/f4etXBXkDNXK8dnS1I5nt6uO5fj7kl+rFJNMVnEP58I42idNoiEbHl0GmujQJP8O3+nIvFCHXx5wGPXJmDqyP6ToLecLMH2C8VwsbXCLVOiDDpG0/4/9ssh7MvXDhso2teo5n3pwtb7Justnaak3Yd/OoMTZbrJ8wR3YP1/+irvaEKk99DvSSRSlVDtSanCA1u13dN14ZtVsZg/tq/qSRO0+Po9uZSZizpam7MK0aFIMB8MSAUvru9k5zFVGxG5oWtny+lilDZ3Yl6ELxYn+Bls7ksKF+WlBLnaK0OG9Nu+uPkUtmW29zs26GphY0ypOG1TZUu3mmkmmZJqWlUIxVLUtvWgvKkLIqlM7ZqkfSWy09Ijgq+jFara+GzR+P7KsQZDj/Q+Cu9rYmW8B966bpyaHQcdn6KGdvg52ypblND+jVq7V+/nGxPqMnb+NuX4XMGY8Hoi6npX6CfLOrDhTAW2Pzobq9/VPrkUIOVnw3/kJwhLPjVj3n7gcGR6SQ+B8jOuVuKT3WBYAYn2c0Z7jxDdArpJ0dguQFGTXCfYfL4WMWcK8cuDs9kAdzyvHid/TBmybVNdzQ1EZaHnXpDK8NlFkB72ORXAvoxqhLg7sAH4hevi1HJ8CBFulkaTHlWrhSmRcvm+iy/BnvNlyG/sRpCzFUYHucPOkguRWMZKgmmQpgHc3d5SzZPooZ+TsStLLhN8jXIsznLHF7cl4MQLi/H1gSycKGzSWdVFE9P7e/UnsH6fVInbJssbeepaIARYAOVGGvD19CplZI446c09UJgV0/r31g3JWD3OG+tWjtV63/nSVuTVtWDr2UokVygmOj5OlSbh/1b3dTDXBOXiZVP8Ugfo6nx6bhiklsA4f098djiXNb8ciEkeEdFz5fqvlzMN8kmJChZo8qX+TumVzey3DHG3w5yR3syp+j+/JOPvTOOUYqJ5cWGG7QnoeIR7OrBxiBKFL+dYRN+t+f10DT+2OFp5/+6vEnGwVE5AX18WhRXjA5WkkKoefzhRhC6RFLY8M9w1NZSF9uj5D1ZPxTtGJBnTuauq8mRWtmFzcikaOwTwd7XBqoQgnQ2B6TMpp4fCW/xe0qNpSrrxWCE+2JUHKg+J9QFWjI1GdVsXcqo6cH28PzvfOwQSRnocbOTHoa5DyB43RHzoORrvnv81DYoMqzsS/PDo/CgtDzJdOWQ0Thx8cgbmfHhU67OHMr+HYCI+VyiWvZaIOg3VmeLn63adgn7fUOAU6da9oFyKkZ5OyKxpQVOHEG4WQKOeAb+/qoQrGQnMLVj3Ubk9wRXXjo3A5pQyVLfyYS7jo0RjqZzRIMZjvybj/RvjERfogmh3K2Q16Dalp+Ej1NUShU3G5R9kVtThtV/TUKOyPa+vmKgM3xwp1p2YS8/RanLw7kJ9F/hLf2XA3pKqd8LYAHzkWWd8eySDVXUtGuU7INKjgKJtBK0c3999Absz5T3b6PhMi2jBLROC8fOZAhTUdsDZAlg6NgLLx/kpB3NSehSkRwG6T4+T8vPQ/FF4aL7u7y6s7UCd/k4LDLd/dQSdOpQtgrGkh+BhIXcGfn37WSXpUQWV7S+OblBTfqhc96djJejQEV1o6AE+2p6M8Pt0K6x0TEf6WKBSh+IT5QqsmByiDK98d+dEvLfzHHaerYG/Cw9PLh1vkPSQGsAXidFf5K65iw+h2J4leKeWNaFbJIY5xxwXqlrB5XLgYmZhNOmhYOdn/SQVGyIcVyJUyTQNJS/9nYM9WbVYf88kZmFApKddIIanvQUjDHRfUY6tz6JE0f+MVFOq7FRVdOgaemFrGvJrupjaR/yqvLkL768ap1P5IYJFCo8uNermL08gSUXtO19Ntyzm5E6R5wsVjbh9chgbL0jpISgUH8pDMqoq91lnlDd1MquOEA87nc10F72SiJzeU/z1heG4fWYE+zeRucy1C9SUn6EmPQQT8bmCoJBOk7IbkaEn1J5ewgets/XVM411Ub8A5o/ygp2VGVq6RXhycTRe/Eu9koKw/rZxV8WAow9Uvk3eNdSqQRWURqEgGdT7ilaT3x7LRbpCRlPBkaJWnMqtwaKxAfjktglY+elRNOtgHR42HJQZSXoInx1Tj41vSG7CX6mJSH9rCSMcVFFFycWqIKJAYS46H4J4wEV4K8LB2ow59DZ1ifD98ULlALx2hfFJtYYkfbIK2JNZy9x9HSyAVj5wLL8RWaWNqOw9h6lrUsbuHLQLBHh4diQbCCm8pYAtT97AkkCPqxoh6oIlzxy2XKDLQK5LuR7SMxBQTsZTy2Lg72aNI7rc/XpxILdKSXyO5dTj2yMlBltBFDZrK6x0jElhoVDGk4sm4EzRcbSpEHRalry2Wu58rMCTv53Fnxfkho3l1SJ4ninCuJB4vd9LvyHlWF0T54bNafr358cjeWht40NqacZCk07WlrA0N0NTpxBVrXzkdfWfY0Zj1H1zA7EiIfyqHls0ce83ulMMjhe3YG9qFSxszJnSQ6THvlctaewSGyzHppwr8g/Kq+8AR8bBmEAHrE4IYSSAQlXbaIyo6WI5ddQiqEdEJpCNSC9rweRI3cqhLoJF/bBUSY8qyMndQkZeYQ2I8rfHTfEB+P1sOSNuRHpunxxsdIWdvCpX/bXUViapsA4ikRgvJ+arPffKngI2Du55ag67T+NDxtr5Ot3qhwom4nOFgE7w17alIKW8GTwDvRPICPPjR+eypGRd+OFR9VwIkqWXjvFTlrPPiPTEms8PobAT8DYHvnlgCmL8nQy2RrgaQE05qT/V/+07i7pWGVZM9MWTi2O1pON5ob6s8aIu/HIiC7NH+7IB59hLC7D5RCHWnylCawewYoIbiholOF5EacgXh3YJsOB/iXh6Vhx2PzkHPx/Nx1d7C5n0fHtvbo9i8Pr6welY8Mmxfj/z8Rl+yK6sxD6yoSai5wB0SrhwteXC1opUFg6Tr/vzw3hi4xEcTO+COwd49ZbxrGT5h5MZjGRcPy4QdjxLHMlvxOgAG9w6JQoVLR2sR5sNF7CxplCWAJ1iKEmPAsRRfj9ejGWj/dn3U04PhbcICtJDoMf7Q6inHaYEu2BfgX4vJyIK/YhCBrEowg7PLo1nSchESsjmpkbPYqSlu41dP/tSq/DINv25ZsrXS4EPd6Xhi7umMTJJ7yVvk4M5Nayaifp9fX/PJBzMLsHxgmaMC7THkwvGqZGeI+l1StKjAN2/JroOM0erN45UgL7LimuGpXHBuFDWhjxdzJ4+u6wDR8oyMcbLDhHe9ixMTGRTJJXC1sIMUU6u+ImlROvHDgMeVlczThfrf+5sdRNWTwhl4S0iDAT662DJZbk+ukBKz460CuTUtoPH5YBykC+UtsHRpgJ3TQ5nY3Jzl4CRHmpcbcHlQCSRMdWuoXNgZ/gpHQnmqnC2ArolQHm9ACsXhmBcsBsLb/HMzHEsrxx/pZRj/ggvrJg8sOqOHWmVeGnTBdZQVh9yG/jYcCQfS+ODmNWFZi7gUMNEfIYAedUdBj0x+gMNrONe2WPIcFSJJxdPZisozVgoCdxbnpyhU/okIhP/ygHQIpimvJTXF6r5+tBKM6WgHlszctHQLGOTkz4fmCtd+Zk+arHB1ywc7wvoScisaJMn5xLoON41dwS7ESjxbu+FSuSUtqBx8BXOSuQ1APduTsO8C+W4OSEY06I90SXpRIKvegIonU8frxqNxzcbnlB/OVqJpRPcUHrvBHY+ncpvxIvbzqO+QwhXqYwpPrRy0zcAE6g6RxFgIVPs239Rz3V650BfOPFAUTN+OFGJF5fGwNqCgy4i690CVnWkz2CPqpFoEG/utICYK8NID0tkqySeafb60gciAJVthquPRvk6YHy4Hb48or8aJdrNCiHe9lgQ5o0DBUU4nt2FCHfgjZvV+wMRAX1iyQSs/uGMzs+xs3XA9f93FBkNxlzBchws7sKy9/fg9RsmgMc1w4GcGuZA7WJrgZpWPg7m1uCBWaPx3BLdVUMny/pIj6qvz/HSWkwaqbvNDd33dLRmXjUvXxeL234wnMt2obYTwT7mgMwWAqEE3s5WiA9yw7hAF1xTWIsdGdrtNujq+dxAXtvVjokhwH495Geirzs7byinh8JbpPQQ6aH7+hYbVOHY1Fvl6GprBSmkLC2hpUPeL4wSyoPd7EHiUZcAkEhkbKHhYW+OaN+BVSpODnDD7+d0O6rTmUKLG3JC93HlsbnB1c4cZU2duOfH02jrPcH25Dfht7QK/PHwNKO+k5Se5zZdYLly/eFQXj3C/Z3RLZTAwYqHxk4+ax0SHyz3+xpKmIjPRWL98WKsTezrBrx2SRQzCBsIZr+4yyjSQ4lj44Kd1WKhlKwog4yVfuoiPaQkRb2yR3mf3DToviJuSqtN8vj5YHeeUp5Pqy3C9vRabH98Jv5p+HDXeUYSdek282N1X2DUW2Z7agV2nS82SHr0fa4h7M9rYjcFduWmYUFWBb5eM0H52HVj/TE2wBUpJQ3gUhsPJztsTMnAzgy5/E2gtdz6M43YlpqIC28uQXyIC1aND8AfKeVo7ZHAyZqHu6eF6R2ASekZaMNtcqL982QGbkwIxJbkcnSJZMyfQx/8nKhDvAB3/5CFrOoOpgIR4v3t8MCkCJZ/8sLmc0jwd8E1EwKVEzcNnkX1HWwSoAqQ3WcrkF2vfygd7WOHa8f5wsWKQg36iU9OIx/xkc6YOcYbSycYNswk35rlce7YltagtUrefaaaqXUDRX4b8NLGM5gV6we+SAZvR2u2EOFwgI4eCZsU9ZVLh6uYRKrqNq2dnfhwTzZGeThibqwvtp0uweH8BkwNc8Gt0yPY54d62CsdwvuDFWzY7ysQy0mZv4st+10+uWU8rjtfiy8PpbICjPhwOyyNikCkn5NRpOdqVZi/vW+JzoT5BVFumB8v903ysbVGYW/xBMFQnynafxuuObr4IkhkMkilHJCc42xvzqq36PdaGueLwsYOHMyuZm7ZREgemjXCoHK7K7kSD/15QXm/aN1ig+aOdhZyS5BJYW64ZnQw+14qIvjf9mQl6VEgpaIdf54qNUr5SUwrMYr0ECaHujKlp65FgK/PZ6KyScAU1xcWx2GU/9B1ByCYytkvopydlB5dYYi9j043Wvn57mAO3tS3hNDAI9PkDr0D8thQ6eCsCrpkMt9Zwso27/zqKMp0MK/3lkZh1dSBkThd2zCcVukDQcIbiajXk/tBPnNn12on0ZHS80tSMT7ZW2CQnJI/S5yfPfYVDo0z9Dc3xCkHUl3Ye64a929O0/nckhE8TIsMh7e9DextLdDY2aOs6lKdeI5l1yOvvhlxfh54atMZvaEc9LPfGx+YjpZOETNV1Ps6G+CVxTHYm1uHvZn1bLKmhErKLSCbGzJGPK9ichfvZ4+f75uC/Vk1+PRADuo7hczYbd4obzR2irA3V7dsH2AHfLB6Ivvdcqua8cPRYjQayAUa72OBj26dYpAIJBc2Y2dqGVql3WjrlCCtogNiMWBnw2F9rM6UDD6o5sIFvJ0tEOjuxBKHqfqtqUPAyMMDMyL0Eh8KkVz/2REUNgvVwnt0rUt7lRcKEKjaBoa7WmDHY7OV1UfXv5OIVN259Uq8s2wEFsb5K5PZh+IaJoX5UoQzhjvXh4Ztmo7fV7lWVfOuVKErQTe3uh2v7ziN3GoRzISAt5ctLHlctRwf1QUsuWXXt3UjwtvJIOm57uOjateSAooGwTtOl+OjvRkgX8LlCe6YHRmIgsY2RthkUg4KWttZk2NXJ0vc+uUJtOiYQOK8LbHtsbls4U1l8V6O1sq2Jqq465u9OFTcj/EULeSdzbD7qQVY+9cFbDyrvlihM+6728ZiTnT/arCpnP0S4B49uRf0+HEjMtGf35qK31P09zXSBDn0HitoxNwRnjidU4FTdfIS1y9vGofZsV5ar6eTUp9AobgsOnpE0Jere6y48aKIjz7r9Mul9OgjPQvDzRDo6YdtSaWYF+enppyR3Hw4u0Qv6aFpKcbHCk8vGo2zJS04VNinZFwMkqsbMR8+esnkT0n6/VMSc0U4kJfNKkRmjnDDy0tHs1wv1Ynn+T/OYZ9SaSoBW1ANgvgE2cm7xP+Zop6wqIk1E4Ph7WKHmrYydnwcLeUrTI4IoNzuRo2B+mxlB1Mm/Z0sUNUqVCpbf6fXgG9AmirvpOTqOmw8XYJmI/gImajRhK4P63Zm4psT6hWDPtbA1Bh3xPm5Ia+uHWdKDOe7GIKnHSk25vBzsWYTSGOHED5OVlg62k+L9Nz8YSJO1wMTPYDfnlyC/7slAf93KB2VjUJYyvhIr5eTHhszoEsqNw5URUGTEF8cSMfjC2MZgfnt6UWIeHm33m2LdLWAt6sd0spbLpqgENEm5a6+rQctfBHzdiIFj1Qt1fYlV5PyowldeVcKkEqkSn5SS5pxw9dJauak3XVd+PX+ycw7SFO9p3GTVFy5OYA2Rj2fqEZydYGuJ4Xyc83EALXxZILUDS9vScOf5+vYnGGOEiwZ6Qw3a6BFxwen1Qhw749JqGttR2O3GF52FnhwbjQmhrqrqXh21qSDG64AJGKzLC6Y2Shs1iA9SvfvX84h+rk5OsnVYHD1nGlUVldVhVtvvRWurq6wsbFBbGwsUlNTlc+TF+PatWvh4+MDa2trzJw5E1lZ2lVMQwV9DivGOK98f7R4QKRHgfRaIT48Iic9BOIsd/2eivt/0s4/qDbChdXH2Qb+ehyMu0UNrAfVYHAx1unrdpzFhJcTMfu/iUyyHQokZukOeRAd2FMgxdcnyvHE9izc+MUxFtpSgOTmOl11yaQSmQPzoz0RE+QKRxsLXD/eHx4OQ3NJJRhI8iUFTSgx3K6D+CW1HTqS24it54uU7QhYaDO5QoX09OU3DRTU/PPZFRPZZJhcavgDvjlUgkfWJ6GrtZ3F19sE8uqUnn46blb0kh5rc7mK0S7UntA1sflMmVGkh7B0TKBeVYWUnh80SA+hugfYnNrAyr3nRug35SPYmOvPJ6BJRWxhzcKQC6J9ceukUNw0PgD3z4hQtkGg64VCQjRxJtXLJwH6S/fpNe9fPxFf3jYRs0YFs+esOZRkrt9NeGdGNcqbupVeQ/rgxwEemTcS7XwxCmo6sD+zBgeya7Ucfo0BEe3vjxXiqc2peOXvdHx5OB9FdR1ys0twsOdcNd7aeR7HMrVzhoYbFM6hDuzp5a1MJbwYfHo016jXkVr3+iZ10kPolgF7M0r1mhPS9lGUgZQf+gwFgowgPQrocnA2N+PgTG6TkvQQtaW/idktWBCrP5y1P68Z6XViVHcA52qEePjnNMx7ex/u/WYv0krlQf8b4vS/37xXMbY0BzacKsL+rEq9i8Z6GdjC4F+X49PS0oIpU6Zg1qxZ2L17Nzw8PFBUVAQnp75Z+7333sOHH36I9evXIyIiAm+++SbmzZuHvLw82NsPfXfuie7A6Qbdj/d3sb2xuy8vaCiwN6cR3x3Kxj2z5WZvZD1/uKCKncS6JoqHpnr32epfl4D7fkpm1TiqOFQAnC44jscXRuKG+ADmJyEWSxHqZc/2oaC+Dd4ONogNcmYrEsrKp9JEBbbcPxGu9pa91ulghlp04Rlqljf21UQ0qyhQFKeelVGBH++eNOhjQwOGu5UMvQVPatC8lLLqe/D50Qt4fdkENgDR7dox3vi/o9qr+gAHYIS3Pcqau/DnuXJM8HZFfbvhiYEUuv6K4WeFOhgMc9HxXDrKF2er9ffXsrPmgisUM3JRWitkyez0G9EkeihPNzWfG055YhwcyuhWVnV194jw5ZHzIC44ZaQDXG1tkFbaCV9PMzwyPY5VWBHmRHogtUq/w1R7L2mpFcqPATsvpfI+RJGeHJwqN0yIRRLDzSJV0W3k5OzMAXgWPNS28dUUMQUyKhoMqnebUmsxP9IP8S7AWT1JPlQlQyCa+vGqOJQ2tuNseQNqm9rBtXOAhRkHK+L94edqza4NukZsqSGXimL6yBdHdH42KUCk/BBxC3G0Zytnmjy7VcvkNODBA86UNMDL0QoVVK6oB96ePDR3CbElpQz59eTuS3kgFWju5OOB2XLPFWNARCmpqBF7MmuYH5CTFRfV7Xz8fb4KUokMP5wqQj3JUwB+Ol3DbCmoQvNSgNyiX92SjIJezh5mA3z9wAydxoD9gUhkbo1x9INULn2cM7lYt1EJLcZUi1lo4v713om48dvTA9pOGredbCy0yFVadaOS9FCxgkQokys/PMDbBqgxIgmV5plaAVBbLsXRr07hneXRmB/tA19H8gTSjj2QdmNvawkuX4g2gQxiM5He+crLDCyc9q8jPu+++y78/f3x448/Kh8LCgpSU3s+/vhjvPTSS1ixYgV77KeffoKnpyc2btyI+++/f8i36fendCe60eOGQB4ew4G395VgpI8H4kKc8cWhXOzLrmWDoa6V5rNLx6q5ph5+di7e2p2Cv6iBlwrofH9/Tx4OZNWioq0bMqmMuUB39Uggoi675sCcKA9cqGhBsUZ57A1fn8Zry6IQH+zCVnfkIkoLDrrwuWYcWGvkDJDSo0p6FDhc0MyUH7KJH0zHeQpXTRoRhtNV6u0hVG3/Lc3AGuYRymvl1vCKweGJRbHYk9mAvKa+S5KEHWcXLjYnF8KsC3D1sMXWk+X9hrn0kR5Hc7CGiHdOCcdDCw1PLHTMbpwajMScGpZoqAs1HWJ2cfPIEM2Dq6xWo78sgVIHREIO3l0zHZa3mKuVojaIOKgRyLAlrR3+jp2w40lxPBNoaT6Jt1ZNZ6SBDAfJi6OyrX/SQcdgaZQ1JkcGItbPnSlGs987iG4DbxWrnLvTQl2wLVM305jiBZw0Ukh1tAFKGjuZLJ+WD5yva2FKm4J0hrk76e2ujt5z5+XNZ7HxiVm48avDam026Nirngt0Zdja83Dv2BFY1hqErKpWyIRSODtbMeJCpIfO6f1pVfgrowj8dmDqWGdcOzoSGXpCtKT8KH6j9/en6w1rQ+XYzRkXiYYOuV9QlJczk/x1HfY50b44kluL3Noutu2UX0XE9cfjBZg1wtvoHEYi2lQZ1N4jgoM1D3bWFvCUctDS3YMtZ8uVpEcB8uIiWwqq0BxOEAF48OdktKnMsoXdYOSCikb0qS76QC7dMn0Hk0I1C/uajBLxiHADUnSkqc0e4alz4abpZkzn1kBJD2FragUj1rMivdQIHuX0UHiLDodISOUycjhaWOG6OG98eVJ3NZghvLwtC5721gh3d0JtWxMjNTSycK3kfl90Wnd1C9hvQKLrnPBA2PNssW6P+oKO3rf2tnFDFua6qkJdO3bsQHx8PFauXMnUnri4OHz77bfK50tKSlBbW4v58/vsXqnt/YwZM3Dq1Klh2y6K2yoUHvprjMvkcLkk08D32KYzeGdnJg7n1aNHKNUatKOtgbOvam8jKT/TQv2VnYFVqQQNfLl1bYBUAqFYgpoOCdqpK7cEzLhu54V6LdKjwKt/5yCrohXUEY6UClpt7suswZ6sGmbcpdoR+kC27vg4YX9RX6iK1CxyYv7mWBE2nilBRa90rw8UrvrooHZPrHeX9bVCUJAeQoAXl71HFXufmYc3F0VgbpgLXpwbDCtr4GCRGMQ7yiQk9XYpbdoHg2vGuWDvc/P6JT0KENn7/cGp+OiaUZjgozsxV9zbQNSba8f699Cxpkl+9bhQna9fPDqA/UaKwfZMYRPe2ZWJaqpt70VFmxQ5jfK8nCMlYsx995DyNzzxwiI8OzvQqO3fn9ODhCBPjPRzYAPauhtGG/W+68YE4sG5oxDgqJ1rMsKFh3GRupUyXdNYaRfw5dFSPL4pnfnvfHeqAvdtScNNX5xgTX3HhbliRqjhkuFKMXDHD8eQ+Ng8tcc1CTBNKHd9n4ztKWV48vdkvLM3Cz+cKURDB58tCEjpeWRDMt49XIS8RqBMCPx6ugWrvtE/uSU4A6dyG/HiHxdQoUdscCLvF6pK8wSeXBgNgYgqqTiMANOxf36htmv3KE8bLIoLAl8kYftBxpQ2FoAdV94klaw7jEVlcw92nS1ASYsAF6o7cbKgGQ1dArjZycmeromI1IfhxqbThWqkRxUvbz3R7/sVIUhF6D7S0xmGuFJ2bR8rJqK79uapWl3ffRw4eGSBdodyQ/2rBoK7pwTBzd6ShckO59WqhfaIaF4TIw+vK672kV42EHGkWBwXwooTBgr69O5uIftOdzsuqMiSZ82BRAw49v7g1J2AzikKTQe42eC+mWHY9cg0LB1tjzGePNwz2R3Hnp+DWVHaOaz/CuJTXFyML7/8EuHh4di7dy8eeOABPProo9iwYQN7nkgPgRQeVdB9xXO6IBAIWCa46m2gIIWHCE9/Sg/h0Pla3PzBAYMdmFWxfLQtfrkrXusi0QcK/f51vhKN7WJ0irRlw3Ixue3qLrqO8HBiAxxBc/Voac6Bi501U3gUIOXRzlK9nFYXLC24cLK2QGljB2rbBMw9lgYMSmokgyzF4DHaT3/eSnBv1Q1NsutPFeKXpBLszqjChlMl+OJgLssj0IcJegaO0zVVuDZGfWUZ7WGNh2eM0bniu3VGOL67ZxJcrK31JkoPFgW1wgEnjpLys3xyIIK99Jd65jTw8fmpQnx1JI/lpNCxvnaiH5ZGq+cQzYlwwTXjg9hnkqz+8t+n8Z8Np1HdYVhHoFDhGzuSlfdJ+bljkrdRqs/dP51k5FdRsv+FEeQns7gMEV72eOv6MYikkqhe+Ntx8NC8kajRozgRnzd27D5d3oYFHxzBjHV7ccQIw8riJgnGvrm/39eRzvvY1kyklHagrJ7P/v7f/lxwOWY4nlmD3MaBKcE3zY3Bg+vPoNOAUuZkx8UIXztEhQagtVMEHs8MsQEuyvNbMdEsj3HChABLrFsciZ1PzGKqBPUns+AAdGkJxQDNkzY8DvMrMwY0sT7yaxJUxTkaKyrbhFgRH4RQ9z7VSHUXSH0YbuSrEBFNpOnq4qsCGoNO5TVg48liHEqvZkQiNsgJt08OZTlWujAzRH3ipvysM6/Mx+0T3RDrbYmnZwXg1IuGPcguBtfHeSPE3Ra2llwWMqL+eqT6KUDj58woH0wKcEaAkwVmBbtixdgA1sC0prUbR59fgEen+yLICZjuA/x4ezz6OwtoNBsZ4IKbJwRilI8jq1gTi6ghKgdhvtrvpmsotbSZEfLPVk/H9ifm4+VrEoZU6bnqQl1SqZQpPuvWrWP3SfGhxGUiQ7fffrvydRwywVABhcA0H1PF22+/jddeew2XAo/+mqLT9MsQPlo9k11oqyf64YfT/Sf6kgkVrcxcLOXxVlVY9eZK5NY24+0/TuFsCzDKGvjfvdNZlQWVSN4zPRyfHiiAqnk0vU8gJkv9HvZ+BViumRFFWsX1jTiUUQOJWRcSQvxYdReFqCjk1SXoy/t56ZpJ+CtT25HajgOsmiCXiqkXztG8erYadbbhsVYcp0qbcL60CTNGemmV236yJ51JqrqQWtiGHY/Px/KYZiSV12OEq71WVZcuifybJMMVTINBXJD9oK0ADBmTEarbREgubYGXkyUivBzYpPbZbROw4nwtkisbEOflgrljfXA8sx5Pbjw7YE+aM8Xq77A2N25YKWsRY8mnJ/DBspG4YUowFsf7Y6uLHa7/Rr9CW9Erq4V7OMCKaw5HnpittAUwxy+nSjA5RPdwTI9KefKFgTEgCmKoeuxiYWdFIVjK3ehBWkkjNpzoy43rD7Q8+PWBKXhtxwX0l5NuBnN42lkhztsRTvZW8HayYl48NNEpGoLSRPPRLVPU3keqxG2TQlDZ1INzFS3MP8bFloP7Z44wKsxF18kvJwpR1KQ7+FvX1oWH5kaiuCkVJS19B5pyfIY7zEWYG+GDHdm682lmjJA339UFuia/J6U5uQRdQjG4HHl46tlFMbg21h9ivhg/nSpTcymeFe6iFqZXPcavX9fn1zVcOPzkTBzMq1GWnde29bDvVqjalIeVWdWK8uZu+LtbwYwng8yMg8L6dkZ+eb0qMDnhq7rhezsD7QbWBeuuj2E+PMGwxXurxiKjtAV7c6ohkXGw6ZzuSsjrv0rCuZfnDbu9wVVDfLy9vTFypHqX5qioKGzdupX928tLzqhJ3aHXKlBfX6+lAqnihRdewJNPPqm8T4oP5RINNUjp0Ud6RtsB6Xqk6hs/SMSrN03DjgvGl8xSkvJ9swKx6VgZqgR9PzRxFmot8NKOvuqDzB4wLyLSDK6J98YDc6IwPdwTnx3Kwd7cpr5JQESThhRudlx426vn+Iz1ccQpPWVBTlzg/w73bfvezDzcOS2QmajRXG5raa4Mr1C4bePdCbj3+2QlWaHU9ZeujVKy/na+ECIRWHmtpQUPNmIJs/lv6RHqTJw21AE93MeGSf5k8a/P5l8VtLJ79o9U5BsyhhkEaM8enj1aa7W86UwJMspbEBfsyrox68tlotLUR//S363cgQPIKLeqQ6qsynlzewoO5NSDorSdIiF+PHpeZ6K+MZijkZewLDYIX54wvqv8039nY2dODdbfM5kRcENYNE4+KRbUtqO+R8IGcGqj0NIpQH5tOzz09IVaMzMMHx7RDndeDtB5b8bhwIwjYyHgHpJTaJw3IoGUjs63d0xAt0iEDpUwsT6Ym8uwP6+R3SgI+NXDU7A3rQIbz5ZCJpbA280BNyUEsTw/IivbkkqQVFQCZxs3LE8IxCe3xONCeQtb9IzyczWK9OxILsMTf2YazDnKquzAEwtcsPXhGdhzrhIl7e2YFuRzSUgPQZ+Zn4N5X38/XaCqqt9TStHBF8POwoz15TqYWweZRIrjxc1o6JSwUJEzFxjp74Rb4gJ1kp6BgKIJunJJjQWRj1nwYuEt6u7uaMNjOT6KBR6F7Ej9oerbSE8nNlbUdvCZaaWbnSV8XeTjpCbmjPJF3nHteSmQB6z/z0z2vQoQkYnwc8D5mlZY9I73+lDT2mMiPgpQRRdVZ6kiPz8fgYHynILg4GBGfvbv38/UIIJQKMTRo0dZYrQ+UB4Q3YYbZyr0zyr6SA97XyNQ2NCGHmIZA8DDs6Jx3ZgQvLs7E4dzG1hvF0suwNOziiXa8vPZGlQ0d+OFpWOQW6Md8qPpfuVoL9wyPVKrquvVbee1moQSWjU4Ai24fztehseWhbOu6tTxV1XNoAH4yItz8d2xApYHRIm4vyaXw9LSAtfE+SHIzQ4+TpYobeoGh8NHl0AKdwcrBLjaKQnUi1tO4UR+C8aH2GFqqAvOVekmjUujwvDB7gzwzDhYGBOImABHgyu9A5m1OFZw8b26NEHE8sWtafjo5nh2LIj03P7tKZyrkq8b/8pqwN6sWvx872S9ys+qsY7YfE43+WyVyb1dQjyt2Sov7r+JaBH1NRBNOTNwWwUFSFmcHhaIzw/kYIyPG2vWSQrCiwsjtZIUDeFIYQv+SirD+BEeai0YNKHoY0a9o0jI7eaL0CEAuvjy8zOvRjfRvVJID4VC6FLuFMggIRduBx7igt2xsj2U5ff0h3AvC4T52IEvlMK+n6T+KA8L5NT3XfCUJXfN5yfZ8aXRhMqIa3vEbDtae4RY+1c66pUZ5vX4M7ceN8R6Yu11sayPlOL6MgRS3V7ekd3v6+ZHeiknxNXTL84kdbD49f4pzMzvw/0ZqOsCVia4GiQ9hIqWTma8aMfjsCak5j1C1HZIsCO9QZlWQFdoixhobGnHKOa9c/EYLPmJ5PZ1k6dZbstDUxkhUVW1idTQuCBs6gLXTAY/Z1tY88wR6umAMb7OSrduTdwyKRI/nqhCj0z9/N74hO4+bfQdlFjd2G64rnWgieX/aMXniSeewOTJk1moa9WqVUhOTsY333zDbgQKZz3++OPsecoDohv9m/x+Vq9efbk3H2O8KElS3pRREyMsgFw9hGSCG1WXOLJVbdcAPDToRKVksc9vS2A5PRTeCvdwNuiuSzhS3IZx6RVo1hMTaBPLmPpCN1WioGgS+s7+FFAboesTXNHQLsXuXG2iQNN5uIsji3PruqAotHeisJH9tbM0R3UbH18fLUSsvwvbp3umh+GHk8VMrvd2Mseq+ACM8nNinzXqhUR09l6I5ec7wUMn69KumZOzZJQ7Ht3a1//q8+MVeGZeOB6eozu5mNSkkoa2fitnBgtSA0f75GBpXAh+OZ6vJD0KnCppxUM/7sXXdy/U+f73Vk3FznOJOkUDT2tgUrAjlowOwGvbTytJz8VirDcHjjbOuHNDMiMqPBRj5ThvrFs5ltkfpJfWYmeu8QZBidlV2F9UZzBnjJRTMuuM9HZAjLctjha0Mb8igj1ZJohpcpb/SuQMTUnrA1syDC9okghy5qJHJCcuD/S2HvB1CceOzGrkNOj2KqGrxNYcWDTKGxxw2PW3MsEfxbtzmCeSJh6d4YtPdFgwEOj42pvL/zZ1iLE7sx6Jejx0tpyvg7tzJvwd7eFla4NxoW56fY/IoPAtI0hPrLfdRTvCDxU0zfz6Q6i7A+ytuGjslLPtTpFMK5Gdzjc6C9sFUlS2dLExa7CgBVcnX8TUlzsmuLG2NANBnsrG0Wmy7IsTTFWnBaYCVPAwytcJPSIJius7WCNUen5MgDNLS9C32CJy89HqOLy3PY0lKdM48+y1cez8oJQE4skUSlUo1URoSGki5Wl1vB82ntVO3XhhYThrvzTcuKpaVuzcuZOFpgoKCpjCQyGqe++9V/k87Qrl63z99dfM92fChAn4/PPPMWrUqGFpWTEQUIjhpi9PaE1oBIpp3vHdKaTXamejKKrEvjlSiLf35Bk1iFNlDSWZaoIkzXmv7kF5P7P3nZM8cSi7GWWaTVoAfLFijNHS7fObz+D3c9oXKg0K+x6fjjCvPtm8qrmHJTqTApRX24YX/7wAay4HjnZWaOvko0csw7oVYzB7ZG9Is5WPqpZuuNvLpVi6OEnp2UiJSxqYFQzE+PuynkWxAXaY4Ount4v23w9N1an80AD01ZFcvL/PuPYig4WLmbx7t77f2cOaVqrTmVuyrjj4s5tPYH9aGzy5wLQ4P5ytbGUKg4edBaaGeeL1IfaP0oX1q+PRIRXjkwO5qG3io0PW97tT6FJfDlGcB3C+16TPkOqzJNqdEfoD2TV4Z1c2BEIxHO0sWRPW1m4ximo7mZ+Ngeriy4rXl0bA3caaeZjE+DspiQQpfTd/tRcZOgQ4K2rXEe0OC44YJS18jPJ2wrK4QLYgEIqESCluH4zxtlGggIWdnTnMzc0wZ4Q7Hp0zkoWldfnirP6+L9FdE2O9gJviL74NzuXGxqRSfH2skHWtJy8iHcMkQ5gjBz/cO3PQxIcWfpmVrThX0QyRWMpIxFvbM9EmVrfBOPDcXKxLTMW2C/KxjwLPdmZAkYGTP+XFuVq/Ic1RioRnUmeMddJWHbv5YolW6f3J52ar+WTReU7fQ+RItfHva4ujsGys30WFuYydv68q4nMpMFzEh0AKxbrdadiS2qg8Qb94YBLGBcnl0N+PF+H1xFy2aielZ9PTfVVi5KB8+/cn0N4jM+hc6+doxsqKNUF24OfLm9DQ04V3d5cY3M7XlkbD3toM//0zA10S9SS9gRgJktKkK1H1xnh3vHFdvPLC2pNRjc8P5qKxSwg3WwssHuOFX5IqWasLugjouFHLi89Wj0dckP7y4tjnE/WWlJ9/ZR5L6qWL+4lfTiIxV3f13k1xbnjnRt0Jh5/uzcb/Dhs+dvrwv2tG4kRxEyqq6lhS+cUgys0K40JcsXxsgPLcIZ+j05WNmOjnxhKVqRz7ncRMtPDF8HOyRmpZC6rIiGWAoOFqoBOqpyVwx4xwbDxdBidbHnJqupSr4pFuQLaeRWuQI6AwgDZEfAifXBeDGaO98X8H8phPjJe9NVq6hOCLxXCyMce5shZ2/jjYWCC7bnh8swaL5+aEoUMkRnUrHw1t3fB1sURxaYPB8+KtpZH46ngBsxNQwNuBAz9HO6RUDE1/OEMIceGhUygD15yDJTFeyCprQFUDH3Ni3THa3xs9QiG8be3wyO9ndVaZUVuYr+7WHpcG6sl1pYDG08L6NhzIrcCWc006QylvXz8KK8cbZ++ga6FFjXkP5dZCJJHBzorH2gv5OVsjvbwGJ4uaWeNZqnpSKDKqjV8NtSIh3DvZEy9dEw9jYOzvQ4RGX+m9ok+Yrvc0dwrA45qxxdzFti0x9eq6AkGT+Lrl4/HoLD5jvCTpqbLb+HBP/G+1FcubGenXpzqQI/IPSQWgDhTe9uZwcbBBeq9yRAmLI8OsUd8mxMIYP51KD61QqNFjk4ZZmC6EWpGfgjXig1wQH+iGP5KKUd7ajgWRAWpKDzVXpcThmeFuuGdOlM7PGhfijIdnBOPzo31kYf4IVzy3MFZ5gtNqYe32dNR2yhlWTUcPattKMCXCE8klzWjtFvWuND1YZ25DIBPhVh35UqQrKQYHGhhk5vov3uYO/eTAnWr3B4nrJgbh+snBrJ/PHRvP4mJAXcVzG6twKLsKOx+fh6c2pTKTR8KG5CqEHrgAfzdn5NS2sSouqYwzKNJDe3v+zYWIfHnPgN5XJwCyamrYMc+oUVcx9ZEeugpUu170F43bV1CLhfF+uH6cP/5Oq0BGeRva+ALMCPXArTNDwRdI0djJZ6vQjKoWPPCr7oaulwNlbd0oqOtEekW7fD/1G14rcSKvSI30EGraZahpH17SQ7+LtxMXjjbW4JoLUN4kwLcqies/UEZ8b1Y8tTCZF+OBbdQ0TAMyru5cF/LkOphbhapmARxtuVgw0ndQzsmXGhSepJsd1wJ/nWvSCnc9OScAK8YZH0JTuD+TESJ5AkX52bMEagrjuttbMa8nGsE6BRL8Z14s1i7XHotoTDWWOGQY2YqIfp8zxY2MoFCoakKIm06X8/78hqa+sgepOjzuFO74lxpXTY7PPwV0YuqSPomcvLcjiyWiElbEeuDlpWOw+uvjyG3oW7FWdlAVUwdIpbSz4OK7NZNYMqmhlclnh/JQYwTpoeqiF28cJ6+Y4pojwI2Hp5ZpE6nZ7+1TGhaeKG1njr2Hnu0zjlTFM4tGYnakNzKrGhHi6ogJEW5qF+fhrGol6VE4KVOaQ7CzDWK9HFHR3g1/BxvMi/XrdzX4wjXxOknFM4tClY0oab9mhXliV5bu5fU1Mfp7y0yL8oHL/lyj+0CprnYUxIuqx0YfstUZ1hwI6DSp7pR7X2iiqJ1u8v2rK26FP81Ig8DR5+ewhNb7Jvrgm9O6e53pw86MTrj3o1h70fMW5qzj+UBVpVBPS0ZiKU/s28M5OFku1/oy68tQ3NaFD2+KZ9cZvcaJnNOuEDw7NxTp1e0oqu0lPUZid8HgKgnteis56wf49qUhTpgb44fvk0tQ286HWVcPmrvF4BsYRiikqYv0KFrq7DtbrdaKhZSEX08X40BOHZtYyRU+taQFLywehbDeVihXOiiZf9U4b2xOrWHkh0a2RdHuuHPGyAF1sv94Xy5+OlHEzPyoY8ntU0KwZIwvzM3ATC5VFR9DTXWNxaTQfvoq9f4+Jwvq2e9PrttkgiouqMcyI8ZiTeg2Drh8MBGfKwBETl7dnqU2EP55vh4FhfuRq0PBoG7qHjZmuGNKqEHSQ8iubkEzmftohA88rQDVCMC0MCvcNXWUsguzrpUDheK+PJ6LMo3FApEgUoAMKT9004VWQd9GqA4T+dWtLJFyeoQ3EkJdjbrQiFSsyPJU65A8N8IFKyeFKwch2q85Mf5YXdWGjWfVvW+mhzpj6QT9VgaUzLfu+jg8tylNLc5uCGQIp7rt9FvXdBhRtzyEqFAk2Qwgp+OzNX0W8WtmjBgw8SE09CMyOTlaYcloP6ZM7coyvpY+ysUcES7OyKxoRV1jN/7ObFIjzruzGzH9TAn+OJWHc0NfhDdorF0ciWBXe6SWtaJjiBLM+wPliSY+Mw/NnSLc+OER9OciRq1YXr42BidzKvBLSjYi3FwhAwfNXQJwLjJNPKmiXo34HE6vwV+pFeiRSOFsxQUfHGRXtWFfdjl8ndWvm8sNCiNRM9OSpjZEe7syw0IFKJl/cXQD0iobMMrLBdNHebLwfHF9Jxqa+fg9pRiVDc24bnyIzjGSlJ4fTxShi1o3WMgNIzecLMakYA+MC3BlOT5dfBHrrzYhxN2o42KoCszNCrh7hu6xWhUUlajvJV321jxWGUz36XHFNtB+VjV3s1J4Q9DfefDywER8rgBsSS3UufrLMFDm/vTcCKyarLv1gCrcbK3BOIxUPXxgawFsv3MKPBwtlYlsiviwLtJzzcdHDKoU+3Nr9RIfQ5gU4gMLlLK8JVUukZjfwm6Ex2eH4vH5I4z6vA9vjsc10XVIqWxArJcLZsd6a628KLxIJbrXxgbir9QSNHd2Y9moYIOkR4GFMT6I8XXGu7suYEfvhKsPo71ssXp6X48eQkpRPRq6aCqRr8R7OekVg4dneOO2SSOVpIecld/+s38L/8GgpIEPb0cbmHHMjCY+cyIcMdrfDT8ml7NKl6bOHnkzRTqnLc3QLZCy8+iFRONL6S8V3t6dhxkj3BDoagNJwdCsgScF2iGpTP9AMW6EPYrqu/De9lNGGVPeMi0Qz27r84Q6W92AAFtgtK89zuRfHFuL9ekLd31+MB/v71cxbZSJ4WTNhRBmaO2WKpvqXi6czm9CVnUjon3cEOFjj7d2ZmJ3Rg0zcKVc9DunqY9JpPzQTZHkTa10zpY2oFblp8ncX6xTHU8urmVkhyZjrpk5rLgSRoKKGltx08QQ5lRO5zqN0wM5JrrIz8IwezxzzVijwks0D1CIrUsggo2FOftrYd4XTiOX5du/SlJ6ro1x5+BCg25yfMqIVk6XEibiMwxQTQZ7+c+TOJXXgbGBXLx70xydJ1xd68DyLyhnZWJE/20BCKMDnTA5wh2Hsvs6TVMp67wxgYjwtle7kPTFh0np6S80M8aAB44hkBJ074xgfH+0hPnZ6GoK+fGhIsyM8FJbZRmCMYaEtK8TwlzZbaD4/nhBv6TnjkmuuGuKdgsGImGKfdRFesI9zLE6gRxtm/Fz0uD9dQaDDbeOVzOQI3Xq/V3ZOGG8d+aAIOn1RZk+whPzKlyxP0//Mb1hvBPunTQa1D7xte3pzDXXxZqHut7YMH0WeToNl93AUEAgA1KKG1HlOHQW/P7eFkgykCM0PTQY1391yiitZpIH8N1R7Q8r7wLK843PJfK2p1w99cdivWywaJw8R5DysdRID/ne8GWQSETwdLKCn4vc2f1y4fXt6fjtTAXrSM/lFGKMnyMuVLWxMB9FZ6mK67tjusck8jf7/ngRDuc36awo1FTHKcTXLpUTSuZKwJewRaCNOfXZc2DjhaOij9AgoKgKpu9JKW7C8dxqbDiVi0UjgzExQn3sI0+jU+WNzAmeSvyJaI0NcMY5ZmApYKSH7tPjpPSQy7IqiPSoNn5WKD1XGukhmIjPEIOSwXaer0RFSzd+Se7zKUjMFSNx7V4cfHKGVvLeokg/bMvQXvFqnkQK3D4j2OgSSSJazy0cCRfbPGSWt4LLkWHWCF/cMEG/E7AmjhYZ9o6g0smH52g31zMWlAc0I9wLScW12J1UglwdCR+f7juL7++bi8sNWgmuT+rflfjnpCb8nXQYr944hhkvKjAx3BPejnmobtM9RXNEEnQKhPBxpBCmccTHlgN0DUFt5rb0bCXxoVXrl0cKkVIy0AYWxoN4X1phPWvfcNf0UKyZEIqHNiRDV9plUxPg42KFjPJW5lgslYiRWtLFyLICVzLpUaBHRC1Ehq7KbPNpw7/PB1vSjQ5QVfL7TyrvD0Tp3rh2LA7kVSIptx7dAmBhnBeemBejXFi98KtuBbFdBKyK8MCcEb6XTe2h65tID/k/UeufDjGZz8qz7ilTzNqSA5lAhh4xkFnZqEV8Sho6kVamm/Qo8Ob+Ytw5awR2nqnAjoxK1HZ3wN0WzESRSA8dpdlR7hgfOvBFmT78dLJYjWz+dLoOd03yxyvXyhdnt3x9UuliTe1vyNWaDB5H+TnD0doCuy4UI7uqB648LsaHuOHxH3X3pqNrcPVYF6xbZXz17+WAifgMsdLz0b4cHMypZSsYXXjsm6P4/ekFasoPxb0XZFWwBEBVUBP3bqF653ACVUlRfo8uLw1dIKL18pIxbDWiaSplDGaEumF3rm7yE+8KvLZ6ql5TM2OREObC/HP+Oluis366WpdL2zBD4TdBKxzF73WurN4obxgaAEi/eGzTBaXxIoH+PrsgGo9v1u0jRNE9Ox4X/q62oKyo/lJUApx4qGwdmoSRbeldGB9cinnR3tiUUob2HhE4Q0CopvoB1DmEcspo7aqqbx6r6GS3uyaJ2CC8UI8D9eHiVmw4UQx7Gx6EQhHyKdFNA3dP9MfEADd8fSQNZwfWEu+SgQoD/Zxt0FKtP88rxh7IGKJiLf0d3LRRMYD+zN6WQI2OS/KdVaMxd5Q3Joa5o2mGgIXOKbSsqiYXGvC0vHta2LAZ2KmWe+tTtym8JeolPTbWFpB1C6Ho00u7yxHKGDmk8zjASTu/sqWFj2YjhqqHN5zBnt6WQArQ9e7uxsMIX3s8Mz/6oku7FdClsBF+SKrA/Chf1Dd3abXuoPukAJHyQ1W3p3pLLvcVNGNbZjUyDKjAZ8oGvliiViDUOklTqRoumIjPECKzog2Hc2ohJg94PcjrlCeNaYa8vl4zgVU97Mmrhqsz0NZhhsSMGi3So8D4dQcGdHIYUzb48e4LyhL1xxeNUT5+07RQFptWDXdREuTbN47B1HDPiyY9ChAZWxkfiPcOacvt18bqr7YaDlCHcnIYpS7GZLNOjqNEIEOcB+btRGfCE+sP494ZsUiIcmeTwKLRPnqJDyHE3Y6t9p5aFIGXd+tviEpUavEoP3x1Qre3kKsN0DTAPGpKss8sr8fB9AbmJ8WjsfciyI+rFXBCxaDVyQYQCABNweunpAqIJF04lq1/VtyTXQtHKx5ae3TPLNaWUswb64OoYCdMffcwhhthHKBwgMeGOpsvH+cP0aliZNX3MXwqNvjfzePhZm+FJ78+jssFXaFmXVg+3huPL4zFtlOlOFpYiSBXZ9w0JVRJ8A2NN3NG8JCYq03Wx7uDebno8rQ5V9KCwoZWRHm5GB3yVgWFZqgZbEO3AO42logLdtNplEc5PTyzQtbvsF3F2iLAEqzvoZD6E1I4PcoN4zVCRQSBmUyL3GuCLFg1SQ+BuG6YtSWWjwmGj/Pg3Z418VeaftPVzMoGFDb2DRKqBTAU9mJ/VX0meklRtBWQpUe4nBPZl2ZAi+1kVg4vQGyAu85eb+uPF2NtorqxKuUmDSf5MRGfIUR9ezdEUhkM9VmMtJO7YuoCKT90a+oU4PNDA+8ArhmjHQgmvJmIut5EvPPVlfgttRJnXu478XY8PpPl+uzLrcNofxvcPnWk2sBBDTzJTZl6+tCKbbBSNfkQ/X6uEuWtfTNjgJM5HpgXjUup9BDpSS9tQ7uQDxuuBWvc5+kQhKmjPDH+tD1SKtWX5POjnFHb0oH0Wu3EHfKrTN16HsFOHHxw00TEBjhjcbQddmXpTkqta+9BdTMfAa6G86ZouKpsa0CQMw+lOvpQuNpaoal7YGEV+pSNaX1hV33E21g0aXx9vQoRo6uAPl7Se/s5udnghEz2+T0CEevLpQv51XIi4WpriTeuicZ/d2RhOPHiLePw3t4sNbsJQ3C0AJaP9WNuzV+smYAnvzmC1N45hdSwtX9noLDx8potGsvjnl06lhGS6yYH4oapwQMq3f78jvlI1FFx9PX987RUDlLR307MxLbUSgjE8qqnO6YaX+yg7BR/ugjpZc2wtODC3Nwc9d1CXD8uQOv7KO/lpgQ//HhavZ0CkZ77pgWgurkbYZ72WDE+WOcYF+xmD2c7c7R2SuQ5OzqwYIIvfjqjLZkQ5XO2sWBq70COZ3/oEumvoIjwdIGHjQ0LbxFUR5HSshplU2NNUhQz0htZve/R7N33Yq8xIoXL1yVmIb9WbmDqYp2DR2ZH4Y5pIWpKjybpuRTkx0R8hhCR3k6s87IOFV6J/7tvRr/KCyX2UU8YKl8s0pw59EBfjNYYkNKjID0K0H16XFP5oZsmqPLnm2P5yK5ohyVPilkjfFg1gj6jq/5w7PmF+Gp/llJ9ItKjb+Xww6Fc5evumm38YGgIpMhtO1uOLGpA04u8unbMjfJmDf7eWTUWPxzPx/mSJgglQkwbEQgLSJGaYzgwVdIqw8M/JOG9VeOREOCDXVna5NbLzhwfHSyALa8I/joa/Wkiq6STVTmVtmiHIm+PD8BHu/OvCA8N1fYRlAdCZ/VAAnTR3jZws7dEK5cDV3suunT4CSyM8lb2jOLIJEMaMtIEaQ6Ftc1Gkx5CmxCsxcaup2bhZE6jkvQocLlJz0Dw7aFc8CVShDrZIzrEhZFSVSLQn9svTWgPr9+HpHwRxocAn96xSIuEELHan1GHrWcr0UPVVJRzIwTWnzC+2IHGph9PFuNwbi07B4NdHWBjBfx9Jg/VLV2YGOSBiRFuakSjvUdbdSRiXtPSiLumx6Glkw+JHlWfFK8oNwec7mxh4TJikr02ZRjrCPzx3GL8mUw5gtrEx94MzKTVy9HwdU/HNqeqHU0dPQjzclTrgq4Li0cE4ncdsd84b0vEh7uw30hXp/rTNHA09VmDqF6vtLimcfDBH/Zgd758B++b7KkkPbQIf+9gBhTrQ0sO0NgDfHkoh3kIKcZvanR9OWAiPkMMXWKPqxmtJPRXdWmCBoqZIzzQ0NnD8oUyqrUrqi68Mp8pQ3TS7j9XZTBG2x8O5Tfoffxx3S7zakrPu7uycKqoRVk1Vt5SComZDP+ZFdWvxfn3R7KQWtqBuSM8cPvMCKx4OxGKFA+qCHjgoRls5fDcxmRU9PIQJ24OHpkXiV9PF6GE2iATWSppY+G4A8/MG1TujioyClvUSA+hqJmPo9kVCHCLZCGvF5aMZp9Bn3X3j0ko19ewRwO1QuDuX1KUBIAiZ5IeIMSVciYsWPNKT1su6jqEyKnuP+mipBMoyWnUClFM9OGisLVLWWp6uaEqHA1ker9+nAM4MlvmFZJf3YaWbhECXOxhJmtHaXufKjje3wErJgexnnY/Hs9Ht0jGiMZw4aM14/Dj0YF3fKfT5JuDOWil7NirGG/tK5JbCPCA6+J8cNuUMNY3j8ajhg4BUkobmbWAjaUZxgf1uf3SpH0kqw6FjS24ZeJYfH6Hm97voHyc85UNEEgo7w2wtDAHB0SogJza5n6JD41Nf6VVoLC2HVKyQDbjoLqjG931QpaHc6q6FF+jFNfFeeG15bHKsSq5SDdb/iuzG39lnmT/pga5904PUytcoMKWB38+g3TFeC2Wh8g+vWUcQj3slT0Fl471xYHcauxVCXeRdj5/vC+ujQs0OEfQd1B7n0O59UyNcbXj4f4ZEbhhvP5xfspIdyyMcsWenL7vC3OxwLqV41m+E4EWyXd8nogjFf23rZkS7KScV768S7tp8pO/nVXzUiOQUscRAdT7urixXUl8Al20Q1+q+M+GA/j09qEvajERnyFEaVMHLC0tEGwhhJkND9JuEfgcC7xx7SjMjTau/FwBGijunxGOpTF+qGvtwS3r+5r/bbl/EjafKUabUAxfRxsczVM/yRQ4WlJnFPGZFOqM9JpanY/3hwvlLazcUeFaShMcdUc4klGOG+KCEKLHfp5yaFZ9flSpjh0rbcMre9QT8Kp75U5/RzMl6SG0ioE3d2v7tBQ2CZkCZEj5oe/dcrYcNa3d8HayYV3EicgQgfnfrjSkVrSAp0fwP1veilViCRvcaXCigXLzmXSjSY8C8k7mcgLQ3A68tiwSTvbWeG1nNjztLWBvI89zKFKNC/UD2mJXC2BKuANKGoRIrebjTHXVFdWZfDB4cMYYFkJ9edsFlLbImUxpqwC3xHvjIS9HnCptxvQQd0Z6jmXV49ODecNuDhjmzsWsKC/8dWFwDV9/SqnFrIChK2m/XCDa2SkC/kythoulJaKDXFDXKmAu7c5OPIzxcWeuw0SC2rockV3Tgl+P5+F8vYidl1yUYnWCL15fEav3O3yc7JkPWRf7TSXMAoKUnzB3OemhRpflzZ0IcLHTUj5oYVjbKkA3X4AWNs7IYN4jVKv+ozNqS1otJgdWYFlCICMmkyIcUaEjwV4V1Irl00N5ysIFInQ/Hi7sIz29KBcAT29OY148y8f6M9djUrZWJgSisqkbZS09LI+OEt6pfF0sluFobp3O/aHv2HWhCody6lgzUFq4Ecn87mg+xgW66lV+xFIpnlkUjZlhTThX0YhAJwfEBDmydi6qSletgOiANiGn0ej5hWHIqe/SSqPQVPaoJc82DdJDkB9/wNFSnuemABnw3jLeB7+m6DZIPZw9PEUtJuIzhAhytYctzwztAi48zXiok8ngYGHGHh8M6ERS9ITJf3MRWwER46fBPbe2gw0I9lYWcNSjqsT59E9cCE8tjMPm07vRK54wOHPlj/eXWNjZI4S4dyShrZD13npkYB2FdYFIxts7ThgMCapCs0eRIezNrtFLfGgF+OGebJwqamR+MOSoU9Xchbunh+PmL06ynBlDCCTLUxWUN3chUcdF3h9oqLG15KBHIG84m1Hbjht8Xdm5Q0oPgf7SStcYKPKPxRwgo7odJUa6FY9w44KaMTe0ia8YZUgVNLzyRVLkVncoSY8Cv56tQdQSO3x863jlAJyYVc5Ij7EJuoNFYYMYe1KqsHLMKGw/r78buSEcLr+ywlp+dnJCrhny7g90ZVIop7y9G20FYmw9V8HCURTmaYuVYPoIL+zLqGKGhbVtfCUpVUyxG5OrsHCkHyaP0FZ+SI2YGu6GMyVuOJ7XyNQCKzNSAf0wNtgZW1LK8fmhPLT1iGBvzcXDsyKxKqGvKSiZ7h3Lq1Xrnq56SSm2gfbhSHEd5o/1YxP4e6umYue5xH7Hg4IGPrKqWxjxock/r0m3QtvEl6K5S4g/UysQ7GaHIDdbHM6tZ7YMHg4W4Jpz2SL2j+Qi/Hgij12T9lYcPDR7JFNyaNxq7RaysbiqtQcCiYwlwVvyqH8XBx1CKSN/+ogPtZ2hJs/x4a6YHOXOlGpbnnby+dRQF+TWa4fEwt2B6yeGar3+8Y2HcTyrGyHuwC0zRjNlL7Waxlb5seVxwcr+FXCzBh6cHaWW4Ez75Oukvz0JmWcOB0zEZwhBBOWuqaH44UQRGrvEcLDksvv0+MWCVgl0khzPq0dOTTtLoLbkcdHWLQDPzBL+NkCFypUa4WKJ6ycFG/3ZB5+fh7XbTuFCRReivHi4dUosypu68MupYmxLkycWWvOANVPUEwujfJ3hac9DWZtIGQOmiTjG2xleespS6cLLqx8e15VoP3uWhH2ooAGTgp1wy7QItn80Mf5vfwb2ZDew7fN24rGwyfHCBmTl1/c7yIW5WmD+qEClNEyfd76sBe6OVsjv7VtmLGhg4AtlLPmRPs3Oxpz9tivjA/DH2XLluRPjZYuDhmp/e6GghXwBUDKABdLYIHvclDAS9204ia4BTniXAl88MoUN7Hk16mFcBd5ILMDEcB92fdHEY8aTr14vhcp1uLgaj84bxfqR9deaYyDQRdpI8TTvlKJ0mIyKHpgWjBZxGzYlDd6zyc/eGj+eKVUSG/K/+fNcNYTmfJwubocUHEhVtl+iQjwyqht1Eh9SIwLdbPHU/ChMCGpEVVsHxvq5Y26MJ8vjendXJhpohUXKKV/EkqBH+TgzFYGuz60phWqkRxOq2oYDMSoVZL+zBM9uPoGkgjZUGMgTszWXT6FEmCJdHXC8SPtcpTCWnaU5y4mq6+hhlWtdAgnMOYCNlQXMIUNrmxDlvecRjQmUD/PB3mw4crk4X9eKTr4E1lwOzDgyWJpz0NjBZ4oPjaVe9pZMIVIFmY/uTa9Ap4SPWeGBzCqE2k3QYtTOksdysjQTqB9bEIvfU/axijYF6Ki8vHKKFumJeTERHb0DT1MtkLopHR/eOBoxbs7goFR+bFU+55ZJLrh9/Citqi5GGGv0r9TeuGUyhgMm4jPEWD0pCAnBbizsRUqPLtLzyp+ncbygCdPCXfH6iolGfzadJNSxl0iPhQUPNpbm6CYzN8jw5qrx2JdZhdyaNozwdsRDc0YMqLKKKrQ+uHk6juXV4c/UcvzfwTx0dbSjqEU+EJOnULuAjLDUEwtplfGfuSPw8YEcNLaL2cA9PsQZ988aqbfMnS7YSA9zVKjkaAwVDmQ34od2uQqzL78JPyWX4Y8HZ+Kx31JxqlcKoW+tahXB2ZoDvkiGIj3pFjRgxQXYw9/JGisTglinc8VgQb8F5eNcExeEjKoMFt4zhPkR1rg1YRQ2phbjUE4Tc/GlX8fXmYf0klaklXbC3Y6Hh6aFwMHeSnnuTF63C9Xtxk3lAxWF0yu7EOJco2arb4yBpiqcLDl4c/loFjZ8dXs6MjW6sRuLeF9bnK2SvzfYDHjrzgS2UqUKQaFE957Ro7d9chT/vSmWTXi/nbl0TteRbg4shDAq0BXHCpoGbZ64PNYJPI4V/k6vhT01Hra2QgMpI2LAk1ojzAjCmukjsG5bGkrTBq4u9ofJgTa4fUowXtt2cd3r6zv71BzFeUNOx+XVnTAzM4OHHY+R+65eu3KmUPZOQDE++vN8aAwL97JXlsnTwoOuweO5NUrSo6g2onDK3vRyhHmNZJP8qULj0vpdrYH5I/sWNQqQ8kPQ1/OKMCrQWbmdd84Kw5H8ChQqOk33goYM6qpOFVue9taM+AS52SC3tg2d3QJwOLQwk7+WtbLhyUN71Lz51+QC+Lg7wdfRGlVtPeBxOJgc5sJyKok8UV7VPTMi1NQeanj9zq4sZghJ+PJoNe6bGojnFkezc5ZrZqazaoz2/9s7E7DheB5zqg5xt8bd06IR5eOgNX8pSI8CdPfXo+n46p65WD7Gk4W76Pelb6H7b10rT3rWBNeMA3tL3fPE3HAXvT0eLxYm4jMMUISndGH0S4lQzPclyU34KzUR6W8ZV7JHqwofZ2s4WFugtVsAgdAMMqkUIW62rEQ6IcTVYCVFfyBJldSdylbqxstFSY98cnHg0cqEIr0CdkHm1bWohbxIjqUYc3Z1KxwseBgd5GzQ24dWDy9cMxVpKjk+Q4VyDTJV2iLGU+sP4JRGCJle1dgjg4cdB8JOechJE7MirPDGDQlMMSKypjpY0DGmxE0ioo/Pi8IfKcXIqde9M9MCgM9un8k+J9TXHtE+ZSiso1ClDGXNPegUSWFnJUFJowAHZDK8dl2s0pzy1IuL8UFiGj47rjsGHm4PFAyycokq4fQltiuO0RhH4IIB0alVIEN1Ywc+PZyDvDqhVtmrsbDldCFz7QKUNXbh472peHFrCkZ52+GJRWPh5kCTnu5VYY0UeGjjeVxqjA52h1QKBLvbobS5E9VNggETT8K8kEC4OFtjf04tW1iYcQQQywBnS+CVZaMxL9YX7yRm4mcjSA+9h85QYwz0FIgJ8ECPSIwRPnbYmze4jq4jLMEWYboQF+SOlrxmFNR39ebpqE8+lOOjqfYQQVKdoOmm2cIip75vW1Xn4B6pkKUEiCVSRHjb4mSZbiJOo7OtDRF3c9w5YwTGhbjqLSE/+exsTHnvkNbj36yKVbP0oLzMv59cgDe2nseevFpqP8Z8f1ztLeBia8FyfEb5ObGxedkYP6bWpJW3QCIhvysxztZI1Bo10797xBJGeuysefAlgtkhwP0zonDrRLHOqq7/Z+8qwOOs0u6ZjGUm7u7eNEmTWlrqRmmhUFisQNHF/UeKLst2sWVZ2MUpUKTFSgWou6dtmqSRxt09E5skY//z3slMZibfSKQFdjl95pnMNBn5vu/ee+4r51Ck590DhXrSo/+sxyqxKNafCcWaA81PZFC9enYMSzGbM6z++TQ3oTzToJ0XdX6JlPaa7O9p0T5IIhJgSUIAk0lp6hmau71IJ+7aFFwo/EF8LiKIKZsGOegxPW9L5IcGzOxob7T29COttIUZ10V5SrFqRoSeaJgjPJbaS3X/R27CLV0DcJUK4CoVw1fKQ0ufhhUwCuT9zEiPzE1jfNyGEaamzj44CPgI93WySdCQCooPP3Mp6+r6Pr0Gtd3azg16Lx3oU6ZGuOF0afuYpPTPWQgERHo7IzLeEV9y6GqsuTyVqVxzgY4h5bR13Su3z4pClI8TbvzgpFHXEk0Z76we0iehyfGuuVEsZ3+qpAXFx0pR3dALXYC8rlGOb3xKcGlCsD4s/MTyZKycGoWFbx0e9jmumBqCtzgEH3WIcwTyOSI6LnzgjrnxKNs6/DUNYUOmDa/sKzOarMUCqu/CiHC4Brj5w+MobupGz+BKVtHRhcy6I3BR/PZKtO/6+CQSgqVYEBeMGB9nlLfa7i5viI1nKxAdJAXxhvY+oKVHwyI/yxP8MHeiHzLK2vG5DRYpCT5CLEkKRmevAr9kVaHextTl6fwKTA5wZWncdYeqR2V98swNkyHmC7Etuxat8qEoIdkwXJ0cgc4eNb4ZFGvkDY5ryoK/eGnCsOYL0nX54XQ5Gju7MTvKD1dMDh42X73ySy6+MWjP1r0fJdanB/mxyAXVtFyWGI5Np5uGRSdodvr+wdmM8JFEQuBgt5U5BLhL8OFNybh3w1BU7M1rErAkhaiIMeizvnLjZNzb0oua9h4IeHzw+WCRGV1Xl27+e2xxHGrb5IzkEYm+b8Np1MgG9JEzmjFC/ZxZpIfeie7dpEJmIKydY4dHQyjT0EV1CRxp0/z6VovEh0BEbrK9h0WFayLYumJlQ/jztN9/68lKPLYtl713KCpwKNH8xp6Ox9RwDzx1aRw2ppWilbo2XSW4b2Gczc4EowFPo9H89maVXxGdnZ1wcXGBTCaDs/PIVHqtYf7r2zkLT8PcgINP2y7URESFOl3o4qRUgDWiQQXRl7w+tGM5/vQCFFd3Yvv5GlBZa11jF2p7gVAXIZSQQq5SwdNRhKbOftR19DC/HbpIuGp8SCeDuhsyKtrZAKbdyQMLo5mLua1y6rd9fhzdcio31nZZ0B7qlRWxWDwpGAfyG/DzuRqUNHWjyoqZ69wQgMNjEfP8gUMcAZOJDkBCXCBWJgfg+zMV2JTVqJ9A/3ZNgsUWUUuE8onvjuJkUSemhkvwxvXaSM/5mk6UNMsQ6eXCahBoV3uqpBmrPtO2tpvCz4GHe+bFMif4nOpmhLg5Iy7YFYte2w/DNc3LHjAnJSPhASQ3ovP/MZz/X14eDXuxCM9vzrWoMkuYEuiEdBPBxj+gBcWibp8Vgu3ZVVDaaVDDXY40Ylyb6IN7FsTi56xKvHOowuLvuoqBu+aFItnfGx8dK0F9ey+r/Wvv1dorWPxbAH+9LhElDa34z5GRu9HeOzsUKo0GiUGu6OlT4oN9eeju11pzPLQkAb+k5+DQ4Jj0FACujjzwRWLmcr72qkTMpMrZQWzNqMZzP2bDYOOPhVEe+Pj26XrCcLqkDXesP4k+pXZO0v0qzRl3zgnBw4u0Eho0Lindda6qDW9tz0bF4KAJdwL+cdMMTA61TAC4QCSlrqOXdUMRGRpv/GPneWZHZIoH5oWxGh9Hez6WJQQgPsCFMzKmi/is/vQ46ihXaoLv75phlfjYAirsv/fH4VHWD6+ZhPXp5UirHL5bsiZESN+F1jTqxKM1bbSkx9b1+4+Iz0UE1fRQeovr+ZGABrY10SodaAIwJD0E08c61MgUEECGacFOaOtVQiLk4+65UYj1ckVdV/ewri6K9Hx/uhJnK9qgVKogEZFvVA8+PVzEFmxbJoeChnbIFRq2KItI64G8yUjF91QZfF2dMTfGh9VM6QbE3qxqbEgvZL/Hpzx4DxDjxcPj18xE34AKhz9LG/YeMydE4FBd6bDnRVI7OEv5iPFzwd+uTsaN0zqZdlKMDaJghufCdEf65vWzjR6TtsynR4rQq9RAKuDhzjnRuHteJE4Um19o6ns0eG17Pose8QdvgWIYkR6CJf28wRIIBjq+HmKtABwRWH8HB/x9Z6ZV0kNYGO2FubHe2HKkFGVm/oBee7zTlr8HUFH812mViPSSoKyNw2RulPghuxGbshuxMn6IGHBBwrqcgnDbjBjUd8hBfT4SoR3kQiEchAOwZuNGPO2Z77OtFvcb4vIEMQJcfKHm8eDmIEZLTz9yqztw55xITA/z0reXz3/rkNHftSgBhVwD0YACAc72CHQbGmNUrPyv3QVGpIewv7gV+zPqmaK9LmoxoAScRJSqEqO+o5+Rn8snuWNGmDeKG7pYTRCNSWoRJxHYGRHeqGzphloDprrMZVVhC2g+uxCEh0ACrT+c4raeOV9WjpeumwdXqUi/yaV5/WxpK6pl3QhyccTkCA99F/CDC2KManwIVONjjfTIehVIL29Fc3cvEgM82QaNC0unBmBRbjX2FQ6tZYtiPNCnVHKSHsK8NdtxyAL5IeJ2IY+vKf4gPhcRlM6imh7DdJczX/v8eII8v07XtWCavyfu3jSyokXaJ0hFPVg1JQFeTvaID3AdrOjXunYbgtI1VNRIcVovZwn4FFaQU42Biu2MbLmIwz1dIOBpFxAiMrq1s6BxAGu2ZmJKiBv+PC8aicFawrVqTiS7ceHjAwWcz+/M404FdVFxclKQfjKhzofcavKvaWPiYFy+MrZCF+ERKHhYd6QIHXINHChELNewx9NCPc3W7eig4zR09GkOKzNDLGK8hahvVeivK3NFyV39RNSAm2eEQWwvQLmNQZzWPgX+b2k881FLfY2bNFNU8H8VJCJ9tn78SI8OxFsPFjczaQlDqQkdHHnAdal+LMpBY5TSsr4uYlS29aCnzzrp0cFW0qNLU0W7+aGgWYaurnZ0aaRw4cvh6+3H0myRvk5s03DXR9wFweQ1HOTCwy2zw/UFywRKC3X0cbPqzIZWLGFypkCcnweo3Eer+tDPPhON3s1ZbexGuDU1AHfPjWFpZb4dH17OfM4IApEtel8iYIaf5WKC5hnyEcuraUeTmU3M6SqS0nAwio58ebwU35+pYq3t1OV13dRglkInAqFrsDHs6rJGevJqZVj7Uw7OVsrYGkD2KvctiGEbNC6suz2VRX5O1bZgeoAnI0OPDgqzcsFyzPLi4w/ic5FBhcyj7eqyBas/PoIjZdoVbR2s1wZwoVoGzI31YekbXQhVpyVhuOugn70d7UGW782dchbxkStoNydi4WAu/R5Th3iKIF2V4o+Np+pgaGjPWr4VKqRVtEJ0shTPLUuwmtKL9nLTt8hSmkcX8cis5y44mRzhrQ8b0+Tz91/O4cesodqBl5Yb+8rYCl2EhyJZpHHUq9bmxR3Jo02jQGefBld9qFWAtQXODgL09imH7YZ1uH1qBEJ9XPHZ8WJWbH2SY9dFZ+OmmUFYOjGIdUrsyrZMugyR5OvGzlX8i9ykh2Bt2SfeWjVOaaD/JdAC/9CCMBzJr0NefT8jw7SEB3uKMSfaCx3dnbhn/TEsifXDzXOikRTkhsbOPpQqlWgfrPUYLxDpoVf86EiFge6Tlja5NtYhwNUBM/sGEO/vijTu4AXDVZN9cVVykNFzRD48pGLIyMHWBFMDh6JetICvSg3BxrRK9AxoTXTlJjU8X6TVwt/NHqtnRJmtefwpswbv7stDh1wFVwkfDy6KN1JhvhigOWd7di2OFZMKs9LshiXZpGqAolpEenoUatYJ2tytYI/nxvgyy4uhBps4vSM93Ztze5f1KvDpkTKcrpTp359ks97dW4hZkd7DIj8nClqYBAF14/3lqiFLoylBrtiaO1wHiODyGyGaOvxBfH4FjDfZ0eGN7bl60jMWULukIemh3cCOnFqWZxYJeJge5o6CmlYcKmqGo4MaMd7OKGrqYmqiga4OuHNu9LBoDykm/5hehfx6GUh4PiXMHVcmB7FdGdk/BHs4YEtGJSpbBlj+3lliBwcxn7WMV7d0o7mzbxjxMR1IJM61KN4T+/JajNI85nBVUjjbPb2wOQ1b0tuGLd5knqfzldFpesyIctG3uZqL9HxypAiyXg2LrlBLL4GKAUUCFZusKYCme94WtPUoLbZLt/f244ZoDzg5CPCvPfmcWjChXiLcPS9Gv/OldB7t6qzZOkwLdMGlKQF4dMNBoxohU1DXaUs7YM5k49G5E9Cv4OGZHeNjHEr734shuuhsB3SO0ah1LKBmguWJwViVGoHq1l70ypXg2WlQ2ynHC5tz9RHStKpSfJFWhmcvn4TbZ4Tjm9PlqJKNr0ubjkZxHfeOfmBvbh3yG2SYG+2JaB8gw0wj2sJorUIy4UBWA9KqmhDv7YL7F0Th5Z9yjVI0KxK8sWAS+ZkP4dnLJ7IOJUp7/ZJWhDMcX/OrnaVYmRzKSXxo3vj7zzlopB0JM85VsseUnqf5oKatG472IgS6S/DxoRwcLWnF9DAXPHfF9FGbL5uCiMi2zGp8fboCvXIFBHw+AlwEqOLwoHvvriXGPl31HcySxcOBDweJGGqNGu29ahZl1xEfHbEqbJQZdWhxpflau/tR1tzJ5hiiRvQN6RRQBDm7usWI+Ly4OYuJTmqlCEqNlLevmRGOD46XoJZjwDy2LA6PfpPORBudRHzcNiv8ohNNQ/xBfH4HoEFy67s7cboBmOkPfPXw8FwpFYa9f9R8d4+t8HEAnrpsilGkh0gPif0JwMO2M1X45Jjp+1CLZQhmBHkiyt9lGOmhSM+2jGocLaFONAXUah6aewcgFvCwKjWcDeZZkb7o7x1gbZc0qFrkarTL1cwLyEFgB3uTCYd2bH/78RxalYCHAHjhmiQ2kF5ZmYwE33J8sL9kWD2MIe6YEYSkUFdMem4HuiyQpDv+fYQ1UuvSASRlT6quJHDGhfN1bejq08BeRLU0Amg0Sv1E3tGrZh1P5MP2Uw73zogL1jRiDuZVIsDbCc58EWtxpanNdN9MHYCGTsuUjnjhigQ88WPOsNejzbi9SoK4EHfcPksrAHmiwHJCZEFcCKhN4tOTw6/BFRPcMDnKm10HR56YjzlvHsRYce+CYCaQV07+JRcI4W5CuDtJIOvph71YyCbLHqUKVU3yEfmNjQUPLYzRS2PoSCtFTf/6w5lh57iyU4O/bspEfIgLPF3Hz93bVrR09yLE0wm17X1wcXQHGocLIl6Z5KyvE3x4wxmDcVCNJD8HfHpbKtIKG1Hd242lkcHDSI9h5IduZNfABeJCpro8Ohw9X68nPTrpBXr86o4MlLcq0N7bB41KA0N/6OKWdmw6swv7n14wavNlQ9BG7khRE3rkCjhKBFAqqRHBDlP8pCis7wVtXynQ88lDs/Qbvn2Z9dieX4t+ZSdUaiWaOrXnuLWHolYC5gyvA411Ij2k80aReYrW02Pq2BKZRH4oTUoOAAQ6Koa0xUsqNYr0bDhdq5+PaORtMFDeZhY+983Dmq8O4mjd0KS6dkUMNp+tQXufAgEu9qiV9WH9sTK93cevgT+IzziA2veOlDdjapArY73mQoqjAbH2lLV79Y+pLIQEtUyr5GvbR1KeqEWUhxgz45zRL1egtHEAsyLd8eCSRKPWThowFOnxlIrw0aEys1ol6w9X4obHwxjpCVuzXR9xyHh+MfLrZMiv78KAYgDO9todCrVckgI1CSY+tSETXCVxNMDkCiDQ3ZkNXt2kn13Whoe/O6f/vWYl2GPdQFqS4I+39ps3kPz2jlRMjXTHk98ct0h6CFzlx3SkKQLEFfnxd3WEkE8ChxSGJ5FDrcz+nAgnuDg6ItzDEXPifFih5S9mwsIjxekmNYq25YKnVMNOZMcMAZUDQ4SJphaaVKvbeoxIqU5/6f1955FW0gS+PQ8OIimr1RgQ8Bjp/cfeLHhJHdBkpV7EXSJGRk0rpoc74lTZEOW8fbo/poT7MBVa+YAGno4C/Pv6JKPzZ4tQoiGmBDjhQEEDIz2m3WrjhaVREtw6JxGHixpwrLgFGo0aajs7tiBeLNLz0bWTcOnk4S3TJB1hRp4GdQNAXfGv43gtFQrhZG8Hb2cxqmXc81FDu4ZFfyvruoeR/3P1PdheUIanF6fYHFmZP8EDX3I0jMyJ1i7oXChuG/p9w8v6ZEEnxPaAmkdK0MP/jp568usD+PSepWOO/BAhoW44EZ8HjZoHjUbFNgaR7o7Y9PAU2IvsjMoKqOPrk8Pl+mYEdzFVGPBY2txDIsTtsyOMGjIovUWRHnoNIoB03ylXsOdFJusTCSpeOzUI5+va0WpYb8AUyuuxMElLPk+WN+jHqdgO6Fdrxy09r9NiIlL48b2Xsu4y6iwM83ZCZWs3ugaqGekhH8KAQUseitbrfM7Goj83GvxBfMaIGz44pq9k35zdyJSCN94ze9SdA4Yg1r76/SHSY4hb/r3dKPJDhciW8OrlsXjmF+Pi3+LWfrw2IcqiOiYNGGqj3F9QZ1Ggjf6PujlMOzkMSZuvIx9igYAt+pSMoVbrewy0MbhAE9P609WQiPngaZRYd6zGbCfSuwfO4Y3rZrD6IQrOcsmxxTkAqdFanYoTRaNfICjtFbtmO5sM6Uznv7KMEcbkUDfMj/HGvvwmdPVp/WqmhbnhgcVxrCuNJqGtGbXYO0LSY00U0F3CR3W7mknSO/CNiQTtzBQ9A0gva4a9QGDUmUeT5fNXTcL7BwpxpKgFHT19aO9VYUA1gILG3sHXsSxsR/GIDw4XMQNJmlCmBTlhcbwf4v1coYQGnxwuQmvPAPxdHVDfOYC0smZ8cE0S7vtRS35GqnqcXjuUzr0QpOfSWHc8vSyR/TzBzxVdcgXK23owoNSg0TAMcIExL8mXpV5MNWbo+nbhAU2/MSGS9p4BhHs5o6W7Dy72ZvTEurtY27p8YOhqJg0jnS9dSc0AWwRtXQC5GkaI6L9981JObZ71R8vwbdpwzSXWOWlHytlCKIj56KSUTXCilqLgA5CIxhb1oXMY7umI5u4B1Lf26AvRD5a1YVVrFxYbyIFkVXTg65NDpAeDIpVxjhrcNj8C08K8h3Wh0jxD6S1dXSbdk3cZVxRsd3ot0iqbMD3IETtM1FC3nq3DigRtcXSoswGxMhh4hs8T6NxRo4gOdA1TeosiPVo9oj642QtZiQJJrRwtbkBb1wDcnUSYHeU7LhE1axi/0MT/aKTHtH2voLkPnxzJNkorcIEq4v+69Ry7NwdanPPM2OekmdSm0k7+nplDBn2GWJXqjbTKeu7vcM58ZIRAOw7SjmgncQ4ruHV9usX/Jwl2ykP3q1Twc5Igp8R2i4EPjlbgfQukh1BGve2Dn/mxyyZw/s4zK7Wmlh/ty0ODDZ1IUWbqqcm/R7cE0meKeHYH27k89S0Z9zXBT0LpHw/ckBKI++dHM7sLmuxyqzrww5n8Eav8WmvQcZTaI8hN+2GpCFo3sIkOSwRAswJ473AZbv/8ON7eY0yAaVJskA2gWdaDli4VelVasmQrIaH4DsmGSEk3CEBudRcyKuvxyPrTWP35GRwtk+F8oxzHSlrQ1t3H9KEeGyQ9v0XYi3n46lgZbvjgEB7+/hw2pNfhRJkMUHZaLeIeT7z1cy5ya8mnSalfQGhOoE3V89doidmFAhXjjxQks1VU34GjBS0Aj89qyAxBV6fEyRVFzV2IcBtKcRia8UYGioapNNvSMLJ6mgeIz6+a4oqcV5ZxEicSR3x1UCLCFEtjnOHrIUG3XAH5gPlZhl6VIi2WQOeLav0yK9pZxN4QtC48+8MJrPzPHrR2NTKDadPuuz9vyGSlC/rP3djOWYtX2QuoNTzOjjWK6kR6OTOJD/ospA7NpcJ8+6cncf/mc9h4tl5PeojG+DjYwU1En1crIUCYnxSACAo1GYAe0/OWQFEdqukhskORHrqnx/S5fzlXg4OFzThf383u6THNoxcaf0R8xoCDJdzVe+nlXZwhRV2e9Llt6Shv157cz1GDpJOFWHfbJcMuYGLn8e5ALgf5STWp9KfdzaNL41DZ0YVd54f+YGWCN/5yeQoe+5rbRVo1YJ37UudTXff4bC/JJmLBBDfMivLG09+OTiLfHJZNHCqWWz03DBnVjdiaOxTWvi7ZF3MmetvkfxUiBh67Kgk9/Uo8t9W2gty4F3fpf27vBkrzW3Hw8Xls4NP5IcLx0eFSyEc4rmn9sET4SNOku7cPZe1DM6h6cKG5ZZ4fNh7Vkl6NCqDL7v0Dxn5rtCPMqGxCyxhb0nWXCCU5duYPL7LvUwHn63vQ0N5jc7rIjQe0X+TIxrZzdM0MT5+kW2mEG6krfKiLAH4uYpys4s5b/XK+ETKFGlPC3TE32he9CiWzYiBV4sWJ/uBvyh61R5g1cCnzWgMtmLUdfSyyQM0KdM3nVsrY9UALjYeTEBWtnUgQOeGSOH+sqGo3SndRjc+fZ060Kdqj61bSqQvb0jDyY3q52Q2Hs4MI10X645vTlazGx9yZvG2Orz7tzgVK45Gf4fHiJna+or2d8PDiCUwwkUjQJWv36slzGbVOmRnZqa/tx3MLw+HqYo9DOdy1mwo1+XKVorlXjuUTg5gatA5EHrZllWPdwVKmpj3RX4DnV0yFO9VeDWLH6RocLB6+uNDVKFKoWUchZQtJQoBAhPuN61Lw3v5s1HWo4O/KxwMLE23KblD9JZUiGDajkD1NVk0Ha3bxoO60LjV7vLSzz6h9/0LgD+IzBkwKdMa2vOFh0wg/bV7VFM9uysDG9OGRl3N1cqz6+Aj+euUkIyVTGtBf3r/YKF2kA1eBM00Y792cihOFLShoaEWIkzMCfB3Q3q1g7a47CoZf5MsSrKsTr/ibeZO+0WBBtA8WxPthe2Q2dpeMz6pG7ul3LBhSlCa8fXMqrs5tQmZdC5L9PRnpeXd3jkXSQyrFS5P8WX0LkZ4GmRzPL49BXnUN0st7WFfX9xm2p8geW38I3z9+GVOo/vzYyEkPYVG0EDuKzMd8aFM5YJA60IGeKSrv0qs360A//3ndcZxZuxzfHyvDR8fyUW2uHWucQV+frSs2IMlXihBPPn7K/X2oRtNk6uPMR42N5rvUjpw/GKXkQrinlKUKz5S1wVkkQIi3E6tb0akSL40VYnvBWMxcxg+0fZoa4cauuSA3KZykImbKKbLnwdeBD5WaD5VSya7/IC8Xtsn7901TcZVBV9eSlECbSA8RiNOlrczp/PVf8hmxIjeoUxYE8igK8/EJ8/IelU29WPuncMyJ8tF3dX10uAh7DUT6pgY54YE5CWxeplpDqrWiKK5uw0rvsTWzBr+cq0XbYK1MfZcM7d1Z+Pj2mXjx+0Mjihj+ff+QFYzZ6JOAjxaZAgcLG+DjHMquD4oM/nNXHtYZfN/MOiVu+vAkTjy/WE9U0mpa9P+vq9nRQdd9StIBhhpARODevH4m6wSj2iBLpOfbo6XYmF4Oqboft82ZxLR+DIuZyaaDOiKIIJORLaUalWqN9vkLjD+Izxhw7YxIfJJWjjrZ0JnysAfun5M8LNqzK6uOk/ToUNwygC9PViDKx9ko8kMXVtHay6x2delAF9HsOC/wBcB3ZyrRla2Ckz0fVyUH4oqJXvg5d4iorZrsh1kTLCvDWnImHi0mBLix4/PRXcs4X/+26Z5Yf2poUFoCHeXnl0QMIz06ENmhmw7bsqosvl5mTRdWTRawQoGWrn6WNpsf44u7Zg8Jef2Uoa3tsQWkqUY1AebC1bbAQUITj3mTSppiaT4h2xFTnKjs5kyTUUH4hDXbR6TYO16Y6A+csiF68o8bJkPI5+Pg+UPD/JZ+i6Dj3GQj6SFQDUbLYHeRKVyFQEq4J7OByKuW4ZtTFZgb7oOFyf6MHFAK462bF2L780NRxosJw4J0qsi4cooflkT7YVtuLao75CCVHiqmlQr5jLQJBbSjBwKdhLgyKUhPcGKCXdDS34d2ZT/Km3rMqgUbRno2Z1RjT14dTlcOsXUaHVxNHzo8tcG8BhVhWUIgmzsNDaanhKeydvtTNc1I9HbF4pQANm8dK2zCx/uzUStXIUgqwN2LtNYblDLOq+7Qkx6dplhOoxzHCxuRXjm+8Tmag6qaenD5pAD09KmY6SkRn7waGT7lIHn0+3/dnIF3VmujY6mBnvjytLbUwpD0PD4vCC4OEhbp4RI+pDXJWpRnxduHkG1A6tN+zIL0xyx8dkcqq7Ek0DoX5e3MJBBau/rRp1QjzldLii80/iA+YwBdZF/dORvv7M5EXkMvIr3EeOzSlGEtejRY/7HDuoIysWjaRZieeBps3zxqu5cX7UaI9LT1KhDkKmETEe1Enrs8EVcndiC3oQ3JgV5WSc94R3p0MOy2oInqnnU7kFaiQWokj5EhQkal8cAxhxeWxOH2BbaLDAa7ilDMQszcoKmpStaDu+bFsImEXNlNu0MKXls+IkJIuxgydtVNhCMFLXg/nLPszs03U4tkKR7wa5AeQrdKAmeBHJ0WDoa2/p2HMC8HbLhvJp7+7gTyB7mwFx9oHsc1hF4vzB04PTqfUSOMhNtWc2i26ED7phZZP/bm1KBpMD9zsLQDP56rwEtXpzBzzbU/Z+NiggiOetBg1MVRis4eOboGNLh/XjhuTI1gi6HIns9sbOplFA0RY36sD/LqOiDrVcLDWYLrpwRhUog2xborp87I+BMoxrNLzasF6/yy9pqQHkNMX7OdM/KTUWV+JEzwluDmuVGc/0ft9IYt9aSl9PyWc6gY9A0shRL127Lx9d2zWG2SyqDc3rASqHtgAOQ+ctT2skabQNntv28vYlFpmqsIp4sazKZct51vxTMdfczodNm0QMzPqTZKd82PcsfDSxP1ekcniptHLDhIkR6uuZvmmxs+S2NSIi9emcjm1SuTAyHNtUOHXAFXiRCLJ/qb7cYbT/xui5tfffVV8Hg8PProo/rnyG/1pZdegr+/PyQSCebNm4e8vPERTDMHyqu+cu0MfP3nOfjnDbMQ6zd8x0K56BYbUgkUOjTnBj4SEHnq6lMx0kMhZ7qnx0Ss5if64qElE6ySHkL2BVKIo9Qd+XsReaAbpbv+siJeT3oIPz06D68tj0XQUNqaE8dLSlhayhy+PlyMu9adZPeEhy7VFjdbQqi7NqVAXVjmBiERNt2Zor3PC0vNk6/vThaxepprp1FAfuTIbezE7TMsFxBW/TodzKNCXqNl0qPDDe8cYfdkm6IjPYTxJD3UDnD8r5fhzqXJmODz66rJGoLqrTakD5EeHXKa+rH+SAEqGnvwlbWw2TiD0jT0cRrlQGtnL7oUGjiI7DAn2p+Rnj+v24mbPzuDn3KbEOAoxv8tmcBIzPOXJ+DJpXH425WJmB/nqycwxqRHi1d2FbJiXHOQyQdgSZDa3PZgZiz3RJIgBXY8vgC2gFJI+7Jq9aRHh8KWPqTlN7Lo8NJ4fzYfEHSzkoeUh6lhPnj0yhnDXpPmkO/uGrug7aGcQhbp2Z1Vi6Z+yxN3g2wo4fb5nTPw/tVJWD0tgN3TY51OGgkO/uWnXHZPj23F2u3c1kE6fHayGmlFrfr18+aZ4cxG59ppIQi9wLU9v2vic+bMGXz88cdITDTubHjjjTfw1ltv4d1332W/4+vri8WLF6Or68LWCFhaJCnv29I5gPgQy3YLM0NdsXpG6LiE+Yg8UXqLIj1dvQPsnh6PlFSZ09WkS3NFggsWho/evf6aD08aPX78pzxc+95R9vMbv2Rg2b/2oEomw7o75lh8nX1lCtYhce9ne4ZNmMveOoDndxZhX0kbu6fHREAeXRBh9vUmejtg/kQ/9jN1VmRVtht1WJhGfogAFb22HIsncnfUEY6VtLIweJyPO0bjjfzhiQpkFo5e84eKn01h+Wo0hqcdmZriooP2oZRqWPDajlG/hp+V73r4teUsxeHnLMWNU0LwpxRPzA51xuII8xIPo8F4ygn+fL4dGVXjEJ4aA8iQljyibr0kAvVNPWwDs7dkKNrxdWYd7vz8BCMLNKfFBxqnMF77abiZsA6PfKqdB7gQwIxHzadZuLYW9BlevXaWnpAY4rkbbCcd5IRe09nLeU4pSkzX0VWTg3DH7BDWFSe1IwkPOzw4P5al8CYEuODHe2ewcgV3PrA0Ushqbqoax15gd6wKuH/DaTy1OQu/nLN8bfi6GLeLU+SH1Jfpnn2Xll4mMEiCgz5OInZPj+l5W2BJOFaHczVDn5GOG2ka0RxZ0977R1cX50Ht7sZNN92ETz75BGvXrjWK9rz99tt47rnncPXVV7PnvvjiC/j4+GDjxo245557cLFBFf4fHs5HZXMP3OyJdHBHJv55TQLmxPiYJT0L12wHeYvTcr3fQgEfLdDE5unCvn5qCEt3NXT2w10qZI9HSqo2rVnIugtMsX/NQhYqJVC0JenlPRgPnKnuNKo7Od9Yjy+P1cPfWYS6TvNJhLJ2uimwq+ioPlROEZ7zTcalhPSYnn90SSzrasqvb4Mdj49jJfWoae9DsLsEd8+LZTu3g/kN+OhQgbb9UszH3QviUNHQjkPFLZgX5Yl7F8cbvTaFghfF2mFfwfCaDSehHE9sPI1z9Z1sMR8NstoUzKNpNI1XWkPHoZ1OcoAUkT6uOHC+Hs0mgmVcaFFfJH8IExBhuePbs2N6Daqq85YCd8+NQHu3Cp8drWCRC4rt/POmSWySJe+41p5+HCutx/n6Tkh5aixPjsSts6Nw83rubsiR4qVLI/GX3ZalI0aC5h7bjc/ourlpaiAyi2qQOcbIoOE1uDo1EJlVbfhHoTaaagrSCdtwuBir50cP+z9LSuDFFiqAaQ5bPSMcAj4Pv+QMX+D/cn0SE8/T1enoCsGpG27vk/Pwz11nsCunh6Ukqcrots/TsCpVm3oxByLf6XUtSPH1QIjHkDqy4cgJd9duAql26cnL4rE8IQhVbV2I9HbRmx0zb8JgN3x09xJGxig1RmUMeU3jE66lkgqy+emSq0DKFgZNnnp8tGqSfu42B+q8ImsJc4KD1jDVHzhjJRjZ1KUle3Qc6PwoVGp2fHTnK9BN2wl7ocDTEGP4HeHWW2+Fu7s7/vWvf7FU1qRJkxjhKSsrQ0REBDIyMpCcnKz//SuvvBKurq6MBNmCzs5OuLi4QCaTwdl59BENivTc/nkaznAYRhKIc08IdIJULMCay+LZjogLXLUkJPu/4M2DrF6EPmH2a8vZQv3l8TK0y5UsurN6ZhgmBXkM6zwYKeh1b/9iaPH5/NbJ+nC1DjPWbGcLzG8FOx6cjbXbMnCievhqPTPIARsfmGf0nKkBKxHIWz89juLmPrMCecGufBxZs9ToORrE0/66g+2GLzaoq622dcBq18iVid5MPdtZKmD6THnlrdh8rhw0F+4qvnjifL8GnMjV2yBN4iEBHlkSg2kh3nj46zMoMpHr9RXDJq0nW3D9ZB+cONs4Stvg4bhlSgBrwX7vsAU30N8AFke64ZO7Zg57PnnNdrOymPODgc/vt1zTqOuqWv7uMf1zHhIeFCoNXKVC3Ds3GtdPD2ERBMNFNb+iHU9uzmGFvg52QI8asOcB628fKro1hLGtBrA4ygVVHQoUNg8Rt0RfJ6y/K3XUorWJa7ab9bizVdqCKIIj2fuQbLwdoFKp0WxiWEibnuJBoVVLoMgOpbcMLSZIe+ftG6fYRHxIL+nSf2vT1JaQ4GWHO+ZMgItYxIrcBXZ2LKpGhfuB7lKzliPjsX7/rlJd3377LSM2VN9jioYGbdUYRXgMQY91/8eF/v5+drAMb+OBE3lUxW+eyYf7iBnjd3cQmU1BUaSHC+R1pJu/OwfJ0adHS1HS0oOO3n4UNHThX3sK2eRgGmIeKYjkpK1ZiK33zWT3pqSH8Jc/DTn0Xgh4i7QFiLYOgxNFdQiiVYsDQtVwMkRkh3QjdPLw6SXNKB0kPebK7Ko6VPhwr3H9GE0ox55bijum+yLBT4RFYRdHfp2QEuhsU6vswEAH7poTgbvnRDF9putmhePbBxbiwzsXYnHExfd30sHPZD69EJk1Q9JDIH2T/TnV+PpE6TDSQxgv0kP47mwjls81diQfC5L8XHDdVPPpVVsxxevCnvPZEVorAwIRD6ozJCVinoUpad29Q7V+5kBz2r/25hs91yrXwF5gh7YeBVMLpwVYOUh6aFGl++zGDkYciPRIJQJ2P6ABcmqbOSM9prYae4tlWJkQiMUxLkj0lWJpnCv+ctXEUZMemkNGsuLMj/PkTJsSxelSAA29KiYUa0p6CDSfrXrvsNnXnjlYc3nDmweNBAedhXZYmRLANku0ubMGinBFcO/jjZDTrMbjP+bi6c0Z+OF0JSM9dI2QThWdrwuJ3w3xqa6uxiOPPIKvv/4a9ixtxA0qeDYEBbRMnzMEkShiiLpbUND4TE7lHV0WxczyGvtZuNZSCorSW7biWFkH7KBh1g5OIgGau/txoqyOU0H69ve3I27NdnZvCyg0OinEzWyINCF8+E5pPDE9WoS/XZWMz26bwgqeV6WYqDeagHYK987mDl0frtPu4iyhR0HqKVpY2nTsyR9eSkmT63NXpmDTAwsQFWi5IHk8QcKYtuBc1YARyTPEv2+9dEyfwXMMLi31JpmPi5VZO1zWi9za8RXSNIcPD49PvIdqR3YVNeLf+wqYXchY4OMhYOnhC4FIdzFuGuyWImuC3Xl12J3bgK1ZlSR/zLmRyX+Z22rCFKR4v89AY0eHXoUajmI+00iqae9miygtprpFNc7TmaVQKdIj71Oye1oEPcT2LPJLxEynHHzaoA7FcLh0DPTh9Wun4Z83TMEr10xl2jY0z1IXqG6+pU3n2fI2FNZ1mq1Zod/dml2BkWB3fgtWJLliWpAjQp35iPcdSbUecKq2hxFPUxDh0WWn6J689CjC89CCKCyc6If6Djm+SitDRkWr/vuQnlJxQ9cwdWrC/mds60Kmeba5D/j8aBkKq2QQ8u3g7WR/QdNcv6t29rNnz6KpqQmTJ0/WP6dSqXDkyBFWzFxYWMieo+iOn5+2OJVAf2MaBTLEM888g8cff1z/mCI+40F+kkO8Yc8rhaUSioUTvIwEC01BTZ+2Z/JpR6WGgwjoU6pgL+RDpOGzjrJFz+8EqdcQXTBMvR6ssqx9YSvILuPDm5I5uzRGgo9umIRHv80aFrnQaFyxJauSiTC+s73AalpNwuezkOyb1yTgqR9zhqWraBdHwmnmnJ8nh3nBw8EOTT1qpjZsDnEB3ESQBi3fjo/pQd74gB35sUNKxqcWPovY0USBzAxSo8wvlUTa1i6LxvM7uB2vraFllDpFI8W9MwKxKCEIH+w5hf0VYxf4yaofnRGFo42FnLYgxBEI9aQItAhp9ZYPpKcAyKppRZCrCGE+9shpHH2K8kSBAk9f7s+6qcYTt07zxmNLk5iViw5/u3ICPBzEqG6rQ5tce9587IGWPsBZBGy4e7ZZAUPD+kXagG08y9051K2g+UIFb0ch8w2jRZRqRih9QovqkuRAnKhqxc+ZDegeHE9OYuC7rGr8mFUCPt8BsYFS3DgtEkk+VOCuHb+GjaPJvu5GWja08K/bX4RzdR1I8ndFYrg71m7ORM3gZTU/0hVrr0kZ5kFFc7O/kwAFJKo1AhTVduPWObHs+/zfDyOXNChsbNertk9Zsx3mtkxUTjE51AWt3XLms+coFqC3Tw0XiQgyuQLbsqrR1admxrQrU4IZATQErSsr/rId2TZETmUKoL67F3PdfC846fldRXwWLlyInJwcZGVl6W9Tpkxhhc70c3h4OOvi2rt3SOV4YGAAhw8fxsyZw3PMOojFYpYLNLyNB0j4afUllkPRKUFDwnpc2PTo3BG9Z0evCoVNcrR0KTHBz4UpvSa8tEe/9JqrN7M18mMJSxP8WTvkSOEqAmI9BUgNc0V5Wxe2PjIHC0IAD7621XN+tCfr5ChvkWP1l+k21RKt+TkfT3ybjuVJAViZPBSNMmy6I1Eyc6DCyEcXxcHf2Q6Swc9hCpqeH108RMK5MC/RBysTLZ9jW2GJ9FAHSbQNbaAUV3zrxrn6MP4bO3LZvSHSyobvon9ryCyuwbenK5A2DqRHh5HYIoY4A88sjsLupxewyZ1qUsYKd2dHzIqLwbIpkXCyMO/T/r5qAGjpATJrByCzVQbbDCLcgZc2GXdYmkI0ikVlRUoEJr1srDj/wrbz+M/eAuwvGjpvxNkCXEV4ZHGcWfFCqjN8fksWXt1xnt3vPlcLpQUvRGcpH3+eG83GMREpKpSlmhG6p87bv62chJeWxyPaU4hQKZAU5Irsqk4cr+rHkfI2fHy0Bo98k46wAGfMizTu7lsY7Y5FBhFnitqs+ugY3j9ZieOVMnZPG0Ad6WGfv6QD17x9gKXeDKU3KDJ9TUrcyA4uRcValNiWWYPj+aPr9IxhhE676bUUJyY6dqpChpKWARwpaUd1Wy+q27pRVt+FLRlVaOtVwtdZzO7ZY47Iz09/XY6rkm2LS7qIRBeF9PyuIj5OTk6YOHGi0XMODg7w8PDQP0+aPq+88gqioqLYjX6WSqVYtWrVr/KZn718IhbF+uO6dcMnFgovW1MppYH7ypXxeHZbnpHf1PeZw2uWViR46/PRtEaSWvDTBkXJlnDChqAEDXAKkVa3dyHOz43zs3dpFIwojMSWYWa0F7r71RDZ8WAvFsDHRYz37lyK3JoOfHG8jJEeOyFwvKxtRC7mP2c3YX5EDeaF+uPHTO1iPuj1yEBKrJawakYopoV5orBBBqouym+T4YM9JWyHT/HA1++cZrV2igrcFf1drACd+jqumRWCc9WVqOwABmTmiagleEmBPgXAHCrsAGch4OxoD7G9FPMiBThe0q7vHUzxd4RK0Q3ieHOTHBnpueXf23HU6I0rsSLPm9kHEHw9Rp6v8uQDLRznnKawWG975DeNb9E0iXpnttSPSCzQGmjznuIpxvE669vTAY0AX5yqQE1HH569Ip4V4p4uacN9X51k1xiZbo5UqLKhpw/bz9XivtmRIKHxkyZZ1DAXHlydBMisMW7VqRqjUkdggBd+5uiOMoSTPTASU3o1h1yFDvnNw6Nrd0wPxm2zw81GejakVTAx1kBXCcqau/HvA0WI9nIDaoanmpN8gbVXzzByB9dFYHUgMpQc4Y7D5W5Qa9To6mwfFmXOruvGyYJmNocvLWliHZnJ/i64Ymqo0eL84/FyFHB8p2Hfox945scMTI3wwIqkIFZfRx1dM2J98djCXny0v5R1s9Lou3tOGOvyve+rNLPH/WT5SHIBQ7gkzJVFeyjSM1Lk1PfAWSJCt0rB5mzSh3OUCtl8SN3DlCbkqnV6+/q5qGw4jMx68/HRKE8RpkRa15b7nyM+tuCpp56CXC7H/fffj/b2dkyfPh179uxhpOnXAOV5i+s78MDcQPxwuAZES4j7fv/gbKukx3QBrmjtQqiHEyNDDy7s1Xd10eu9tjIRD24xDnmerpSZ7UgyxeShzCAniMm/vO0ctg4SK9rRreFQWA3zcBmxF1VVUwf83V0Q4+fMvp+uxTPC2wmuDkKmQeRInQoW4CPRiqrR53KSCNArV7KujZwmGdtJzsisxMmKoRLCGaTTkmK9/sZQvn6W0puZoFL3F+0ebSE9KS/t1i/O9O7vHqvEl3dMZeflqY1nhuzdbUQEKea6SVDT0Q8N1Oz7avh8eJBIpbOUdXIsneAGib0IqUFeWJjkb1TLY05tmgjzsjO1zEvnhqnRWHd8ZD16XKSHQFnelq4+3JDsg28zLStPjxSjcai6dYYvfjjZwKlY7SgAbpkRh+M/Zll8DR8HPtykQrR2D2B/UQOuqQvCpFA3llpNCfHA0ZJWdl4kdsCsSA8sS/BHTVsH/nnQfH0PbRZoKW3t6sML27JgyBMDnIBHFkyEHZ+HlzbnYDxB77k1p9lq00BKkAcaZDJUtioZqRuPmm8hD1AMlgHUdJl/RUpvkfgqkR57MR9COzu09gwgxs8FMY2dKDQhHdF+PvoxawnUUOIuFaC8pQe1XaphGydCVWcX5th5Y8W0UFyu1qBfqWa1Qiq1nZ78nKm1XaCiqVPOWu1/VFYi0C2OjU0iCvfNj8al8f5srPi7kT+d1uD1+/vn4i+b0nHMjImtNXDJXxQ3ypjemW0VgcNB6sqTgjyRVd2htyahezqWJMBrDlsemYuf0qrw1605zP431IHS80J09arg72aPB+bHWW2zH0/8ronPoUOHjB5TETMpN9Pt1wZJfT/zYxYqDVQ+SR2ThKKsgYrHegeUjATQ7sRwASbQJFvy2nJGSPbl1eONfUOkx36w1ENtg6u3Dp/eZ9yWbRrpeWdvnp70EOi1qSZgVqS3nsBR8eIPGdwuwpaQ26RAUqAAqeGeiPPT7oIINCFQ3phCqM0y8wyBqrceXxiL538pYBNWj1zJBjtd2AneLpCIBHjv5un45lQxcqt7MDHIATdOjxrmpWYN9Pth3pROcrB63iiEveabI8OOPR23L46cwW3zpsGVB4xUvf7qGZHIa+hgEZ9GVR8jFm4OQng4ifGfo0NtzQ/OC8XVM0LY9fHZ3kLkt3fibIblsPj3WZVIiNTWLsyNcMPh0rEV/NLxd5VS5BGoHK1JmRlM8xPidP3Iqc/ckADcPD0ai98e3mp7y7xYJFDexwymewFl3TxQCQqfx9P6ZSnUaOvtZyrk350pRyNpZomBAE9n+LsLMTXUB0uTAiAf8MXxsk6kmenyVKlICVmJfo56wNou4FBJNU7kycatnkgH3dtZ26v09PXhfJOS/Z5kFC70XNCRHsI0/6HOL1NQTQ/Jc9R0yOEpFaGlpx+uUgF83CS4OjkIr+7R1qNRfEfiyMeZyg5WcJsYbDmiS9f5NVNCmBt7a+vQeTG8qjwdxGxNIR+s9/aex/HSVni58XDHJRNwSaQ3uwbmhHljc7ZtKacITyc4S4Woaetjrfi6TQnNLbH+NI8ab4ZJ1fjDO2bhiyNF+MeBkckWhLuJ0No7gP5+7Trg5Sxgc1P3gAYHzltXYeZaO+jT3jA1hK1Furn5eEkTI+zL4n2s+3elBrMbgbrDSL27uatPK0p5EUnP7574/FZBkZ539xUbkR4CGcItnRCImbHmBzoRiI1p5Shu7ESYpyNunhGOIA9try/JfOfVtSDe3xMp4W44VtSEL06WGYW7+wzCPG//aRLu3zR8BxsoBmr6gVAJsOHhBRYdkUnTwZw0/r93p+PDOxewBf+XzFocyB+dEc2GjAYIhUpcEjXd6HkqlqNjQJPEZUmdePT7c8P+VufLk9fUhW9P1+pJzxWJ3liQFMB2aDTB/HluHCsmJFIyUtJjC+i8LXv9AGSD05fYTLPF3hIgPKiWHf+RFrQHeTkgIdgVpyvbsOVkGWr7gM6+PqY3ZIh3D1WgtrUVW3Jsz4O4e/JwqqwZW84W4lTZALztAUeJGGXto9vfezny0NKtgUgAuEmECHaxQ5WBme9YMMATw1OsYLYOIwGJIZJq7s3TAlBU1YAucq3vVmFiuDuuSgnCX344YfZvJ0YF4tyJGjTLVaju7GV1X5F+DnCX2mNTRgVaZQo42PNR0UDFp53w9ZDCjmfHUs4nS5tx1oK0BZslLDCJHXm/rh+JoR6WpaTO1RN9sDl3ZJG9S+M8sWSK+S5NWhBvSg3Vprt6+uFsL0BSkDubs+o75ay+zd1BAE9nR7T3yCEf0KCjh2qfFGy8k3+VuflNN7/Ud4Tjg4OF2JXXrE9RUuxia3YNJGIR1h8vRRVV31LEpA04UZrBNly6bxriwkOlzDIVpOLtYG8n9pntBTy2qbUFzM9qSuiIiY+zRIwBpQqyfhW7vnr7lEzIlL7frnOViBUDBRbGz9woD+wrbtVflnS9r7k8FrNjvfXH7slvTqFscEx/eroex8v34+8rU/DevnTUygawclLoMKFXHSiiRRv4kXiA/U8LGF5ojIeAIXmm3Pf1aVSZEB/C/XNC8NQy41olHYhA3Lk+DSfKhpa+lEAnrLstFe/uL8DGtGqmOSHiAVel+EFgx8eWzBqoVYCpbENqsDM+v2umdleyZru+q+vQ2ssY2zaMKFnC6dJWXPcJt7x8rAew68nlLLf79p5CVuXv5iBCpQUTUEvgEgXURVF44KGuoxe3vXuchWlJXP2YSTcatXSTFHq8rztSIj2YGi/peFBLK3V3WPuulkz3dp1vQEygGLdfMnHY7oS1yb544V2yaad9+In5TMdpPBHiysczlyfh3q8zxuX1wlyFaOpWQKUh1WQBehVKKFTazo0L4Q4+Uvg4AIvjA/QdKUsn+CPC1wk3/OcAKs1kFahE3rTs+4bJvrhzdjT+tbcAarUS+/LbjGp7glztcHWSH945rHXAvpjwEAOy/tGZ4tqCy2L4yChUscXfZ3ADcii7EbdtTLf4d8efWoCs4lacbWhFaoCXRdLD1dVFqGjrRm+/mhGbzWeq0CofgJPYDl39avg42mPeBHecLG6BWKPEtAn+uCopbFhHFRd+OVWNF3dmw1DSyYEP9NhwoVHEKdBbygQTeXw79PerYafRGuBOi/dDt1oJtYYHO54Gc6J8cPXkIJs3YKlrto8oOswbHB+6e+I3tA+jWdlFCAS4CNAoU6LVwnikapv/3JGKg0V1cJHysGRCqFHW4ctDRXhxF7dityH8HICTL4yta/hCrN9/RHwuACh/7CzmXmT9LeRBj+Y16kmPbmLPqOnC2wdy8c3Jen0Yllrkvz1bj7mhroyRi0UAdTPr0t2Xx7nhmRXJ+oX+CEe7uq0kgIUhBUADxwy6IknbtUYEKtBVytorqfbB15HPRLRGChIFvOFf23H/4qmYM9GbRVHOVLSwSU4qtkNKsAeOr13KxK1ox0C7ul9OVaGgQ4a5IX5YlOLHomlE7EwVW0crg77i7SGX+EPlwJdHG/G+iXr1gotAegh0rq8eZ9JDWDUtEh/vHh/SQ3jv5lSsO5KPzdktqDJQDaTJl9afFrk27TcWjMWntLEHCHYWYf7MIHT2KZBZ3Yaz1e1wFVKpNze4et0OZTbg6uQwtrNOLzQmPYTqDvWvQnoIF1o9PKtSNcwFnboYr87zweZz3FEfUn0n6YuA6YFYbtYJkBu02dBtOKgeULdx83OxZz5SXf1KBLny2SD5176hs3i4qhzlDd14elkSi/wako03t2diW0Yd88167PIpUAsAU1s+W0gPgWJy6jYiPaQgzUeLRg1HkQDv3zqDfe7Myna09vTBw8EeySFuNpMeqouxRHoo8d7DMU/QtUgznYczD44qDUoGf8nFUYDaTqXVTQiVu5OSNZeaNcEW0kOo76GuwXS89Kcp+C3hD+JzAUCFr/fOj8aj354zmgx9nHhYlGheI6iwZSjSIxYAcqX2Is4ubeEs5jxc0QFvBz465SqoBFphsyAPezx6aaJNOxxrYMJfGjUeXj4Bz247b/R/gS52uH+JNnJF5OLy5ACUtHSx1tPeARUTsyMNnJHyn7RG4MzXZ3BlohdmRvugvWcAfi5StMsHkFHVyooA+QIe8mpleHDDaZS3aaNLX52qx7I8L7x/yzSW3jJWbAXT8aDnDbs7bIn06EiP/pgAePnbs4h7bMiv7GLadYy2KNEclk/0hpNUiLJx9Lx8/JtjYK14JqBr2MvRHsFeIiyb4IuXd41OL2g8cKy0FatmRePwmUZGoN0dxGimQcQRIzEseDVElxro7O/H1FBPTjG9/2akRnPXur114xSsiG/E2boWTPb3RGywi5H+zniAxrVu40YyGgkBbiwa3Njci8dMmjwIm7KasSlrH/s54/nFrBZl6svboXOdoLJzilTFew4R8tHUMRHHD3cSwlGq/Z5tchVKmmWsDnJ2jBeLUJ0tasM3aaVI8vfErAlenKUF5IkV6ObA0kAHSyynDr09hLBTKZEc4onT5c2oMpCBps/f0Gn8LaralayY3hpmWWl4GQnWpzfisWUKTtHUXwt/EJ9xBFXL04Ue6eWCyycFQqVQ4d/7ckGGvoFuAjx8WZLFwT85yBtClLNJVkd6aF+QFOKOrEbuAdDUo0KEmwhylRo+DmLcs0CrXzEWvLs7BweLmjExSIpbZsZjbpwPNno4YuOJPFR0yLFsQpCe9OhAROvlqxKRNyUE9e09eOGH7FEXYxJX2pzdjO4+HqL8naBS98LTyZ5FfminRwXX7+0p0pMeHXbkNWNfRj3mT/KFQqlBY2cvvBzF4NmBRaNGKoN+uJSbZjT3a7tN6FxSPdfvCb72QIPBrnZ7bhMeWhAzIqFMayhopSuXO91Z29WHCY5ieDiIsO3+S3Dl+8fxa+BIeSeu+s9uRPs4YnJYIHIqO1Bn6mkxCHNXDVFi6kQUCe3gJwKs6A7+14DWzX+tMva704GirTMmeGL2RG99dPVCF66yKJK7BJ9Xt1rt9ktZa6wtZIg8g+FuSBcokNRhwwaOvm3LoE4P3VPEh9YCAkV4XtqShe/P1jNqLUAZrpvsh1euTdH//U+ZNdro1YAKTiI+s42YGOCILbnmi6crB/NVPcpmNNg44cpt+C5fPzIUzdtxugZHKppQ31SPii4gWAokOgDZI2g223S6FLfMir4g9ZWjwR/EZxxAkZGPDhXhs8NlTGiOVHYfXKxt954e5WPzjofSNDdOC8A3p2vZAGZCYIneeHBRAr44bZ75v3XDVPT0KxDi6cgmgLFg5is7UDe4SzhbK8fOnCP4+ZGFCPF2wGPLJls0j6NdGHmD3fXxSc6F9BJfgPTybB0vTT29CFFK0KlRo7FLjnh/FxbepmLnShn3KD9S0Yifz5cgraQTAc7A9NhQ1oEh6xjAI4cPsfz9ddOC8eClCVbff26EJ3ZyWEHQO1OEgLB9FJ1sv1ZtS5QdWEG0KZb++yguFrwcRGhvkOH1HTI4meGM90z3x0dmCurHEyWtdOtGVnUhvJ3NF1nSQuUpBmcx9d+35+CNa1NGJID4a2OiD1DRwh2NtRbpoL63M69we2kZOqGPta5uNIgP8IQ9r9iiWr4tOlntvUORn0lBTnj/5mk4lF2L17YXWNwg+IsBlZDPIj1Eem67JELf9XrsfLOe9OgiiPR4WXwzi/xQpIdIj6Ex6GdHSnDbVG59Ix10r2Ur6eGCwCDOOdkb+PFxLemhDebKdw4hz0QywEKdvln8bVcp8lpb8Ni8FFBVcVZZM3YUlqOjQ8PMklfPizb6fXpvisRSlJ7Mo8f7OvqD+IwRVIeyKaMUbx8YWgA7Vdp279yaBlweG85ZwLf1ZCX2FzciMcAR182I0ocBqd2dOr+oSHeCrztmTfBmJ98SAj0k8HC03L5pa6RHR3p0aOoBPjp4DqtmTNBHTai7LLumGVGerrhkgreexdNu78MDOWYnB77IHgMjEK+hVlGh1A7dvSqI+HZICNB2c9BACHFxRF7DcEUW6pwzVIUtaqrA/vN1KDLwU3jzYBU2nq3GiWctmyHeMDuC/Z5puot9tjcPsrB5FfVrX0SMpbalePyEjkcFIgd1rQNWie/FID2GqOvSQNhj/lMRJfJ1c4S8oXvYZz9Y3Iapr2jTKLbUX4w3KJ4w0nXIXONVhLs9JEI+Khp7zEZrSbVmyZt78cujC40WIxr7RHrGWldnKuUxEmRXNo6J9BDmRXmhrKYZpa1AmBvw0opE+LrYa+eCjHJ01JuP8NbSf/Wr8OySCMyK9teTHjo2Z6qb9KTHwd4OPX1qRliyarTEh9JbFOkh0uMkFcNLqUZBQyfW7s2Dmz0P7Wa+GA3psQ7ru2eGYEqIJ5ydRExDiEBSGKv+tRcFI7yALRHnzWdk+OXMQdAeo8Vg2kyrLcb60xV4/Zop6JSTCKI9MqtacaKoGRJ7ICXYG0sS/MelfEOHP4jPGECD9FBBI77Zy73r/ylXhp9yM3FpXjU+unWoVfuGD47pNT1+Pt+MdSfK8dkds5iapy7yY9zybjk8aGtrpDUcKuZO7Zwo7cCts7Q7uL//nIPPTlYbtaO+eEUi+HaAUq3ByRLz+i9q8G0WnkvyEyEpwo1NxE1d/awlOsxLOyiJJD6wJBr5zR1G6S4JR7stTeCGpEcHInhE9KxFfn56dB4ufX47CjmyIHd/uBf3LkjBZyfHVsBK3Ww/P7wQf//5NM7VyLAwxhcRvp54cXMOM1H8b8HoHLEuDiotHGdnB4pmaoxIDI1Ia6fmscXhsBcIsO5wETp6Ab5QKzdB+xh7ETBKpQAjuNBFrwBk49C+VdrWx5Ti/ZwkePT7dJiTXyptU+CFrcdxSUQoYnxc2QI/1ro6Evw8kNeA9OpmuDuJEeruxGqnbF3sFryxB2VtY28bzK3rQv5guVZmO/DS1mxsfmgOezwvyhPZ9dbH+o7TpVg1M5Kz45M+YYeB5sjRnHI8uGQCq+mh9BZFevzUamZuSplXF7EGHo4i8DAAeb+G6R9NcACK+rQ1lKP9xkKDurXy9h7UdvcxoUjSTLpmchBKG9pGTHowSHoor2Fue0uXlCHp0YHO3bWfnGQNBkol0G3Ans6UUOOABjenho1b5OcP4jMGkIrvx4cLrLYakqPunvQ6FvmhSI+pkBl1mbz580m8vXohZwEY7ZjItZirZfr40+Z1eChcOBLtGhrY6TXD/SsujfNhOze6AA1Jj+67QZMJf3cnCOx4cGMiVtxRkH61bTs/EkV+dHEC7AdF4nycxYjxGRI3JBBJ3PrgPH1XV7S7I948UAx5/8iI3oM2GJLXm1lU0lvA6ofMYUawECerFDZ1s50tasUb11+ib929/+vTRppM44E7Ur3wWdo4VjGPg5Ls7wHiHqDfhQc/O6B+8JzYcmo+3VuGk68tx82DDuXk1fTFiRKU1rcik4UHxgbS09QIxJCN5KK3Ao1Cgap2Ba5JDsL6U9Vmv+emjC5sytAqSV+X5Iu/XjMJy946ws4vneftj8+xua6utKkb/9ydj8OFTVAoAVcHHmYO2he4O/hbXezW7c8fF9Jz2QR77DxvvGRn1Hbhka8P4MbURFw1JRLfpteiyUqQN7tDuzbQ57Ymc3GqGYhYsx3/tyAEzd1d6KEDqNFARJ26PMDPldKFAgwoVNBolJgZ5oIJfh7wa+jC7vzRj2WFwc87aQ6nbjkB4B3qju/PVIGnGv3xHItBTQfH21JN4qa0IiybGDDmUg4dfhuVRr9TpOU3otKWqjcWztNepIfLuAvVjleo2GAxBxpEpSa5ddLEcCc7dg5QqPJsZSvSK9rYPZeBnCko+uHvbExO6PFjl01i5OuGz7j1fHYXtCOrvJGks+Hn6gRvjmvz4flhaOyxrfoz0dcVScHumBzigSmh2nsuVVAiiTfNj8DfVqZg+eRQBLiMzGeKiJ4tSDIjNULxpzu/Nd8G3tOrYOcoTDSUMiHBNS6cqByizwdza5iMwVjSWlxYnhTJFiUuuAi02h1k2nz/vECsvSzG5te9xLr7B8PtVOT1OwO1CXgHO8JVKsS0BF+4jmCrSN1+1743VD8V4++EO+dEwd3Fdcw+YxM8gL4eKrLvZ7v38cILO4qwdnsRvjtTzfR5bMH35xrYAq+jX3S/6K0jLEJsLc1FkZ4fz1TheGkzBpSAvZDUvily3IyKti6W9hptpNpWxDoCux+eA5Edt+7Ltlw5blp3Cg9/fQYPLYrDvZf4ItFPDHP2wxS3r27tMXKmtwQa528cqES1DKwGsbytH3NjveAkEaKpsx/lTV2o7lSyCOGZQhkKGmSY4D/kRTYSWHLDKlQCx0ra0NOvgi95JOK3g8I2DcoaxmhMZ4Df0nf73aGg1fYTMdlfq4cwLYhbFp8mwvI6yxVqJwta8PC8ULx8WRReWRmH/fkN2JlTy+qMjF5LqUZho4y1lTtLhOyeHtPz1kB1L0/MD8aUQCm719XBUMjWEjLr+7HhRAXshXysuSIBTy8Mw/QAe1w/yQM7HpyNelk7qmwWNuxg0Z3o53cyd3m6pwnSEogYPX/5pGEhTPLcpHScKej3VDw+jljomNDhnTsWcz5vLYBFuzb6XI9fkYQQNx6Lg5lLb8R4aWu03ttfhGd+KcSFwOqPTpoNjVOqJNRfitVTY3CyqB3P77T9MzhJHfHeDZOQ4O8AXwvW4h8eb/hdFQETKNpf3dHHajDauvsQ6uMEf75WYdsWnKnuxOYTFUY2BEFuY+9yOt+q9X+j8zmOupAswmNPon3qscs0pNigb9XVp0CdTA5Zn4Z9j06FVvW8p1+DXrnKpjS+rRsYc9j1/HIUVrWjrtb8XECzX25TL9YdLcXc2BBseWghtjy1gPN3He2BGz89PabPtCmjmW1q1Wq1fs6gwmu+vR3y6zqREmDsGm8LFsV4YOvTCzDRgi4vZZjKilvxpykRY64dGu80UydzZh4f/KHcPAbl5gNZDUwG3xa8cnk8Vs0KZeQj5S87OTsqHpwTgh+PVLIJh6bGF1bEItbXHZPD3fDsDxlMtFB3MZLS9/XTwiES8ODnIsEVSYH44nAB2/1MD3PBpDA/RnoozUXprk65gkVPSMJ9NPjrlnR8fsq6HP0UfykeImPQKG3RM0WaFry2Fx0jqEHw4AOtHMdn/+Nz2cJBCqu7C+sR4S3CtdNijMKfuTUyvLn9LEqa5Jgc7IanViSzOgFqc393fwbbUTlIhMhvURg53r9x/WSzn4cVJ5a34oFPTjEhOwrgXJ3sh82Zlh3Cw1z4mBHlgwMFTWjpVppV0Q1w4uP++ZEQKOzw9M58/B5BkzIZc5IAXOeFkgv+lUDqEHZ8Idzs7eBob495Md74eE8xbHUzuzrRB2+t0gq4kUnlLeuOoX4UAp+/R1RwiKcagjY017x7GIUtxgkSihq/fcN0zIzxHFOND73/kfNNWP3lGYwX/rI0EqtmRbK5dVdOHZ7YkKkvBjen+TQa0DwzyU+MrPp+eEsBXy8XdPX2obVXhb9dORF+zg646kPLchB09CZFueOqiYG4fLpWQ27u2u2otLDHJsHayZEu2F5gvmx+opcIuc0ji1vSsdl4dyq2nqtCeX07TlbJbdZKcuMDPzw016pUi63r9x/EZ5QHToc/f56GvSbiZRQO51rob5jii/9bMhGPfXMMx8pty4QSAVo4wRG7z3cPWzgphnTbkgj0KTTYdLqM1QrpQH70kwKFqGtQQCEF5se747nl00elo0A5+CvfOmyTLk+Iqx22PLiQRTqI5N354U4c5fDEc7DTphEaR7itmBnqghMVMqN00z9vSmZCZrZ0hlCEZ/XXwyfBL2/WqkWbgloqTxQ2ob6rG35SB/h5OcDHxR51bX24Y/0JswWgOjjRaNeQzsbYuy8uNmwp4DUEjRa6qv/b5GzItmBOrBeWTfRDfIAbs0+Z/5axQbIlvLUiHlfPDGU//3iqAs9syaOsMLP0MB3T8d4S3Dc3Gg/+MNyX7veIorWX6ecc2gTVd8iZ/5Sfq4Q9T23eq788Pew6u3mmN9aumDqi93rjlwy8f6zeiPQQsXpxSzZ259WDyidNOrNHjZWJUrx+3Vz2Hchss7qtB7tzK/A5KbCOIxLd7NCitINcqYa3o9YKxkkswCerU1nqdMmb+1BkwbRu9RRfzJ8YaLTpvfW9XThcbZ54T/IGsiwEwl9bORHHi1uwPbdhRPPD4SfnsfQnrQtU1rH3fB3W7rBNxJSK7lfN0I6h8Vi//0h1jRGf3J6KhWHGURRz0Y1v0xvw6BdHca7K9vIv+s3tHKSHQHTrP3tK8bMJ6SFQEu5ojQKlSjA1zy9OtuHKdw6yC86WlJcONHE8s2loR2MNgWK1vh7nvf0FnKSH4OsK7Hl+CUYKQ9JDoK/9yneZbPLRgciOh6OYsyhyW+5Q2sEQuwuHd2uQOOHaX3Lw/E/n8O/9JXh5dy6OFjcySxKKwt0+K4JFOSyhazB0T6ravzeMlKgZiMb+V4FsC8jk8ZIoH4RTxPFcmc1/G+4mxJWpISzqSpFDB8p/8gC1BpAYTBvBIuD5RVH4+LYZrHNn5aTfXz0UF6a8uFNbb1jRhrs/P4JVHx7Dje8ewvv7Ctnz5+pa2HVGtWdOIp5+QfKTjkyElSIvJ8u64eskgL+zENck+7ANG/kI9vX1MiX8ARubK2zBluxeTHhe+90o4pwa6YmOCxDF6+UJccuMMEZ2KNJD93dcEsFID3mjFVtx6v0yvQGNsj4j7bWHLzM2gzaFm5Pl+qEZEZ54ZFEMrk72gaMNTVbREuD4mvlM6oAkDoj4ksDsKzaQHk8JsO/RuTaRnpHgj66uMaK8qQeZdbYHN4+PQzeHIWh3XWVj22F+cx/u+s9e/OmSWCyZFMRZMGyKY+ebkG6og24F9o7a3HNOlQxfnTTvKLwk3g8/ptm+gFhCmxJMst5axT/ZXBSbKZBzFBgHXYkc7j/fwBznB5Qa1ubZ1a/Ct6cqsCDWjwk1ProkFvOifXGipB57T5Yh08x5oBIsM9Ztvyo8+UCLDXO1txho6rf9enQWaCNc/03JnIradkZcbl23D4dLbB/DD86Lxc70anx/Jgdt/UIsmeCLGG8HFDb2QK7QTsDh3vb488wIbD+bj7X7tB5IxIlunOKHb9IvpiHKELjNO0aOTjWw5ru9OFM1VN9G9WRvHyqDrH8Ac8N8IUQZK4jmDWgYCaLvTpYOdLxp42XJZZ2iuzSm1x0pQ62sF/ZCHouAHy1qgbtjKVYmhcJe6oBQTw1q2mj7Nn6e3HR8nty4F/9YtRjHCprQLbfdtoS6dKnVnwgJ1TCaw+XxfrhvQTSbc8paOhHu6cxID4FsQWz5Nmu25OKyBH995G1yuBsemBuG9w4Pn58fnh+O4yWWi8Xv+vwE9j65GK9ck4IbpnZgV24N1p0w7vbVIdpDhLV/SmFRUjp/OomDitYuixurRZHurHZL1xE53viD+IwRGeXNaLsIPboJPvbIIUW+MSK9HUj/pQAfnyzEE3MTsWyaZbPAyo5OdoHaqhg8P1rbN1DU1AFz9ci0l2vtVuODoyUYD7gLAH9X88q7upTVT1nVcHeg3zM+jjQdXDlZq7uhA022NR1kdKqBq1QAe5EQGvSjT0kGqD2M+BAmhbqyW5i3M+7fmDVsInKzA3o1Ws0NAkV+XKU8eNlrcG4cjLeokc1aus0ciPRE8oESMyd2orcQq6dFIMTXFa/tyoOIz4NKzYNQwENmeYfZtlWq8SFZ+6qLq+14QdGthlmhQnMIduZhU0Y5TugLKhTIbapGkIsdEnwEqG5VQiQEHAQiPLk1z+hvaStFpMdVrHX0prpONUWecHFw63Rf5Fc04MQ4ZG72mPGz/PxkDa6dHIprJ/vhh7P17Hoi0kOPJ0e641BeI348V47WjgFMinDB6tQYI10fnYkx1fXVdvRAaKeBRGQPeV8PI96Hi5pR1dKD0oZu8AR8JPk7Qa7U4FjF+MUmT5cBqz85gtxG64sAxZumeAH/uXMhU5/v7FWiq38AR56YzwRRTZHgbY9Hl8ezn4ns6AiPDuSFxkOFTeSHIv2kDk3zcrS3Kx5ZHIv9efUoMKitinO3w8rkYJww03msQ3HrAHNnJ7VlkitwtjdPI1LDPNDdp0CfUsn0q3QSB74WlNJJduPFq6bhQuIP4jPWAzhC/ydzCHIGqs2MR9pB/+vG6Xj3YAa2nhuflr6yVg3u33wOl+bXGokrGoJ2XBMDPCFGqU36K7Fe9nqGToOLb2ZE0jLwfeboZtQ5EW44UtpuVOPz7PXJVqM9FPJu6hxAmI8jVNDg6OBr0AB4eFEE/N21uWfdroh2YqHujpAK+ejoVcJBpUZHj5oVlXs6DH8vN3t7zgmoXQ34SgGdyHSvGgiS2CPExxnnWsa+qhiSHh8J4CAWoGwEleSNZkjPtGBnzIv1xrzEABaWJm+t1p4BuEuFqJHJMcHfERpFNzLNSIn8N5EeQusoyGWXXIMTncOTxNUyNWQ9aqYBRQoWNXXmF+KOfg3bdFDHXG1HH3rJE+ci4PvTDegap+CIJQXr5q4+5ldF1g2U9qJIz4xYT/ycVYuXfzrHmhEIp2q6cb66Bx/flqpXhibS09WnRLinFEI+D209anT29jDSSMO4qLGf3bRQoJPSLFLxMDJy/9wwfHC43GwEIsDJDrXkSMsBmo2tkR43EZD+0jIW6Siq78JXaWU4V9WBogYZ21B5Oojw7+uTUNciw8YTFWzefGDxBPzpkjCLrzsv0Qcr83yw+Zz1eeSedcdQYDAvLImVGpEeQn6bGtvOliOaiqjlShQ2md9o7ytoRNuAGp8eKUWvmekmyIWP62aEs849pUrD5lSq8SGkF5vXILrQpIfwB/EZI6ZEeMHfEbDSiW5VWl7WA0R62KOxtY8NJgLlTx3FwMOL41k1+6vXXIK00t1oMJS1HCNIgPDhz05jQZwPvD2leldgmlj2Z9Uit0WGS8LscaK8T+8fRruyvkGy5soD6nqBeZOcsfbKmfrXTQh2wfWpIfj8eKU+UjQWnynCu9dNwuUpARa7usxBGyqnyXEA8QGu4IMHuUKJZQmBcJDysSe3Ht4uYiQGuLMUIBGgBRN8kN/QgR3ZdWwioDR5gIcLDhTVw15sp1faJsJkTuOIYOqsUdgsR79CieQA8bgI2enQKAfCpALEefGRT06qNqCLY5FKCnVmxpt2GqCuvQ9ujkL8aUowNqVXob1HAQcBH3OivRHhE4mHvs3CfzuozkA9ALSN8OJtt5ABp6iYnwNgi+4eve35uh4EuIrQfJGIz3iRHgJF//I5iDCNnjAvbRSDbBt0buUk4Pn1sXI96dHhaFkHjuc2YlGKP2teINNiL/IDE/KxNCEAWzOr0NmrBmXEXBzs0N1hTFYoYN7YZzwu6Gsm+7jhh7v9UNDQhl0Zpaw2UoclUc6YGxeEv/yUN+rU3+QwD6Zn1N2nxq68OlS1yFDc1IkehRp8/gDaesF8ut6+cQruXayN8BhuPl/acgrHS1sxL9oLTy6bbNS48daNUzA1sAQfnShEdbv5+dWQ9BD2FHDvTL47U4lAD2fE+ztjaoQ7dpysYzYlpvBy1eDjw6XMm9Ic5se6sHk31MORRYkpSEDHgaLpp2u404I3pIyjLbwF/EF8xghadF+8Mhkvbc5Eg4WOAUukZ2aIBHfMiWNOz7p2PWp7pTwoPfdTRglWvLOP5Tx/fGA+3tp5Drl13aho6eeMxFziB7h7uiOzuA1E2l2om8HCBPtTUTO7UfAxNsAJK1L8cCi/GcdK2tkuiC6S1Ag3zI/xRJSnG5rkpGvSy5SVZXIFpEI7LI7zGxb9emhhDFp7+pFb3Q61WoNSm3V8hiNIBMyb4MNSVgkR7pid4Mupcm0ORGYWxvlhX349mrv64eMmRoK/L8QCOza50HdhYnB2HZga5smID/3N08viMT/KF1+fLocdn494PyfUyuTYkVPL1KzpM1zzqvkcvTlUdChQMZ6W6IMobx1bOtRfQro8Iojs7NDRp0JmdRuivR0R5++Cv16ZhJyadrZTFfF4+Pb475/03DknEJ8eMVOBP4hWObA0XoKdeeNnukGbADVPCDFfgX4bVlQaOS4O1C762+6Zi3IXorNLgcbB+WZ2mCv61YBbfQcMhz/NKX+7PoltsrjSMu1m1KiL22RYBH+28EvFdixiROQnyF2KO2aHoaixm3mCFNfJUG2hv1DEAwYGyd2ZuhY8k5LAal8uSwzCt8crkNfcgXgvV9xwSSibc8LchWiXK9EiH2KEKe58ZNjAhvcVtmLXmVrEhbmiu08Fe6E9VGoZ3CV88OwELJra2a9iKXTD40Gbz2l/2aUnoWVpzfg8bReuT/ZDoLsEyycFI9hDikuTg5FW1YqWrhZ0j7Ewq76XotKdzBT68sQgPLUyHq/+nGdkieIuBiI9vdCrspx92HeuDT3yfMwO88JVM0LYczTXskyCjzN2nB+e658cMGdfz50AAQAASURBVHbPSVvwB/EZB1ArdUKAG04XNSGvqQMK9GP3mWY02FjzrNbwsSh+iOlSBMHHVcwGwaxXdzKjUAL5xHx7thaHn17KWP/yN/cxOW9TUAr7/T9PwbHiRuzOrkNtmwz2XQOothKV6h2UaKebYSiYpo+00nbcfUkU25VRbl1Z3MQq9J3FAqQEuyHIw2GYSitV7y+K9UNDh5x1FowWQS4CrL/zElS29jDCQZOHoz2fufrqoi7WQJ+NZPB9nSVo6+2Hk1gIhVqDitZuuEtF4POo/A7oGVCxHYku5UX3QV5S+LhI4O0khqNECBIqJv8wmqCJ+ORcaCfKiwi1GKhslcFbqMCU8Dh09ytR1NQNFwcR6tp78c7+fBQ39o1L4euvjXtnh+LDI9xdfoagdWdlcix25mUO+7//WxiJT/eXWHTt5gJ1Fnf1KhgpsBVNXdbzh3HeQuQ32TbxLI7mY18RJX7HD8VtCjiLqD5FiHBvN0gkQsh6BuAR6YOJvmJkVnYj1E+A1anxnKSHQF2TwR6OKDVR+6TxmeDvicPnm1DS3A5fFydQ5oQ6q5zsBVgQ64s+hQoHCxtQx7o8zRMfHekhTPX3xI7TNThW1QRvewkSItwwPdaTjW8Sfg3zcMKVyUH4Yn8Zk2yQigBPVztkNNkeffs5rwQz4meyeautu5t5G5KLu7O9Gq09YHMQRdt1IHLw9LdHh0Xe6OG3mdqC94/3l+G2uf64b2Ei5sf64UhRy5gr0nlMwJKPTkpPaZRYEu/PNoKv/JzG0obRPmI8e0Uq8qusq1jV9QE/Zjey27dZ1fj8zhk4nF2PN7acQxnHoZvoI8GV00P1359Sg7oo0XjjD+IzjpGflakhWIkQHM1vwhcnbPdRCab2mkHQIKbBRh5VP58t15MeHejxB/ty8PiySVCZ4RKXxLiwC+fH9CqkFbfrCyIpu+0ygg4d3UCjy47GU35DKyM+D35wAJmdwAQxsPHpxSycSRenYZSKIld04fq62bOB09AuR1n7yFy3Ax2BB+bG4Iqpoez7fHykGO29CgS4SIZFXWwBhYZj/bWGikRzSHujolWDtp5+pjhNOyzafRm2fhLIDZ4mLHpPIj107yYVsucvJpK9hci0YVEjjSSaK7pGkRUpZSu4AgWUXmnLx91zYyDrHcC5ihZ8cqwYFVS09F+AOX7A+qPWSY8OX50ogT0PevdvOvNTQl1w9eRgNqZe3GF7ob4LD+hXaJdlunKnhriwY5xvRWTGWSSB1FODqpa+YUt6hIcYt08PRqSvh8W0qw4+DoCA7woNE8UYX3QOAN1yBbOocVVp0NarQLiXBDfOjMEDS6yPGYq0PrgoGjUdmSgerEOhbcgNk/3wbUY5duc2s7Q7zWc3zgjEQwtjjTS7fJxDoVIokVY1fKdnaqC5LN4LGzIrcLB4KKGTUu6Il6+exMZ3RmUbtpytRmZVB5oNvl9D08jGwfaCbkw4Wc42aztygPZeDYucCvlCRnpumxVuRARp87XzvOUdFVWG/ftwHXbmtuK7++ZgXkwz9uQ1MPmF0UJDN7UKPDVZhmlA/0g09p2b5rFaHZrraUPrJhUh3keKvEbbivnInzL1xV1mMx9+LsCjC+Lwc1Y1glyd0NTWjdxmGSZ6uWDhpIBxMyfV4Q/iM86g9svPDmvN+2zF1gwZvJzOs0r7/PoOlDR0oHtAiX053JPS7vN1+PBILed+hoZOuJsbrvtgP0patYOTN3hBE99xdrDHowtDcLi4EruLbYvC0N/SdJUQ6IXQNdv1z5/vBya9vJcJhW08WYG3duQxyXlnIfD4snhcPz2E6U4QyWiXjzxE//r1U/Vpp8qWHhbpIdLDFXWxFUTQdG7R1AlGvjRFTZ3oH1DB10WMOD/XYSKP9PraCatW6xQ/+NiW9/381im4/Yv0Yc+HOPNhL7JDoYGCtDVEBngjs8m6O/R4ObqTi/IrOwvZ9UN1LuMl/vZbwJERdokfLesaZksg5tuxyOvqOTEobu7FV2dsI/YyA/K0cippA7mitKELjiIeztRyLyTuQsDH1R4qjQZ+Lg44Wmo8N3T19WNKpC9CPB3w5OIo/GOvcSsVXfFXJjnhfH0vxHIVAoK8kVVp3a5Fh0RfB2Q32B7aDPZ0Ak/AQ2efEsHu9rh2SqhePoP0Z6gVm7qSqECXC5ND3fHdvbOxP7cedZ2dmBzoi51FVfjl7NCGkuazjSdrsCw+CNMih6yAaGF+dU8p5+vSjPf6sjgUdXQh2ccdsv4+PGeiJ5NR240vjxbgkpgAnCptQU+fAsUtY7/46ZzMifLB3XOi2Lyl6+rS1VWawtaZobi1H7+kV+CuuZFQqFXIrGpDbefo2U/T4FeluhydZQgdU7rpQOfy5ZVJ+PBAAY4VtcOWo2Op3KNeBtzzTQaLplHBv2rwmmXXbVkTXrtu8rhGfv4gPuMMahksGGHbOVGCjw6XIznIHb9kV2NrtuUJqbFFw0l6qDRQ4srHa/uNd7J08dBSTn/Tq1Aj1M8Fq+YsZDYY1EZqywCbGeWOv23k3kkufnY7atTQX/y0lv9tWx6mhXnCx1mCOlkPzla1wlEIdNs4mq9O9IKbxB778xrQ3itHuIfruEddaBdBqbJwLwco1Ro2yM0pW9PvUXSJJix6T0PSQ1MuVwGgeDASWLh2KR77ah8OFSrhQyrAk4PQ3NOH8uZuTPAW4rw1u+dBKNUqTPJ3RJaZSnrS5qC05tYcrk8zetA6bSvpoXoy2XiaR/1GQYW3de1ypFe0sPq1l1ZOQl1TC/ZX2k7w6Tdr6prg5eiAhs4+dFgw8b13bhgUdgIcL25ETvnwxBpFgv+x6wTumT8V986PYgvsP345hso24LIkX6y5YjKLJr+15zzaepUIcLFHdTMfdTaGB4j0PDgrBJuyKtHcbblJgSJjSyf6YWqEH4tcUBsztTOTyOg/d+cZdCFV4Oo8H1agywVaXK9N1daG/HVrFjakDRn56kBHbEdeqRHxsYbr54QzccP39mVjczZ3yub7rBbUdijhJBVD1merfKt1UDs5NX5Y2zS1dA7ARwrYGFDB0ZJW1l7+8lWTmK6RUqnGsdImfHWsgslpOAmACB8xOuT9rEj67nmJWPjafrPddoRd2Q24Z06s2WgLkdPXr5uCH46X4tWDY9dko2uKjoru2qJ72sNty2rEisRmzJ5gzhZ25PiD+IwzBlQqCEfR4U6ppO/OFmJvvvVBJjRjCMP2Qhxu8bq0L/2Zu6NQn0vWtZFuOVeJPfmN6LIwZxfUtaHeDJ8r5ogw0Dq5LaMUyyeFIbu6HVKqlXEXo6C216bW+H6FBk//cBaFjb3s85NezcrJQYzsjDTqYgm0i3C00b+M3ovr/V66KgEPbx0e5Xtwbhg0GrAJ/96F0/HkciH2F9azBc7D2RVSkZB1oLgLe3HMSiBn2QRPtoj4u0gR6SXBpnNDO1/aKz67PAo3z47GmbJWZNdkob2rD+2/QiGOWMCDSMFNzH9rGGuXYWFbH57Zep6lT66bEoADIyA9OuTXahASMAAXiQDnFeZP2NJJISCfCz40OF/TyTn+S5tUyKpqQ4yPM1tcv7zf2Ccrs6QVBfWdCPYQw9lBhKmRAWjtq0VDl8omle6skkp4OkrgLrGDm6MAx8tlnGR/oq8j0mtbEeXngZaePnx8qBDtJKyjUaFcpjKKQhMJWhHfaDbyQzhd0obP08wPkPUnm+DplI8HF8Tpn6M+Ty6uLhmMyt/zxUmUWNEoOFHRgUVRXmjrGT8mr+pT4fp396CsXoFrUrWE1BD3fbYLacUqRHsCXi6OaOy1jXSRfhql6rv6FfB0FqGqsQc/pGtJD20Nu5RATVs/vvrzHKYHRGmrxBAnnKw0X6Bc1jaAA+dqsdKCajKR03sujRsX4kNoMzgl9LkFg+ll6rj7g/j8hhHs4YBJYV7oLWtmqQIdghwBUT9QamEMFRdZvsjJPO7Vmybjp8wCbMkeztWp8K7Twi7M302Mu+dEGoVVqWbH190eR4sah7U2G6J+FAW8rT0qVj+jUFGnkBA0bdtaXrQ9v8VogaKOkM1nq/Hhzanwc7cfFnX5NbEiNRjfnavGcYOdeIKfA7xdpPjPvgJUtPVCIhDARSyAs1SAyZS+o+rGQX2h1MhwHKvlnjhSnIH3H1iIvKo27M5vxLaMumHHkC6zt/cX49KkEJa+q2jv+9V8wZrkGqyeHoAvT1lPyXkxGwFA9it92PFqDKf9wJfp1r8vFyL9hWxMUkNDn3wAe4qHR3OmelB0UoB6mRx+rg5ICLDH0YrhuxCSl6AWbyLI2m2OdpGnRW5ndh2+SCtHY0c/cmu6MDlUCTvw4CoRQd4rR7sNB+MYC7ho6YRzhzaK7C4C/D0lqK6TM9NWujbT67vZ7eeMk3ASA1392pozXX0UwUHEQ88AVZAAZ2qaLRKffQVVVj/bm3vK4CAQ4/Y54exx/mvLjdLyOtDz3x0vs0p6iMDRIXEh810hxQdsJ7XUpsKVSZ3k54infhkyIf7weAN+OLsdZ1/SElTDz3uK7Wu6EefrgL4+OcpNWvMNMdFHiutnRbBOW7KFoAhNdl0LqL6bPrlEzIOmX8OitidK6xHm7YBjRc3IrtHO+I52WoFOLuQ1dWK5UntNUe2juYh4hZnjPRYMDBah09pFZRbjiT8iPuMAKrzVTjbaqMCtsyIhsRfgOwO5eWsdVQQHd+6+cwp5/v2aFEwMcIOvqz3mx/lie/b2YUPxuhneWHdyeJrs8glCXJowAUlB7py5ZF9XCQuNb8oenaAemTA+/pOx8ixhSUwAQjwcwedhsBNodJ1dEgGFyrW539rObqRGkz3rxcNrP59lrvckJ2C6Q9Nhwz2X4Ke0KpyoasG0QHdUdPXhaYNjEuzMx4CjhC1eTg4CJvA4oFTC31WM9NLhIXwdrpwbC18XezQ4SfF9hvkaEqoB3Xy2FKcHJQh+DdBSS+/9/alaJHjbIcdMAWiSJ+Dm4o5ADwmTFjiU32IzIf5vw62pE1hdDs0hT16eiNPvH0GHwcGgaNLfb5nDNJR+yqxmZMPFwR5uoj6j9nAPeyDMLxBi0VBdBqVz1m46goNVWsZhbwf4uwhR26HA2YoOSAYXlfZRtHVRLZ/Oi66nTwmBlA9TURf6eK392kWG9Mj6+4YMI3oHSQ8h2Vc7ng9kNSC9rgVT/D2xwMCrzJ5v2zL1+o58LJnop9f1osU4bs12RtUkg6SHkNfYaZX0MBFEonkKHtSqkYVO6wejFYbzs78jH1n1wxcBUp+g+aWymbsZJr+hBwn+ToiyU6DYVNiISgKSHPHWjXPZ+qMcJD35FTJkVGjnAfoeas1QBLZJpsDJkmYcKWhgJrlUjykU2KFbzj1WQ9wkOFvZypptWtq7odDwMCnYExMChxuA0vGesGb7mNXFTe1SVkzyHfc5/w/iM0ZQePFkcQt2Z9eiXdGHJVEBWD45ECrVyEIkk0NFWBodgLw9w/1TKM9LRbdEenRtfvmvLMP17+9COhXXDGLH+SamEmo4IQa78vHuavNmoDrZ9wlB7sAoiM91yd4I9HbG1UnGCqL0mHZxJEYm67Pe/rx6sh++PMtdcarTpnDgAYGu5s0LP9ybpycopkJgo8Xkl7azyYlQ0GS8QyNhsb05LQhzBZ69ejaL/NCNUhGPv3vU6HWqOlVwc1DC3l4EgR0fLV39cHUQYVakN3IqzHfWUKcc7do3pZvR/TfAqeJ2HCiz3lgt5lGxIg9ShQbV45gOc5EK0CtXsvC6OdLjYwe8+KcZeOeXNOzPamMWHsvinbElb/hiFCQBqi3UFh19cj5W//Mgyn8HjWa61I4hUgMlessYSrlSDdm2h+fh04P5OFnRiumhzlhz+VT8e38+Pj46FPXgN8uZ/cL1YU44XdYKT1cVEoNC2aIX5+PMilLpmlnx1mGjGo4+NVAnUyDc0x5lLX0sQjPWXvZ+DVDepoCnhKdfsMR2tBkcWryIDvF4dhBCrV+AdadsSawn5k/yxcMbzuCnHN2mrRIr8rzx75u07uxVLbale2iYphU14ZrBuiAYkB1DzAr2xpenzUfodLyTCvqpdZ4MTqOctUKtlLGzBbrvGeYmYq3hDRYMTCny42ambpfkHV+8PJ5Fcv+y7RzTBNJhUYwH3roxlf1Mbd8Cvh3e25uPH8426DOhmkF1d3r5QGchpoR7ol1OMgo8SAUA8R2eGdPqaHcR/N0c0DugwuGCBvyUVQv6VScxH7fPisTd84xtfgjnX1vOCPc1bx0escRDgrcEN80Iw5pt542e/z6zAX9dqRrXzq4/iM8YQCRk/bFS/HtvMXS6VnvOt+NoaROya233g6HT+dJykunWwH5POWdcZMPJAjy0OBGNMjn6lGq0dfajVkb7v6GLtk4G+NkDd83wRm5tr1UCYCj7XlgzsoLYCGegtBPYktmEHTlNWJUagvWrpgzr1kgvaUGbDRzQHOnRQcojPy1/JIdqTVBNMee1XagarG+iNtaNZ6txZM1SjAW0EzPVA9Tt0L451aAX9aJGnGXvHsWzS2PYZPDOvmOcr3euvg/J/gJM93dHuL8LI7Lv7MlEWqn5Y08aKJSqKGuyPvm3NlqfagJcxLDTKJnTc+sISM+SSHfsKbF8jbSY0643QKMauH/DSTQa5FUr8zrhJsCwmiRLpGemH7D4HwdZBGROpBtOlLT/ZrWFbp7mz5TBO3qHdt7hYmBhtD/qO+RMt4aID03sRH6euypZr19CZr8bjlVxKDl3YcUkPzy7IgRioR3yK1tR2NoNb5EIggg7vLE7nbNwlcgPiVwSYRkv0Aw0KViI3HoN6jqHaxPR/EaqxfSWIa4irJrij2rZAJL9XLFsSjAOZzfqSY9uRqPHV2U1oG1gAFvzbG+5l5OpGYeR9Pm6DjiLhEgMdcOSKf64NK+aqdYbRtZWJPviZGkrqgfDWXXyoY1XW6fWOogiOTQDNdpIcHk8Hit+t8bNU6P42Fk0nBzNiuZjarg22rHu9lQmhHiqtgXTAzyxdCq1eWhB10ptsxxbMoZIjyEiPEW4eXoEfFzsIZHbwctJiKnh3sioaEarYQ7SQO7giWXxsBPwIZPJsT27DgMqwIEaVAZUWH+8lG3aTCM/RLhvWXdkxKSH8Nldl+Dpr7j98B5dvwcf3X0Zxgt/EJ8xgHbjX5wo05MeHbblNmFhGFBuXeOJ4bE5EfjuTDm6+tRsgee4DpFV2cl0Z6j7Q2DHw6HiOtRTxZoJqAA5KdAXz18ZZPV9DWXf8824lpsDkR6dAqpcCWxMq8SiWH/839J4fUFifn0raju1Jqdjxcsr4hDq44qNx0uhsVNjZoS/3rSPIj060qMDPabnb50bayTxPhLQTmwkz7+yq5BNBnnV5lcVysFvyqlFQkcXPj9catXgtk+lZNoZy+IDcaLKuO3WEM5kNmqFYPpK+QjzkLDdd0e5bUQ33hN4+eqZuPeLExgvGJIeAl3FIy3EPmHAk4+UtA/TFIl056GkbTyl+UaPgQEFrp8RigZZL35I1y6ZZf3A3w+U4sOTZXh5ZSJz36brkxawf2zPwt78BiQESZAUHIgejq9BfPyLkyWILmliXkmnyjrYcRTxapBZ34GMSvPNw0R+rMFM/4RZdMhUuDk1HOuOFOutJlwEwMJ4H6ZX0y5XwU3Cx93zYrA8KcBInI7SWzrSo6v9oY94pLKebcxshbs9MDXSuFZo05kq/HNXDpp7tK9PCvSkxk7+hHvS67CrsA7+nnxMCwjA33bmoMVM2ymLnAxeowrRYCcnR9mP6alq6+6HUqNVOzY31mf6AB/csZSzRoaeNwSRHUPCY4jyNplZQjsl0BVBnlKWEpMrVKxsIsrHCd4OYnx1drizuqwXUPap4OAiwKcn89Eq17BrwsnZHg5qFVN1L2mWMb02w/qf79NKUNfJ/SF8BoP1JK5tin9ek8AEcQ9wm7zjzDiHdf8gPmNAXYdWW4YLUyPCkV5dZiT1zYVFUS5o6OtDZVsfq2URmLlw50Z7orGzj00UUrGACUuZA99G41RD2fcY0umwtXfSADQp06JLNThEdKit9JVfchkRGlBqixrHQ33hiW35bMdFHkcEF0EJHrs0DrfNDsf3GdxCdF+fqYCvpzMjd/Q9p4Z6Grk7XwjsOV8LngUCUtXcC3VXL4rymzlb4A1BNO2yhCCmn0HmrxTFOq8T2RiEEwkVagBbZDs8nOxRK+tjrcy28oztTyxnGkomIro2YaSL51hgKqRGpOe2Kb44VdGE/JZfNxf2fVYz7NHMGcmlBeWBjeewOOIcPrxzGaa9vEMfZSxtk2PrOfMpzoYONVo6O/RCldSyTKmYb05VY+lEB2TVcZ+0QAFQY+UC4Dpv8a5AnpmtvEYoYH5usyN9cLigDuWdzXAVuGJhrD8CPaXMjsFQr0anpUWpcDeBdhmis9RlIKkc4+qCYwO2R6L/PCfKyMGcIj0vb86B4TpMBsfO+3Lw92uns8gP3QikcN/aOwC1Fa4c4SWAj6MjW+QXRXmziFSEpws2nCrHCYPmhjgve/i7O6BDroCj0A6OYgGOFrfoa6MMER7sz5SjqUZG19VFESBT0mMNsb7u+oiZKWS0Tml46CSLIRGfSacQ0c6t4iaWtPn+15Fs1DUNGczSRy9rI7V+wFEkgKdkqP7HXmiHGB8XnBssmDYFnfW5E1zx/WnuC+j5H3MszhUzY8dXLPYP4jMGhHo6wVUqRDfH1ZwY6IWJQW1GnT6GIE2bOeHeuGteJP7yUzaK6rvZBctFWaI9xbhlTgwyKtoGlZR5iPV0gaOwdpguTogTkBKmDY02d/ZjR3oVyrq6MD8sYFjnBF34RAZoV5UU6o0DhRT2tP69XcR2kBnEs2niJRuhOD8PFukh0kNEiM2t47jp1pEeAhHKf+/Ox4wIL/hJeSjjqNCU2JGwm5JFtIjc0fd0d/Bn3/tEQQty6lqYBP7MWE/O90t0ADia5yyipKkbUREuqC7l3nF3qoHzNvBL1iKdGoCVU7Q1IIQdjy/A14eLsflUEdNnaR2BmWSIHViRdE1HLxq7BuDtJEKlobW7GezKqWPHOMKbj8IRSPTrivLpeqLOrYtjrWmM9ekNuCzKGQGuSuwr+XXt4q0Nq72lQMSzO0b0mizSbHBgHSRC8OQKFgEqMpV8N+gAenBWNO79ceQ+azT8zGlxzYnzZbUgN79/TC9Ux0MXvk6rxvXTApgSsikO5jdgQ1oFsshd0wQrEryxbGoQTla3ocRG/7mkAGMtn3WHC4xIjw5pxTLUtvXCRTpkd0Nt+iI7HvpoAlaZJ/IJAS6QCuxRL+uDn4cjUr2kbD6J8U9EWl4zCttkmBbowT476SY1dfaxaMjmzGqUt/VioF+FEpNdxNdn6thtfg7ZOlgnO+bsHMhr7MokH/zI4da+s6AVXf1KPLIkDklBbvrurD2Z5hsris3IySkGgFvmhoEn1LBzTh22OnuP2WGeLONhikXJjsitND+ZWpIJo2/47q2LMZ4YheLMr4NXX30VU6dOhZOTE7y9vXHVVVehsLDQ6HdIYvull16Cv78/JBIJ5s2bh7y84d1G4wVqC3x0cSyrjDfE6mkBaOno5SQ99Ls3pQTivnlR8HKzR0NrD/Lqu1lBHc0npns0WpL3PLGIDR4vZ3to1FqLha05lcMmoFA3O7x09WRWO3KiuBlXvnsIf9lThC9O1uO2jel4/Jt07MuoZ2Jg3x8vZ/lYioBcGu+PyxL8sPeJxXhofhCmBzsxMURzUCjUwwgG1fhQtIeiPhTpMd1QulLYO9qdpVtIk4cL1HEyEtAEX9bSifsWaosgTTErJljv3kz3FPmhtNeLm7Nw+/pTeH1PKbunx1z46YXhhZEE2plRGN8Ud80KYTtZL1dHRHpSb8jIsSiKh78si8KXd81gYmSmqOrqR8Yg6RkJKtXA/qJWRPsI8eSSWKy/c6bVv6HT9OUJ7XXy1vUzRviOAF/Ah4O9HZIDhjyILjZ2FnfC2UnMXOf/2yHrVrB6FBp7eSbrmT8feGVZDH55bD5LlVBh7EhR2AHMCfNgnWCmu/mKBhnmvXnISJ1Xpxb/3elaHMltYrVq1Lavi/QQ6SHB15Ze4/lEa08Rxjpk75kfZXPEmFSQdSDtrO/Pci/qbUqgtsN4EaZalQVx3nCypyb/4aCZyddVwEhPbmUDmru70d7Zy0jP/R8exKK3jmDDsXw8vXwirpgezAiJl7MY8YEubJ2YGe4OfxcJRGIBolzt4E87GxOQbQZFfiyB6jKpbb2mrZfd02ND/PPGKViZPFzMkZruMqtl+O5sqf5vqIuubhQhWTcxcP20EBbpIdJDaxPd0+NLJwciNWS4f2JZXTdiAjm+tBUk+wDlHAXq/zPE5/Dhw3jggQeQlpaGvXv3QqlUYsmSJejpGbqA33jjDbz11lt49913cebMGfj6+mLx4sXo6hpZ/cpI8Kepwdj20Dz8eVoQ5gdIcF2yGyYHuuH17dy2FRQcKmhqxvpjJSiqa0dZm+X2YwpEUps0DaRgdwc2eF7YnI6jpcPZ810zIpAa4cUiPe/sKUSdYYhkUCzsru8zmBjYUz+fx9XvH2YV+DR4PRzFTIzq0cUJ+PLuS+AwFDEeBvXgzm9ehDueWhyO9XfMwLOXT2T/R1EfrjhCh5IMPwfw9NI41mXABeo4GQloH3iuqgUujiKsmjxk8kr40yRvJIW6skgP5bTpntJdOWUdbCLuHyRsuomZIkDmSA5Ffgh0T48J59Yux23TPREgBWb5AzsenI3750WziZN8lxzEfHhJtMTVVniIgf/ccilunxPNqURL0bSPj1ViLNid04nGTjn83e2thnsTAp1Q196HDw4WoKtHiXMvLkGojWVSHhIgztcR0d7OkEjE8LLAAyXja8MzDLsz28G/uLZqvwooAmRuLpkcI8aqOdounLXbzqCkYXQeXSR8+MN9s2C4tFEs7cds8+WsNMbe3H8Ot3x0FGt/PsciIQ0yObr6VLCzM164dZcCRWN1iulZL5rvStUhwEmAOP8hZ++H1h8wmzqhRW9bVg0j9DrQHPjAwjjcOTsSt6YG4ZqJXrgh2RcvLonAv69PxN9XxCIl2APHS5qQ3axCbn0/nth2Hpe8dhDnBr96fg8w8aU97PsRiGCQTheRPdLumh7uCaViAMUdambgqYPhdi+tpsVipIeaW7r7FawFneoFqS6GnjfEv66fgecvC9e/rrs9nx1X+rXmNhWLzhB+Lhid6GCQpwQH8huhUGrYa1GND91TuotIENVPmSK3Edh2tgsTvEdWavD6DXNwIfC7SXXt2rXL6PHnn3/OIj9nz57FnDlzWLTn7bffxnPPPYerr76a/c4XX3wBHx8fbNy4Effcc88F+2yU5/z8dLU2ylErx/eZlquaz9Zo4zrNVV3Iq7ZOyg6UNrA2aRqcx/LrQMKtXHh+RzHqugewdGIg6rusewwUNWkXtZeunKT3YdF5WS1L8sP7x4Z3Wl2VIMXMyFAEuTlhcrj7MEErWrDJmTmHw0yzoqkPSUs9xrUu5MNjNdh4ogb3LIzC16un4VxdC5L8PfUu8pTe0rk3U1rvl8xK9vpk5OlAAoi9CtbSSROtuZSXucjPSyun46WVxs+tTAnGlowqtvtROgNyqRwtrdbzUQkOwNbnlg3zo7nxre0gaabpnoBGYr6V31bQlLc5o4YJ2lkq8wh05qOoqYupeVecqcOm9DqsSg1CUKATKiyovRKmewsQGeyNGUGecHe3x3dnKpEQ4omCxhbWeWgK+QjzYKRH46jWbgrAoZliCrZFGGzp/W2UO198Jeod5/txRW4dnvouEx1jKLxK9HPGFe9zdy1aQna99gxl1ctxsKAJG/48G072fBQPPq8DfX7iyJSC1oEiP7ThuOzF7cjnONE0c905a0iYlTYxGRZcf6Ri4ExFG87XyjAtYmg+ouj3LTPDzTZD+Do3YZsNkh/X/H0vPv+/eciqbtPXF+47X49fcri1egxPR2qg+a0SEbW8OhnW7ctCaTOQFAxcOz0BTbI+2MEOLT1yVkdFRszzYoLw8aFyJijaZlCHylP3sejM+qNlOJxvY/eNCVr61Pj0SAnmxHpjdpS3vm6IanxoPZj7/E7OvyNSHh8kws1TgvHmjkKrNY609xaL7BixG2+H9t8N8TGFTKadQd3dtTvj8vJyNDQ0sCiQDmKxGHPnzsWJEyfMEp/+/n5206Gz0/Y2dPa+TT144seRmZIawkwBvDE0Q/UJhwst+3h9d6oSUwM94eckQVWH9RqOTZmN+L9LFUYGdISnLk/B92e3w9Cbj3Qt3r5pvtXXvHVGNJ7YNjzF6OWkjSxZgq+LENUjjPxQ3cz7+4vx7b2z8MAirWw9Rb3IGiIlyAMO9nz9REYTqhClWiPPXgW7p0+UU12Ny9+uZhIATyxPxmhB/jVhno5sp0c5+OyyFjyyNdfq3z19zbRhg9tIyZWt8mP3DCKSkF3bZbHmhvTf+pUavYUJkUQ6ThtOVluMTl6T7IeGunqkNSpxqqkO36bX4ZpkXzx/eQKrdVh3OB9bzBjvjgTUlTQlwgXHBuuoLF3l1E1DJRXMdXoE70HXxG9BVDHeW4pFE92gUArw/hHuaB8V/TtL+ZArNZDy1eDaS9H5vvvrzDF/nmd3GJcXjAbVMiV2Z1dhfrQHDhvo0uiwMMYRCaEuLFJiuLHa+fJytghuzazGhuMVaJR1QSTi45ZLwnHHrAj97+miRVwIchZBpVZhQKVBF4dxMs0RXN2fZ8va8dx3Z2z6fuUa6rJrwYBK2zG75XQVdhdZ706bH+XOdJ1IH+xIcQvmRHmyzRXh9ve346CJgDVJOx2tyoGrmBS7tUKvjg4C3Dg1BAti/WHH0SnT1qtATkUHPmPdseZKoc2DklVkP9TVr8aRgiYsTwhkqTxDVWdLwiSnimX4x7WzcL65GV+fsUx9aJtHooxUz6Qrhv+fS3UZgqI7jz/+OGbNmoWJE7UpFiI9BIrwGIIe6/7PXO2Qi4uL/hYUZL0N3BDv7BnuvD3e2Jrbg3u+OIWD5xtwutwyMetXAR2KAQjI5MRGrH7jAOfz6X9Zjvtn+WGCj5Dd02NbsCDBH5EkJWsAFz5wz7wk/e7NHIj0PLIoENEjvM5pYc4e7FCg+qZHN5zAgxtP4ZkfTqGwvlM/mVFUh4otaWGjSA/d0/T3S/4AchsG8O7ROkx9ebs+VE01CKShYxgWtwZKGUb5OrEJ4crUEFxmJpKkA6XpKEJFkPUqWBfVn14fX/l3HSRi64XGJHXfPFh34cgHpBIBIz+6OjRz+CmzHscbjU0GSXwsv0rGah0oVTBe0JEea/B0Eo9qkusfIZkMoyI2ipQ5AjdMcUWC73CF9JEi0ouPIA8HtHYDk7zdcfMU7jZmurR7FZTnUsODVD5/Q/AzM45PlrTC3UkKZ4kdgpz5CHcjNWrASQg4Spzw5s5cfHeyXJ820oE2B1clB+GN61Lw+nVT8cWdc3DHrGij36HNDdf2io6MGirIlWp4O9kjynd4LQoX/rHzPG79/ASqR7AfSy9rYaSH5pBTNrTkPzLfH/+8fjKSnt+O9adaUNYGdk+PaQNkSnoMQUrfA4MNH7UyJd7cV8p0xbgUSuSwY1FxMqvuMlFrptR8/stL8fg882sgZegqW+WwF2jQp9Kgu0/B5DYMCWqkhUuwqlO7oTMlPVzniwjU8dwmtoEcb/wuIz4PPvggsrOzcezY8JArCUaZkiTT5wzxzDPPMBJlGPEZCfk5eN78LjzCxQ4StRq5IywxCqNdg8lzJLZlKLhlTpFXSjoY3f1mu8lsNRk1jPw8hZGBFv7Xr03Gh/vyUdYmh4+TEPcuiMUlMV42ebu8s89ygZ85BLo6sEjPs1vOoqJNu/ySqmztlrP44d75rNiQQB0mSycEsp1hVkXFMOGw5l7g2R9PINTDG5lVbVCoNIjxccTVU0IQ4T3ydNM982OQVd3C6Xf20tJI3DYvhv2cVyvDjpxaJpGQProo9DBvICqc183XDnzA2V4IL4HCquaPDiQ4q5ErGbG0lioyty6s/voMO98rJofi3f1FaBydc8mo4CAQYEqoiDlWcyj+jwto0WnuUcLPkY+Pb5vJCmWpuPaFbWk4VdILSwboMzyBk2aGdUmzCilBQhwpasbXFpSGlWReqlGjpw/Iavj1knkBzjzYd2pQOuhXtXRKIPac5R7LC2K8Ee7pDAexgEWmHaBiKUkikd9n6WIGdXhhewFbjGntowWQokBxLw6VPdD/mUK3udHV8un0qIQiB3T2qeDlyMcds409C3V4f0+uXv39/iUTWaTnqxPlkI8wPXiqog3+XvaQQMR0fCzhhqkuSAz2w5pNp4bJn1iTQxkpNLJ+VgrQ1lM2LNZDXl4Hs+rx8NJEdrtn3Q7sLtGwjYPIbkj/iepUB5oHEB/giBDP4fPhvldH7tvlLNXOu6YoaJWNe5rrd0l8HnroIfz00084cuQIAgOHWn2pkJlA0R0/v6FC16ampmFRIENQOoxuowHlks0ZLFJ+8vZ5Mcir6UCuFVViU0h8hECjdqRR+JIEAm2Bq8QOd86JQn3vyGb4uBEUflI3Rk1bD1ykIuYxREyfJvm6jl4mq67zyaGUz+s3TGUpH13h9IXEBHchJkdSDU+VnvToQI/f3ncOsX7umBTgxZyraXKcHu2Bea/SND0cG8+0Y36MHbr7BsDT2OFUeRt4fODeuTHD0oKWQDu+irYuLE4IwPasWiO5gGuSfBAb6MGOH70mkZ72XgUCXCTwEAKtY6jFIJIzL84Hr1+bgtNlTcip7oS92A6+rlL4O4rwzOZciy2khiDSQ508S+K9caysCW2j6AyfuGY71l45EZ/9eRbu+s8xi+Hw8UStrAc3T4xgKsmv7Bl7msYcqMMy2d+JdVQSyIx2Xmww2ntqkFljYXMU6o9FKfb42x7uQtOtGXX6VJ65xMS8KG/8lNN4UTzazNUR6TyjdFjxr4P4PJ2b9FCBK+lSEewHI9M6Hs6VtiSi8/VtU+HnJsHCfx0Z9n+lrwyvjTPc3OgkKyh6a6onZIhZr+5EzeCEfrq6h+lm3Tc3mikW2/O1390WvSw6T4yk9WsgkYBJR3RzqR0C8HYAbk5NYAXCWdUjK7MYDaLCtPWPkwKkyCDJeRNQcfWlU7QCk+/fcRn25dZjDXW9ajRw5PPRMujH5iIGbpoZpp/vTUEbnUXPbEeJjTyci/QQYjwch6U8/6eID0VuiPRs2bIFhw4dQlgYxUWGQI+J/FDHV3KytkZjYGCAdYO9/vrrF+Qz/XDWvLjYT4/PY0Vy356pQriHGG1d/aybydp1QINrUYw3zjdqd3i2kh5CQqAbs0zYm0nLiu3dP5Q71+HN7Zn6HY9prQvpbryw4SxqldoW1nsWRMDfTYp39+aguYtqeIA1VyRjaYJWFIzIjiXCQz0Yo5E250KoP5l+qlm3iA7kGaSTG9pwmgoL6VaIJxdH4YGF0Wyy8RYBZsRCUVHdirAgT4iFPLR2DqC8qZcROVuJD9kNnC5rQHVXD6aF+qC0oRvHK4ZSNPvzG5Hf2M1c2y9L8GWRHiI9jhIhFiT44YeM0dMDijJ8cbwU86J9cX1qGMK8W5iYGqV+evqVeGhJFH7OKEN9h4p13FlCuDvwylWpzCjw40Ml+M/eQr1onq2gpf/Rbbms1fWnZxfhjnXHkNM0xAKDXCjNiXEH6T0eLWhCuI8Tbkjyw7fnLhzlOlrZgXu/PIU3r5vMugiDHKWAyjJ7JUPbarl5YmS4XJojNpk1TeNKeqLcRSg2s1CbO+3Hi3vwzeFyXDE9iGmHcYmhkpr2bdOj9KSHlJOLWmxLKt683nx9DekfcaXPiewYNiwQ2eEiPLpIj4706ECP00rKwNNoyb+toF8lY+arJoXA01mEMHcpXtl1HpUGJop+UmBatBSXxcfou6ISAx2xr3DsdXyWcHWiNptx1/Qo3L/53LD/F/AHsPqTg1DJVUiN9YKLg5QJ5rb3KCDmqVgHJk1/dy+KwuVJQ4EHLlDkhyxZZrzGXUphDbSF2JpXh36eHeueHs/N8++G+FArO3Vnbdu2jWn56Op2qC6HNHsonfXoo4/ilVdeQVRUFLvRz1KpFKtWrbogn0llxtxtRZwrq+/Iqmxno8DFXogANwccteJ1RJjgDjy+bBIKm/utprZMsa+olellLEjyReB2wMJGUx/pMSQ9VNuiY965DXX47mwdzry4XB/pueuLs/qJj3Zobx0wjpb0dAKPbsjE/qfczO4EDPHu6mm4+cvTGA/syG3GY4v6kRruC8GhCtaxZOoZpMM/9hYzN/oIXwdcnjoBZ7cbm+LpUN4LePcNsMJScji2F/Fs3nm8t78Inx4rQW+/hkovcMijAZUm3V1Uey5s7kG3owg/nq1irse1Mjlc+1VIK22Fv5MAdRy2JLaCinpza1oxKdQVE/xdmcAYRaCoA+OGaaG4OiWY1RO9/VMa6xwzh2Q/d707MhFrsuV46LsTKG0euSxhWqUM939+CucNSA+BtJ/MRU7tJdow/GjR0SNHv1ICe6EAkwOkOMux0x0vnK7qxPI3D7Lrj8p8zO1kCSkBTkww78czoydjtBRUjsZe3QLMkR5LaOzV4Jmd57EppxJOoqEFyjA9GuvrqSc9tCn4Mn1o/hhJZJsLHx06j3nRQUbKzZZAmyRK6+S1dGBKoBfb7HHheMEAfN1EqGwbGBG5jPd30H8WEpZsMnSOJigAnsYJaaXNmBzqCU8nEV69JhX7XuH2qhoPLIn1wIJJ2mwIFVHPOVfFlKx1cBcBn50c6jxLa6hlG3EqnmaSE3Y8uErtsGJSIFYmh9o0F1L9D22D60b4Wem6ocshp7YHtR1FEIuAG6eHj1vkh6ehUMooUFRUxCIvlEpS08xugBdffBHjDXN1OtTWftttt7Gf6av89a9/xUcffYT29nZMnz4d7733nr4A2hZQjQ+RKeoac3Y2NmAzBYkBki6OKdZdl4JFKX6sMO+lrVkobupm2im21hhQyd2tcwLg4+iAgqYezA71hloM3LvBelfG3TOD8OyKRLOfzRCGuySK9FBhrykenO3PIj9rNp/Et6dtk4+/e4Y/nr3Sts6oZ3/IwMYRpgLNgWry1j+wHC9vy2YdSJb2krMD6HeXsbqa1euOswJBU3hTJCLYGQIeD57OYvh7COAmsMekQC8kh7sxvR47NhmIjAYkTep3fH4cnX0aUMd8D+XEDUaZo4iH7sEn/BwAD2cpa3u9a3YEamW9OJBbj6KWPoR62GGCvwt+zhlbwU/G84vZbokme0NfHR2o7X/FOwfMqnaHSoFvH16IdYdz9NHA56+cise/OIPN+U1skiKaS9xkvCtMFkYBlydMxDdHc8GCdqMAEcgZkXQ2gYcXRuNcSStOVLXgfI0M2U2/nqLzDZPdkFPTj44+JWptUNHmgu64X2h4EpdRAra4f8z05uMEh8r3G5fH4bpZ4WxTQNHIJhPhwrHCkUfGmlobG0ugefnRb9L1iz5dv7FCIJ8jOEcVLB7uPLiJNShutD3ys371VMyb4M1qDu9bfwrpdV1mIw+L47zwj+tT8OKW49h8zvaIj489bK6Xe3NFHJZPCdE3eajUGiaAuD+7Cjn19J792JJtPuRK5tf3LYzBpBBP1i4/EgJCWnEL3zqM0YLeaW6YE169fip8XSXjsn6PKuLzySef4L777oOnpydLLxmSEvr5QhAfW/gZvTcpN9PtYmB2ojfmZ7rhYPHQwjQ/yo09T6DF5tZZkfjhTCW+P2v79ESX37+P1EIqAG6fFYYAPwcm5HX8KTe8tScDP2aZTxAFD3pREfEK2E01Dra9p7kdDz3/BBWZVdvu3VBk6kJpAa9cm4Jl8c3YX1IFZb8dNp+t43SVtgUZ1doB/fTyeCyK8ce2nAp8d5Zbd4PmPKoLIKO+e2ZE4vVDJcN+56krJoAvpjZhJfbmNOLznCa2CxGgDMlBzkgMcYUAPEwMcsUlEd76UGxRUwfreJCKqNZDDEFfPzrkQ8W/AwYsyE4JdPUqIRHzkRLijg8+z9O3I5e2qlHa2s5Uhy0dE1pQnvol3+z/P7lxLz644zI2WXFNWKRfYml4UdRi7mv79USypKUJP57djo9Wz8DuoiaQTAifD5AWnW6nNhp4CYBmkz+uapfg42Ol6BvD6q5QK1Fa1wFXRzFOFtZjZow/pCIhvh1DKnE8cL62G10DfPg6idAjGxhV2vdikB5dKlIOHlqarc/DAgcXxHr1oqC5z6jQnkgPbQqI9PQo1Kybq9qWohkb0U3+Uju0NjbmIj9E/n88U2wU6aBvVKgAPERA68Dw41vdpmERC09nHnps0B+hRTU5lDzcwWQczJEeAl3uO/ObcX1xK47kjCzNpeQJEOCkRm2XMRvzcwYUnVqdq0VhwHt3Lh1mb6FUq1mr+KXJIVg+2Q6v/Dw87WVqfq3UKJFd1YrGll5Mi/XCn9buYY0xUXbA3leWs2gylwYSNYTkvnQprntjt012PabQKo+o0G8mwzIajIr4rF27Fn//+9/x9NNP438ZdDG9dFUSFuY1obClAzGerpgd723UfqfTdTlzvg6lI5ylyJLhWKF24Q500xYO3zcvCT6SCrx/cngND13Wl5Kq1WCHkNIK6bnpo+PYcM8l7Ocwdx5yObr+6XnC0gl+yKrnNgM1RSvp5o8AVGyna+deHBfAuoC4kOoLvH/XYqz5Zi/2cNQkuzkBv5ypwsQwdwR40bGKw96sRpjUOmu/T6L2/WiA3r0kGufq27CrsM3IK+hPl4SxifJobiOOlbaxSYrOLN2fqe6Et5MG/h4eyK7ugLNIgBlR3oxYRHu7wp7PYxEfaPrZebQXAlO8RThbO6AnBlRtIHIQs7+5LCEAh/KqOTVYegZ/19yc0SaXM4fnE2a01Q6XkS6Pir0PteWTdQCFoHW1ShTts+QSz0W6KHK/I6cY104NwvenqpmMAoXDQzzEyGsy/2K0B+vnYZiLNLUXfHb3LJwpqceu/AZUV/dA6iGBu8SOFZqOJZJEztzNPb2Uj8Gh0nb4Hy1BtNvYxSDHWhC8KNYXO8+3IL+m2+y5/TXhMBitJGSyaJsNm0+KsPny8f6lc1mtz5GyFswJ92SkR7cpoHZydwkfjlJ7BKGPkZ/UIEcUVHePivzRVawbU70arY2NOeJD4yBnMNVJY5k2J9QxT0vq6llh4GtU2HG+DnZ9SpR2aSUvCHRXP0h6rGk80Wf59HAuHrl0Es6WWBc8JNy1IR0pXkDLCKKaHXIlHMU8FtGM8VZBqXTEjCh3TI/yZ6KCU0LdkVMhw/ojxcM8CQV2dhDw7RhZ0ahVaDMhT1x4eQd3IwiRH+rievv6RDR3DUCtVGNWjDfbrBvONzteXI7ENdsxmhLuiqZeqxpwF5z4UBrp2muvxf86iEGTHgSRnRkqT3Yh0WPTDgOKBPz12tHVs1Q39qLWs5vtHLafq8Vnx7S7JeqyoXXVcEH58M5prGWbtGBWfTBkFmgO1PJOdhikCh3p4w+cN22ih/Z5APcujmddDlUdQ1M4SZdQxMI0AZbTJGc+MAsmaTvtRoI5E71xXbIv038x7H56aWUSEl7ag5S1e83+LQkK/9+WXKxI8sb9C2Mh5NvhH6tScOdXxik/VyHw4lXT2M/0/SntsSwuANclhyG9rgVT/D31n53IQn5zO4vW0AJmP+iATeiU2yHRQYz2nn609yn05ILqu66eEswifdQGK+YDSyf6Ys3yBBTVdSGnphlBTk4YgAp1nb0IdHHAzFgfLLLw3SwtjBSV+/Yx8y2k9HEpvUUh54OFDejpUzFRx/kxvmw3Zi7aZw2kM3JFgg+uSvZBoIcDpoT44ExJI/KahncoEc1cNSsMYQHOTNn6WHG7ngzQdPbw4ijWbUe3lAgfvLI9D3y+Bo2tneOePqvrUKGuY2SV1CQSqHOAoR5R25YzLVYmO+NsRS/K24c2BIm+DrhxZgyOlLWNmvTQcaNOQwNh3nGFjvRwIVwCTIlzQXWLCiertJEKmvUmBzjhT0kRbA4kskO3Y+eb8d6+fNZGTZsCMZ+H5m4V+gZ62FjyltghPsAJadW2RzxuSvHGjrwmVsdmuM2S8sDa5M2BxkFCgBQ/5WrJjE4miEhQsr8nm3/unD8B7x8oQPHhCkh4gEDIg0KhYfMt0WUXJz6EAgEaZf16YmSKYyXteGCxGhk2htzpO3h7C4Fm21s56XiTTcQtM8IwKcTNyDCU6vhe+yUHm9Lr2dxFoq2GZrH8wbWLLC/K27oxoFFbVUC3hke/y0aivxhNnSr8nFPF9Ja2Z5egtkmD+BAJJCLHUUcoSWtyJN201jCqVyLSs2fPHtx77734XwdFDGhQVLR2I9TDiVP1kzA50p0tuKZy8U58rbu5ObSpgcP5zRDZ2eF0ZTt6lWr4OJH6qBouag2mBTuy4rjlKWF44YcDuP9TNcv72zqtbzlXwfQ2gly5bRx1z28+UYEpwZ6I9WhEe78U08Jc8ODiJPxnX75eUVbEo3CodkIhAmEr8aFdBylgd8oHEOrliDeun4zL45uQWdein4y4FvUlETCK/Oh2Yj+fa8KCCB/EhbqxnUfamoX4+9bTyK7uwsIELz3poYiXTu+I0h6XhLmyCBily46db0J+QxsSAr0Q5aH1AFKZFOGK+Aq09JAssAZu9kI9uTiQXw+RQIDlKT7wspdiaqi33t6DioR1hcKmNTfWJh0fO6CRY6KlmhvC+lVTmBktF/Zl1KGuvw8Zpe3o6O+Dq1jbdu3jHMr+norZR4Ofc7QUINxNyIhPUgh9luHER80DBuzk8Hb0ws3Tw3Db1HCk17Tip9MVzLcot7IUKnUUm5B9XSRwlgjQ0j0wpoLX8QSRHnbESMXaDpAobU8zbcrsxMpEb/x5hhsOlbRgXqQnYoLdccu7+1DQOTxqYStY1EE1QqFFTzsU2lKoY2XBvX52BO5ZEKv3kMuqaoKzSMgEX4oauln9CFnEEOH54axu8S3D4ngveDqK0SLvQ99gJmzlJB89ATHFzAgnnKDQiwk2cHhSUI3PY8viLBY40zi7ZmoUjpbIjGp8/pTsy+YZAs3hSyYE4vv0avT2q+Bqz0e7Rgl3PhDjzkdZmwoKpYo1LZhDXa0chfVdmBzkiq05ltX2dSioU+CNq+Px/OY8NhfQ+Xrt2gR4OUjw3ObTTPxPB+JI180MwSQ/d0QFuUAqFKCkuVNvH9HVrmCkp99Aef3b07VYGOOPWXFebJzR96RMwoBCDYkQ8HEVgqcmkcHR62hk12ljYQ3dSuTWD3U9NxXTaNGOGBpHI5XUmhc/coPTcSc+kZGReOGFF5hhaEJCAoRCY1fthx9+GP8r2HSmCp8fK0XXgBpOIjvcPiuCtd6ZYndmLadHjqMGWLMiFp/tLECpmeuNNoo/nGtkO99AJ0DAEzDy09KjxJVTI7Ao3s+IGIwkXJxf3oXPDhZhUUIgYjzFKDRoL6XH8+L9cO17R1lqR4epQQI8uTyF/UzREV3rvI70DD1vHVRYSzn/Q4VNTCjQz8Uef54TgfkThyYic5EMIj3PLIlgLuvk3yQU2kHRr2aTbFZDBxIiPFhIl7RV/nObsdkdRXpMRR7p8aZjFSwCtHnQk4ePUtw4zR+XhLvgeJlMX6cT5iqEv5cb7DQaVuOTEOTOiMyevDo0dPbBTSqCnUYEoVCAhGBXztqaE+ebcbauBZP9PTEv0QerZvrgY3P5KooycEy0wa58Fo0jTI52h58jwGoVOfQ5DuU3oErPsjtR2NSJ5QkBrHidq7B9JChrV+C6dScR7yPhXMSpoe2DIw3YlN6A569IZKm92zee1f//ziI1a0t+YmEYUoK8cVNqKHPvbhtlQfOFAJus6RyMgjdsyW7C1CBXPH15PDrlSqz++ITRhoeOl7VaLmuwZkAQ5G4HucL6h6fzR1TfXByQ5qHcukZsP+2AuYl+Wn++YBfszqtDV58SXk4i1s7/xel8fH+2nn033WK3I2/4Cd16th5PLiYRz3pOzR8u4mOK22f44oap0WZJD3Wl5tV2gKfUYEKIG9bdnmrU1aWba3Sg70P+X+uPa+d2qcgOkd7O6Fep4eykgLdUDGepGjvzuRM3FK9+YXMmPrp1Bj4/VYEy0+IhDsQFOuCqlGCkhnsP0xva/cRSbDhairV7tWSCrBATAj0QF+SCvgEVnF0EmBziwTZSZB66rrCIzVVSO63yurpXyUxs9xbUws/DHkHuDoz4HM5uxPGKJkhEFCUSoLN3DOJhNoI+T98IdzRzYrXdgL8q8fn444/h6OjINHLoZlpg/L9CfChKQaSHujL8nMWo7+xnj+kCpHSHIY5XcBdS1qsBT7EEf71lCradq8Kes02c0RpduL+mi259LFLk42rPokz3fsptCmcLaIC+tr8UJyrb8PLKSVh3uBDVsj4Eudjj3gVxOJRdZ0R6CPSYIkBXzwxlUZ0VeSSgNqQlQvUxtkR7KNKzL68BBwuboFSqmYprTYccXx4vRZyfKyMsZKZnCTrvLdYgYtC/3tbfzZl21OFYRTNnDcbXJ/KQZZC7o+e/Pl2Hf12TiCC3RpQ3diEmwAW3XhINBxHfqKurpq0XTV39jPQ4S7SFzvT4qW/24VyNCqlRTvjnoNvw49+kY/M5HcmpwNV5Pnjrxin45uR2dNmY27lyogTv3LxA/5giR7dMjcIbB4frS3X09hiQHi1K2/pwpqAZYf62SffbgrxGy3EQKpR+5Lts/HQ6m/P/39xP6dZyXJ3kg7UrJyGttAn/90POSAIbv1mcKG9HeVsXPjnJPReMhfQQ5oW74q45MfBzl+Dedw+h0GStLaXwsRXQFnZqkAtOWBFV+jm3Gz/nZiPuaCHevSUVrlIh60wkmwaJkM/uD+YO6EmPg1QARa+S8zz2aIDqDhkWRrtjf5FxnZ1cYdsS9fnJBjy6OJHz/0h/7O29hShv6WYTaaiHAx67NJYJ9V0KbhsQQ+mG83XtKG3vxJmSDiZr4e0oRle/CgFSB7iJOlm9GxfO1fcio6QFX901C//em4Oixk6EuUmwM7djWLSQotVPXjqNiZlWtXUj2N3RSHOIotA60qPDPRsysGSCFJ1dAsyPccft8+LQ1NnP0tm1Mpm2KFgNKHuU+mjygFKDA4WNSAl2x1fHS/Fz7tA86OvIQwNViF9gtI2Q9BCh/8/eXM519aISHzIE/QNgFyjtBoj0OJHlLy103Qr2vOkJCnR2MLuHym5qw91xMWhs7sXPZ20Li9Iads9kf0T6OmKXJc+JQfiIgMum+GHLiXpOYnWkpB1zwlrw0lUprDJfp7ZMg4NLk+NIeTNmTvBlgoHPLk/AVfEdw+pjrIHeh/5eo1bDy9keIqEdeHY8dPSp2PNUq/TREfMikQQq2Ls0QUu8DLEvsx0Pze0zO1CmB7vj+yxtHZHhZNxmZvVZf6IEIqEA8v9n7yrA26z670nTpEnd3V3Wbuvc3WFjDBgMGC4fLgOGfrjDh7sOmcCEsc5d2q6yuru7S1JJ839+N00aeZOmXYf84TxPl+Vtm+Z9c997z/3JOQM81Lb1oq5NgplBQxYcBAoxi0xNWI5dZMpnj9/FDckj7kztQExqDD7bMFmN9ChAz1dH1CHjtVVY93YMko0ou3Gz1fz7RL6uneWLMyX1iFMTSlwcYInDmdxxwLcPZGDjvED80WD8xgDoeng5mqGlTcoKu0fo+vKXxL7sSxy+4vFgYyXApydykT+CYg1Kwb+5ZiKOF9cysdXKtt5hiY8SOQ09eG57LN67aR5zIadID5Eeegz0FuJ00WCkTA/pUSKzug0/37MAR1NqkFLbhKkeTmwe2Xe+Aj8lGReNpPuNvAC1Iz1fny1GcYOC9JDXZXFjF74+mavaXBkC2Y+42Jqh7KyEkR46NzOBCUxMetHaNYAd98zFtrg8bDlfx2nZUtHWgZV2nlg7IQCp5Q3wsDbH5ZMD8fbeJGQNcrxoNzFevWYyEkoa8c2ZQlX2gGw1lNmDNS8d4nx/hwfbpOIr2vH9+TJcO92fRXwm+3ggq0qCwsYeFekJcRJhgo8Dmjql+DW2XIP0sGv1B5AedRhbU0SrW0uXHEX17X8u8eFqMzfkh/X/FcTKaYBSpIeQW9EBSxHQ0yljDJ1aBpVthGun+OPjU2Xckuz2NnhtfyZzsx4JbEz5LL1iCH62fNR3yFgBZUxKLexsgTY9ubCXjxTh0yNF2PvEQlVr9gxfB1WOWv22sLDox6PbE1gHl4OlKW6fG4zHVxqvl0Sg0CrVc/BMTNDQLmURn/aefgQ4iNnx5NJGo8xBI9zMsTdD17H9cGYp7lqoSANp44rpvvgxqRwp1UN5oXEuYgjkvSjn0CApa+lmn7e9WIjq9h5sPV+CIBdrlf8XgWw8ZgU64WxBPeo7pTipRnqUoEXgGT11OMfyqzAx0B7v3jwfNc1SnCmswY6kcjRQqwrXeTsrao/UQQWAPg58pJYCVG6zPjoMRa0dkBZxF4429ACCS2ACOBZ4/5gBZ8Z/oYOpvjbYl16J9p6BERWEj/cU4IvYIiRVKyK7I7VXPVfVx4x8qaYnsbSR6eRYiUxxU2gYOttJ4b6GjXtDqbglYW5snlw2yR3LmOSdApdN88JHcbnIrR1+iaTIqzZoA9XS1cv+NskZDMhlLFrTMLi5Go74EKS9A+jq7mXK5+TobmcuglQ2ADdbM7ZBpFQxj5+Nr2I1xytFksPdHfHe4VwWxaYsEpWAXjXFE69dO4tt7Gj+8LQ3Z3o/X58uRJO0D04WQjR09bLnyihHkREhz+oOOY7GFWHdwjCIhSa4LMoTudU1sDSzYufg7WwJvgnQKenH+UFDZwz6cPX+EX4naiB6esscX1S01qGyQYb0YT5fUj1wIUOvMcKoZ7wtW7aw+h5STaavqKgo/PDDD/gngQYk1fTYikyRW9XBZPmpy+DpmFS8FpPBUh9U5EcpHQpbvr1+vA7TXBPpjJb+fqNJjzq9LG7sxs7EMuYIzYUZzgo1VBrT5DXTJpGjdJgCoCYAs944zgQQCVfN8EOUi+aAo9qf9GIJLpR3oLpV8fi/gzlsd6UNOvfHt8di4esxeHGPZlcb5ZhnBjpiiq8deBhgxc1uVkJsnBXAJiRveysWQdEHsQmYWGGDnupwfccJNMn+fPdsPLvMH0uDHdjjT3fNwdwo7tC3o8gMbjZiNnk6iAVolchYp532a07ydcCaiV5YGu6GDj1vXV9ML6OiFm8eyMKnJwtwqqAWk70c9ZIeO1NgSrATew90jQm04Ex85gC2JTezUHpuI/DK4RzklnLoFAxidgBQ0dX995Fw/xd64WVjjQ6JDNK+kenBnCrpU5Eewmi6zDp6epke1LIIdywb58oe6TnpdH25YTLun++LbzZMxqtrdDci/vYC3L4oTOd4dmU79qZUYNPccXAeRgj+6gmuOtEeAm2g7CyEoP1hY3sPWrv70d8vh5OIz743HGhjWVjfDkc7MQKdrVg2vamrB74OYqyf4sc2iDSP0Zw1zcdGY0ENdBLhTFElvh0kPSQP0NMP7EyqRH1zN9ztRWwNoc1KaWMH2npkjPRQ9oAe6TkdHwlq+4DqFgkkvQNolvTCz8kZN8wKQKinDSR9MhzJqsEP8aUoUxPMNIb0TPO3gLflYIH/GICiY0czq1FYMzAs6VHCWFVuYzCq+e7dd99lxc3kkj5r1iwW9Tl37hzr8mpsbMTDDz+MfwooFGnNM8Wm31JY66ODBR9NXTLsTKrATB8neLtaspZBqp5fPdETE7zs8XtiKaok3Vga6IUJgXa4/E39bczaUF8GqWtgd2qVXvffa+ZF4rnfMmApAKwtRGiXGF9LT6rP1xS4sg6r7ffOxfdnCpBY3Iwp/vbwsLXE5t1p7CanL1p38+q6kV7WDFdbd43C5YVvHFdpXhTHN2BXcgxSX1IoRlMH1Fv7U5FR3Q6BHAj1ckS0tx2CXW1UYWaZ0hJYC6yDawDYer4CjyzmVmqdG2A45UYT1s3zQnHDHEVkrrZNinIOb4RZPpbok5ughuwkxAI0S/rgZy+Gs7WI8zWDXa1ZtG9WqAh7s3Wv+YJAE1yoHtCxM0itk6OqowYzApzR2CnF0Rz9EQ9fR2BPSgWkfTI2gU8PcMTbvyfp1IlQvCypXn/UrKvPFrmVnQhyFiCHKib/xd8W9+7irpsaLVaGCJBQ1IdGI0oypIPaXTT+1TtbiYybWZgg2pc870yw3N8dU/0c8f7RFJQ3dePycd6cpIc84b49W4DGzgE2r1oMI+Fy+TiFB5U2aAN1zWRvxBa1KKJNA4qC6dvmhxoV7aF0fF27FB62Yvg7WKCsqZ0VcF85yRf+zkM7Tm8Hc3x641TsTCjDlvhi1LT3I69BirwGxYaW9o4iZoat0PXKrm9l3VhKzTd3WwuITU3Q2NULPo/HHi0Fpuw4YeNUB2xJoG2pYUwNEcPOUoDmrh64W4kQ4WnDom9T/RxwJr8RsYVNGPQZ1cEEd0ukqkXA1dEr5WHlRF+cza9HJocP22hQpK84igPTnRSp/D+V+Hz44Yf49NNPsXHjRtWxNWvWICIigqkm/5OID6EDfZDzAEcLPszFZujr72YaGEeLyuBcawV/G0ukyoHk6hZM93TEvSvCh35X2odG6cg/tLm+ZkisakdfP2BnYcLa2yWDA5rUOl9evxA55W1MM6OrVw6T7p4RN6P8klLL2sqp4+GOBSG4ZZ6CIBzNqIFsAGCcZPBv0sO3Z7KxdLyC+FAU4tmfzugIfVFnG0V+HlkejQ2fn0Kd2kpdkatIbfXL5bhtTiBzXtaHASXpov/weLgiyhl70+tVx1dHOWPWoCiiIVCUhm/CZ+/3xi/PoljLpyjaAfjwxhnYmVyBo9k1bEftZSvCddP8NNJcXK/59oYF2PfMAY3rTu/tvY1LsS22GK8fzNe5Pg3dA+iVyVHbKkGBgbbjxm5T1kpPkwEVTVI3x5lRGBzGlrdetH7HcLjUr/8vLg2KmwGhuQCijj4NzTAunC6tZWkp7WgJ+cOp68vQc0rffHjDHL2vRZGer84UoH7QH6JPDmgFVzVAul/aXVnq7+H1/eka92B9pwSzgrh/nvte5kHaL2NmnbaWYjha8TjvfdoYvXI4n/N1iCuYd/dAxqMmBHIdt9FovqBazWumemNHQrmK9NBzOk548crp2JMcY9Ad3tPGBC+uns3mBKVoIJFQ2oT5OlpiV3IZJ+mxFwG3TffDDXOD2PWa/upRnXosKgmwkHUhs+6PrQNSYtujuia0fzjxqampwcyZM3WO0zH63j8NJMpFbL1ZIoMcPaCSHyIhP59vAg9NGlGaLQlVcD6YhueWRbGJgupc5geb40C+8Sz6g3VRqJNIEF9RwPQXxEIK5Uph0gs8vDgQhY1tmP/6cZZXdzFT3GhdfQoLhf5e47tH6H1viS3ErtRS5iJ91Wx/dqMGuFiDkW+tdTmusgefn8jCXQsi2E7pQiV3BOFYdgMcLfI1SI/y71W0diGxhIdjSboWEupQf2XJQB9euyoaCwMqkdHQhkgnGyyZ6Ml2m5QKosiMPpKixC9xxTqkh3ChCbiQ34SbZvlhcZgrcqpa8cPZNDz0QyOWT3BgE5I+0ASU9MwSbNpyBBfKgWhv4O2NS0CbPB9nK1a8S8WHNPXR5VRONlUtrcisNexa7W4rgsCUx7rK6AWaOnvhbge0jcLW61KTEnp9ZwsT9HYNjEqZdyxAy8dofK8XB9rjqBHmwv8fUdLQZ1ChWB19Mt2wEJFxad8AIz3UcUiPpDOjFPrUBi26x9NrsTWxUEV6hsNVExxYVFofvjyWw2pf1NHYrTh+7zLu+j910Pwc6GKFgroOtEkU0Rh6TsfVQfU6qz48a/C12AwvB+6guWSiOz4+POR998DyKGyc6Y9x7raoaO5i7ebRvvYaXanpr6zCc7viVZGflSGmmOnvj+P5DZjhb4ub5oWqrqu62B9twsobu7EtmTvl3SwFFkV5slQh1WoFO4uRUy/RmZfKDLSbBjqQR2MYntuXM2KNnuHw40aF7tpfQsdnx44deOqppzSOb9++nbmi/9NAmg83zQpgejRtUpkq8kLgGirki3jf7nT8kFyK7ffMweXjgnAg37BXihJUgRLsYwvzegGzQejuBUwlUiYAZikywZZThShXy9bUDc5cjy/2R6C9FXzdbXD1e6eNFjg8WqxYSfdkNuC75DJsu2sOhKY8vcJyrx0qhZOVFUJdbTm7HAhRXua4UMq9Qnd09UHmAKSMYAF/90g5Lo/0x6op3lg2WFB+vqgRb8akoba1B662Znh81XjWhUV1SKyo0UasEepOKte/uCVWNzLvs+SyJmzaOVRFTRMQ7cJoQtIHqgH47M4VGkKFVPjuaCWCh405ihp72BhR32G1k+CGAbiZKwrrk0taYMLjQSaXw99RjDnjfJFzxjhbkT8atJB5WwOto9GrHwMQ6bHlA2rC40ZFqm6dHYTnrjBHRmULKlo68Pohbtl+Q1geKkZ+gQTFg3/71ZUheGp/nt6f93fgo7jpz2/g5yI9lDzmWj7XRgXoHKPxTsrCFOlRVxSm49qgTcr9P8TjHMmv64G2PpSblSkcrCwZ6eCq7yHEFTfpPX4vhgcRj2AXa0Z0unv6WdSHyha0ZTLmvngYxsJVLMCs1/ajdvBUL1RV4OekCsQ/swrTAx0xecBex1tLCZHQEpamTUxI9XRRP8yEbQh0skRhSzsS8ptU1j/aIF0gQ3AeTNtTsbafoxUjPtrzEm2auXDjJHe8dLXClHrdTD88vv0MdqZ1DBv5ne6jKGmILzO8Gv1yoUDvef2hxIcc0NevX4/Tp0+zGh/q6Dp79iyOHTvGCNE/EfcuCsbcIBccSK/AJ2d1fbS4cL68HZP/GwM1zcBhsWauN7Ni8HK2wPqpPtiVXAFp/wBTF53kbYd9Odx90FlVVbh9/kK28Ma/uBzv7cvE1wmVI1KLzW+Q4qtjeVg9xUev/xDh2V8z2E5B36323JqZOJZWiaNFuvt/ewsh/B0tkFXUgpEELxa8exJvrozANXN9WYfE/T8moGnwutbWKp4/uyYKvyaVo6W7D3bmAtw2JwALwhR1QLP9nLA3i/vayWRSptn07O4Mzm4D2oUNF/lR3+EqzVHXT/NFXUcPCuq72bW0MQEWRzlD3g+UtXKXQF83yQ4PLolmRdC9/TJYmPFZsWZuTTt87PqxLMgChwouVhFGE8GOAjiL+3BWt0ltRFBXnuUC2bAEOQmRUX9pYlAjIT2EKe4CiMz42JmYj5waKca5j7yrxE4EHMzVrBszRHpObZqPzMpW3Lst1eDreorAXMjrJTJ8YeR8MxqPLm3QyFoV4YQYNSFCfakmGvMhLjYsvaVUFKbn2tEeivR8eDDXIOkhWuNlbwYLngxyoSkC7G3gYGuG+o5eNHX26BCf9w6ksWgKbQq5sDBEf6pLW1Gd0kX+TpYaXbraGIkByjsH8nXmttpOhWcedYgpIzTaIoakkP1zfBmo0dVKqPDL2z2onE7YntSEDZPcWEG59jnQ6xiC/WAXL11HWsviCus19IlsTIEaPYtFpNuQDhhdm3eum4uX18nwyclsfHG8nBFof0ugeDDkOt3TAt6eZjhzoRmtRtzq5Iww1hgV8Vm3bh3Onz+P//3vf9izZw8rbg4PD0dCQgImTlQwv38iKPKzLc6w7ow2RkJ6CLP93diOg27CTcsjcHmUNwobiPXb4Nck/eIoMTk94G87iuevmM8G+ZNXjoe7qzn+u5c7J60PqdVt2Eht2z4inCjjnlQMLbvUQUVpp2vnBDDvr/TaoZ+2FgBLxrlhNXVFhbiP2Nvs8f1ZiMmrwjQvWxXpUYKev7o3nQl6EWkrawZrM1VqeVw21Rsv7svhTIdI+02RUdWs15dnd0ITXrxy6DnXpKUNmkyXjXNjQmIXSpvQKpVigqcTy+lfKG7Brkxu4mNrIYYccrjZWrCoFd/EBHFFtUir7mZflwIdnX0QCYazZrw40KvPDLDH7fMC0dMzgK9PJKGmm8c8zvwdHPHoHl3SealxrroP5z6PVT0/nG+4uNSeIhdqz/8zyw25tQ04UWTc9qL09VVswXrzILdJrzrCvIWsKDi5tBmxWWXIHEWKkwuRbgJk1Ogvcidqcv+iUKyf6KthKaMN2igohfiUisLKRVgbtFH5Nskwq7YSATdM90VhQwe6STvNRsxqakhRmYp31THt5RjUGchrBtgLcOug3QZX5OmZXSeQVtqP8b6mePnKBWy+VNbtjQX0fVTfnKnGwysmYO1b+5E++EMhzmIsCXfFDdP9kVOjiPQQ6TElt4Re3c/p5+QazA6oRllrKzIrOzHO0xLrpwayeeiRhYF497huCcHPt05j40752bR19OmIMrYZGMKP78tBS58Mdy0I0pjfoj2d4GxbB2lvj4r0EOIru9iXsVgZruuEcLEYdRfrpEmT8OOPP47tu/mbg27gw1rCdGOJy8KsAb6cqXsqF1TqfKIvwsx6Z3wTX6n39/dm9uFA5hEcf2wBvBzMEe3pDCdxARoltJQaV5A6wd2GTQTPrJuGzE9PgaMJyiCuihoaxHsfmo9tZ4pwqqgRU7xtsCjKi4XEadfxwPFjGA1OFbWipIa7kqReqiBXthZCpu1R0tzFUhiutm5sUr5vUSBeP6Y7MUzxdIC1qa5GiLqBpeqcUirx3dlidPTKYEVdY7P9WTcfF5gvla0IKydottCbmvJ0TGiHXr8Ofo52sBHz0dglQ0VdG5IqxjbCo40aKeA9cGlID535DUsDkVLWwFRlD2WXY+OMEPx4vyJ9mFTSjBs/j8PfATfM9cAjKxUmkEpMeprbboVrQ0CLLkVH0o34PI/k9+LKD0/DTMAfM9JDKDbCJDOnvAVrp/voLSg21sZHCaoHHA7PL4/EqqleOJlbi6PZtajrkEIsMMGiMFfYq7l2U6SHi/REmAMmNkIEuQnxwmrd+lQCLf5zXzkCpY5fVXY/TuccwYWXVgzbUbQ8yMQoIVlDoN8m2xZ15NVLkFdfgh2nSnDHMj9QaVFHL2DCQXqUeOlACmoGg2cx2Q04W9CMb2+biQeWhqC+uws/xg/V4fqYAJu2nke0rwgvrpuDtOJm3KlmJWMsXjuUj8k+jpjkb6c65utohQFJD9MKGy28bYWIDKAtxZ9EfNrb22Ftba36vyEof+6fhoqmbrSOsRBUgA3Q0qYQvtuX046UqmQ4mAtx+7xgnQU1zE9X0E4bdLs8ueMEvrxtOYtQXT7BE99wCO0JTDUNOQnBTiLcviiETQLk6n3iiWX4+EgGThfUwVYoQ3oVmN0CTREUDNbOLCwLc8TSyUPt7nnVHbCxEeGhpeE6Gg3xBaMvkas0EPjgmYApsNKjnKI/8iEScsOcAOzPrkF6zdDCM83bBpdN8WJ1BH72pihp1p2kH10ZoYr0EOkhp3YPGxGq2qTsOUkYEFlUdloM5zJMHXrUklrToTu5dfbK8NnJQqyb6IHj2bUobBrrUkJuhPp5o1JSgar2sQ07VwF447CCbNJVOVsEFNdJYCXoQkJhPxr//FIXo5Fa0Y4bPjvDilUpGkMLabQfH0cKhz+JcDcxXtkfiwslXRAamTe5UDX2etbklj4cHt6TyYjPxdr4KMElC6GOKyKdMCHQkV3PmYHOcLEWo6WbhASFCHC2UqWeaOO5M5l749csBx6ZGcIMUrlqjAiv/J6gIj1K0HM6/sLa6WzDWd3aDXdbc3jYa2oAfXbbCr2eguqgtCAt5m+f0JWqoBlQ391cLwc+OFKClVGu+D29lkmI6IOS9ChxrqQNx1KqsWKKJ16+IhpXTWhFVk0Tnv8tF2W0XkmA6hwp9r18REOdf6R4dXcsdjy8UvV50Oc9I9QVv6bp1xHTBxcyhPW2R6SPDacw5R9GfOzs7FjHlrOzM2xtbTmVminlRcdlsr/RbDWGMDfjMw+t5jE8/SKtSbCqXYa2Lgk+PpHHFlRl5IfasUk11RjkVCrk3Xv7TXGuQDelQp8smYWSlsyADJjoboZl4b6sq0t955Ne2spSL08sjcbEQDt8eTYXHxwt19s2T1oYSpAH1zdM2GsA5gIT3DorgNUsKDE9SIS9WbrTAO0bh9PzneAGDOovasDL2hStkn509vQxZ2UfOzFaO3rx+fEcjPd0Zq7pP981G1vjipFe0YJoXwdcO92P3chEXN6+Zgpu/CxOQ+Btipc18ywjUHqLIj1EekiEjKIZdR29iC+uZ4rUXVIZLER8LAhxZcRRH/ydrWBKNslaoLEl7QGKe3rwS2wxSkcYbbsYWIr42P/QEtz4+SmkKyvm9WCBryV4gl4cLxhZrQ6tuTS6zhSPpGLir4PTJYoV52xpOz45WYx3b5iEqf7+OFI4fPr7vVP6I7V/RTyy9RTevW6eXhsfS14vOvp4isdeE04bHyUowutvDRRz7KdZWrqlC49ujceMEDesn+KLMHcbnXqbs3n1ePdQCir0pLgGJEB8cRN8HMXwdrDgvP/iirkjxXT8YEY17v4pRXXssjB7fHTTDI2f++CKSDzAkZJdO94KLtY2mOnjpoqSUZq/Wm0T4WwOyGi6M7BxJj3WVmkPrpvljpZWGaS9nTiQqz86SFVPyq1TRkMrVkCxUZ7ga4tfk3M5m08uZltT1gT2uainBG+YEYDf02pHnCR3cRYx0rMy0kNv4fofQnyOHz8Oe3tFyOnEiRNj/kb+P8DH0QLXzvbFJ6cubWdNpwyob5Mit7pVRXwoXEwmge+ui8Qjap1HXPB1Bkoau3CmoFzDjV198PfLBlh0oqtHhhtmh2NJlCJSQ11R+bXt2HI6F0eLO1QO5tdP9UCom+GI0/dxFVga5gE7SyEjPR09/XC2FDB/M3o+I8BJFfn54MZFiNkcoxM1+ujeWTidVYG3T+qnPyUtPPBYJYxmtOnaqT74+nQBmrr7WQi+TwY8sTeTTQBmKMb1M7zw3Joo3DoviLOQcZKvPc4+swTbzhYiu7YVC4PdVaSHQDU9lN6iSA+RHnq0NjNFcUs7BBCwmhzqKCMTQRdrX72Rn7UfH0cleW5oQV2I+o8kPYRoLzsWocsehvQQlkV4IjrQGWfeP623s08f/mDl/EuG5j7ggW+T4eVqDl9bM5S2Xrr6qD8D8QXcDINqeiQ9UpSz3YHinJ3Mpey4IXx9+3zWoKANuoezKrvZuChuKGaFrg8sCdEQSaRI+0PbE1mbuj5MDDGHXD6AkoZWHMkxgYu1P5vLSps6mNEz1dYtDHZCfoNudMLbwUyD9BD25TTj3LMxSBkUYyV4OHMrC98wLVIjBUSIfWolPjqUgRP5DZgdaI8Hlo3Hgz8cxb4cw5uF6iYprpzkhwY7KaxELvCxa8VXceVss+psJURjR6+KZKjfe1M9Nbui4oqGF0McKaYEmagEGZUgkvWfhQF477hmN6SrFVRdbVxYEuqEjXOCLgnpGRHxmTdviN37+fnBy8tLJ+pDEZ+Kiots/fgbg6Ih1Ko4yVOM6koJLqmiEY8HS+pnHwS1W5JJIKmKPrUiFK8eyNUvfhgegNN5dSxXrg+kC0MfL0WxxKYClcvxx8cLmGBeu9r9KRvUJ1IkLnSh7ACjr6zqRrjbW7JID5EeK3NFmLupW4bixnaNlFfR66vwwA/HcC5XionewMvXLsKjWxNxrtRwqrW7Vw5vGyHq23vB5wOPLwrCxgXB7HtUzFze1IW43AZ8dKZokPQopuifBokZRX52x5XjTEkj5vg54qpZfqrXpsjPPcuHBCjVQSSUanoovUWRHjuRAGsmejKPH0crM+ZFRuSnsaOHpb2UxGdvfDliyxsx09sRle3tqGy7+OWf6PBISp3teYp0gD68+NsFTPJ1GbYLcJyLOa6e5Y8396aPmPT8WfCyBiouQZs9vWRTRw+87M3RLFHoe/3dQP06XPG36UHcRIbSUf1auxV6PqynoLMF3l4XiWd2Zmike+i3aKoRmQDksnAipxrrJg0J+5E0xM7zxQZJD+FgHv1ANyMI42p6mF/VRyeHmkHISmPz5ZPwc7yuSODRXO4Xb+kDIy/3LYtkz+s7ulkNYXsfQLFt+rhtxaTGTLsUTeJDoN+7b9nQ849uWoJ9w6TLJns5oKCmETk1EtjbmWBVmC9iSFi1px8Ck37OyMrl4faYH+WicWxBiDOK4owzxDYWfIEjkxHRNm9+aGko5ge74rekUrT1dWN1RAB7PyfT63Dbz0mc3cFfnK6AjCdkv3spMKriZiI+yrSXOpqbm9n3/ompLko13fZtPGJLRifRtjzUFgdzjf/dKT4OiPAcirDQDkhpEsjnDeDVtWEIcLRBqJs1Pj6ahmN59ZjgZYmJPt6oaOqCwNSEOTHrqxGhHHKvHBDwZXj7aDaKWz1wJLsBJY2dkIyw21h9NCQWVeHh4Clo6+pHY1c/rNEDvtgEVmam8HfUrQ2jyA97jQE5nv01eVjSQ7A240EkMoUjRX3kgJ/70HWiYmJKN+26UM4WZnMTwExoAp50gE2wRMzePJSlqp/4LbMeP1+owK775xp1rkpbEmVXFxGlbYmlKu0geqRdDEXTCNd/fg7nBsfMNq78HAeMycOPtL9rvCfw7b2r9NYplLUDZel1Bo0mCWTXkVLagtqusa89okTJxZRxLw+2xcF8zXvMSkDeS7hkqO2SwdUWLP3ZWS8d84iWOV8hUEoegaOBJV8RQdaH6SEiHMrT/Cxpo8CV5iLQ5oVvagpfMQ+mpqaoa5Gw9/b+oXS8d+MMg0XCVAD989EMXOBgWqTQTotVn3xAoxiaIrPlbfrHGm2r1L9L901GXSf7UsdTv2UxK40bZ3jg47PcGzguUMs8kRea/39PLWGkh0BUx4IP2IlNEewy1O6tDqpJ0hZYPff4Qsx68zjnzwfYm+FcSSUK1FoHe7t5uG12IFO6Lh9svaKNps1gu7uZCXDNVF2NpWfWTMHO5Bid7q3hQK9901RXPHbZBNz02REkVMtU4yi7qg0/ny/VMW9WRn4m+GoW/g8MyPVKolB0++tTRYww0e/+JYiPspZHG52dnRCJxsrG7O8Dtus4VzZq0kMwMRHirSvH4bFdmcP+7E2T3XHNDH+dMCCZAtpbuLOJgSJAynDwU6sng6Qmqa5nb0o1WzmtxQJE+Xghp64YFW2awy/QmgdJnxwtEsBGLEBVmwTfnC6EUGCGJn093UbiYIEE1W1JqmgA0RgTyQAeXBjAaUJH15YKi7MqWrHzgnEdc1KZHN2SPkh6++FmK4aPg+bulIobg5xsIEA1a28nPzBaN+hWrWvv0Ckapee/nivRiPwYAkV+1NvYqaaH0lsU6REJ+Khv6MCT2xMhNOvDucG6kJFAH+nxszVFSetIlJmG8M5NS9jjnrtn4Y39CYgr547XDPfp70qrxb60WnYtxxqv6amhMHaiu2thOO6YD3x6KAGFTf0I9rDDibyWUUWmIl3EyK6TsIVguLUjVW086atlGS3EQoXx5WhhiPT42pliSqAPrptiha9OJCGvDpgTYalDesjQmEQ+p7g7wsbcjG1oFNWGQ1d2f14rkl47gIMPL1Fpxmhj4nP6F2Iad1STHORiydzMlaDUynQfJ+zi6KallUggJHd1GIXHt5yC2Mqw3o02wt3M2Rw1//WDzJZCHV0yYH6oC2e6JragAdsTy9AhlcFKxMf6KT4sUkJF059dPxFbYktY9L6qpZMVvy2OsoFMJsTOtCH9JMKOlFp8EuSG/8wPwcH0csSXdsBCSN6MQgzweiEjuw+1nerhpGrEVTZggqstDjyyCNNfP6Y3Qs+1waLjEa4OjLQ19QzpOrNx1E56SlLUtEqGVcqntPlPiUWGCSvzgGz584nPI488wh6J9JBJqbn50ACkKA9p+0yYoMnq/gmgXUdS9chzpuoDa392Pfp6uGfEtVEWqGoBpvra4OppwaqWby4oTQLJ84oGoHoXEU0SpTWtiC1rgqe1BQI9rLAyyhv5ZeVIq5Cx9um5YTaY5ueOz08XwMWOB2umGyNBS0cfWvvHRicmnaSrtSY1Twtdp2TaRZFOybnCehRUdxhdIEcF2X1yOdP6uGNekI6WDu061072RGJ5A45lN6pID9X41OnJR1Day1jiQ+9bnXxSISXV9JDy8wNbkqDFM40GCRzqy4LR1Rst6SG8si8eZ/I7mKr4xWbVaZodjQRhiL0IeaSfzwGSmXzwIrR86Mq0tPYgp6kd6Q0DTHn8WF6L3h2nIdDdVN3eAzdrAfra+zASAYuxJD2EJiNqvezMRhcRemHVBJS0dOLF35OZMry1pQlmBmreA/f8kID9g2KGn6Ncw51cG/VdwOsHz+PlK2bpRH5e/i1x2OhDlKc17pgbqkGcqAbv8smeOJpfg8O5TTqfee8IBiJFUh6d4oZzZYbtctSxPbERdV2HdUiPEtk1Dcirc8MkkYPqnKn784OjeajrlCLQ0QrN3X2MBCkjJcsj3RHpYYcVbx+HstRvB1cYbBBfns7A5EAPODuIYFZBOke0RveyqD3V/YR7KNJsd31/HodUAreVALg32XRP2Il4aNFj0JZU1Qw3JwtUNmluGYj85FW1I6GgBlHe+snKm4cy8AlHV5s6pIPNHCEuuinCP5z4pKSkqCI+GRkZEAqHBiD9f/z48di0aRP+aSBCMcHNDnsyRpYz1R5WR4q4J/3mtn7suHex0a9LrucUYVDvIqLWz9u/jVdFM3IbpChs7sDl4z0Q5u+N6BAT1irtYmUGR7EZa/cmc1ORsJc9DremupoDtd2jV4hV2kIoQbuossYunC2sh6RPBlu6C4wE7bQ+vXICfJ2s9AoI0uT5wYYpOJfbgPz6ZlVX17O/cWvGTPPWfwOSoiqJi4W5OcDDQczSjVRoTjVXlH6kSBydz0cHc0dNegghLpYor+lUWQaoE+eLrXXemToUlfizanP0kR7CyBtidXG6uA77M6vR1TcAezGfdeCNBjTrCQV8rIrywOdn/5oWIUp42QhQ0Ta6T/SFmCQMOtYwNEsG8M7RLFVrOkV6lKTH2IhgXHY7ei7T9eo6njv83EkWB9RgoA3aXHy6cRqOp9UitbYJUzycEFvewFSO9VnrcGF+uBluXhDCOq7y1Zo+7AWKYnUu0E8dytb/R+JKpLizT6GiTOdc1SLB478kI55yx0Q/mnoQ7CqCwMSSpb2UkRJ96S4usPomOYkd2qPetx+pZS0sxU9746Vhbiy9T5GeIdIzPEiKwNpUijKOGvZZ3k5obJJwbkTprbx8pBh70+vw7JpIVes/zX8UIPjsWMGwpIdA0/1t8wIuSbRnxMRH2c11yy234P333//H6vVog3YdV830xd6sKlyoGo0VomGcKuvBkmdi8NE9cznTQeqgSA+RHkoPKWtKjmXXoLWtRyeFU9rSi4qOZoQ7uzJRP5teGSR9/XC2FWFhsDNOFDSgtVvGBPWGQ6C9AL8/NA+3f3AUaZ3AeEvgvTvn44oPT0LfvKsui09hcnXQTdIq6UWfTA5HSxFrPx8J5oa56FwXbR0dmogWjHPBAih+lro8app5Op5AgQ5CzIpwYzev8r0pO75e3ZeJLbFloNpNukqzg+yxMNwVTlYiNHRIGQmi9CORuMSaixsbCVq//+f4JP89QbRZYN4PSb+C9IhFZkD76CKY9FuC9j6kVzaApuU/y3jVGIyW9BDUSQ8G74mGtgGklTYy4kObFSW07xl9cLNQpJq1McHbAsXD+Em9d7oCD62M4vwe3YtLJrphCRSbJyqeXRzqzjYkyeV1OJTRpors3jLHB1+cKdMgaUTDPty4mEVrP984Az/HZyO7UsKKgE/k1xu00xgO5FdG50yvvTOxAucHSQ+BPp2sWinsLcxVekYU/RoJQpxtITDlg2fCQ4SHLZpaOlDb2s+6Vo/m1sLeUoTKlpGFGsd52iG5hIqJdOnNi7vTMT9KYfWjD+l1Xbj1i3hE+tmyblqTvgEcL6rGrjT9mZH7Zvky8+bOPikmejpfMtIz6hqfb7/9duzfyd8ctJhuuWMWdsYX4bPYQtSMcUi7oB9Y9sFpDXl7LtDiTpEeIj3KLiLaZaTWDFXEqUcKaur7EeIoh5RIT28/W9zpXO5aEAJ/FwtUtvTA084MO04UgDVGcMDPzhT3LJvIdiu/PaP5vp5dHYm39mewkDylUBZGOqGjux+ni1o0Ws0XTNC8kYhY2IqFEPB5qGntRiclfI0EuRYPFwHj0vEgkkg592URzigrq2eKxWQ6/cSKSNbeT9e2TdLH/m/KN0F5AwkWlmmkdU4UNCPC3ZbVRtmYCdDZo0h7/X9GkA1Q8BeX3lkT5QwfsTUkvbWKSM8oSY8SdLpxpZdWMfuvCBrJgkFnctqsUHpLedwYPLBiKmeB83/XzMKuNOONPrVBXWPnC5tQ3NiKce4KBeGpgfbs6yYEIbm4Bbm1zQh1tWff27xqHO7fchTxBT2YHmTGSA/Nk9vjyxBf0giZbACedmK4Oloiqks6auJDVCajoo1JdZCnWHFTB+eGJcTFXBXtOWFE9EuJxcF2WBDmjMKGTph0ArUtEtR294NvZsKiNvWdvdiaWILZRojbKvHJleNhbWmGHXqaLejd7UgfPgZrRpGy7l48vSONCdsOh4TcUmy6XL/h81/CsiIxMRG//PILysvL0auVSN21axf+iSDCMCXQDZ+dK4YpBtigH/v4jwLUfcNFfiiiQYu7eheRrdgUYc7WiC1V3LzqY3B6ENkfCNAh6WMu36SE6uNgwc5l9XgfVdfB+in+GPf8IZ2/9+qqECwZ76W3mI06NSg0nlfbBhuREJHetuy1KUweV96AQEdzTA12QVF9B3M+drAwY6Fr2sGRLtJs0oMpqEMTJa6NxP68fvzn2wP49JYVnBEwfTo69H0qNKxuk8DF3QGydikczClCJGB1ba1dveiXy9n7o93bydwqFemhdlvp4BbyYEY5SpscwePJMNHbgdX60Lk4CYEGjtOgPepopA+ISD66yBevH+NOt8wN5MHJ2hw7L1zaBZpIz2hSnX8kauvr8Uz62Lbv/hNBCd9Jvg7s/5SaXpnlpJPu0od75vkgvrQKH5/IwqJQF6ZurQTVLH59YzRu++HCiN8TWX28sDcdhzPrBv308jHbxxo//meO6meI7Ghr6RDZUYJFY5LL8FtaBaS9/WjrHkByVQfr6iS4W5ugmkNbi2AthIa8hzooefv2wTxM8nZg842tOfeSO8nTEYeSq5FS28TmCf1lv4N/k2pl1k1AoJcNMqpa4GYlgqmAj+7ePpjy+bAUkmikBCT+btolQ7W18XHJ/NZOJMan4WLhbQm0dnQbRXoICWrBIEMq2X8a8dm2bRs2btyIpUuX4siRI+yxoKAAtbW1WLt2Lf7JKKxvQ1fPAJws+TAz5aHzIgpOR0J+1I0xlV1E9JzP52GavxNcJnqx1ssitSrHiW6WuHV2OOraJUgta0VDZzfsxWbsBqUoyZazBShr6oaPgzk2zg7CsUfm4dp3T4GmOVJq2PbIPIMKxEpQWFxbtZUiPEE+1uiTDeBIaiU+OV7MOrwmuwDv37yQ1cUQwZgR6Ihwdxt2I1wb7YVbjJwYD+QNIGJzDI5uXqgTAdPW0VGCcuFLw1zwQ2IZ6lo7YWcuZsqh7nYiFn0iJWt6TxSNom4aB4uhDsY+tTmxXTqA3NpWkJaXq7W5amL/7q7ZWPXhWZ33Gvf6KhTWduKpnWeQXTGAUG8zTPVzx4nsclQ1y3R0RVR/k7XumzEZfOruUAedWX2rEGEulEK89JGJvzLpIcSORZHQv8BNizzZfaLEJzdO1ejq8nK1xE/xeSir68K0IHtEebmirqMbYoEAT+1MUblxx1UUs1qa448vVb2WeDCSpA9hQu5Iz++p1WqkR4GzZe2Y9kwMzr9sXAShoV2KpNJm9PTJUEetnlog0uMuBqrViukcBIDchAdpv+GVnU75zu9jcdlEb9RxCFnSBub1/amc9TT6QHNlZbcE976XyoqRKXn4xNIgjHexwSF+LYpJZGgQtAKdKONmZnN9rHGmrF1jM6wtNjgciE9qp0UJJubDpy/VMd1J0eK/O6kE22OL0CoDXMx5eGD5BFbwPZbgyalSeYSIiorCXXfdhXvvvRdWVlZIS0tj+j10zM3NDS+88AL+riAfMhsbG7S1tY2qhulCSQvu3BKHnn45ZH26eiquliaY6++AHenG7ZKGAxEfLmNMP0dL7EyqQGt3HyvwJSE9C6EpvovLQ255J8b7W+OmGQoFVHIpp90O3cCWZnxsmO6Ls/n1SCrvYHlwCkxP9rbCN7cqzP2M9ZwyBCr2q2zuxn/3pOMsh1R8zovLNdRZlZMc/d4t7x9GkpHGjOsmWCHMw10j4kMk5NopmhEfeu09F8rx/bliFNVJ2DkvibTGi2unq36usqWbETVlxIdE0B7cnogytcpH+skJXtZwtRGhuasHQj4fz62OhL+zJadGjnbUjlKNlHLsH6D04wCLuB3NrcEHx4s5z29poD0+unkanth5FrtTFBE9NzPAwkoISc8AK64uamxDRs0fLPX8LxiouSXE3hRHiv/+6c7FIQ74/KZpKjXzXbGlOFvaiNm+jhoK5sr7VOnGTlHXe388iVOFuov+M0v8VZEf2rzNfduwKwDV2x19TCG9oJyL3tqfNSigqosXlwdh43yFeCnhrq/241ChYsmbbAf8+oTi/iuu78RLv2fgfHEzukdQ8046YBw8iROrIizQ1SNCbGETm1/MRTymZUPB7JF2QQYKgUKOX/KzMUVZW79RelFCst6ItkNMagt6/gKS6T/fNhXP7UpEYYsmJXEQAXsfWGhU5MfY9duw5aweFBUVYdUqxYAxMzNDV1cXSwU8/PDD+OKLL/BPxjgvG6yK9GSFu1yb4NrOAcwJc2ftx2OBIynV+PJEHitcLmzoZo8fH8rAxydycTinBjEZNfjgRBHWv38K2aWteGRJJD68aSruXRDBCMDD286wzpQWiRy21OnSI8P7R4uQMEh6zHiKTg0iQWey6xgJIG2c0ZAemhBpoqJHiprEZzdykh7C49tOapCBmPOVeD0mA3GZDWyyIsLwyrIQo7qVKAJG50qRnt+TivFyTB6WPn+IdWMpQ+X3fnsEj+/KQladhIWn6bP7LaMdT/6i6GSkyd7ZSgQB34TVQ9FjiJs1Xls7ETN9zOFvJ0CkiwlC3SxY6tBCZAqxwJSlD+l89QkDah+nc6XbntJjtLOmttBHlobhrpncxYTtHc1skZnq5QF/ByHcLE3haG+ODskAbMSm7D1ak5jJXwAU8xu+TP7/F8pb8f+C9Czx4+PD66eoSM/VH5/BI3uzsCu9jj3ScyWI7NDGSFnLQ/d8gR6rE4pCK0EbtJcv51ZFV6KwqRffHB9SpSdyFeCsv35F/fXpXlOSHgJtnpT3H6Xzx3nYoGeEjX7Gkh5Cbk03QlytYSHisa5ZPk8O6pcYjfQDF+khlAyKGA4HsQlw/XRPzPDyYI0ZfzamO/Jwy9cJOqSHQBq7By+MbffkqLbs5NnV0aHYXXp4eCAzMxORkZFobW1Fd/dfPOZ9CfDegTTsSqmEmykwI9ITibmVBhn3S7vSjC4GHA73bE9RtR8rh0xeK6mZNjFdHuUxcrm+dVsyNk71wItXKrSWpr4Uw7Q1CHS/V7bL4GnNRyW1AwwODpEQkPUowqXlrYrPfMvJfOxIKYAtT4jbF0bpyKFzgchFXl0bpH0DrMshxMUGBWQ7rwdJJYrWZoqs3Pn9eZwZLIb+BpVYllXBOgWePpRn1DXyJQ81a1+NGqVqckr+Kg63zvTCrwkVaNfzgRzIaUB8fiNmhTqxSI+nnblGVxeJjgW5zGSRGZqEt8QWo7Chg1l+UBt+oJMVI4rGgK5RYnET6tq64WJjjin+DirNEhdLbmG1+DogLr8RKRWNkPX1o7lzgLnP08Jz+7wglubcFpuPvwL+eaXAmqCk5zA+lH9ZHCmR4YXf4vH61bNYpCdRy+ODnr/+ezKzfdAGjcUgFzNUd+iSH3KyV8cNs/xgJeDjwV0ZBsnMrQsV/ydyNTvYEZY8hZO6vtenSI8+BGyOwc67Z+GKaG+cy6/GhepL4y1S3yxHQ2cPJvvaIae8mWkraQW1xwSUOhvuDJaNM0df7wC+iS0alZbVWCO+0XDiqaqr588nPnPmzGG1PUR2rrnmGjz44IPMxJSOLVqksBj4M/HJJ5/grbfeYrYaEREReO+999h7vhSY9nIMlOrn1N9w3giX5fq+sfNe0vdSEj3jiELC0zwdkFFXryI96iDyowRxAZqraKKmrP5Eb2csf+cY0wBSoBdnf07ClVkuePe6yXrfO0U8iPR098rAHwAKmtrQ2dmLqR6O+E6Pv9fMECsW/dgVW64iPUqQHsVINCnW/28/zPRMMN/EGvaWo8uYX9fCiA+ByI66+zCBCruVxd3rp/lgb0oFWiR9CHC0wOqJXkYZ7dE12pVcgcPZNey86e9UtHRj4yw/Nrn/kqx/x/PKgTSUtQx9bnwTsiyZyDpaCJdAYeFfjAJ/9S0hxXKmewNxemRWtiW34vfkGCzTs9H57FwtegfSmdEvgdLLpBZPgqvPrZ6OdR+dUtX4EPztBUzzhb6001Nk3fDCnjM4nN83LFnqkvYz765UDrmIif6K96oe6dEG3TlXfHYODy0MwJY752PmS4f01tVdDOjdZVWRpRAfld1DmmNjDWMowp50hXfZ3wWu5C3zZxOfjz76CFKpYvF78sknIRAIcPbsWVx55ZVM0fnPxPbt2/HQQw8x8jNr1ix8/vnnWLFiBbKzs+Ht7T3mkR4ty5dLhrEcoi/8nm40+VLuTm+c5Y2M8jo10jMEkotfHVGnN/KzM64Yv2dWw9Fejv4+SsP0wdSEh9vm+LNWdm0SQyTrnWvnshROSu1QGz75zowmF510EeVU9F4iPDQnWi6QpYXS1PSehSGqCV9JeopeXYmAp3R3nXScQMXbR7Jr2Dk7W4tR19rNSNCiMFdW8NfYpH+GVCc9hOoOOepbaMTYM20iOzHQ8G+Jz98Wf5RW0BR3M3y0cQ5WvndU77xGe6XKKv1a1VvPK4x+rSxMsSW2EJXNPfC0N8PGmYE4+9QyfHY8E8klrayrS5vwKPHcwQJW+PzzXfOR/t4R1Kq9FztT4NaFmsaVlBYWCEww0dMKKZWabeeXf3IWd801bt7fEqvwhkp/ZRXu+OYsjuSPXqNhkqc1kis1o2JEvfK42jr/xbD4JaESaycHDmuFcUmLm//KmDZtGqKjo/Hpp5+qjoWFheGKK67Aa6+9NqbFzUvfjEG+mmHc/2fcNcsVv5yrhb7TDXQ0wQOzI7CatoxquPbTs4gvG5pAKOkzJ8wR7ZI++DtaYNPyCCTlNuK1QykgqYy1E6wY6SFQ5GPb6VI8fTAbfxbszYALL6wy6Dlzx3enUa42x0V7WHGamlLaLuy5g5wF3KS2+vzeTIiEJmhql6CiqQfU5BLuKkRyZa/eyB4VMtcMbvFEfIW/DWGymxCmAiGCnCyR3yjF+bK/sszevzAW9mY82FkIUdQ89umYm6c646nVk1iEkTZ17+mJXruJAU9Ha410F41iC1Ogux94aKE/zhU3I5nGHK0uPCDCzRL3zgtCsIctq+XRV/OmHflZM9UP41/U1PehSJF6NxjdV5+dLMCnx4v01ssYI7BIneb/vTwcs4NcR6ScrA6Sl814fRV2JZXjkV9Hb7HyLzRB28cfbp+G6YGOY7J+j7otZ2BgAIWFhaivr2f/V8fcucY5WY81SE8oOTkZmzdv1jhO7faxsbGcv9PT08O+1C+csfC2MUV+8x9TuGjOA/hyYPT6oReHz88Z7gcubBxgBpLfny/AzgcV6c49cWUapIdAgYfW+kaEBnihTdrPRL0WRbthWrgTi3YoXcsJlO65cqY3DhbU6KS7xgr016yEQLOeGZPWlx1ni3HNbH+d7313phjvH8nR8RjSZ2pKJIciPOo1QkrYW5gxDaGzRS2quixpPxBfaXiHqCQ97OfVAj9JNQrHrPjyf/Nc/5/Q3CNHs9p8NZawMBezsSmECR5aMR45tY06zuyEKG8RPr9lDqvpofQW+11ToLNfEZXlm8hwoayVFe7SvUX3R0p1J27fmsI2PnfP13UL58KxvDrEl+oq/RY39+GrYzm4cloA8mra0dcrw9wgF7xvoA3bmFl6oF/hDfXMjqHGipHAQww8tnQcNm1NgsL2+F+MFUQ8sIaSscKoiE98fDw2bNiAsrIy5tulDuruIsPSPwONjaS4KYOLi2bKhZ6TxhAXKAo02vb7MC93HC0Z3ndkLGBpDgx0/XnEx1gk10jx6u50PLU2CufKGnUcfwn1MsCxuxf25qYsTH0qqxYnCxvRO9CLcBd7LIpwZTo+SrLw3W0zcDCxCsm1TZju4YTd6ek4kD82Y2zT0hDctTAQb8ek4KMzVPKsi89P5egQH4r0fHOuSK+x4qbfsxnxoTSVUgRSGaaltBYd87K3UPnYyHly2Ip4/9pQ/Is/BSTAqd37F6/HO/D2uRNxNq8eG2aEoXdAwNJb3YOk57ppXrC1MGdeUUITgEdiVmrl3LTx+d9J43Ri/JxF+O48t+gkpcnOlbYis7qNtYR72w/vqj7O3QKF1V2swJwLC8OdmE1CduXoys975MBDv3Ebf/6Li8PCCCcEuhi2a7rkxOfuu+/G5MmTERMTw3R7iOz8laD9foic6XuPVKOkdJ1XRny8vLyM+ju9wwhXjRVcxYCbvRUq+jpG1/s4RlA3FTWE3ekVuHVBMGb5OOKXVAXhVKcptnIw0rNmghcSSxvw8clCNLRLQAGQlNIWtPX04vY5gao0EEVGVk3zxCp4sudLJ7sbFSofDpeF2DDSQ9i0aiL2JFSjkmOj1sNxzYsb29GtrlrIgdVvx8DP3YXZYFA054qJnvj4WDIuVA4tBZ4mwLEXlzMbjJbO0fsqvX/FOOQ1d2BvbBkq//7d0/9iDGEyqIVy76IwtHd14tekClY306v0MOORarkQk3ydVT5a5BfF1RkdaAI8vTuFeZ7Zsc7BQFbTk1XdiAh3R0wJtMeO2GJWKE2Cgt1KOfNRYGm4r17iQ0ivagNvYID5VJU1DR/ZvGaKJ2pbe9HVL8HeC3XsJqQO01aJDKTOcfOsALYJmRVhgV1pI+9BbNTvsasBY33N/oUC422AOxeEGNUkckmJD6k0//rrrwgMVCwafxU4OjqCz+frRHcoHacdBVKCdIjoazSYE+iGz4fpCrpY2PGAWglQW6GI9djwcVEO3xeDbrV1+cmFAajv7sTX1E+tBaGpKRMKvGKGD7alVmiku6j+5Y2rJ8LB0oyltj49kY/6NgnbHYJvioaOHpzNrcZlkZ46as/qeHlFMJ45cHFt2vvy2uD821AXys1z/TkLLum4NvwdrWEuMGG7ZH1cNL0RsLHtg5etGBWt3bjl+2Sdn6HNZcgzB3HqsfmI9DbH2VF6Ai2N9sQaIR/9sh58MUxa8l/8fTHSRTNKDPxn7QQ4mIvhYmsGW3MvPLA8ihkXf3miAA3dvbA2M8X6qb6Y5O+gSr+q69+oo3AAsOvsgbkZHzVtEnx+ugCfXj8N04NDWK3N4zsu4PfUWqP2Z6+sDsXTe4c0eZRwFAG/PbgQfB4PpAvPRWloZuBjALZWIvB4crRLeYiwEyCrRn8byNWT/JhvHlVmtHbIEVvUyBTXJTJFKUFSUQ1cbEVQKGkND+V7u3W6EzqkfNUmT99nNMfPDr39/cip69BrcfEvNOEsAr66d/GYFTUrYTLaAmKq7/mrQSgUYtKkSaytXh30fOZMherwWGJ2uNOYCRFywYby41r34B9Nemin6Gap2AUO1iniyvEuuGtpKO5eGMm6nrTh70zKxYors+0/s/HemnG4eoIre6Si3yBXK6ZPQ+2uZO9BE4WZUAixKSDnmTDPKyJFBEoVxRU0Mq0a0rkhrHz3uA7pCeYD327Q1RAZDt/EVSA+X1FHQAqyVDipcS72Ag1PIQIp0RKWR7jByUb/LsRWCEZ6rMyFqGoyXKN078cnsX5qKFyGj9jr4NwTC1XRsflBPiN/gX9xSTGW8pFcC6qhffDsGd5wtBRhx4USPLkzBS/tS0dWVRsWhbvhveun4s2rovHehim4eqqPagyRgnKgg/7F31rEh5VICDMBDy2dvShp7GCRkn0XqrHTSNJDIMNQEiKlr8/WTcANk93x1uVhOPPUcpbqJgHPD2/ivqeXjXeDDCZo7pCirbsfPb39cBDxEb9Zv5wKNRZQpyUtog8sDsU1Uz3RPSjT3NQPvHm8DPPeOondacb10HYOLqClNQ0sus31GdFyTfObnQh4ctU4vLIuGlN9HOBKwkP/wiCcecDjS8LHnPSMOuJz//3349FHH2WRFdLyoXZ2bUuLPwuUtrrxxhtZKm7GjBlMSZqMVCk9dylw9PGFo+4AGA4X83HP8eEjvVKmlyjRZDNcusiKT0JXHqht78HdvvZo7O3FJHdHVds6qTe/dnUU3jiYjtoORQFauJsVbp3tp+HnQ5Ef+tIG1b14OIhR3tKJLmkv5FTwCzkCnS2Y6F9sQQPeOpCFvPoumAwAkd52GOciRna9bm/2xqXBmDtueCFFLlCYfnqwwniRukWocJJ2vKQXok16yMPsgyM5SCpvghAyBFmYsKK70mbdkP68UBdUtEpAidPKYWqzM7sBLwcL1ub7c7L+dmFtXHhmiUrkkKxH1H126Oae7M7D9FB/bI0vQrtUkX74F38sLvXmPsKFx4rwy1s1ycraCc6oa+7FfT+dR12XnC3S/JI2VDR244ubp7N7VP0+JZD9zecn89Aq4evQLJrlHSxM0NkzAD6vH129A7AR8eFkKWIblQ9OcHcxOXHIKdw7z0/DNHT5FA/2pY0FYa6MzNz00THkdQLTHIHtm1YhubQZLd09rMaHbGR8HCxxy9xgnfPRxrq39mPrw8uZx6CdKf+iZULodjpeRl+ZmO5jo9PM4eEgQkd3D7r75MipacG6KT74z6JgbDlXjN8yjL/P/yw4iQAOBZM/BPVyRa3kwfw6fHXL9D+f+Kxbt4493nrrrapjVEOjrKX5s4qbCevXr0dTUxNefPFFJmA4btw47N+/Hz4+l2YnTMWpn10/EXf/pLA2GCvQ/qHjImbMlDIZlkywR31bP5o6JMhtVOSpJtkCOzevUpGfWZtjVBKCO++ciS+PZeBg0ZCLe3JZM0LdrLFysrcG86YdXn2HFJFetvhy42xkVjbBxITHWkGNddOlBfv6ab5M2DCvpo11gUR5WuPW2SFM0O/539JZK7YScaUt7IsL2xPyccO8IOYePdL+L6pNIFConkLh188J1iE8ykjPc3vScE7NZqOkjWodgBURTkgtbgBZYlmZAj/cMZO91vbEMkYc3WxNUNaqn3VEWShqmepbjZuKV0fY4onLotl7Op1Rg+KuVnxwXLP9mJYtmnDnBDvjsihPlDZ1YFtsIY4WGd+5+HeHmyXAoWt3ybFhkhvzdjtdPLQQ0rgw5QFq/pFjApKusbMwg7M5RT8Aaz4wb6Izahp7WQGwEgODXynl7UgoaMSS8W4ar0ORnneP5KCyuZe9T2XKxsMCmOgjwFXRUdiZUo6Esia0S/shFppg1XhPBLpa4WRqLSrauKNEV09yg6e1Nfakl6OhVgKROXD0XAl2JZRgepAF/rdhvsHzIzJz6BlNSYlJvvZ4Z/0kVVdXsIfNsKSHkNoCNm+RAvvx/LElHibSNhbV3ptaiNgyKUjnVNLTi65eOcxMAW97RXGu0ISPaD8beNiZ4ZPTI2uO2TDZFT8nGU5l0zZoaYQl9mV1jlo3ysoKWDXeFZsvm4Rr3t+PhJo/pp6Vq3TgaF4Ta27hIsZ/KPEpKSnBXxn33HMP+/qjQM6x5x63w10fHWc797HAy+sm4KvTqaMW36Mhvzu1GYuC7HHvnFD08OSwF5phQCBnTuCkdEo4N2iS+cjWU7j1i1j0mwJ2AqBPDkj6gcpmCe6cG6jRkXTNm8cZWSLFnq2bF7AW9LlWrszDytF6ZIF9msDIULW0gfzeKE1myYrY9iVXapCe4WApVoTp37g2GnduM87BnWBjChbtqWqRYFdyGcoau+HjaI4rJ/moOsuUSChqQgKHt1ibFOz9Twl0QWWrBPbmApbqo4k4yMWadXDdueWcwfex91nF57AywhtHi7L0/hy9o1vm+eH+RSE4klWDtw9mo7qtT2/dB3nhbt6Zgu13zUGgqxuTdT1aZPj6hDkDOfprSv9W+DNID2GKtwNumxeMT09mI72yHZb8AQS5OWGirz3ejclEPUcR/QxPc6RUduvtOtIHO7EQzpYiVpgc4mqKEC9LSLtNcKGc+0OksVLXrlu8m1raiOrmXoUmjxkPnVI5+1lnG0s0SUzx/fkSjPe0R5CzFdqlvQh1scXCcW5M9ye9Xr+gWUOnHI9fFogv4opQSi+o5N391AjRhd3pMbAh1ehAHj6/XSHoSaDND81LiYXdmBZohrevW6jy/1JunGZoqTgPF80m6kHzFLXt+ziJEFs2dkYqsXXAHbZm+OyOBXhhdzpiMqvQLh1gelwrx3lgvI8tPj6Wj+/PFbHicLGpCSZ7mCOpyvhFgwcTvL4qFJtjdGujCHQ1dj+2AKvfMmz2agg0w5E7UUZFF0oauvDxLYuw+v0TqFGTmbblg7mnjwa0knA1+z+xLAi1Ld34ftBwVl2X7HxV459PfC5V9OTvDIpy7Htu+PSRMVjkb8E+5MhAe8x6gzuNRmFnHz5QOMzgO1bQzL6UoGnD1Rq4b0EENsxQOCqHbI4ZGoj9CnVWbwseTCx5zOySBNMIBzOqNSJbtFeZ9foJnNu8gEVLKOVD+jQjBU1gynSNEr+ncqu66sMdsxX+YxP9FTYNxoI6V17YnYKc6i6kVrVBPgDQ3JpT0852lOoO8TVtnZy+NrSLbu2WIrcG8HYQ4/rpvqrdJxHG3QlFqGqX6430KEkPgVyut6ZUaIjDjXe1wC1zAtAilWCylwsivW3Y7vyL4zmoausb1munoEGKE+nVWDfTF4uj3TDxlCVSDEiO/9GkR7Ph+f8HntmTifP/XYbnV0cju7Id7T09cLYSo03ag/He1jhSoBt16+7sHvF1cDI3QaCLDUxNeSziKhYIcHm4L1LLG1hLORdoQRnvo7BgUY/g9skUv8D+5clVc0Jrdx/C7cVo7OxFWmUzbp8VgFBPGw0j0sme9HplnH+P6l++OJqN0hb9Zdltg7YSNH8ScaF6vuiXh2o192b1YO8zBzRSu4Yw3V2I+GrdkHmknyVyatuYbtZ/5kdhW9KJMZWQ+PxUIcLcbPHoinAWDS9p6ISfkyWWjnNnEhhEerr6BmAv5qO2XYb6EXpb/pREkhvcshsEKklf8NaJMekaO1fWga9O5+KZyyfASmyqQXwMkR4Pax6a2uU6BJ7KmuaFOuDmOUFo6ejFc7suoLaHHOWBpy+PxqxgZ5xKq1URH3VdsmlGqOdfEuKzd+9eZv1A9Tz0f0NYvXo1/omgycMQNkxxwvHEBgzXc+Nsb6GKypC676afTiAmT5Mj3z3fD48uDx8x0aKJtbodrHZmqp8jPjmRzMm+y7vkrN7G194MHrYWLNKjL5133esn8MNj85l7ubooH034hQ1tCHSyQbinYRVsbbRL9O97x7uaI612aMJYHemMhRMU7uU0KT65LBivHTK+4+vb89Ua6QiqXT6V24DkombMDhtaIKI8HZkgWxtHCrKmcwA1nd0IcRKyugR17M/kVsCd4CrAnoeGFGiV+OXeOcwI8mxpI2b7OjIypI3Kli409vQbbTBY2Tm0s9398DysfTMGKUaojqt3qCwJsEGIpy0+OsW9wBEWBNniq1tm4sb397MdsDGgLtWL6ORXESeKGozGZOBStBd3yYH3D6VhQbg33tyXgLp2wMUaeGjpJFw9JQBHCnTvpbYe4+uBnl4egIaWflyobkFtuwTmAj46emRwszWDl4M5BHwXWJsXQtqlS6VumO7DyLMStGmh9I+7vQVcbAWobe1D5+DtZ8YDfJ0sYGNuBgGfj4ZOKTr6+lh9n3r0her+yLOP7GvUQXUvVN+34dPTRl+7O76IQUsfd8n2De8cwZ6nV2j8bW0kFDYjhYP0EGJLOjEjUIJC63ZM8nHAW+sisWnn2Cgsk+N5UW0bius7MDPYCVdO9ma1TxSJo/d7IreGRXqI9NS1y/SqsV8sxnIs/5RYC0/rHOQ3GifION4C+O2plcgob0N+fSs6OqSol/Qh1N4aYb52rJtXSVxnhizDqzHnkVTagdMFpYz40IZ/cWYFS28psTjEYUyjPSMiPmT5QMXMzs7O7P/68GfX+PyZ2PA//Q7AhGgXZ/yM4XNXW5PqcSKnHg8sVkRlPr5lMWbFleKp34ZSIG42ZFuqKPY7b7xfpwokvHcmqwq70vTv/OlTHOdqwwgYRRf0gSI/lDNXJz1fnCzEd+eKmNYNtX2TRsad842XP7g8yh9xlbru6xR/+fCGaSisbMeerAJY8y2xduoQMaD34Gw5srJwetdKyto7AJaP7+sHqlqo1mmI+NBicee8IHx6ooCp1HLh95xWXJ1Zj7njnFXHAlwtkFqrmyKj4/pAZIe+qPOtrLFLw/eL4Glnga72AaNv8mm+mmRs9+OrcPRCDWs/NsR/lKdJdUzXzwjEnHAXnEspQ4qeMqHEolacyazHzw8roljTno5BnUz3/dA1V078PRe5AtBV+OaGSVg4zlXLRBcGU4azAq1worCDnSNL7/AxpuaU53JrsetCLZoG1wyq/3p0R7LquTZKR+Cnll5eic2Xz4I4sQyxhQ2Q9A7A38kc66f4qSKot88Jwscn8hihIlBy+4EV/rhzXphOrR4VCHs7mePWWYH4JbEEHb0DsOLLYG5uga4+Gdq6e1jEx1LAh6OlmDOyS0bF5Nn3TXwG+ruBa6YFqZoaqFEg1kiphjPF5GLPPSiyJUBJfReqmruZsnSYqyNmhzppEKGcmiaDkbN3jhTg4+smMlIS5mYDRzPAyHXdIPoHAD6f0oSK+5TeE81HlFaj6xzgaAMRn4eKYQbZPE8eCirlLK5DqTk/SyD9TxRgPzPY9WoM7l0xUTVXqpNrbdD1WPjmIdQP7l/zG5pxMOMg4p5Zifeum4xfzxYhrbYV8wJcORtj/jDio25LoW1R8S8UOD8Mp3lvn/7aDW3UdgFvxCiiMgR10qN8Tt+jDofRptdSavWHTJVo7GjD3vhybEswXNdFRbbKhZkiPUR6Onv74WguQGN3H3s+O9DZ6MjPhrmBzKgws04zFPy/9eOZ18/2xFKcymtHT387fs+uxg0z/PDYinD2M94OivolY0ALcJANoPQjJBNU2QC17ALhnopOL+WNShPY3QuCmDx+WnkjTmXX4shgzY+6gWpsaZ0G8Xlw8UTsTNXNudNxZUE1KVirp9UI1Ha86sOzqucx989GhIdiMqFrEOwhRnKV4dWS9lY3zPBSda2pg9JehwIX45pPT6OEQ4KafkMuBiyFJrhxZhCmBTuxiXz3U/rHXOcA8NLhZMgF0cirbNIhPYRlwY64fmYAPjudj7PFLWyJo89htp8tVoW74tWYXFUZiLH4IbYQ88JdcPDRRdhyMh+fnS5AtYEswlvXjsdlEzxxOrMeKdWNmOjuyD4zsic5mF2LEE8z+FjZ6q2lMAb2IiBbq9JeH+kZKeILelgN2t3zg3B5lCcbQ5725hppINpo0D2XUFQHa6EppoXoNh7QmCbxTBp7RGaWRroi1NWaadlQpxQJA249X4rGLgXpuWyiBxuD6pscdVDkh8us+M7F4fghoRQVelK+6oh0AhINzKX3fH8aRarQXin7Vz0FFubmALqV+gzwi99Si7EkwhUd0j4IzYTcKqVqsDcBLrxqeK6lKzLN3xEBLpYakTS6vv0Dckj7+9EgGf78K7t56BbKIZYBpqaAh7sj0vNHsbsdI8RWGMe6nK2AAG/j5vcPDqWpSI8S9Pz5nUkQiURILW9lavaZDW2IrO9kXXhjiVF7df0LXcxwBuIM1EcYz5uH6k9O5Fbi91huifdHvjmFvU8pdDDWvx0z4sjP3ozh88vnKnpwrmJ4GfZ1H5/E+xumskmR0lsU6SHSY2muqHVplsjY8ZGkvPY9vAA/ny7E/qxq+DgLcNc8BelJLm7Bj3ElkPQBNmaKFAE9XxjixlpkxVRNaCTcrYXoN5HDiteHjsE5iUjPbXOCVDuWfecrcKqkHpFulpg3jrpYLNn3xHy+iviou8YHOWhKq9N7/mD9eLywIw1NcsCBB/z3mvHg83k4lFWN7p4BmJuZYIqvo6qgmiI96qSHQM/TnluqIpjXTvRDcpWugetbl4XDy9lapabLRXrUCSsRPa6usU0rJrKFjwq1qehcudjRhP7F1RNw5y+pnK/ZJ5Hj4+MFKK7ipi9SmQwzQx3h42KBbfGFyK/tRrCrOa6dHghHKyGOZpXh6EjCH9R9WNLGaihofG2cHww7S3Pc/2sa58/eNsOJkR4CkR11kkrWJOr2JEcLGzTC7sbC3ZoHVycnoObSFExND1JENYmwKBsVuEAioC623pzEmpBZ3o77v41FdR8wyQF446a5cLcXqyK4RJSoQL+GivYthUxmQh/pGQ5nnlqJt35PxZ70WlR3yPTW1jywcjJu/D5J7+sMkZ4hUD1Q/suKFNjUQHtcP8MHX5zVn5LNq25jP+vraMm0tlq6epmQoT5M8R/+nC+LcsG9i0NZGlA9kkZ/52RmLb4/VzDsa7Dzax5gdVh2Ih5apHKcL2/ERCcTpDT8tQMO9R3Apu0XWEcrXQNDOFvIHWc+kFUPS7EZuhkRNWGCtiamPDywMGzY1xwJjH6lDz74wOgXfeCBB/BPxNZHDO8IZvoDfIE9DudpfugfXRmFo7m12JNdr1Nz0N8rB0cdJIP6cYr8EC5/LQYZoyl0uEgUNvXio6MX8PrVs1lND6W3KNJDoEcR3wRSSS8ryiUiYCwo8kNf6p0eqeX16OlXkB4LRqykrPU/t7YZJU0d+PZsEcz5wKA2mV4sDLJDdYuUhfLtbc0QbQVEB7rDw0KMroF+Vivw1dl8HM5VLHy0zs/KbcCrV01kC8Pi8R4IOVuIPLVtfIiDGTuujdUTPTHBy57V5lCaioqeifR0SPvhZCVCQ4cUiaWNsLdwZwvUCi1HaiXoeOxgJx6lwn5MLkeaWuvSeDdLdpwWJy7CE5vbiIzqRkS6OzLyUd7cCZiYIMrNAtK+AbR0SWBiYop1UwLZ56T9WdGE/kZMJnZdqOSsjXG3FSDY2Qopla3Q170/J0jxvojk3bMoXCPi9c3pohGTHoLcBKho6VQR68VRbph0vhjJg4rn6vg6rgHFjXH49rYZw74u6YeMJqIa+9RK7E+oxK/pY098KKnz4cbFw/4cdSo+8sNJ5NQOIMzVBO/eOF+jU1Fb9ym5CVj8rqIWJ1QEbH9cQbJprI6ViNxjl0/AfctkrGaQPvcOSR82fZuAGkrfU7rstmk4nF2NKFcR0mtH1t8W/MwBJD61mHVR3jE3yCDxCXdXpJmpCeHuBYH4+FgBcqrbwVESxfDhzcvZ450zXfCFnuI1qWwAztZmbI6iiJkyktbY3ou4ogbUGqE+ay8ESKeVSI9ybmvrkePa2aG4gyfAsWISidQNh5FW2KX1EDAOKVUd+ORYGh5fZVhMdkGwE5KrdFv5qZG3Q9oDVzshk8chqZPcilb2mVqKLP944vO///3PqJ+jGp9/KvEhUPRlwuYY1hKojbc2LGE3wu9JlbhQ2YQQByusmebDdlI+rtY4nFuP7oGhxcTcBJgd6o7U8hLW8aANWj5iEiowe5wrm6BqW6W4d9VE3P2z8ZpCDmZjF34vbZahtbuXLT5U00PpLYr08ORkVjiAL+PKsS25CjfP9mdEYKSgTo/jWTXIqGlUyM6zeZEmBkAsAOxMzfDx2QK0SvthZzI88TleoMhDLPC3wt0LIxDqbo2Pj+fhiePZeouGz5W04VRmJdbPCmTX/N0NU/DpsXSUtfTAx84M/1kUpddTRp1IkCs9RXqI9IgFfPZI50eLAY0RfUlI9eNEbkgZ+8dTRUisaMYUL3vcMC9A7478ie3J2JVSy8aXEEVYP9UDt8wOgpXQBE3dfXCzNkNXnxC2IlN423NPMhRtI9JDxJPqfpqlilowGx5zHEG4iw2qWiUYkA1gtp8lEko6Nbo7/OwFuHFusOo5nasyEkERmxf3jy61RLv1zIo6RPs4qBbpFdRJU5HHaXlwoqCZEZOVUw2Pw/u3HB3xe9k4VUHs6LUXZFSwv6XETF8bFDe1o1YZXhwFXl0Vqvq/vlQpHZ/zxnFVrcv56gH2POvF5eznUktbNUiPNnKlwPgXD2ukV43Fm/suqARAH78sWuf79N4auiSMaJNX1tZN81maiOrYaIEjCQ0nG0sstBbjeP5QrvDK8U7YlWa4nuCF31KZtQ6lZw3h0WWTVf8/lVuG8vp2UGmOp7UYTlZCJBS3sULzCbbAN/ctUdUQPbV6Mn5NjmGCkdrYn9UAyE5jQWgg5oe7wpRvws61TdKDrl4ZyEeVShj0wV0IPHpZFF7Zn47mbjkkvRImKWJhBvD7gRZeDzZMDcKG6YG4/4s4VFNKnupqlgdgf1odKv4s7QYtfHKmFo2dyXhzvX7yc9+ySPyUVI4ajrIvurRlLb3wshGA2TbzeDAdZZTxoonPX12756+Ck+l1nKTn7dXhqhz0uuneWDPgyXLqVP1+JKsKIS52uHdREL46VcBSOGZ8YOMcf4S4WzFtC65dJ/UK3bsrHVGxRbhykjfOFtajyECbsjZoUiuuacP9v45NV4OvPZ9NXur1BfGFtfj5XAFkQhFcrISoapPiu7PFLPoxksgP7aI+Op6DmPRqDLpZsAWcIj1EeqjGp14iQU27FE6WAkWRqpFFs+dLOnDXgGLh1bdLVK/hyajpxPWDxZ20KLxy1XRG+LQLkLWh3qm1YrIXS29RpEcZ8bESKdzqabLUB+1Xp0Xs1kVB2DgwwMaTkvRQZC2/rg3WZkKEe9ogJrkM21NqNSaX7QlVmOxujwAnC5wrakBlixwOFgLcMjtAr09aUUMr6O3RUDYXizAgl6K9B1g63pkVv1IEy8FSyOpB+uQ8LIhwwrmsBvb3VkRa4eV1M9l7VNZMqb/nb+LT9Z73HB87nCnTL01JY+HD09X45UI13r5mClt0vj5XyEl6lIivbByW+JzNGdmugMQDX7xySGWWokpEsOhvTfd0ZH+PFMk/PJSOuEr9EY37F3kiPrcZiRwaL8fy6nDtnAAW0TmaUcWIpoetGIsjPVQRnce3ndYp8B0YPP7hxgXIqjYufaedXh0Ok1+IQeNgwC67rgY7kmOQ9N9VGvdxXl0btpxLRnqpDC5C4MYF4Vg1yYeRC0q9mglM0CLphb25GaZ5W2CAx8N/ZgdDJBAMS3wauvsQwGqTDOvzKNOD45+J0TBjbW6QIE9NZvqB1dE67fM7/jMPt3x1CsrSF3U5hv25UlyozEFufRseWByGVkkvxAJTOJAkiJMNarv0h+PremlDImd1QgeyG1VF/64iPl48mM3uO2q8oLnut82LmXbYF8fj8ebBIqO7O4fDRBc+UrgK87RAoiHTgh1wQE/h846UWtTUxYD0O6cHWeGda+fi8R1nEZvfhmkBVnhh7Uw8smgcvjqTCX2Z5Ib2PnjZm2FqgDOcqP5gDPFvjc8YQWlz0C9T3EU0lQvVFsuk8hZcNdOP/Z8mer4Jn4WavzxRhB65om30jgUB2HL7bFwob4SkbwCtkj68cSADy8I8mR/TXd8eRyZH5Dy9tgs1J3LgYWdFAVbO9+dgAjSpzYTrJ7mjtbsHP5wcG9LjZ8vHfYujNSZIivy0SnrAE5nDw0oIK3MzUBKorqOXpXxGQnyyKtuwP70aPf1yOJgLIJP3QSKV46YZ3lga4Yn4ErK3yGcaRM0S4xcr2iOTWGNBfQvyGrkoK3RqeOb5OWtEVeich1sYrv74jEqbZ1d6HdPqeW/DZJbeokgPkR6q8SEi89lh/R10V0W76Z7D4HhStx14dVcaagcnzrn+VmjuHirepHFJ3Wt0lR7Yo/7592FhhAOumuKN46m1SKpuxGR3R5VUACHMzR4iaj/vpTEuZY+0I71+ehBLG5A5LRE50nv5Pb0anZI+RAfaYU6QC3tdytMTsTuaWYe8uhZG+BePc2HnXdugPwqSVt0Cdys+qw1RgkaPNi0g1/G3dyciMsAVNcN0zxARGQ4TPIAT3GoEOlgzzlqD9ChBZEedYM0MckKQy2xMeVV/NOmhRVG4t+YoVLLqapjqY8uu4VeninA8r1almF/aLMXjK8PYtUwu4a7fUx73dTA+ikObqWi/IXsJQ5EeJelRgp7TcWXkhzqp7vomQdU9R7zuwu5stPTIcOugUOqsQGeczKtlpEEkEGKKvz0mBTiye+zWGV7MX48LYc4WKm88DxIxKmk1uOg9v/s8pwO9Om7dckFVO0T4Oa4U7x7K0nBiVyeYtF2gz2ZfWhUuH+/FtHxcbUS4Cf7Yk1IBuZyHtLJWSDjUiumS/J5ehGapKevmshArDKrLBkVzbEwUUhofnyqBRCrFN+cpQTh2+HD9RKSX1iOljmPQaYFimER63ERAjR7+fmYwPL0ztQM7U4c27pVpHdiZdmjYv0Gf07rJ3rh8ghdnfdofTnyuuuoq5oW1efNmjeNvvfUWEhIS8Msvv+CfhAVvHEKJljiXXGux3JZaA3/XQlVLN4WavzhRhG6K5A3qftDzmf7O6JXJ8UN8KWrbetnNsO1cJXydgdp6RRuu8qYRqAU1SHfD3kIIazMBSlt1C8eI9NDPR3lZwdxMgB5qMxcKkDBGzQIRbnzOkDjVs1gJ+SzSQ6SHHu1EAnZ8JKht72Y7HmszE4hFQljLZDDhyTHBx55NSkwYbBTvm66vuSmRFxESuaomtbA01AGXTaOMuvGgSI+6ICGBnsdl12LBeHc2UVLkg+oCaMcbX6z/QykqMzzZUaRn8440Nq6UOF3coeH7RqRHH345X4vy+nM4q1o0yrA6yxkfXD+FPZvga8vSmHS9KZVIAb6bZgWw4wQiP2T6Wl7fgXm+dnC0t4CNSIgwdxtV0ecLv6Xht5Qa5owtMCnFmiI3XBbhBTNT/e3O7X30pVgAyBNuqr89Cuua0c0R0ilvBxxbhq8PGS7aQ3jn5iUaQnpcCHESIdrPHo3tPXjrYCaum+Y/bHpouJqZgxlVOJSt22lEJrY3zAtBYW0HTuTXQiYbgKOVGRo7evBzfBm+jVdELPWN0JmhihqoKQH2CLDjoUjbBZkDSsNgfSDiXt7Uhf2Z3GOTNoSPD/7/06MZnJIBL+7Pw9xgVxaJWTbODc5WZiwKamMuxGRfB9XG4rk1UZju54Q7f9ZUH791iicqOqRsUyXkk3O8FMsjnHEwS3enWDhYI3cy17jJb92rB/D7c6uYttrzv2UZ1Fpic1AvEZQBrPs0FkWvr2Kbkin+DghwtmIpbkrTH8uswFvHS3QKvCUDPNR3SeHrao5uGu9qm7g2tft2rEkP4eldKUZHyZXQR3rGAmsnObK5ZaxJz6iJz6lTp/Df//5X5/jy5cvx9ttv45+E9w6k6ZAeffjkeB6s+TwUtnShqKpatTgR46fhTc+f2RUHE1Mxatp62U7CdPBm4rh/NcaoqZzqRnrh42AOmlMp/cD181Ts6WbBR8QkT/g4WGC6ExA/TBu+Kw8I9OHDx8UFP6mJ/anjfEEvW9TOZTdotAdTVIdqeii9RZMSkR56PpJoDyHI2QbWIlO0sIJpKdqkA7AzF7DjaZVNqKfiqFGAFtFrpnmhpKkLnepSoVpY5GeK9ZMisXSy+4hen4jM/izuSeqTc9n48UIJLAWUJqOF0hTejmJYkk29HlQOU/e7K1FBprVBw8HFkoe6TsMLHV1dJelRhvD3ZtTjitRaVeTnoaWhmB/sqorYKEkP4cXf0vFdXAX7Pfr9G6a6479XTFBFyM4XNDHSQ5sCKwHQ0QdsS65hX8ZqfkvlFAFshoMeAV963elBzjhW1HrRqryU5th59wzc9VkcU8WlGNEHt01FblkrEquaEeFsheTqVhxMr4YcPFaTUN8qxVvXTjY6PcSFb08Vcr7366K92UJA0RCZTA6xGYnj8VFJzFANXDER2jS9vX4O+z9tFn65d/GwpM7HHAh00exSVAeZhW74LI5TBFX1d/uH3tvZIv2qUeQlR8SHrvmcEGcN8T/1VBmNrak+1qxGiGp5GiV9qO3sxtpobxzKrGHeeGQbs36KDz64bhJCnzmgmkuVpIcQ7WuB0rTht0vK5tedicUjMpyl2USpRK2tUG9vGYB9mbXMcFn5ms4WJpgV4IT6tFrUtXRzzuGXEu2XSlFxFKB7eF64D5q6euBmOvpOwjElPp2dnRAKdWcdUnVub//nGCDSTbg9wcg4OMl894JTF0R9fOezeUGiE9EZDlQrmV/dgbKmDnjZiGFvJsKZCu6aCJIeF5uYQmDKw7ZHDXeikUry+9dPZbtK0ryorK7GKY5Z1d8ZuO/HBBzKbmSTDB8lWDfRlRW4aXc06SM9dD25JjsCTYh3zg3C12cKFa3yFkLcNieQHTdUEzMcvM3BhN4+OlbAagv0/pyLq1Gkh2q8zpc3INzJGn4eNvj8RAZO6IkkFat91orgMUBWZ1IDs+u0QMOEsVKpVseBSDd78EqbWKTF0wpI05/ZY6CUlrRPQX4o7aWe8iKyo054CBTpUU9D0O9tSajG4mAPVct4Xl0z+/sWpoBYJIC0r081/kn5VtlVE+5kiuwG/RsKKsi3MTeFBfo1In1WfGDD/BBcPdUHBzOrkFR58V5M5Cd3+JklbLdOyrNkCptZ14q5fg5wd7DG1wklzB6CiHhLdy8rNM+oaMXsEE1bCGM9pX6/ZzYe3JrI+Tudg7YS/k5WcLYWoaZNgvIG/ZFKivzILYkIWjPSQ9EZ5XnQIkxpnJd/S8TZosbB8agJBzsxjqRWaHRWKkGvte6zOAwH8jymWkaSgKCC5/Qa7lSKr5oMBN3/XOrMND/UdUgZ6XOzEcNMyIfAtIelXH3sLfHMZZGsQJqujTKqVqxGdtTx4trZ2GVEyoUQujkGo60ymbc5BitmuaoKvjdfPom9t2cuj8SHx3JR2SKBlZkJroj2weoJXugZ4OOXhCL0/sHE56+C8e58rAz3R0pZCwpq25nJMkXLxjLyMyriQ47n27dvx3PPPadxfNu2bQgPV4jI/RNQXN/J1FgvFfpGqDxMb4Uio631EgRbSVj9ij5KUNfRzQiGcgJe+XwMsgfDltNcgMJGoElGnVrdeOjnRDy4NJRZMbxx/SJMf/2YzuutGh+E5w4UaBC2nSm1uCxCoWKs3tHEVdja0N6Dw2lVKGvrQIC9DZZEuesUFZKKNYk20s6QJkllgSJNqCGOQN4o0nb5XcDB5CrWhkrdA1RrRTVX2ggjv4Fh8MjWJB3J/pGi3QDpoev69rWGnayXBrrj11Td90DxpPUTvWEpFsLD3gyWQiEa4oo0ama0MahGwEC1PsPh2m/iOY//58dE/O+qiYw4kq6QGb8AXf0ATzJEeggWFCHp7mPkJ9cA6VGivr1fUaQ1eAohNsB9S6IwK9SFRVs2LY3U+56URNuQ9YE6lLv1az89i/gyBdHYlVEPTzEwIKOFmscKqgV8HvO86u7tM6rIXZv8vHFFOPKrmuFuLUZxi+7KN9dfQT5JX+eOuQH47kwRqg1s1YmGlg46m1N0ZveFcrR1y2AmNMGVEz1ZvdGL66apfv67E3k4nFOF7CoJ82O6UCXBhao8JiZKulrquP9rw9EiAt1PNKZTKxrYffrIygmss7Nei4++uibCoB6R6vVM+XAhaxw+j5E+G7EALZI++NmLVWTH2NZ7Sr2ujnDCXurGGgY0NY42q0PJx8/OKRoLcutr8UtyDJKfXzVY62WN6pZuWIkFTICSxuONM/xZHePnpwtRMVwR0v9DNLfKsDO1FIGutrAyE8Cppg2WZqbwcrAYs8jPqIjPs88+i3Xr1qGoqAgLFy5kx44dO4atW7f+o+p7mrt6Ru0PNJbgConndwCRzgJk1HNPijN8nDUm/f3Pr2KieUTmvj2bi9yWZpgNAFQTm13Thce2J4N8N8mJ/tubJuGR75NB8SSiA8+uG4e8GsVVYNL/IhN0SwdYCJfSXuoCcdQOnVpRDy8rS4T42DJ/L1qAXvo9HSdy61nHltC0Emk1LXh+zXjOyA/XBHnoIhSs92RV4rnVUSiqa2dRrQY1Mz5CsIMZVk700tkta0d6jCE9XpaAvAuoNCIHo07CAmyAfY8uZzf+j6cKVLvHG+YFafwOkYtlWRU4lNOokeJ4af14TA1xQmp9K0sXmgsEGOdpD0FNC7ol/WgwsLtU90JTT+HRtSKjSlpA1r+r/9rTGnfnrylYkFqGb2+fwcTlfoorY626ysJO9ppdfao0nTGJy04tzpbXBhzNrsDlkxUVLqRjdOds/UJ2wSMwvSTsiStTkR711KOjiPzd5KhrlTJC52TFR6ibLesSLG5sh7+jNevO1FfkTuSHimZJjf2JPQpBSnuBIvVRryYsc81EV417ie7FwuomxFNR0zCgsUukh2pfZPIBlDT14aOWfFiLhBjnNVSPdPOCEFYjE1uuaRdDCuokJqoe+UkzosyExi9dXWdLRU3fu/tT4WptBg9+D9pNeQh05OGxlXOMIj0EJlDo74CKli4cza5Fh0QGT1sxrpvmZ5DwUE0lV2p2ZaiHUcRnLNEkBV7/PVkV+dF+3zQer5nmB7GZAE/+mmEwvUajyjgjkL8PKii12N2H/MYGrIpyRENXD+sWpc2yehPHH058yIR0z549ePXVV/Hrr79CLBYjKioKR48exbx58/BPAUm6W1oCbZ0j94T6IxDoYgd7YTNOVWruGhYH2WFZtG7ahnbJtIjVt/UynRYBn9rqeWjqkbMuBvr66Ew1nJKrcWDzIlS1dLOTot8TDIbgaS3qkg6wiA8NUar1UeLzEwUsVUVGfWKBCa6Y6Ilrp/mxMPjJ3Hr09itUk9ulwP60aqyd4MOKMI0FLSAP/3wSu9MV28mZLsAPD65EwFOGPdSoiLK2tRurxrkj2sMamY2dKCyvh5THR4iLDR5YEoG82nY8/F0cyqWAtwj4380zWApEiTeOcqsEa2O8lyPmBjjh8X36O7eUoG4zgpUJ8M51s1iod+W7x1ldAOFoYTPbie9/RLH5UOLzm6bhcFI1DufXwMvJFGsnBqmibSsjPbA/owr1HT0IcrHEzTP9YGUmxOWfaKpEq0NZ2KxEUX0nntwdi8ySPri7Av9dOgXnjdDpO1HYjFcPJOOpyyZhcag781Qie4F96WSJUsVZmzRS/JbdgquzGzA7XJFmeuqycexvXfMVd0pm3ctHcEita0cblEbdG1eGlPoWFNdwEwxnSxHKW6RQBs9qO2S454fzaJP2MQE2cyEft80OhDXfhLPI/ZPDmXjzuCY5a+4DBH0DeHphAOp7pZjj665BepQ4k23YdmZZiKLOiAg7RXqI9PB5fLham7BamLMFNcxiQT2N8HsaN1Gk4+rEZ3aQCQ4WGKao9KoTvKwwPcgRU1+K0Yj0kAky+YYRieYCV2RYSQxumuWPxWFuTEaCIiWGSI+2UONDCwNYnRqByxRzOBCFmxlsjTP57aOOAh1Iq8Xmy/V/n8bj5RM8cbaoGLtT9Kdr189wxtpJwWwzRrppP8WVortff6T/74aY9EaITfiYE+TM6Q/3h7ezr1q1in39k0Hh5utn+eLNQwq/GH3wpojEi8sx97WDUJOIuCiYDxppGkqHhTpb4Oo14/FrcjGOZlajT9qHRRO8sWFagM5E/9mRLLx+bOg8aLqkuoXOft3VqKEb+PFcDjatUnhNkTR7pL8DVoQ7shofJemhGh/lZK307+rqU7gTt0pk2JNSifEutihv61Jow5gBIjMh+uW9TMOivKUDU5hihPH434b5+N8GzclzOFC657NTedgwNQBhPg4I8LBDR6ALgtxsmEQ/RaQWvXtK9fNEfqi2QRktoN1kvp7ImjaWhrjB0dYcroOtqvpAUZqewUn27kVBbJdKkR4l6VGCntNxrsgPV00SdRuR6nRDuxT1rT2Q9PQxw9t5nsApjnK1EK0Zghapy949papMKqwFbtzCXY/ChS9O1eKmaRJmK0BfBLIZCbKzxpbkEjaetAt1R4rn9ibgeLhibqIo5tE8/fcnqZN9ezIHdy2OUB0jVeHq1m6Y8Hh4cueFYZ2ps9V7m9UiJHQPUZS0qWsAX5wpQISeamxt0qMEXQXyK3r6sgmc3//4WD7O1xlOhby5XpGeooWR0lsU6SHS0ybpZ7pTJqZ8lWimEh4O5kCV7jmx42r47LYVBqOsjibAvPEuuHV2EL4+maWT3qLF+Ynd2czTbOPMITJCoHGwP7kcKVVtmOhhg5WTFEXdStD8pdCaMtwdyiXUSM+pOF8Z+SF17oOJVThf1Yg2SatB42YCnUZsfjvz0bLjAxwZSQai3hF+Apws0R3PxmgN0jk+u2omkkuOo3ywpV0bKeUdeGaNImK3eVUEloS5MwV7P3sbJJZWYV9mJbpagOq/MRM6llqHu+eHjmmB86iJT2trK4v2FBcXY9OmTbC3t8eFCxfg4uICD4+xtZD/K+OeBREob5Bi24UhcThtkDB32HMH9X6fpsOrJtshv6YHSVqCZTQpHHpkMe7+9CiSB2uVrYRgLr9XzfTGLwllGpoS6tidXgMfV2o/DsZVk/xYtIlSE9qkZ+7rB3VuLLpVBQY4w5GcWpBLBk1GtJDSzuyjG6bqdHUpQT5dFOmxE/MhNqPdWQ9apTJUd3Uh1MWOtUV39gADclIvBmzEPIS5Dq8dog9EtA6kV6CTbKKNQEaNFM/9loVpfnzctSAa1hZUCyNmgoJ3f8ldAPnU1hP47I5lLIROV3S4uWWWny2SqpuxbY/h8DWNhwVhduiDCbztLFlKg0DpLS7QcW3iw5WOUieDvySV4fe0SvT2DcDWUoC750XiVKWuplNeP/DAT4mqqM+b+5M1NEhGg3VvHke8WsEpkZMdyTmg03MypbFN8v+jf32yT6OUqsjMBNd+clYVidGH146W4quzpUh8fhUOZlTj6a0pGppXowW73yxEkHdJ0S7ph40FET3jxqMShc3cu32Kkr51RL/3k5sp8NV/Zqs6y4igU00Ppbco0kOkJ9TNiqWaaYyr44754/BrusK6Qvs4V5T1zi9jcFhLBDrK1QLPro5EsKs1ew+rPtSvDdPVA2yJHSIjND4f/CkJhweL9n5MqsKh3Hp8etPUES9+nx/jFsW84rNzqm4rZeSHvgj5tSd0zJF13jP9Q5zTAO90cBLCkfSSSnRTaXT/U1R2uIYJ+tyivexR3sqdjpsTqGlLQ5sI+iKQJc3q6EDcviUe1h0KoVFtmDFjVTucLtYvDqoOK1OgY5iyI1sT6LWrGQ3ondE8NpYYFfFJT0/H4sWLYWNjg9LSUtx+++2M+OzevRtlZWXYsmUL/imgncl/FoVCYMLHD0nDCz9x4c75fti0PFxVgPhaTCqqWyRwtxPjyVUTWBh35xOrVAt6Xl0reqX92H0+Ry/psRGSd5EUX57IRaSHnY4rs3qkR99ugoaaiznANQdM8rHjFNDTNn1UQuHfxUc7C2v3oEUig4XABNHeLkzocP0UP/ySWMIWPDsxD7fODdZraKovX6/EFycL8e6hPNb2PBIoWrllSK1MxM5756iKv1PKuO/05BIFsfBzsGHEjcTFtHHzFDd2TjO9HVmk5+bvzrNJz1DHHn1/f04LLh/nBHMzPk7k1cLF2pfV9FB6Sxt0XBuUjtqfVom6zh64WJph5XhP5nBM0asjmTXYmVyBzh6yDACqW3rxyYk8nHhkPu7+4CQjO/ra2ROMnCANgbYIr+3LQJ+sD3P9PHDzz0OGlMqaZgU1Hj1SSutxIqN0WNKj+rtSwH9zjFG1RcaClmhJby+rZaK08eJQN5wrbUZNp/EFq7k5dWy8B7haaHQ7GkpN3jjZGZtWTtBpp6diWqrpofQWRXqI9ChFM9VR3dYFPzshSloUA5pe5elVYao6JW18cccqVkO0N7kYx7ObYcbvwtXTQ5h2jTEg9QaaFuiepvv5RGqtivQoxyA9p+OLOQQ8DaHKQB0CRau+uiZa5zWV5shP7descxopcht64SiWwNoUoDp8bSRUN2IphojPq3uTVLV7ZI2hrB3ck8FNepzNgfuXRRl8DwW1bSy6y9U0seXmyfB1tGJp8Df3ZeKTwVo4Lg8+woOL/MDn8fD1qWK09XETCQHPsE7YaKCwMxm9NMSYEZ9HHnkEN998M958801YWQ3dDCtWrMCGDWp5hv/nUDrwVjV1I76siRWjEri6ggzh4aVhqv9T3cgXN83WW0RLZGBPajm+PFtmsF6IJj0qCGvukbGwvT7ioy+KoMSr6ybh9h+SNf4WvaMnhjGh04a6f1dnrwzWZnz2XLk72bQiDMvHuaOksR3BLrZ6SQ/l62l3SBMlBTG0Q+REDD87OXLSo47OPmBPYiGeuFyhNjsrwpIz/B3ia4ak0mbmN7R+qqJgV1kX7SgGnls9XsOT7JOjOYzU0DJjLuShu1fOyA/FAbjUTX7PbMD9i83RJTVhBIuiOlTTo57uCnMS4fIpvihr7FJZZlCk54fYIiSVtoA2yJTtIz2MTcsjWGQus7oV3b0DoLlEZGYKubyfLVxkcbFopg/yTpexBcdCyENXr1yjnX1xmAtylZKsF4HPzyoMCr+J466QpVqvhRHu2J488r9FI93DygKZNSPriBlr72tFFHMAxJ8XhLpgUrATbpME4OUY4xfUdKkiOkF3w5JoBzy9UtdCQRudvQN6NYSokJlqerj8vQjk9/fx8QK09vTD0UzhgeZjb66KOuoDvScidClVLaw+MKHyAtKq/PDYiuG7fJV+VLSRIaTUKupteIP3CY1B+eDxxczK1HhcMcEf6drhKDXcvuMCVmY54ZMbp+o1R6a5eNLLI/dsI8SXd+pdZKeq1T9G/3fI/yu/oY75gV14YRUSqxqGroUA6BokHBHmwK+bFc0OhkAbci7Sc/UUZ0wPdGJEel9ChYr0EPTdNe8fK8Erq0Jw9WQvVDfW42RBjyp+qfwda4GiBjJ1DFVtroy2h4f9yHTfhsOoqoUSExNx11136RynFFdtrf6Uz/830CJCDrxlDe2oapKywWlFYiQjhPbgpUmkobUHP8cW4lBSlYZOjcIx3DDpIbRJ+tDbL4e9GR/utuZ6idvsAMO7MlMeD/vun41oV8CGD/a4+/6hEPpIQKrVX900Ay+uicTXN8/EXQuCNK7BeB9bXDHJ22Ckh0gPtVnbmPHYIz2n4+opNTV3hlHjbNFQseO7183TUD5m7xfALXPGQcDj4ZfkHGRVNOO2WR54amkA3l0Tjn0PLtIxYrUhF8TBlFjbIOmh0WKoQLKwSgILEZ+lqwhUyPzc0gDmcUTwcTTDp8fzsPmHk1j+zmHc/d1BHEgux4mcSrR2d8FazMcAD0gub2HkiMz+bMRm1LnPyGNvn4wVlVMgwdFCpGpbJxKgJD0E5XGq67Ll+Ohn+Y2sFms4SKRUPKsbORwO9LncOs8PMyNcmKUFFwLGXgiWE2smuWKajyNm+1vjsihPFrmd4W9Y20cfaB3ZeaEJy989wqJ2hrAowDBJIbJDmyouXZS8mnaUNncyzygnW3NYChVKwnTcECi1uO18GXpkgI0IzG/wx7gSdpygnlZSBw1jIj20gVFGb6d4Kq4RzXFK0qN+fCS4dWEo/KlFzgDIXPToBf0tatqpwJGAKfgPknF1LAtzVKW5KNKjbXpKz+n4RFcH1euoZ3seXDXRKF2bXUlZnMd3JtajplWCV37PwH279HvkaePpmDx8FVeB/QU9EAkBG61Lu36aD17dqBDJHAtM97bG0ysnGS07YSxG9YmKRCJOocK8vDw4OY3uxv47gqrMmQOvrF+hVMsbZObkDG7k9rHo1ZU6x57blYqtCVWqVMjMZBu8dc0kZkB4rrDaqJ0p6diFOYlxx4JQNuFSxEA9VE5k6osTmThvwKaB5gsrsZAVxH5751KjjDiHA5EabWJDZE7Z4XM8p0RD6EsdFAqnxdpOxIOFuWjQmV2uCpGrUmokAniRUuqzBwtvVX/79VV4ZOspxBeQb5E51k0JZ9f0yb1pqB/c9pwr62B1PD/dNUvn9SgKk9vYqZPCmR9oh8aaFgw2ounAw1mABSGuqhodIqsfny5C0yC5O5hDn9/QZ1iTK8PBXEXHGI3FPnkH7MQi8PgmbMEUC00xN9QJSSUNrA26W6JYVtaEuzIzU5pMyaKC0lvKcbYqwgnzolxUfyP1pVV4fOt51nHhZG2COaFuuHaqH3Kq27Bpp2adEH0qw+gkcmKcF5+l+UbarqvcIhzJqtH7e+/cMQtXfXbOUHnGmGBPQi0jAvR3zhYkY/10HzhzsUY1GPI+ItBY+/RoJr7bMFkjRahEiCVGbKmiDoEJDyY0cnhkJCsDeCaMnNNxLqgXN4tMAEuq0TITQCbrY91FVGirjOpqaxZRmqmpT6qTsp4f5YIrs1yYPISS9Fw53oUdNwYUtSLPOFcbMbNQ8ba3RHGz4RTtu6cuYHE0Nzmje+K7jZNx8xbd6z1cCo8nA/imgLu9CGvD3NHY28ciPeq1PbvjuGUw6PgTl03C0jRHHM5tVI3tmb52WDTRuMhXhh6huQE27zbiy3OKyOto0Ky1wZzuzsfGWQGsIeSp5SF49aDxkU1tzTma7T6+agIWTHAbc9KjfP0RY82aNXjxxRexY8cO9pwM8srLy5l3F+n7/FNAUQrKk9OC7WJbjprmXvT0DkDOMUcEigGpROGorkTOi0OhSuXiz5PJWWtvn1r7e2xJG35IyMWDC6JgOxg1MAYW/RKm73/fd+dhKpBiUagfFkS4M+Jy2fvHUNSkv2DMwgSY4C5EZmUT626hieliCI8+vLovk3kMUdRB/T5SF/pSgiZIWv9bWB5Lyh7pLSlD5AQiVXfPD9Gp8RlnDWQaGX6lyNbG2eGMHKrvqijyQyACcS6vDj8dHyI9SpwracXe+HKsnk69fEO499tDOFUGWPAUdVNkHs0nY9q5Qeho72M6N9q4IsIRDy0Yp1GY/E5MCtMBMQZ0+vUdcki6JZgV7AAfRwu8FXMBx/MbmP6JOkgNm0jVnoQK+DiIsGmBN4tKZZdVILu6EU/9Eo/n105VXY83r5uGp9f0aZBhIsiTfBxQ1NAOZysxQt0VBJcWofeO5GFXqvH+QnctmghrsQBb75+Nyz7UrWc59dh8FFV04NZtyTrfIxNHfbgswonVNGy9czqu/kK/uOFYQN2TinToKFK7IMSSEQQpx+7Fy5qH6yZ76+3yUiKuuBkPLo9SkQMlot0ssOtBwwKXwyHUwwbhbtbIqmpjnV8DA3L2udJxbWh3dNE5sa92hR6TJR8IddXcQOiL/IwVTuTU4odzxaxxwlbER5C7ECcLh69Lqx1Ggmt+uAv8zIASjsKzKS5AkLc7MiqaYSGQobNHiNKWLiZsaSpUCFw6ifi4YrofI2LqIOFWEz3he+rQp/Xh/Q2TsfnXeBxIb2VzZEVrJ7bGl+KGQdNrfaCmAX22HF5EXKQjK7QfDvHVMhTWtDPiQ9H98qYG/Jio36JECZJwOvfUSlz9+n5caAcm2QI7N1/acTIq4kN+XCtXroSzszMkEgnT7qEU14wZM/DKK6/gnwRaCKYGOGDTsjB8d6oQLT19KFZux9VQqEW8qQlTuYjQ4v/juTL0yhWsl+4D4riWlM7pUfitF1ZRt1M/FkV64cNThWg2YvFLagGSdqaqnu/PycLG6jZ4Wws5Sc/iQD6kMmv0yxSdVUnVXYivyoPINE+nlmYsQGSPSA9FcQaGEfoiEPmi90EGma1SOdtRqYfIlaCbbnagM35LLkN5UzNKm3uR2Wh8/uvOhYH4NbkCLoNO0RRpUwftQFxsLKCvzvdwXhUjPjTxkLP1lZ/Hqr5HZrRdXYCPLQ8mzGvJFDMmO+mIDs7yEuG9G4cUdblScMaARpitJY+lEJe8fUSHNCkFBPdl1ONC7iFUcnJhOUpamnEo8yCSX1ipIutcrvTUYqxoM4aKJMYVNOJ4Tg2EVPjIMck7iaGSeYh2BLY9tALJZU04nFKN3Po2XDfBFQdTa1l3B8WTf31sPttw/FprWEaCC/WdvUgsqMeCSHfsunsmnvw5FnkXUY8wxRF4+LJpeCXmPJQ6eNqF68rdLI3x7o5uRni1d7i0W/7yzkUspTkc8VkYrEgBvnvdZKyOqENydSMmuTsaHRExBEqz3784FD/EF6KxvR+O1qa4cXqgRl0RbQgMdakS6aFrQK7q6tFdQ5Y0w4mB0nM6V0PnSJGer88Uo5KUkEWmKG7qQXq5ccX4184ePoJy9L/cmmDf/mcZuyeUdVPxRQ2M6BfWd6KnB/B0MMNNc4N1SE9sQQO+O1eiN9X96MrxKnmFhJIO1caworUPHxzLw3hPe6aGzQUirqTXZSWmVJku8Xnv7hlgOXAUYyyx+fsk/D4o8/Hyuhk4XaDbMUzkl7SrlJH9W+aHYfIL+1WyAMmtwOQXYpD031V/LeJjbW2Ns2fP4sSJE0hOTsbAwACio6NZp9c/ETToLx/viWgvB1z75nGjfoeG4jM747B6fAh+OFcGyjjQ1KIMv9Mk2dEzlN9ua25kNxXl5knR+K0DaahtV0ygtCwb22uz5Xwlot25C50HBqzw9vpopBU2YfPvqaw6n9JKFFlRbzcdK1CEiyI91J4/2ECig/1aQl9XT/FR6XJQ0IKec4Em3EDXCOaVdSDfeD81AhUDU5SFJPHPFzdgRaQHI6nkfK7uNxbkykdDhW7bUJCTFZt4qLvsUCZ3zVtZqxx2ZkBhfQcm+NipRAep00M7FK6O+cFOSK81rnuQtHBFIhPMD3dHXEEFZ6SIxpky/cZNeobQ2ge89nsynlkzmS0yh1IrUdvdiTn+nqx1lgu00JU0dTCdJkdLPsz4pqhs7WHEYK63GPcsHg8vR3NWgL/7Qh7SK7vwwaE0JJV3aagkE5f6/eZZCHazUgnayfpH1vdFdIyiWjWdEva+on3t8P09i3Df1gQklY1c/5be0y+k6QDgsd6h1JP2ZdRoDDATwt+Rj5y6LnbvUheMr7MY9y8bp6olmeoEJOgRE7YTAHcuHioYJiIwFoRHHdRg4ec4gbPBoqpFgvhCw0rHl0U4wtnKAnZWQpYOpnuHiufz6tqYsSg1A5AwqL4i7QO55XqPGzrXkoZOVrdiKeLD1oKqlOSoMXJifPwyRSODIdCYoyj9f744iORKgDRgP75zmSoiq9zIkrVPUWM7Pj9SwGqz2jp7WBPEJB9H1TlTpGfr+VKUNXfC3UWEtjrNm3NBkD1WTlXUCMbl16JGqz2xvkuG2IJqNs9p14jShotIDym0e9iIsWGqJ9KyKtFpAkT7ifHs6tmq90H6sAZ8Y0cMmplo3Chf//Tm5TqRQaVx6z1LFffjc7sSdbSQGiXAy3uS2Ofyl0h1Ecn57rvvsGvXLtbKTmkuPz8/uLq6Qi6Xs+f/VFDnFJcrsj4cTGyGr129ivSQ1QPFins5JszERmDR24cQ+9RKlekndeGQ6m6Epw3GPW+c2R7B0wW4wNEsszDEme1KTsl6WW2CoVoa9d2fvg6R4UApQprrOwwEYwIdTTX+1qw3NIklPafJiOtv0w1T2zYUS9IXcdCGk7UIAr4JG8vk2E7nRzUj5DDf0SuDlZDPHObvWzIZCd+c16gVsTUFlk/wwc8JJfgtw3Chv425GXZdqMCMACc2dpjooFp7Kxf0eR1pg9SeLSxNEe5ujeum+OHu789w/py2FAldRVM9fmWEX5PqMCu4Fk/vSkP1oKDHp6ersHGqB168Uldoj3b3fg5WoI+nuVsGG9EA+HzAQWSCzasnM6uCzw5n4t3TQ3dOZq3u4KTzfe/gebx7/ULYmPNx+7fxetV253kDpzjWThpJtEi4WYrZ+6JJl57fNz8E+9IqcSK3lpMcUp3R4nHOmBbghNLGJsQWt2Cmvx3uWDBOlQ5Vr0vRxoCaBsqMMHd0dAPmojr09PPgai3EFRO9Ee3noFrANq2ZoVdp+szTy/BHQN1JXAk615O5tShsMKy+dzynEXfOs4GZKY9dZ4r0EOkhFWtKi1J6lJ5PEjlwLmrU8ckFfceVIN8uU1OKkstgYTbAHolUWpia4kK1fmI7kvQbfdZf37OSU1FaiZL6LuxKrITclA93CxPW2bcvvRrhTpZYEe3NzpmMVFslfeiW9qJezXvFSQBsWhaK9bMD2HO6djvOcNfKvHakGLmNbVgb4a8hIULXl+YtIj2WYgFInUgQ6Y1bZ/uzdLc6jj1u2OonwtkczS3dqOlT3AdT/UzR0W+G4ooucPUDU/KNyLIS93zLvS7R8U9uWcau409J3ET6q/g6BLtXYnG4q9G2MpeE+BCxIbuK/fv3Y/z48YiMjGTHcnJyWHs7kSGysvgXxsHdDvBztGUfAmtz7lWQHno+2RWI11o3q9vlWPtaDO5dptCeUNoQUFcTRQ/0KYhqI8jeA+HOVRpt0eHOYpUInr5amryaBtz6ZQ0LT26cH8x2f4mljejuGYC5mQnTBNFOCxkCKfdumO6jSndxFZs+sXqm6v/6wut0XN/kNc/XBT8lKRZSY0gP4cODmbh9YRjapb3wsjNHY3svIz0tUtpBiVDVJmXP37tuMj7YMAHvHMhEc3c/3GyEeGxFJMCTY3u8YQrsIgYCnS1R19FrUG6ACwnPrmKeR8pQ8X8WR+LJX08hLlcCd0tgxdRAyOUmsDYTYHaIM7wczBFiz0dZ2/CiNvQTg+4jeqM+L/2SjGqt8oAtCVVYHq4b+aFJfsk4N6RVtuBAZhWLYtqITHDrnCBGsme/cgBaYtR6cayon03qcVn1ekkPLUN3zJ+KjmM5uFA1tNjRPRXqY8Mm0SlBzoz0nMlvwLakItS39sHDXoi3ronGfVsu6EgM/nTvLISoIk2+qnFP0Tz1ca+deqrukuDjY1no6AGszIB7F0Vg7SQvRqRvnO7HHilaQAuF+gJK94W2x1iQHQ+f3TJXo95rNKAuKyo4ptobZdGxsaBrX9LYCbHAFJuWBOPtI/mcP0eNHeeL6nDXolD2+VN0jSI9RHqICNFjOxnU9svY90mMMb++FcHOtix1s3ZSIJM5UB+tRHnouCH4OVtiXrAzTubWsagDdTDSc5ILOZFag/jKRkz3dERCVRVOFzRibpAjnl+rm04eDuq6ZVwob+5ER48MPJmMffamkKFfxkNJa7fqnMlQlTZWle0yVWkDEWTS/Ar3HrqHKIJFvov6sDuliX2Rj9ub6xUlAXR9KepV1SZhpIce7cwF7LgS7x1IU80fK0NMsV8p3qUFSb8Ml830holMYXFy6yx/ONuYsWaNJe/pily+ffcMDZISX8D9usrjw9lQvHEwC1mVrXh69bgxjfyM6C6iSM/p06eZIemCBZpOvcePH8cVV1zBxAs3btyIfyJoMn1hRSD+e6DQqJ/fvGYaJvrbYW6QHU4XtEAyoPhA6HlLJ02/ukwmpU1XeyKntpmT9ER7WOJCle7u7MNjhTj0yHycy6nmNLvkqqWhAr1v4hXM/HhRC35MKsc9i0KYVpCTlYj5XdFiYG/hPqLIj9JLidJeBc1t2BpXxyY8eoVnDYimce2yaMKhDg71GhMu087hQOLZZLoa7WuPaf5OKGvsZJEe2p2bCUzZY2NnP0t7rYzyQLS3g6qLhDro3o1JH9bDJ9zLnhEoO7FAr9zAcJGfRwbH3H0/JuBAtoI91DUDzmWteOPqiSwKp5wsHl8zG4ffG7LduBiQZQmBXpkmbSVPyqhu5Ex50UT4/BVRWDXOA4cLSiHvN2WFjyveyIORTh8qbPzqDEu56gPTe6lswK775+LXcyU4U9KI8e5WmBTgonLApoUrt6Yd7x7ORlat4mTSqoG61l7EPbcU/zt0ASdyGzHRW4wX1s7RqGOiqMeZglqWqvCytWDjX33ca6eepvo5orSpA74OViojTmPuD+V9kVJeDz9ra8wc53zRpOetA9kahd/3zPXF4yuHrDqMWvB5PPTR4m0uwNUT3fFLCrfOUkFlJ87kNaCuVYJ5oa4svaUshKdH8i8jEkS2GzTPMP8+UxPcNCsA9y4KxhPLQ/D+4TxWLE2B8AeXhuiVuVCCriv9Pt1Pde1SuFiLsCTCjR2PDnaEu4sFu0eVKaRLBQ9bC5baU2h6KeibEP3wtTFXiaLSPDHJ2w6nBwVJadzamFIHGLnOdyESNkzM9uPjOUYJee5IqcVlEfUs8kPjVd2Tj0jPieQSfHyyBFPsgfJeoG5wWUitroSLHn9YfzsB2qT9aGrpg3RgAPbm5JBuzl7/xb26NjV3znRR+Rdu2n4G8QXt6NPTgjw9yFQ1puZ7Ayc5IrR0pYgwx2RWYc1EL0T7jV7JXxsjupPIff2pp57SIT0Ecmmnrq6ffvrpH0t8KGw3O8wd07PrEV/WrqGwyZcD6p2FlBpQLhIvXTkR2xNKUFzfDX9nc6yf6ofHtiYY1K5Vak9Q5OfJPdyGl0R6aKhop7kpqvTz+Xw8fflETqsDwl3zgxDqYouChlYUNdVjT4rmtoP8iw5k5GJt9DiIBXxGfuhm1/b9MQSlpQJNaErfphun6DpaG4P7fkpAR+8ArIQmuGV2AK6aMtRVpV0/w9VBpQ0bkSmr26JzkcnkzKw1rmToMx3nasE8rmgHR5MYRS+IhND5p1To36KF2gKW1jZo7OxjpGfjTL8RRXu0cSq9DgeyFaRO2QVIJG99frOGozotuldNtcevCRef0HcyB0vXaM9pkWqCbNpo6OjBB8eycb7CSEdfPShrlaGxXX+NCZGxcYOdRFfN8mNf2qDPLKmgEdmDpEdZ45RS2Yn43HoWBXhez+tnVbdiR1wlGqVSeFtbYHGkG4t46hv3dN2NdR7XBm1AAl0t2Gd6sbtdivRod7t9croUs/1d9NZnaYNIyzhPO6RXtqC5swfN3T2wFQKtHKnq9gFge0IZU6xOr2jG/YvDWa0XRXqI9FCND7nXfz/o30cxgobuAXx6vABzg1xUDQqky0USFcORHiUo8kZiourpd+r0+up0Ppq6+uFgYYrb5wazOhwu0JyaWN2I3NJylHYA0wNt4CA2x+nCJrZBJB2r4VDV2KUSMlWCRfT5QxsRwoWioVo9+WDnn7eFAJ52lmwuferXFOTpk+bnAFkF5dY2qjazd84NYiRz3tsnVT/D1WRV1wk8NM8TGWWVUNo1bpjsgeyadvTLe3AkowYdciDMGuAvjxicc3TvwS9i67Avcz9a2uXD2tpQmkuJ7+7hTrcFOovRIelFZ48MVS2dfx7xIasKUmvWB1Ju/uCDD/BPhVLX5+V1ExCfW4P40lZM8bHBDXOC2SJ/NKMG5a1tmObjpjHZ0M36nwUhrGCUJuWyui7Elg+/QHxw8AKsrWcY/Bl9tX3VBowXlYrUgW4WiPSxxp1fc1f+Z5f1YnaQVBXxoU4KY8W+yFKBrBi6pDIm0EdaNWSpQGRHH+E5vWkB5r59Que4nxXQKu2Hm7UZatp78O3ZItZWrR35UdbPZI5zHrYmKj6rHOd9nHGysBbO1nxk1moW1dDzmpZuxOfVQiaQY4KHE1o6e5BY1gD5ALc20rNL/XHj3BAWLaD0Fu1MjSE99HlQYXVduwRe9hYav6NUuSVYkFLw4CJ0YVBpWYl7fkjA/qyLJz3kbD3ey1ajxkebyGuDoiRvxWRdNOlR4mRuL2b62iC2VPM6E/Eb72qJ3IZmWBQKVWRaCYoAnSpqwHRfO6ZkrYxUsSyTXLH41HToL56ie3jzjgsoHBQwKW/pRW59K1MdH27cU63Gm/svIL64mXVlUcTOEGjhO5RRgxN5Neju7cXcIFeEu9ihrrtblRIaCdZ9MdRZqI4N351nWmLGeGDRoj0r0AlWZtQx1YaTed1wtTVHR323jk8d1XFZmZmgVTqA/Rk1WDPBF5N8HTS6uk7k1rBID4kdKq86lbs8vvM8Djy8lFPzyxgQ2VGSUJpT3z2Ui8KGLla7VtYE9jzMzVany0pxj2gu6GXJQzpZVHtGSuKJz60yGG3Orh26z9Q7/CpbOzTHYpkuqZnkYcfmvz0J5SMiPYTPj5eo0rSxZR34PqEU5hwm01wgsrTngVWs02x7YhlLa/k4mCNVLV2c0w6Mf/EwNkzS3wFH5RhcoBldYKKI9KiTHiWoVOG2z2IY8SJqKBaQP1cv2qQy2IhNEew6dk01IyY+zc3NzIRUH+h7LS0X7+Xzd9f1IdIwI9QNcyI82HM6TuHBddM0tV3UUdzQyUKTVJQWW2BcF1JTD2l6GK+Noo45/i7DKlLT5EFkzsfJAlkcBY2R3laM7NAkTY/qvj90TJ/tBi0gRHqo+4BCz5QmUvpRGQrnU03TB+vH44Htaapjd83xwYHMOrhZCmBlriiqq+/sYxOROvFRhzEpg7RWcArEqWPDtwmqKIsQeez/PQaKjW9bqLAmIeJibJSHrtFbBzKxL7Wa+eN4WFG7fjA2zlJE6iaw6IZim6YkPQQvG7Gq8JZ2sdoT+mhAy4RS0mDXvbZ6u7q025ZJMXpP5jBCKSMA0a2vb52BnfFFiC9rhYm8C3KeJWKz65FS28m+yHed6mQoZUS48sPTqpqf37Mb4GI61Mo/qOHIzm+Cj3616H3x5SrSo0SjRI6W5h52nYnQUtEq1W9QFFAJuhcWvn4ErYM8MbO2ihWoU60WF+j6kbULtWZ3Df7O2eIOtiBQ1k3M5+GGWf64b1HImDhW0/1uqGZFHXQvk+fXizuSUCxRdMpdPsENGWX1qGqTIcpNhKw6KcxNAbFYiH6ZlAkZVrR0MCKqHvEgAieX6UYOc+r6jDLwNAbpZc0obuxi5NZSzEe7RMae03FX26HXN/YeoTTv2zEpqsjPr4nleOP3DBb1Iu2zh5aHYbynE4QoZmNLebY01ug4IbG4CZt+z+Z8fUc7IZsfMyhnPQht6QMujHMyQ2aD5uxTpYeEcEHp90efbZCLNRvHr/zC7Qf3c/LI1xwbS+DsM/qLyGnMv3fzUjZn/BxXiq/OFDBtMTuxKW6fEzSi6P+YEx+ZTAZTU/2/wufz0d8/9nqo1D320ksvsToi0gtyd3fHDTfcgKeffhpC4dCiSiKK9957L/s5sVjMfMNIc0j9Zy411N3K9VX9a0O7/bDVSNnnyye7oobYzyiwNaUMV87y4QyhqxSp2cIJXBMdgv3ZukJxj62YxHZN2l1dlJt+/pd4VLTLmSjb81dPV+V+CZTeokgPkR4LM1P22NjRw44PR0qUHW3KtnKKhpzNb2CRHgI92opM2e7LELRVZEcL5dQynEpQxwAQsTkGWSPoIKGF9M4tsUipHCq3rewAnvs9H81d/XhoaRjmR7liRbqjKt1FmB9khwkBToyA01jcnpQ7onNSkjlt/PbAXNX/aVxPDnSCs7WXxiJPO+xbPzmG7HaA4k1v3jAFFhYXV5uijeumKQj2dbODcPXMATaW7vs5Hk1ab5qKg6lOpryuTaPQmVCnNU3RyJ0UYMfSUjSmuO7fZw5yp5TfOVmE8QEObKfcIZXBSsTH+ik+bBGhCf2/O+NVpEe9S40K1NUjP/d9fwTxBb2IcCeHeaGK9CjB1OHlQJtUjk+PFaG2uw3XR4cy/62LwXAFptoIfuaA6v8UqdmTWoMwZ3NE+whx54xAPP7bBXRQcU5nD/O9sxKZIMxNN01BUasAJwukaUVTCXEV9WNCfGRyxaCgT5HHI01qRTGx8rgS5wc9sYyNjmwajPQ8uTNDFdEhR/Ln9+fgk3VRuHaqB7YPCtHS3bF+MCJKJNiQcKantRnWv3MYuWqXRJ30rAlzQlJxA6p7ABLymDHVCSuCffHpaRqbo1sLXCyBh1YoNIMIdD/TV4qBvQrpWVbpF/3XwfQg/ZE7uiaP/ngU6RVyRHnx8M4Ni1mn62hKHi5ZVxd1b5mZaTsXKdBDak2XALm5uayN/vPPP0dgYCAyMzNxxx13oKurixEbJSlbtWoVs8wgjaGmpibcdNNN7D1/+OGH+CPACh9z6lHU2IKJXi6YHmycO7F2++EETzscKTAcOaNgBrXTvrjHeJ8VddBksy+hHFfO9DUYuZL2yuDnZoVX10Tg3QNZTG/HTghsvjxSFVGhRYgmeCWhueGzOFWOt7VJzp6fGxS1IpBIG6W3lAXB9EgRMaUf1XCgyI+yo41ANT2U3qJID5Eeeq4v2qNxnkbspMYSNJdt/uUcXr96yNIiNreRFQVb8PngCUxU3TZ0PZ/dm6xBetTx3vFihLvZYGmkO969djIWJJbgbEkLJnhaYFGkD0z5PPbZ0QI+wBvZwjbTHVg0IRQv7h8iTM+rFZorw+Hai3xtmxTTXz+m+h1qStz4YyJune6l6lq5WFjygPuXTFBFsyhSkdnQhthi7rqqrYkF2J3WaNRE6Odkjt3nS/D2gXyW3KD6y73PDUkl6NvS0XG6Hs3dffCyFaOiVcKe085ZJDRBih6NoCPZNSri47c5RkU2Fa343FS6Tz70na1xjTicchYPLw0fVsVXH9Gn9PFIokbr3+beLFB94v82BLPC7tubg/DtWcWO3VZMNXdBelNWt87wx4O7NW1OCBPcjfd+m7s5BnTJKJ5++vVVGhIbUd728LQXo7JJgg5JH4jveDqI2XF1RLvRXF0xoujIlthcHc0mwjsH0/HLw0tYlyPd21T7poyIUhTcEAw1xizyt8f7N2maqSqRUVWPOCPKI5SY5wW0yUTsXNRJjzpIfP6EHlmI99fPwFVf6EouuFvzdGp8KLb99vo5OJvdgLRqajZwxOxwRfSL5rmpLx9R3VsnSuXsefbLKy4J4VE/B6NBRGI4XIrC5uXLl7MvJfz9/Zkv2KeffqoiPocPH0Z2djYqKipYRIjwzjvvMKJGatIkungpQS2um39NQWxRC1tMhSjBDTO88NyaKL2/czy1lrlehzvYaLQfOtlZwEbYgja1uc/JDHCxF0Ha14uV4W5swqQb3MOWIhv1o3rPZ4obOYkPV+RqwwxfxsK5OqfUxcl+PpeqU9hGz987kooX1ypuWorqUE0Ppbco0kOkR92PaqSgQmaq6eF6b/pA4eo/kvQoEVvQquHJRrtC9anQWgjcOMMPXb19OJhpmPw+tzuFacvQ9btimj8mBnZhQC5npIfGBmkRFdV2wd/DAseKjJ8U37xhIUvFkWq19q6LolBci7yPgyXu/oZbvPObYVr7h4Mdn3RvgBmBdpgd6qXTRt6p7t6ohU6JcYrd9Bn8HF+lMSao45akEpQ1MFMdgASOLvpQS4piytj1sDIXMjsAqpGgdEGQqxUC7YWo5HDODR+8phTpMTYpoeU0wnSHPj2ajen+TsMWUWuTn3AXc/x3TyrumBfEiKsxON+o//otClfUlI2kMHnFJE9sSSxBcuXQ+JzkacmOGwP18ykffP7e+igNiY2Hl4Tiq9MFaOnuh505FTcH6aSal0a7Y35q2bD2FrTdunyioq2+qom7hLelW0FwiOwoCQ+J1Z4taEa0z+gK3QnHivXX6N29JAI/Jpejxoj0VoSrOZ5YMwllzR3s3uYCpdte3bAQM17XvaeDnMV481A2Hlzoj7r2ZhxKamW1Rfcv8MZ9yyJVXV2ns9pR36uY/zVJdzGrE3r16mg88tMxnQ0FPX9ix2n8b8PF2a8YwohWmm+//RZ/FbS1tcHefoi1x8XFYdy4cSrSQ1i2bBmLQpG6NFcnGoG+rx6p4jJfHQ60yGyNLVORHopb0DT3Y1wFloZ5cEZ+HvgpkRlBKjE3wA6RXraq9sMvbpqGT4/mo6CxE+GulowM0XGq1Fe21xI5uWa6N45kV6PAGA8LLYS6io3Sq1DWLlA0Rxva4mQZ5dz74swKzetKhcxU00NRIor0jJT0aNeRaFslcEG9BuNIrmFxwUuFmUG2qkiPNukhtPcC35wuUdWdGAI1JcXl1WP5RA92DYioKqN0RHqoONYYo0CLwWgUPb5z/UTVosBVaE7Xj2uR//Z0HjKMVwwYESYGOOKe+UGobOvilE8IdLGGpznAFRxbF+mPI/lDti2GoI8Ir311P/Y+swo7HuOOmvzwwGI8uzMJWXUS+NmK0SSh1l8BG2f0uTxz9Qyc/J+ulIC1uTXbMJ3MMd5ORR1UU0Ltwl19YC3zxnSPJT61GLd8E4e82i7k1XWjoK4bDZ1Z+PbWGRopy4tNmRlbmEzX58ubZ+CncwVIr+xAlKcVrp8VpLeLTd2A9Bq16KI6HtqejgfnBsDRzoyNkWUR7oj0sDPYUEBz3acbp2F3QjneO5GtVyCUhtiNX5/BPfNDsTzME4cLdPM9Ajlw/YenUS9TqDtTx7/ydi5t1TUqHgmUqsdc7//4pmV4d386voznlhggPDbfHwKRAFd8dIatURSDf2pVGG6e48/ZePLMqhAcSsrDhTrF/RHuZAY7SyEkfXKcK2zCFdFu+O/q6TodjdHeXvg1hdsZXlknFO5SihO53GM/sXgYhdaLxNgm3/8gFBUVsfQVRXSUoNof7cJrOzs7Vt9D39OH1157DS+88MJFvR8KqxY3t7OBIeIBQgHA61VU82dVN+oQH4r0qJMewumiFiwNdsKcyT4q00dLkUBV8EwRIdJm0PZG8nW0wHe3z8RdXx9H5uBulIbgqnBbgCfAXgMFe1dOHRIEy65s59yhUVrjh/hi5Fa3o7Sll702tec/siKSRVqIfNQ3S9DLG0B+dQdq9dzRS8N0OwGI7IwmykMRplePJCGzpAvj/Czw1JLJwyp7aqdnpA1jkXgZGYhYKNNcFALXF6dQkh5l8a0hpFY1M+KjHaWjSI+x7siHH1+IZ7YfR3YNuZoXYnmk/toKWszp+lGkx04iQVGrBLlVEhhn1DJyUFE4/T0ix931A4z0aMsn0EL2zNqJeHRrCrrUPtbxruaYGuaEN9aG44nd3MWkxiBdLVhGi841b8WwyA9FgIgM0diqapWisEGKoqouRHrbsvSfkkgEulhi++3T8OSO8yhW4//fx1eguLETQfZAioGGO3tTINjdCpZiHtLL2lE/uMchSxkaQ85CMJ0gY5BY1Ij82i42V5FVDKmm03M6vnJwHBkC3a1cWxtKlo220Jru3bsWhQ3r43Usqwa3/XDBqNd8/3QRZvtZY+V4b9UYGa6hgO4fezPhsKro9V1yfHYiBy+tnQwPaxNUUe++GurUWDSXQj5NkdOdgEFZtIsmP+TlFZNchqruLlib6j9HSmtSJGflR0Mq7jS/PB+Tw6L5tMnhajxZNjkET3k54MszBUyOwN5ShN7/Y+8rwKO61q5XdOLu7iEkIUBIcELwYi2UUlrqpS63fuuXGvWWGnVKjRpegjtxAeLu7u72P++enMmZmXMmE6Hf/b+P1SfP9BySkTP77L32K2v196OutQc1LT1sQ8nvtr0h0AAHUkc2QP3yQjqszbTQ3qi85ZhEO5n/rcRn69atI5KOhIQEzJgxQ3ZcUVHB0l433XQTtmzZIve7QnYZI9lovPDCC3jqKZKCG474ODvTPlZ9UC7Zw8IEWqhljuD9Q6SHFi7/IW0Tft6Z0ltCePloDn6wMZZpTJArMi1kfAdsIaM/uqH3PXkdzqVVI7OmAcFONiyHSorOF/NqBcUNd98bKpuYyVPqi1PZ6OwDEyt8ZIkvC1fTgN5xJhcZlc1oGLKTpkmPVHtf25/K0kuljW3YGZWL8sYuqOiQZ6HYiQB9/us+Ponqockpq6YHF9NO4vSzy5k3D/+6cEWqjW29SukZ1TaQE4M3V3njZFouyFd0nq+ZXG0P5f21kS9IbDjCo04qzop8EASidB//Ha3ee1zpg8XvnZEJLu690oqIKxHIEinCpjFDi/qHx7NwMa9F7Rb4mrYO7I4ffTfIogBb9nqZxQ34LSETkt5+hAY4wVRfH7bG+rI2ciJrpA3z3vFU5Fa2wt3CBG52hojKr4FG/+isVBQxVYFTENnhQPfIa4dSkV07HHGtau5g9T18zPSywqOLA/DU/jR2zO36L+Y14rXrfHH5qDhJbegDEkta4WIELA1wwOm0ClR1DbdJb5rrAWcrfZkFhyq0dnbLotIUoNEZuqfpvDrI3iZs1Jm3bSXGA7pnVWkVFdW2q016OEQWtiDQsX1EqQF+MXtMqXpshDoo0yrq4Gqii/KW0Ufbx0p6OGz8/ATWB3nCzEwfL+29LGi1woG2nPtfWAw7Uz08+buwdc1XF67g403zZXWa1A/067l0lDcBbqbAnNvnM0sQilBSBQ9FfDTZujqoJDGiDukhNLUDDy/xwPsnc5X+zUTfhJEvxY3+/wri8+ijj2LTpk0qf8fNzU2O9FDKilzgv/nmG7nfI6+wuLg4uXPUWt/b26uyBZ8KtcWKtdUF6zCZ44rkigaW7uJID9X4ULRH0dohs1TYhI9w949JiH1+sUxjgu+ATTvchNxaVLZ2wN7YACHe1rJIB00ay6baYxkb5sMCaKRk+mN0PhqHbgx7A+DQE0tkpIciPZ8eywa3qSXTUDqmHH1zRw8KyGCStpYCXUq/x+ewmpWM6i6VizQtAbSTGK/yLOG7Mxky0sOBjl85cBFrp05GVX0LuyknO1jCzlyCrr4BlNa3obmjTy4980/gUlkLnK3sUNVWhZraZsTm1Muif5T7Xx2k7O1EU8nqKTZwsjTCLzEFGCmDOcVReGxn149Mm1zMtBBfXKKkMk3HT/9+AR9uGu7iokmII+BUz5NVNjLp8TQDPtw0V+bv1tEdjwPJwzO+oou5IiIencciTM/9dQlnc4dDIolny+BjJcELqwLkQuxUMO9ibgQnC2NYGUpQ196NxMI6dHcPihZX0/74+hlm2JPYJFq8fOAl8U68qOxqZA9Zy0uGPM4KG3vY+Rt4IpoEIn8Eugv0JBro7x5kr9ne14vHwjzw2XlhvSz6hPR7BW1AY1oVBhQ+yAcnCtjPTDsSgxP2reMw1c0a5vqZaOgEOobIEwVC6Lw64Iw6+fYxdDyWaE9eVZuSqrUYMVn44bAI32jQ3S+VGqAN04WMGmTXNGCak42s9uahnccQndOPaS7AazcvhJ+NepEziTaQWlKL6LLRk56JQHxZL+LL1OvWpE0UkR5CRa3wHcedp8hqSUMr9vJaupKbgVu/vojPbg9BZ3c/2ziSHcgMN3N8ekZeFHM06BgE8mvbsSnEHr8nSDdF1DhDXompZU0oqGnDNLeJEy38ryE+VlZW7EcdlJeXM9ITHBzMao00FVowiQxREXNlZSXs7e1lBc9EauhvrjaoyJLqcvhdXZ52RkgsaEBWVQsGNQZltQl5DWINw1JQZ4xiHpdu3L1JJTiZUSXb2ZW0dOLOuR4qd0qku0IS/2QwSh5c3CK0+0IeTmXXoLOzWUZ6ONDxuawyTHezwSA0WCeJEDLLmpFVPTK7p1uKFk0h4kOfpbOnD30Dg0jMqsfZ3EoYGQPrpwprNxCxFEJqWRd0NMqYdLsUubh+ig1uDnVDd1c/NDUGUdrUwUgP3bhXG/SNHEquli2m2fWDOLMzFvfMdsa/lvqx4sfHFvtBQ9KLksoeGGi1ob3PCI5W2njuukDUNnfjclE1LhaKx93JRLZZpJNyxRRbpqSqCKqK4yiEtaQfSUXCBCk2d7gTiZzmDySVoLa9B9aGumjqapMJzolhvgPQPCjBmYwiTHWTdi5tvyUUt4Y04PPTWbhQqLqIdLIEmORgguOJ5XKkh68cHpFegumulrKNwQDt3Cnqp6EJLS0N6GhooKVvEI2dPdDTkorqKRri0uE7G+bCSPMKvotXdr1/d5VUe0kM9SRhLUv1ABr90jubO8/HVGcb6KGAEcv2IdJDy9EUR2vUd4svoHK33+CAXNMDH3FV8sXYQqB76tFFfvjmbCZrl7fUBu4PV98ahkBEgl5DTLJDTA6AD9Jq2RkpVW021NHEPfM8WQOFEGjTNFbMcrVjG8bn/7qE09n1Q9GuQtwS6oif48tl15YsE8LeP4dj/5oPf5sSpNeIz2vW+sBsd2ucEFAv/m8Evx5/zRRnxJUre6zReW6DEyHQx04efT9HJmBDaDAMdDRhO6QTtuP8kNTzGMCSWYODaGjpYfcB3Z+2xnpMUZTWA8rW/J+u8aFIz8KFC+Hi4sK6uGpra+UiPYRly5Zh8uTJuP322/H+++8zscVnnnmGtb1f7Y4u/oSwLIhIlz3L+795OBX1TMivE3M8bWFjIGHkx9vaGKXNqkUQ7vkyAjsfGiY/ZQ0dOJVRhe6+Adia6qG6uYsdL/azg4eN6qJGIjt8V/XVH59F2giEpb8P8LEzYZ0nSYUNEFpf3ez0EV3UzhZ5TRW795muGkrh5rt3RCCmBPA2BJbP8UTElTJk8gS4vrtQyby6+EV3hEW+1ojk2YFw8LIc5JEeKQ6m1CDMwwq2VkaY7mKBlPImXClqQFtvHx6b44bPosd+06oCl6oSijDsjClFeUMHSFDVSFcL01xs4WXRh64eEozUxBxPG7YoUF2V1CRWGDRRkBJtVGE1y88rksoX187AnqQINPC+NwsJ5I6TVOh0zPI2lk2EP0UXIKW8mXkmZVcDTQ0jFx5eZLUN3UiplBfrI5IeN0R6VEV7MrrBUipznMQX5NqGfkaoOeJjaqALD0sTVqvW2KaBzr4++JAYm14Xkoob0EBmeAqghXD+tgice34lInOrkdU4vMgG2RkKWl6w127pRkppI3afzmfHzM53iPRQy32wh7Algr+jAZLKO9jYoO9wY6gjNLSAx34bFuXkoMH74WAg0UVjt+rKr3u/PIJdj4hHqeieGq9OiphRJy2GVGBPAqikBUayGIoRKIr0EOlp6e6DrbEuM+qlY/I1E4r8UGp/LAj3NMOcSdas8YQjPdy9Saa6Qnhn/0V8fkcYdkZnI7+sA53tLUztmah3uIcmVk/1g7edGQ6nKkdK/1tBej8cyKJod1KpqEE1FYCLfS6qASRyQn5i5PK+iqfnNBboawE3TnPG56fSpK/ZD2TVd7HI6WI/a7hZj70D7n8F8aHITV5eHvtxcpJvc+RYIYknRkRE4OGHH8bcuXPlBAz/afBbfg0kWogs6EJmTTEu55dgXoA71ga74mJeisqJ/4xCEQoVlfX0D8BET4sVd9IjeZjQ+dGAIj0jkR6aHGZ62bE02sMLffGLQT6ismtkRX9EcjYF22NzqDcOXL6AIe1AQdCUt2VxiFyult8Zk9oOpJ6ULh580CS1jVd0x+GeRZPw1cV8OUdvEuBq66R3pTxB7kvMxoZ5AfjgtLw+BpEe6qSjovKJRIiTNhLKVO9QY/LrYWqog96BARTWtWNFoB3medrAx94YZ9Kq8WNMPppHKLmgiUKraxA/R5ajrKoG321ZpvQ7l15bhW2HEmXePUIRICHQgsyluUh1Ob2imZEsc4pYtnRBrEN8sgFgacaRHmGxvmf3RI+qoyWaFBtFYKIv7STkwExCJ9lAT0eDmSt66Blilqc1unr7WTfagRThJgdqOIyIL8X+J5fg5/N5SChtQIizBW4P8xKMWNCm5qNjWUgslyfgA5xC90JPuY0G4fWDKazLky4dPeN0R0M8tTQAjtb62Py+cBqHZjYzCWQ1erRQSMj0bwTEqaEeoMoaZqygSA+Nl5yqVvT19cNmyHyX6hT515HSWxTpIdLDqa3XtfeJdqZR+iXYGkhSI8BCUo4+DnqY4+2IO+d7sLo/8htkjSestEGajxSjjrQZ09XUwosrpioJs/I/Z1yuvN2FIqjgnFq5x4uf7p6Bx35IHDLNGBtuX+XLOrWok5Zw5KlF+OV8rqBBNXW9UZhAKJE93U2P3W+05hAZVa7MUQZdJSEiZawFrJjugMbmLsQotGNSuniKrfmIDSv/64kPafHQz0igiNDhw4fxPw2u5dfGSAeneVL9l2oGUR5fgJ/uXYDcEZSDFWvzHc0NWHiR/KE0NLrR0tkHe3MDdl7MmVwILx1R3elD9GHDDAfZxE2Ky+5WRqhf0I380hbkN7fIBKgoGhDoYIb4wiY5EifRBLqHNtf3zHFmz/HD2Sx2o+UVqS8XQPNGalm93ARNMgB80kMIdLREQ4swgYks60fk78q7aQKRnvfX+OHZv4UVeceCkUgPgwYVxGuhrqUPqa3tKKnLxzn7Ggz09yORKsfVRPvQGngqrxc+z0cgR6AgmSI/LyrpaMiDlqfrphqz9BZFevi1PcNvWZqepUcne0O4QwOXK4eTpOHeFthxeyiWbxuu/eDjTFY1bAwLkFs3ceHrzu4OpTQvpZxXTnFUWrTeWB8EY91+/JQovHr+nJCOtbNccO9iH9ypIk1Dm5qdkQVKpIcDtS9zth5cI0JyQRN+jill9wiX5E4ub2fqwRQZUWVQ88Pdc1maurC2A6cyq9DeM3L0YzZ/i/8PggjPRyczcbmonn02GyMJbpntgVtmuspFh6imh9JbFOkh0KOJRFu0M42+w0/vWYS5747cO0gE4aZpHrhhtlSVnr4Db2szaKGKLcBUV6Vqq0gc8z8Hk7F5lpuokSmNiyWBjtgVW4hynl8dHxNBeqKek+ppjUR6JkmAxcEuqGhrwxxXW3z8dyYqhkjgczf4C1oC3RbmLWhQTa/33uZpePDXy0pzxJ3zprEIK81d1ETipQ3kqZju7p5pjR/ilO83iuGvDXPHmqkueOoHZZkHwtErOXhwubCB9kRgfJa/18BABpK0C6RHfstvfFa1klQ9OeGmF0qzrpQnF8MrK33ljqkY+Y5ZbnC1oCGowR7p+Hx2Na776Bzu3JXIHsk7RhVGWnZ8TYFnVvjLLSjEvEmIbUWIIx5Z4idT3aSbgDRUNs6ywwKnYXZOm1LNodb+cB8HrNp+Gm+eLEBkUQtT8x0NrPT1VMoAEE5l18PKYGzt6RNJetSFno4W+gaApm7ajwKGEiC+tHVUpEcRNM8+uVs4cnD9m6qtORw1AXcLazy1eDKeXzlT7t8opD3Zzhj9A/2ob+tlj3S867452LE+iJmT0uOb66fipT3JqBSJk/d39+Hlo8LXmsbKDf7q1frxQfXVRHCEFkryiOPv1GnCf32DsOotYWCogJ8WNZrUxWpTaFNDBqdiOF8GbN0fx+pKfosqwFsHU/H9hUwZ6aF1hx7p+HJpDUsHBYh07lLLM21Abp7pjudX++Or22fihZV+cqkvIVCKnDo6/4grZI//BKgO58ClEiQU1KGlcxDdfUB2XTe2/p0J35ePySk+U1SHanqI7FCkhx7pWFWBMxFaKqJePUkPtrrANBU1r9+ezpDNX/R4Y6gzFvtaqkzHc1gbaMsi9b/GFjHNIDHQBvP1dVMQ4DCyWCof9AmD7fVZVIVSz6pAqt/qoKgbeGp1AN7ZGIr1s92x9/lFeHKxF4I8jLDjTCaSi2tYpxZ1bCli26FELPvwGHvkQB2SRLpW+uiB9r+3zjDH9/eFskgPkR7qnqTr+ufzS0Xf0y3B9kgpFqZs1g4SbFngwyJQYs0byY3A5OcjWEkERdj+T0Z8/ptx6HIZvj+fi9aefhjrauHeMG/mJ0UtuJcLq2VxPr49QkZtC9bzOiTCth2TaXMQAmwNcOuCYY0dDqSuaqYvwZWSOljqSiDR0sYze4fl3ukp6PjLs2lYFeAwogO0ENYFuyuFGNdti8DlFmCaCbD/xeGoAoU9meJ0I1DJU6al0hSK+twy0xkZ5bUoaBhdOo7DdFtdTPMc1kD66JiyXxiHE8rZMlgbArVXVwdr1JjnaY6iunY0tkvbig21qC5iYp47Jkf4wyaPINqcPwB8cEbaUeR+MRdvrZ8mMypML6pHR3c/bPS6kVfcyUT9SajPzliLja+VoU6srmNXZAFOZ1eyGoBegaBEpopt63IvKzy/JggH0oUF6cTg4yhhESgqFBdKSQjh83VT8Oh+ZZsXV1tbuXSAGGhTY0lMFeIpuF1xddgVd1JJ84amb7Iy5KZxN3MTVgPzxSMLWWGtIn5/Wj6CR8SArFpWp5fibwFVb9rhJ7+zCttPZOGn6HxQTTARrTvmeMqiUBMJfqRZR1sDhfXtoPIjyl41dSsrPvP1Z6iQmWp6KL1la2wAWzMJ20hRWkuMdNL3+/ldi9n/05gLffWY4LeQ2wU8tCsOYZ5W2DTfk81nn2wOwesHkvDbpVqVpMfEQBdUTFHd0i0VSlRwcOdj8WR7HE0pRVqF+pPMPD9dvLFuLv5KKMZ7Am3cHIhOPf1LPFwpZzYCZjlL15K90cW4UFCHUBczfHk2D0MKJChvaUN8UR7une8p93fT/zNcA5hTW81qAik9zkV+dtwjvdYEIRmVSzn1wu4NobaY4myF30TMTIPchmsSbwx1wnbaLQiAtoFkmUG1frROqnN/q4trEZ9xgCI8X5/LQUVzNzQGwTqcyDn85vcjGCl5apHUGZrAXwvm8Byg6cuMeXUlXl/ujaXeFti20heHnxRWmaaoEolPvXgoEw/suYIbvxHWaslvGMSnF8oR+obyTv+91X4quxVuXeAjd44mKyI9BHrkp0yobmfRJDtEJFeB33hD99tnG6Yzu45zOep1PvjbGrB8MIeZLsZ4Y2OoXG2QgEG8Svy3kZ7bQizwwkp/hHlbw93aGEZkxaAL5ro+EdDuIs+kNjZJjQb83y5s7MV938djzbZTWPd5JJ47nInDGbU4Wzwg52TEH18UdSltaGeEx9JQG25murIdlYsaafrrAu3xQ7S4R5HoWA32x4XcamZhcTy9gslG8EE7RZqs+TvG1TOdWW0XH57munC0NmTpAFUdRPQ8JgbauGuuO2Y4jtwwQc+kr7CG9/I2N2H+djLRyew3V2Cm1XCkR0idl0CLzhPLpjApAD4s9aSkhyI8RHo6egFTiQZ7pOOJjvxQZPnRX+PxysE09ngyvRLGEl1QRkuR9PChGPnxczBDVlUT/kwoxp/xxYjLq2XpxJHGMF231dPEo4RHs+rwfEQW1m6XEkpqAh5Qsc9f4muJsqZOtHT0sEeK2JOAnyqcz6jBnivqd3ZRQOvZ62az93IyTVxdmUBT17miFvwYP7Ic+kd3LsXyD07J7tVXj+XKSA8HOv7q9PAmeduhRLlGBwId8yM//HuIiBWRUn4m4ECyMHErrmiS25DzQVf0ngW+zDJo9faTrPtPHdz12bEJjfxci/iMA/nVLahtkzqK5/NUAuPqwUjJI2HuWBtoI5eeoeNFU+VzxzSo7gj3wR3CfIeBJoNbv48f1fsTcoDeOM+DVfVf4dVnEDyNgW/uC5PrDqJIjxDoPBf5OZdRIhg+PlVYiPCpdpjnZYlIEZNGAjVR/vDEAujparHOpvzaFhjp6CDAxYyRHnr/XBHeupl2+CpqdMkymtAoFfbfgF8SGnD3fC08t9KfFQnHFtXgYFI5eqpbRVuURwPaNy3+6DxevM4XNwa7yCJ3D8+zx45I1eKB9LVzaz5Nuu2jGF8PLQmEs4UhdLSA+vY+GEs0oK0F2OhrwsVUGyXl4h9ukoUWSjpbsSdefUnJaTbA+5vDkFbRKGhhQYsiRQT2xhXjchnDWaOrAAEAAElEQVTptlgg3N+eETRKgf103xz8fCYXf6SWY7K1Ceb42eCJP6R1YG9GZAuSDno+vnYNqeDmVrdgx5EkJKkYXnoSLQx09bPaEV8rTRjrGbLd9P1hPjJSz3VI/fGMeCcWByIEv8YWwlRfA3VDEt9UM7H/OWlxO9UD0fdIUgeGZHCGLjR3D7Lz/IJr/gZGVfu7WKSHTIGbuvpgbyJBZUs3I0K3zXJGVpUh0gXc1oW8vuiaxhfUoaKlCyZ6Oqhp7cThlHL41XUw1/ZJ9qYqC1zfvnkmjqRGoFlFnUlKVTt+v5iPm+Z6wI/5UgnfB7n59fD2tGSRHrIboRofLtrz3elM2Ry0ZbF040iL8K/Rym3hYnhsgQMeWBTI5lf63CWKYmRjwEJn4LFVs3HHRyeR3aG+qzzhZIZwowOdf3Gt9P/pfVKxelNnD8z0dVnamx910dWl66M8t58vE2e+n98xHWs+PY3aofebVqWaAHKgUiEiYCOJUaqLa8RnHCDpbl0tDVSIbHG+OF+IvffPwQ3+zkyteYaDlRLpURch206N6e9osA/rUktx4F9h+DOyAAdTS2Fm0I8NIf4I8bCUkR5OZZqL9CiCzlO9TUxJDXZHC7eFppW2MTZ/3+LJ+DmhGOUi5nkURfjmfA7eu1mqtcTP81NEgesko7Zoqtumna0qlVJF3DDZEd/dPUtlce8/iXWfnUf0S8vhReaVdsZY4GWP+KIaPLNH3NeGD0qyzPEywyRbM+yPKlKqmaKrTM7YLib6CA+0Zzu051ZPx+/xEWjoUU6NcBmosUqlsPG1UgvxubmyTjStnkGYGWjh/gU+MNLUQGS5sF0ELWl6Bjo4mVyB7n75dLAqXK4BHv0lDnfM9RK0sKDP/MCuWFwokEY59iZXw+ZMJqZ7kHifDjbMcMW6Oe7opu6vjl4Z6eFAYyV16zJZWJ8WOT7pIZBaLRGGxf6qmxQ6hkgPfW//XjINnk7GMhV2RYh12vCRXtaMiJRy9AwMwslECy3d/WjS1EBcVjUWT3VkWl10G0ulELrYI70Uned/Pj5Gm0qg9FZrzwAjPVxXVg1tAPX1sGGGE9IPizdQhPDce+i7os5UUz0d6Eu00Nc0yARHiYI1d0mNj4P1LEV1ykhk00gCmPUBEmstdHb2o1QgKnw+v46lvMIC7YATwu+tuA/4Y91UmQ8YR3oWvXdClqqnGkXaNJ55bhmb21pENLQUsSnIGk+vnCY7pvm1foyOOQYawM2znfCftUFsvD/4YzzS1CwN5FzlCVMcDFFI0skKIJ3DmJw6ZrtypaQRkXk16O0fhI6WBhO1ne1lxWqoaJw6jEFbMD6/XEZ6RoOJbmy/luoaB6j9mFzFqf1ODMfTihnZeW5lwJhJz3jADfb4vAbsOJWJg7HF7IahyM+vD4XhizsXIXyyrYz0ULqA0gaUPhB7tzQl3PN7Er6NLhWNDMzxNJd1xpx6Zjk2zTBlk78Q/rpchQtp8kXLFElQ9Myh482hjnhwrh1btAmPL3BkBbZieGJ/Cl786xLeWHH1OgRGg5Ze4PMTUtsCAtVsrJrijBDbkRcduu7PLPPEazdMxSNLfWFrJyznXtc6gPKWdjn9k6iXVzBlXw4+phpwsjWEl5WuUtpktOOLFtKzhcM3AQnj/Xj3XKlezGQ7WIhs2omHXSnrQnJlD9p61SM9HLJquxCTU4HLxQ2obOxkER9SRacd4bGkchnp4UCdgPmVzciobMGvMUUsclJS1YjPzgqrJQduPYGk4np2rwhZNBDEzvPBLY2bZzvjUnklHvklGt+eTRteANu62ePKj84wy5pTeQ3skY6FUNXSgZ6+QRhoa8BQTwJDXU3WQVXW1s4WY4rqUE0PkR2K9NAjHXPRHjGSRsRO3VQC1fQY62qySE9rRzd7NNbRhJG2NgwlOnhltXy6nI/fnx5u6KDvykiiheauXjS0duNIXDH+vlKFiCvpsDLSQ1evtK6EK9Cn984V6k96PoLZq5S3g9nPlNT245Ew4Tqm+R5StkXkWBWI7Ex1NZeL9CjWJ9Ixnae5baWfsOCivJAB8HtyLRa8M0yc1715EmPFdUFGeHqZ1P6HNMlSK9RrdLc2AJ5ZNUy+Xr5htuDvZdcCD/4Sh+f+iMextEp09vbDykjCHqPyajDvrSN453QRYkvasC9Zarg6GpzkdTmPBkEuumwjMlG4RnzGAdohPbjIW642RRG0Mxst+BPieOFmZoZth9Ow6bsYvHeqAP86kIbpb57EnmjlCZ9ej9IFlD6gEPOdy+U7yzioE3B5cvl0WficrtNb6+fijRv9YcpbZZlf0FCU4rKCfxnVkAiBzj+/JpjVM1BKgtJ4r6+fit13zVQiapwP0Z9JlXA0M4G7+dXxfRktkorkcyN0fRytR94+hbgY43x2Hc6klrFiUk9b4RoEPV3AxlBfaaLwdBq2t8hpHmQ76Xc3BOPXLbOxwmf0mhkUgcurFp7IPjkeLS16vpivFGmaKFzIacDJ9Cr8EJWPsvp2hLhZsWuZVCGce2rvG4C+jiaKG9oR9tZJ/JSk3CHIR0dPP7Iqm0es8xOrx1EUrvz8YgXSqnrYIxWWchuMV/66JCcoR6BjigApwtvGlNUZtfcOorm9E23dAzDU1YanpZnMHZ0KmXfeNRf/WTOZPapb2CxUb0Ebph8v5rJHfkfT3fM8YaanzSI99HjbXHdYmEqgqakBFwtjfHnb8CJLCDBVtrag7yrUwwoOJnp490QuynulNVCkpXPr17HQ09FkY5gID1egT490LGSzklBejil28l1WtDAbG+uxsUibuxcXC2+APr0hUOncWZH6RDpPn+OmeW6Y6cptwYZlHR5crEyISpr6sXl7BDbtOD8un8C9V9oQ9s5xVojf3N6NARVLBKm0T7LWYqnuhFdXKXUJ7743FK68KVGbkyLpB85mNSKzsoGNLYmOFkt1JeTVorJdmdhPVl0KJQN9/7TRGgssjQ3HbIIrhGvEZ5ygNsvnlslXy/PhaaV6QaPanUuFjcz9nG5OfsSFX7BJNQVjwVOH0vFNZLGSivAzhzIZIeKDQs/kJ8alD6yMdLHIx4qlIDg4q6F59vIyL7mwOe2aqeg2xM0a1wcN0xMiJfS+aDhPGzJzHSvIeyf2nVV4epFUaVdnyLuJe523TiXhP2uCcFOINYLsDbFhhhVuDBL3cLuaILVtRWwKVe7iU8TFklZEFjdj6/E8LH3/FNZPEyama6c4YKaPjZxZ6/vH0rE7UZ6kXC5vhbWRHkK9LDDP0w2mIrOBjT7wZJgb7gyxAX39WkORNlJjPpYtnCOj88lFTfg++urZwRrp68DPzgg6OprIqWqG1pAZcaqIVpSJrjZau/uRVNqCVjX2I1TM2TSCQGhZo3QlUIf8KBaS/hVXADMDHaRWCL9fSicoglLBD8z3ZrvwvkFNZhx5S6grQr2t5BYGrg1eUUhRFTjixIHbMP0nIoc98ueLDSEueHbxZDjrk6BlB5pb2mFABlaDQEN7N3p6B/DWOn/8cEcwkl9dioP/XqmUSqOoW0F1G36IlJ+HCHTVf4pKxZqt6qsDkw7V7gfnIZjXYk4L80t7k/Ht+Rx2H9y72BvBZFjIw0xnE6wKdWbzVG5VK3skzPci6qAMWwvpbEqfZ/cDc/HJ9YG4LcSByTo8MN8HX50WVoSn8kSKlIwXlOp/68AFuNuawtJEPAriaq+H+8ImY3mQu+Ameo63NfY8uwT/XuoBY11SkgdMDHVZ+rB/EOjuJWFJ0ozrYV2o5QI2LIRWNVjE1uU+yKhohq5kbK7rG4MnNmJ/rcZnAkBqwnuuVCjt2givHE7Hiin2MlNQxS6t9w8nobixHwZawMrpLrAzM4COtqZSwSalRD69OYh1jU0UiBCtDHCSTY4UeqZ0Ab0uvT7pNjiYSfBwuDuyKluQWtaCmlbVCwFFiRdOHk49JRU1YP+lErR09kNDY5C1sIbWdCC+pIVFemiqvmmaHRYEDHe6Ea7z0cLRHOWblc6rQqAd6XUUSv3ByENgCPl1wF0/JWLLfCfsvDdI1v4817UIzx1KFzWonGiQMaiQU32IlwUTCVM3/V3S3Ic9CUV4ZokXvj2Vx2p1aC+1JcwFcaklCNlWgcl6wI9PLZGK7kULy/l+cvISMit75MYuLRt3z3eAvkQP/jYWCPaxkNW7vHaj/N/baQEVArtOovs7I3MEbTsmauKitIS5oYSptnPtx1klzUioFCYSOjra6OlVL/y0aZoNCmrboD1EpsTgZD68yHLkZ+OnRxBfMTKzyq1uY9oqUxxNkS1QuMavyeCDawWnRgB6ffI0U3c3TBsoRTdtwvHHF8g9B0V4aH7gQN8jHS+Z5MCIMtmqvHhwuC6N0h9U//LZ5pnIq25Fd28/nEz1EehkzqxEFEEaOa8cuIKTWeKV4WczOkdlC0Him/nVbahu75WrF2vpAz46XcB0ce4P88UvDy3A3th8xBU1Y6abKW6c5cnqWT46koLc2nbo6wAPhQfgvsX++D6mWKkmZd/ldjwc1sZIKF2z62e74Hq4SNW590nVua82EgsGYWWii0fDJ2HbwXQlv0VC+GRn9A0OIre6lc13HtbS98sHrUvzvB3wwckCdr2aeqS+dro6ZLtiDFtDA3T2DcLJ0gBLfawFo6Q6atRpT3K0wF+JxajvGISrmSaKm9SfGULMIdOOmyhci/hMEEgG3FNkTX7q1zNKjJsWo2f3JOJydT9LBZR1Ar/FlOBKcS2MdbSZ+y3phVAEhhNpI30gkbKOMYO6PTgQEaB0gbGeNtv1WBrrYk2QE1o7+5Be0YKBwX44WYkn9ijz8txyf1mBMj0HkZ6Gjj7YGEuYMBgRuVfWBOKdlb64dYY9vts0XVbYzMeX96wQfA2x8xzmB9hgVYD4TfLdxTIcvlQu230G+1jDYnQaZGPGc4tcceF54fdPE5Kz+ptzhqzqVtiZ6eO3R+fjl7tDsGWeA3acL0HSUFYio0taFH8iTdzDIDqzWYmw0zxmZ2TExCoXTrFVamPlY9vNMwTPezoaI69q/C3UQoFx+nZne1mgsrlL1n6sry1Vlf41Tlgk0d0ImOJshgCF1IQQTLWA6e42zHR0soMpDj08V/D3tm+cwjYkiuhXc04nTSCK6NpaGsDOUP768v2ThED32PJAB/g7mY4qBcBtoBQ/h6J9xd/JwrVPv8XlsNb4t3ikh5/OicmqwLIAe/Yz28uapdUpNcWvLapq7sIHRzNUkh7C4CgyG5zNSnt3L7p7+wTrxbYdzWMdaXTv3zLPGx/cOp090tz80M+xiCppZ7VgZAX4/ME0vHk4GX6WwhPuku3nmXkvh9icevw0ZEkyUVA1LRky9XdttiZ4KKT3CEv9LBHgbAoL0pzSADq6yQh6QM4v7VR6JXtcsyNS7nrRfnGOpwXuneuHv8/n4bOz+dh/KgcvrwtmMhJ80LGdy8i5rvt2xaKmpQcm+jowkIyuMkhiMrYokSpci/hMINrpHhG44zIqB5hxH9+z5lRqGcqb5WfI1gGgqKIeZ7QGgAFd6OkDM5yt5Vr4gtz1UJUzcfZ4/G4PLnVHESYiW5klLbhSXIeu7j6pI6+FPgwMJOjs6UVFy/AHpWG/eY4zNoV6yHVlUZ1Sc0cfbElFV18LjmZ6qG7pQXNnL2ZMssVsf3t2TcRAO+iHdh5DbG4/ZnlrjUh6CHR939sYjIi0Y6LRhp0xecitrcaV0jaEupliqoMFTgg4gE80Dl4sxs1zvNHbN4jmjh4W2bM305eRsFke9si+pLrtnA9/OxPmSO5goYen/khgBb9C2H6uiO1whK6HpshMTWkWVQsvByJG69NtsS95OI0208kQbX0DMDU2wGT9fmRUK0dC1YVQJI4qL5YZa6NaS4NFenQ1NUCXcMfZPOQoFiEMwdFcFxtDXPB3wsiptw2hdqyV2lhfm917tGD8/cg8rPkiUi5CIuZ1dUuIH5L+Fu5k4xO6pYGOaGrvRXxBFTQ1BxBqCZiYW6js6poI0GI51dmCpekoYiRE3rp6hCNWR1PrkVsdJdrUQLpdXERTsZCajnPevA5XihsQr1DnJgQrIx3YmOrhsoBfG80N1NWlaLPiYWOMQRXMM/yjcwh3M8GqQCeZAe2++ALUcP4vPPwQXa6ym+iuzyNx6pVlrEMvMr9SNlbV7U4cCTfMsMevicLzwSQnLfa6Z5MrZfIBtPxw8fikzHpcyKzHJAct3DDdF1WNXbA1oW41LRatI1NY8kurbBGZAPqasOD94chgZg/g8/JRXHp5Kd44GoeUonZMcTPEK9fNxJnkckSXqB7vtLYV1jXBzsQQEoWU6kiwNpl4mnKN+EwQqMjRy04bVUXKU3WotyHz5KEJlPOsKW8eXqQ4/x5CVSeQk9KI3kFARxPQ7NNkmiwcXr1hDo6/N7JnjTp4YpGymSKBFuKPT2Rid2wxa3OmT2ShrwENTQ2YD5Ayqw6CnQwQ6mYCR3MjLPCVpuIUQYWOJdU1iC8YhLOZDoyNTJm5KtUC6Ghpor6lB3d+dg5FXcBsG+C3p5TrJNQhO3y8eTCBLdqqNt3Fjb0oTpASnbSqWpjpiJvpTSSye4HgN09hrrspa9vV19XGTA8LrJ/uygZAroIAnypQhCDEx4ZFDfbFFoiSHg4PLXDHFxcK5c55WOjgnpnurItI3TSLED66ZQZW+lYioaIOU+0soK2nhU9PZ2NgcBCWRnowru5UoXOsGmLf46+Xa3Dk0floau/GF2ezcSGvGQMDzaK/f+dsfwQ4muGnqJG1V/6IqcKemCoEuWnh7U0LWESACopp0SaTETEfLw60oO6+VIpL5eKf+q0b/WFnYoDbf0iQnWOKJvUNMNTrxG24ul2IdL8K3bMcrg9yw1/JymkNGmUKDZhymDOktC7WPUaL54c3BUJHhdnqFHOgrl8H+rqa0NbSgJeVBHl10v64ICPg4MvSeULIU446svToZlbRaX62qAVnizLYd7TvsQXIqhH/nlSlwGsHgdPJ5Vg/2w02vHTeRJAewh4R0kNo6tdlY3B3fJ7s9Qz0NNE8pFzIbeOSK/qRXJEBGz3A2QTYNC+QkZ6W7j7mJSmSFcaJPOE76c6PTmLvi9fJqTirM94Jnb19MDeSYHBQAwaaQIeakdF75k/BRONaqmsC8HtcIbb8GIXiBuWbmVj408uDmScPv3hwjoet7OLz/4pCrdQIZjkk+Xo8o1JOdZXEz77aLN8xoQ5IDdZvaJ4jGnXgQfFuD8rvc6SHit7ofTZ0DmKwD2jp6oODiT4eXeyDf6+eitvmeglOoFS4+Obf6UiuHQSZwSdW9CK9og43z3CFv6MJjqZUYP3X0Yz0EGJqhidLCkd/cSoTrx+4gsgM9ZVRp70age9iapBXN7rKkqZeilLgH0NUYTNqWjpR396Dc5m1OJVRjsLaNtQ1t0Nsc0PTKik9O5to4M4ZDnh93VQ4mxtgipM5IvNHjlbdNc8Tp54Iw/X+xpjioIWXl3owPRKKLFBaZTRpFkVQStPQVBuzvGxgaqoLEz1t+NoZs66ojPKmMZOekUCdbX19g0gsambKtH0iC9X6IFssne7AFoqlniN/0VQvQUmMC0X9mPvOWUbSyVqCJnlVPl580IL6FCnMCWC5F6l2a+Otv68I/vvBtE54Dd0LE9nhORpQTcWtwfaj/ruF/sKfmQ8rQ4lSpJlA88xv98zE5/eGw8XcAB09A8zGgh5nuZoi9vnFMtKjCuuDxOUt+KCFek9UIRZ5iH9OhxHSzwWN0uqaxYHOSmmg8YBSWapIV7iPFcLeOYYzhcN3F0d6hECWSFSe85/9qWho64KtsS6MhjSYRoPUDql6OGct8sJf0Vj4TgQCHHXxwZrJsFLBKNYE2OGB+V7YEuaBd9YHYf00G8x1U62A/uxSbwS6jJyeHi2uRXzGidPplXjvaAbauqS6JIq4fY4z8zryth1OcxE6OnrhYaUpuEjT8xjo60BDoxdtPYMorGtGsMfwREEFg6NFbK36nSeZlfXoGSI9huzm6AYZKS+bYoWFPk5wsTSUaV1QbpsIjb+DFWb5DKuTnU+txtmhrhQu9FvTBrS39yG/qh3vHBfeeYe/EQESNeXqCXfGlrMJeNtN00eM9DSOI8GepbqzecIh0daGiUSLTerFtR2Y4mgJHV0tdPTJF4+Tlxep8K4LccV1Ac6Y7GSi5JtD0Zkz+cLu9IR751izIkb6+eR2+V0ydbrsfzwMf0Tm40Je/ajTLPReSGiOSA4J89FCRQXBi33tkFHWiO6+QRhrAyIm1uMCqTBHZVXJNvckRdUx9Dq3TrGFpYU+gh2sWDqOAxntLkwuxrk88euliHcPRWLH3ctH/f4eXzEFJoZGeCciUxZNnONuhvuX+DFhw6w68UaBPoWoyUIn4K3Ni1gqmuoDyUeNon1CTRMTARoX/1kXhBV+Tnj9SAJ43ewyECdQrOJa+0UU9jwgrBHDn79oA1Xd1omkUunCTbPJY0u9MdtHGml8YKEXnv0xCRVDyZt751qq9M3igyQufk8sR40anQIXC+vwyW0hcDmdjBIB5YIN012R39DANIOEMMvNVrYhfWP9NHwUcRk5I5S22esClSPMVVzmzVwXSvOanTGZXXehuGn0ZLhjEOjsBrRbe2AzOHqpFfchYkNEfMarx2Qpz6L4epho1SNl2yqsfzsClxSupZU+8NL1wWxcUeaDggCLAuwQsPW46Gv9/fC8q0J6CNeIzzhAqq/7L5eBzJrFxvHe6FIEO5hhkv0ws33453gcSVcdyShq6GGaCiT/72s3THRowL3y+4VRv1fhxkxh+NmTWioY2eFIDy0qC72dEeo5/EzUxbA7tlSaltPIwy0znfDYEj+2Q00sHyY9FAUmD1O6TTNrG9GpYi9TKFA8sDupEiv9a1VW9v9IISMROBmCOTpvDPPH5dIK/J6kvOhNlFGouujt70f70C5e30ALHjaGuH2WO944kCm7OhINafTP1kQPM11sUNHczogO1VHxi43vWOiDXxJLkDOUDlBEbG4j7t8Zi4VeVnLmtzSWvjibjr1nS6FlCEx1MYCf8+hkBYiAkdAckR4iYvRI3YBWJhKWpqD8vIW+LpLK1etXe3aRCw4llCB7hDCRizEpp+vC2cxIZgZKjuAEOl482RGLp9rLOojIXkJXS4t1QO3aMge7zmVj6zH1/MGiRVr21QETcfS0RmpZPSz19DDdS6qQ/sCPcaN6nnNlQPi7Z/DN7cHYn1yGxrZu6GhqYN00ZywLchQtPucjqaCRRRc1JX1Y4esuuqjQuKCaRErPu9ob4sG5k/GMQM2S2Pq+4esYFl2kAmBFpG1dzj7/8gB7zPKwQnppEyrb2hFgbyn3fl7afwn8Zv43jhagoWMQz143ecTPST5QNia6sEUPi1Cownx36Xj/8d6FrP6HDydTTTy8TOq3ePRKhFLHJW3I+HMSGfuORHoIfg462L9pAT49loEz2ZWsmJjmn26BKG97j9TvbcidBJMlwPZ752PZ9osYKwLsdNHZq4n6jn54WEjQ1t2tJBYrhr0vLmXk5fk/IpXqvKjsUyjFOcPRAHseC5ezZyHw7ZGEcLVID+Ea8RkHaHdLC5OqKYeIb1GTVEWXJqdTlypFSY+uJgke8k4MAHo6g0jIq5QNAio6Tq8Wn4ipVkaIA9CGTR33aQK1q946y5Wlu+jGo/FJx3SeAyktkygbB9J9+CG2DJHJZejSAQyHtri0tHOkhwbbdCdrWIxhl3ogJV8l8aFbSWz/XNYOmA0AN89yg7WeHv5MSlKqBRFJdV816OhogQKAXjZGmO9Bytk6WBbghCOp5YjKb5HqG2kArpZ68HUww20/Dfu0vbl2Mm6bIy3MJFAE4IONM/D2wSjECOg+ptf2Ib22Hidy6lnLMZng0uS18uPTzJSUoR0oy+zA4Uypx5w6CwyByA4JzdG9wEV8DHS12I5OW0cHJppaGBihJZyPG0O9setCyYi/V9kKpJY0Y4aPFWa4miKxWLrFpDFGx3SecDazCm8cTELh0II038MM/14VgLsW+mLDLE9s2Rk1orbKjOFLPSZQETRXCE2k4khiKU6PwT+OuPnTPyfBxckEvX39qGrtQnZtJura+7B2uiMjgvS93vDWEaS2y9fDvH80A1+fL5SR6m9Ol+OJpd54ZLG8yjL9PZGe3v4BmedZyCQbzEktR3TR8Dbe2VQTpQrNGXzUtHVi553Tcc+Pl2TnTj6xQLbY0VxI0aqF/spaWp8fT0WFgMUNWQAt8rWXi34rIuT1CLn2c0o/Rb60AgcvleG5fcp6QX5uFsxn7AUFU02aJSNfuE52nPHOKjz3ZyROXW5mEZsXbg6Vm4/I3Pb6j5SJnhAeXxHKolcv3jAFthcNcOhSGfJ7lDctdHWpzrOTd5kzuoGVKkiPjwTIGcFJ46E5fvBxMUNRfSvcLI2ZIOVfkQXYfjILVSrUSvY+OJuNMVrLkkahR5RY3sHu1atJZEaLa8RnHKCJXkdDQ8bGxUCFkZyKLhWAikGO9AzV55W1AK+fyGcL1qlnl7IuE39bbVSTuYwCSC90cYgvMo9lQygK+spv5/HNA9Id10h4cXUA0+ygtBdFgPikh1pw7/hluCiTj1yqzx2q0dUY+uFIz0beDunFFb7Ydkzc00cRupqq3/P9CxxF1Z4JaZ3KuxGqv5pqCySMTUV9zHhrrR+r69LV1mKRQNop0oJz93fRSOYZPFKY+/mlAbhrt7xj8suHMhDkZMEmEtKC+iOhGK1d/bAyt4FbRwOKGsWJcVp1B3ZfyENXf98w6RnDAsOBFjBfW1OW7qJID5Ge/j7giZ+iUayelZEcwt45jcWTTXEkQ7ViMr3znJomdg1eWRuI76MyUd3QD1sLLdaGSx0vFOl5+vckORdqsrLo3n8Z39wzl/2Oi5UWYkfgWa/dtIiZNYp5bKkLjlSQb99YfaaJLjkO9DMLARNdLRY1jM6vZQR5ursVgl4/IftdTuWY/AJ3Rg6THu76bT+ZiwXetnILEqUh+oZID5FXfV3q8OrHD1tm43hiOc4V1CDIwRjhAc6CekAc9LS1mKnl6afC0NzZw8QlVRVTjyTcyCGtvE42LvlpE4okUKRHUXOnthP47HgKZjg7CD7fkzsi0aitvGmiZf1ATDFumO0qO/fexnnARuH3RVHutlE2lFCamIjEUABEEHzSw0FV/PHLR8Kgo6mJF3afRXoFoCUB6rvllaVXhkrr3PgduJsWeMLKyABb/hwmqnx8vm4Kgt2kawBd7yn2EpS1qn+Dc/eqIkhx/9ZdwtFPyii8ev3EFzYTrhGfcYBuvIMjeI/McjFEmM9wKDrEwQpfQ/VM62qqgeJm+akxr74HO89kMbHENzYtQNy7Z+RCjcYawLm3V7GdBzlMCyG6UnqDqkN8CER2+ISHQDvAf+0ebutVBfoEN04zhrulNYIcrOR2SGE+tsBAH74+kc8mc4pUfXzPYqz/5DQqBJqb1k51Hzmvn1SudsiWQJNd39Vu5VIASdwX1XdiiZ8ta72liY8m7T0xRXKkh1DZBTytQHo4PPl9JH55cjEjPaSP5Gymj9KmTgQ5WeK2YEOkV7chLbMGuX3CkvtC9gR8ZFU1qEV8CPQZyEySdoI7L+bj49P5GCtoKp3v64zTGc2qGnMYafWxkS4g/o6meHnldPwcmYnUsg6kF9azc38nFsqRHg5xZe24UtiAMH9bpBeIEyxX2tnfNA274wvR1kWWB1pYGejInnss4EiFo5G+YEcnlQX3SIBqFR+c7qC69l4meNo9AOZ1paerjdqObtz4zjDp4eOOb6IFU/F88siBReq0NNl9TqSHHqm4m86vneXCfjizVCq5aRK5f2rrO2FiQJ1ZWhiEjuw51AHVmSWWCc+RZM1BoPd1LKkUSeWN8LczgpOVGf6IFXb6PpFVDQ0tYasEppEqUirz9bk0OeKjCu08sVRV4BpKiPSQOn9Mfj0MtYQjosRLykYh9Ezirrsu5MHEeBCvbhiWWzgSX4bYsjrMcrKSkR4hLJluj5Xp1koZCWoOWD1zuGidxGxdbOyAHPVV2bl7lXAupRpJFXWy+jua2eX7TaWgjMIyP0e52tGJwjXiMw6QOJcqLJ9shSeX+sntdA6kKodbOSxwMcHNM9zwW1IhiptbBRcsIj5U4Jj4+gq8GZGAxIJGLPa1ZQ7chJFIjUSgFoDbOeVUtKGwvgVe1qbspuHvpjiQ0mxKqfoFMRqDhkwIj49dFwuwMyofHb0DMDTTxWNzPVktBOGtjcF49o8k1PEm1HtmO8sN/g3vRiCxEZhhDuz593DBNlkokLkp7RhTKtXbjQxQfvGq6QsL14UdSStHZWMrAlwtsNTPgaUfL5UPV49yNSsEsYRIYTcJwXWySA+RHmMDXbZwVrV0Y/YkB2xZYoqfzuXg1WPKfk/zvSxR2toMEX9Ohkl2o6kKk0Z+4nPqx0V6CEwKq38QtsbaKBGpiKbfoTQNt2DTIrj564vIHGrpJ6NPipD6OYindRuowpNSMioCS18/OB9/p5ShsaMXjqb6KG/uZKlI0p5SFflRjERwoGPq5IsqqJKdG+SZSL62NlhmZCxUK0GyC+9unI73T2agrq2PKQw7mBlDX6IBM4kO8kRuS6LT+lpAZ784eeRA75c62CgyRZEerqNNsZON5hkzAxXEp7MLk7TMVD6HGB5dHshq1qoUpsC1gTYI9bFk1/ep35NwVM2OzynOBphmR/OHsJWEGFQ0SSmBZA6IlI70jh747gi+3rISFzNq8GtsPnS0tKArEQ75zJ9sh1PxVSM+J4FmManSvTTq/c3ZCry0yo/Nq0R2VBEePnbcHsrKMX5PyoWetgY2BPvINQew+Su1HC09/Xh6iTf2XSpEbUsfVgSaYM9l4YIBbwswkURFaKAI69JtMShUJT8Eapy5Rnz+P8ONk53lipoJsbnipMHBypB5xpS3kCdTq+CCxYEZf66bJfg8UwyBFIHIB70TCzJiEShk3B1bhK8vDk8Mc5104OVog0A7C6wKdpSJ7NECR55OtWpOCuEe8jn87IpWRnpah3QkyOSQjqkAlMhWuJ8dDj+xGOdTylDW3oW5nvZyA5+/IBD5oWN+txpFfp6i3ctLEchTYxO2IsAVyWeF9hsTDxK97h/sZ3Vh0NRGY1svzmZXwdbEDfNcbLB7SLeDv9wHGkhbSBURageY6uvCWE+LRXqI9NCjhYEO6/YhbF7gjZ8TipFbPzzmvC11sXqGG14/IE7AqcZH3WgP35qEX4c0Vux7eB4+PZUqSHpoFCwKNscdM/1lpIcWwR/OZ8hID4crlW2Y5CC8CaC9f6CTlNhdF2KJn+KV6eUybyIqGizSQ6SHfMGoSbqmtZvVMYkRH35hsPbQgs/dO7TLf/TnWMFuI0rR3PN7Eu4pdmbhfRrTd++IwNmhwMc9s6zx6g2h7P+NDXVx4FIpmlkUShMh7paY5mYlqkVFur7GBkCnwpTyyCJPwfQDvV8id0LkjQMJb9420xdvHc1WStuREXGAk+WIz6EKsS+twjuHk3DochXMBoFbF/tiZZALm3/OXKlSm/QQIXhyaQjqW7sx08UYcSXqiyvcOWdk/zx+h+EkT3PUquiuJETmDeKL0znYcSpX1rklVvHY0tKFjWFO+PF8mVIa7YF5boiILGK1ibO9NHA8b1ApmkfdhNy8SqBsAG1cjfV0GHGl8fjq3hjEFTUhzMcKW9fNlEV+6EdobJPsxpn0MtS29MLP0Rgbgt3ZPfGjQL6YZhC6GmLasPSO9ydXY74T1cEK/w51C18NXIv4jAN8pUwhXK5qwDLI55ZneeviMMlgCmCOi/RLzq5TznFTMeG9i+QjJ2I49MoqwR3juZeXskca/JweCU3SmWUtcqSHEFXWi6iycmigHGdyK/HZbaHs9+mmuSvMG++fVY4kUBdS96BwPplDQV0LM70zN9BiAn5Ua03dBXSeu0Gp8O9mXvcRP9IjBDrPj/wQDryyXGWrpOxvZ3si1NcON34Vg6sNDzsTlDV0wlBXC5YmOnAw12fKvfR90HUKTy3FWd4sQdfvh3tnC36XqVXASz+fw6ZFQTidWcUiPUR6bg5xlbU40/d16F+L8P25dMTkN2O2pynuXejPWqFLm4Vj6JtnWqpd2MzX8ZmI67fj1qm4ZUekaK2EoQlZogTLtXBXNnXiaJpwiqOpVQMr/eVD93TPbr1+2Fbl9fWzcCApgnWk8CfF51aFscWBdr15Na1wsTBEbXs3zA10WK2PEIQKg8saO2BtLGG1eT+ezRqxxZof3v/hYWH5iRAPS/g5mKKBOru0NdmiS4Tgy9tm4O5flFOj5LtGjvCKMNWVvmchUsLvvhECvd76YBdmBPz2/gxZcwCRnrvnD9exqHqOkfD86mA8tUJeuoGQXFUvGB0VwuebpiK5tBFHU8thaqgHT8tu5PM2Ahykoh3D8LGS4K5wYRNgIdB1WOBrg6yyRtSqCDa7GAK7IvNkpIcg9usRWU3QymqCroZ0A9RtoIXe2n4sm+cGIwMdrJrnxu57Uz26Lsr1jUSCuXmVGlsiUkpR19bDzKfnetli81cxMqJcGFeH/UkRSH5TeMxRXSfZDT3/R4rsby4WtCK2oFV0DVRHMIIuQ4CHK+LLipVI+x0zr06ai3CN+IwDue8IEwwObqb6ShPL53cuRcTzEUq7pLnuZix/LvR8jy6wxyNLgkR3Tfwc7vIZjmyi2Hb9ZLx4cLgF9Z11/tI2xIMxyCjuQKC7IZ4On852pi/+JlzQRqD3eTSjDudSq7E4yI69h9vmu+N4aiFS6uSnHCI9d4U4sIlojrO1YHiVCu9IPqK8qR8tne2gjm5zQ114WKkWsuIiPOqep0WLCivXfnReVF6f8FdsLmtZJSn2B3acxJCg84RDXxMor2+Hno427E0N4GhqiLrWbhY5IDJJIJLz8t4YROY2YJ63Bd68cbacdUd0Tj/rEiQQOYiuBWL+SMb5Z8IZeRLSdaEF+KElgbhv0fDOmxZuZ1MjmYYKl+yjyWCNv/eEp3zVwTvX++Hh3cKCfhyWTrFl9UQcqLB7x+kcFNcLL33Tncxx/zI/Fro/kVkBc0sN3DTVR66ok5Dy1iq8ui8WF3Lq4edkiCWTPJilQltXL5o6u1Ha0ImSxg742hizGh+xaA9Xw0PXuKCqHfuTihGZXY2aoXVW2OBCGfsu54044dP4VkxrhwfYMpfwXxKGSc4doY5o5HVf8IlCfFEzbp03rCY/WtB3cWOwK5b4OSCluBEVrW0IdLAalSP8SKAoBdUlErnjvvtgJ0oqSTdqIwkNkEB0RGo52nr64WCqj94BY3R0NaGyfZjpLvaxwCe3huD3qDxczKtDuI/1qEgPgYhZgKMpFk4zx1+x4kv+zQt88MGpHLVtLWgzSV9fbgfw+aognCuqVojwarN5/6d4ZeJDEUCaV+ka/hxdgMSiemhoaqK/rw+7ThUoEY3mPmDr/jhZ5IcDEXgiPR8dGiY9HFRbVo8MWtFCnayx5WUfPPf7WcTl9bFI0au3TEd4oB1by8YSMRwJ14jPOEADShUi0sphrKeLWX62LAfMOYIXvrMKj/54Escze9jgfOuGQEZ61n12TPB5KlvaZOFyRdz9fYwsSsAG/75kwVzz8/vTob8/nWu4QlZNDy6kncbuBxbI5M3FQNNmSlU9Iz4Emvjbm4Q/+/6ECjy41B0WZvqC16uosZ2pDdMurI1rlZ/pKup7xAfV9AiRHDovBKqdidu6HHd9e5G1VArhcFoVNs3xYZPqVw8vwSPfnEVszcSr5FJ3RnlrP0y0+rFxpgubTOg6hvvayRawO76NxoWhUHlRQgNKGqLx031zWLv6HfNnoKk9Tqldnb6bD4/H4ZPNUp0MISju3ul17wv3RF59C9Iq22Wk5w6FWqp/Cq4mGngrQthclMNUeyM8s2yabAKka/LK/mTkC1UvM5E3Tdy6wFtl6J4PivzQd3I8vQKtXX0wlujgYk412yyE+1uhurEHVqY6cLUUt46kCbq9ux+/xRXht0TlhUjdJIu6JqdCePPGaVjp74zUijpGQuZMssLhuFL8miglQ/y7lnzq1C04FgPXlr44UDo3TBTouj+88wiOD0ktBZkDL980i0W7QkYxRvX0dJhIKEU5yCqHHv2dzPGgqwUqO7owzc4CS4ZUvbcsnoQti8f2frnuxvXwRmp+ipKFDM2G398bCmOJLtp6R7ZN4WBIJLujF12DQGFTM9ZNd2HGz9IIrzY7pm6rjYXV+PPycO0YUfPnV/mxeTWjrAVJJTTLa8DSSBeVjX2ic/65bOVsA0movH4oBQ1jt9wTxbogW1kN0Y67ljKik1nWiveOxeLJ3wYRHiDB09fNlksZTwSuEZ9xYG+UiupQap0tbsWF4hS5c1H/lqqvUuSHD7JpuFwuvOCSauiHm4QjPfzUCAex7LfiuCWF5MNJhfA3AtJVdA/Q1BjsKK+hky/C+Sgi8e7JQmihEHfOltYrcKCoBHU/rJjigDleNihpaIW2hjaunzayzD2B0llCETHFNBcfRCpumOKExHLhyYaEA1/em4jC2maE+drAysYKqLl6/e2UUulo78Atc3xluXYCLU4c6eFAxx8eSsfP0UWiYnGEpEL1xAEJlNdPKWli1/7l6wJR2dyBsqZmhLjK11LxcSyhHDGltZjhaIGVIc4TvvvSk0jQ0dIlOvY+vN4fa2e6yr3uubRKGelRTDmHmAPv3D1f7e5F/gTf0T0Aa2M99v/kNUeSA6a6ujCz12MROhrDYs9Li3V8YZ0g6RkNrg8cn3DQDC8LBLqZyiQ0qCPnu9gCVvfEX4g1BqmGqW9cLfpXA0RAp796TG6+Sm6k7rRYnHpuET4+KdzpqIjPbw5CoLMZrNJ1Ud3cxaILdS3dLDIa5GGNGdoarFZposYz19341yMLcPJSOY5lVMHAsAvXeXvD3EwfnX29OJk2unrCjs5eFvHRGWo4IJLjbmWkFAV77+ZgrPavwcmsCtbVtTbQS7aZ7OmX1hXqamkwVXVdkS4ywgwFCwmaL368kK2S9AQYAGnqT0Ey7Lp1hlzhNJHHHWdysP3McIPEobRunE47hyPPLpQz+R4vrnl1jQPJ1WrIdCpg7rtnBH13ShrEmYeYBQylt8aLhKJmHHpxpcoBsmGaHRYE2MidnzvCBo8+4a6YUmZpwYEWesqFUzcSaRtZGevB1UZflupRB5T24SI89MgVNqvyNCILBj9rZbl7cwlwIq0BRzIbkVk3gK+iqnB4BHmCiUB0QSObfPkL6MfH5Qkyh89GID2Eeb5matfibD2Qgvt+isHLB9Lwrz/iWd3KY0sDREnPlh9i8eDeK/gxvhyP7U/F7d9EKV1jdaxQyFBUCAF2hsip7RIN+2+ZY4t1s92UJrwSXtej4lSY0Ah8elJ1BEkIFJHtGehBUlE9Wjq72e6zvLkdmdXNyKpuZGNX1VhNr2jCgcRhUU9VoG3EJFMgQMHgaaPAvTYa0Hf80bEUPPRDDHukY+rEmetrjbmupizCTKB1bOvxPKz59DTSy6UJ1PKGTiQU1LPH/ykQeXzhj0ilTRqBzn18OhFnRLqHONDVi3h0HlZPc2LE4KYZrrA310NnzyDMjfSQWlyBG76KwqrPI7Hlq5OsMH+iwPlY+bqaI8DNHM7mdjiUXY4X9l3GKwfTVGqNiXWW0Yi7fqot5kySbj7pM3nbSaUw+KBx88aGqQixd8DhlBLWNk4giyEPS0N09g+iob0HPYMamOOqXFpAr/PG+jmyYxo7Wz4/ik8vlKpcH6YEOGG+x8ilCnx8t3G6HOkhkCcln/RwoFKFD4/GjCjBMRpci/iMAws97LAvRX0TTQ5+rx5TWixcLIxgqQfUC2x8Hwl3QXRWnVz4miCW2x0NFvlas0WF3g/nsULP/tRKX9R29WCag5XgRPzO7eGY/764gBmBhml8YbVsUaWFnlI71MnE1bfwUz3qQjHCQ4V3C989I9v1v3PDZMxws2a1HFwnw1+PhOHPmDymG9Q2CIR6m7Di0GQ1294nEkaSDiQVNrDdKBe+bRrDjolAiZd3bpo74u/Rzu1kWiX+Ti5HZy9ZoUhNDXdezMU8LxvmAaaIp347j1PZ8oSc1Hv3xubjlnnecmSExo9QNI4VCq/wZc9Pv3PPlxGILAam2wGvbVyA5Z+K269YSIAX186QHe84kcakCiY56KGHl6IRahU4mFqDpXGlcvojIyE2vxYHE0tR1tQJHbIL0SJ5ACCxuBW2BsC/lvqzz0wEm0tbc6BxFptXh65+9dKk189xxstrp7CF/nxKNSvYpdqV8ZAe+o5v+zYKGeQKTB1EFHHObcSnt8xg3WlmRn1KNRolTf345HgCVgR6Y8+lMrR298NYooU75rhjRaCw6N/VBC1uCcXim8CCyh5YG9GiLPzvH64PwJrpznIWHhQl+SU6BQm57ahSuACX6oB7v4vBmeeXKhEJdUA2IKR5xaIxQ52Q2ZWt+PpsDmrbuqGNXiRTml0DcDQeXaomxA4I9nZBgLUp7K2M8dRfkaiu6cPaIGc56xk+nvotkXVKDfLaxT+6ZQYzKf4zsYh1knob6eD6IGc8SmUWe+NR2gQEOADv375IrgNxpNo96gf87v5ZOJdTjQFzY+ihRbCrUAgk5KuYfj6XLb6WUeTn43GmZfm4RnzGAarL+SO5FFGcHv4owW8vJNlwIxHdlh/OluAzlLCFXQP5cDHXhK+FIVZPcWcFk2N1v/ay1GW6QBz2vaCeiSnt+PcllTIRtY4R5nlnM0Oluhtq3+a3VY4V353OxMnMKsSVybOG5w9ksJvyxrlOqG7qQn1TJ7wdTXDXPB/cGebLOm8uFTXgid9UF9OqW4A4WpzLp8LES7hrjhduHYpm3DTXjkWcRgOKuv36xCpR3Rg+KHrxd3IZWofYYVM3YKBJ5QMDyKttViI+qz8+y1SehXAyoww3zfFUKorlyDy9n6iMWmRU1WOKk7WMqBN2PjQ8xp7cLe+NxMddM4fbawnz3j6KsiGLhPjSdhgMNQQo3nskidI99KWdyK3EsmBxHyu+2Svtbt+JSEf+kICUYiaXLsU3F7Lw4sF0pbQ1gcZzV98ApjlbIK9eKkugCqFDbbr0fZF2zyKMv0Zmf1yhjPRwoOOLWeVMfPEik1VXRnZNN2riCpnXmaOpHsqbu/BTdCECHc2Z+eY/CRrDwS6GKM8Qbkmgov8ptnaCCsM0F053s1L6vgNeiGCbHTFQuSK3yJPIQdTrK9SqJyEbkJ8iC9l4o3F3xzx3PLrYF6fSy5FT04ru3j40t/WipVc6l2TWj242SagCcutL8NAiHzy6b9hSI7Y8W2Y9wwdFeDjSwxWx0/Fa/2qpUKBCiqx/YBC7H1/G7gGai/mf+alfTqt8b6QptfexMDaf+9iZMImH+W4WeETB+kMMJOSrCF0V1jZ0v09kiv0a8Rknfn1gLnadycOvsdnoHNBCfVu/YJhWEdReeCKtHI2dfTDX18ayAEcUi9BlRTJU2DiAwsZWHMtPgbuZFlpH6dI72UoHG6a7yJGe0YDqH8qb2tHXD1joARIdLTS29iuxfSJWYf72anWkjBaL3juBggbxngIK3u+MKpMdx5a3I7uyDTvvnQN7U32mfUI3kypjhKtBejhQS+1vMXmY523DSO/za4LxV1KEYMRPDMSTqLjdwXwQZ9IaYacLPLkmBAv8laMGRTUdSOGRBJoc2wcAS/ILs5bXciFLCzHSQzDW11FZFHulpBH7U4pQ3dqN7JpWSPQ0ZXL3fERnCy9utO9+bOlUuUgPR3o40Lsz1G/F3QvsEZlZidyhwCtHehg0evDDhRxMc7FhC3h2VTP0tbUx2cmUTfpks0EGq+Q1VlzVioK6LnZdKOQvVMJW1NivlLbOHFokaeEw1teGpbEEcz1MEaVCEXq5nxWWzZj4aEoibd2HwJflzKhqx13zvZBbUYECvn/BEOx0gObufjhZGMLEQNoVWN3ag4qmjn+c+NDitm3jPBzfelypzdvNTAsPLZ7CrvfaTBscSh02JaR3+Z8bA9m9xMeLe6JVkh5FNAxF5PmklkDpv1d+P4vU8kEsCDTGraGB2BVZCGoOIxPR1n5qUy/EVFszFDd2oL2nDwODGujpHd9c0tQLvH08R9R6hh/5ITVkjvQYSqjQfoCNYzpPxIfIDj+qpaWpMVTfpZy+TSgU15t7ZL49+x44OQka+2RPEsXdhApwt9BFYcPw8y3zNYe/hxnb+PPXgcUBznj/TKGgncvji8mQaeJwjfiMExT9MDOX4I7wyawosqyhAxnFDaipq4G1uQ32Z9UIOhR/fSGHhUT1dbRRVNeHjr5+TDcFSzUJgYar0FAsHCXpIbTW92LNDHeW+//xYgYuF7dh6SRb0fApfcaCmja2q3WzMmI3i5ulEXR1aKcL9PX3sxvMUBOwNwL6NDXhZmWIx5YEjCl8rE6kRxXpEUN8aSsupFdjZbAj2/XcOdcNn0Ypq7naaQK9GsAoN2ijRnvvIKpbOmWTddLWVdh2KJGlc0i2/8FFUzD7zZMqrRv4xe2VHcAdPyfg7plO+M+6ILnvL62iEdr6mjDsHUA7b1X3sjFgHYd82YWzOeJO94TbZk8W3X1Ja0wykVreBA1NIG0AqGnpxWe3hSiNhWB3bRzJUqYYzlrSepuRvJsuZPTjvnB93BTig+jsWpzjFYdTmiwitRl/pzZjEPJ1A3PcTLBmmjOrs+KMVfMbW9mES4RhkO8joWbamp/GnaFjBV9bMyQVliO5Sv7zfbNh2lUhPYT5btb464o0ajigcJ5sNt7fFIbOn+NxkUeAXcy08OB1U/HtxXwW6SHQo7m+DhxImvl/AHQtk7Yux/N7L+JUageb9/692B1bFvvJxt2nm0Nww5UqnMypgLWZFtZN9VIiPYSoXHXUZJTBJ7XHUivw4K+X5ZpN9l6JZmNFT4MIuBYGO/uZMnZGXSNTqjbU1UZ334Ba/l1jxbm8Ork5mywgKL1FI44jPYSYS0VYkFiERf7yUVRVmO1jgAMCyqk3BBrg2VXT2cadxjo1q1Dtm4elkVw0lA8iPW8tn4Sspmb4mJmjW7sffyaUsL+je4YzzqZi7P+s8sNWhQ5PNkaX+mMicY34jBP8ThB9HS04WRiwSXv5uilscf1YQW2YJkkiEblVbZDoaMPcSBcDbWDHL2+ag/VfR48orqUurHSAOgF+UDkIxBTU4D/7UtA4xKbOFjQJhk+pfubHyHyczalGT98g08K4P8wT1093Zp4t57KrmRaPhb4G7l3gzTq0aCGhReVqkB7CXwmqu+lUoaiBmKUjm0AfWj4J5/NrkFzVIXdD6JvrgdLxVr1dyB7bvKkWzA204WwxPFkzXyQNHehp67IWXBaKfnA2tv4RA5q/+cEgEjXrEVmcf4grw3J/J1ZbxYnq2Rjrw1iijf6BHthrAVxpExUWP/hzHDaGuGDLAm820c92t8DJPOEP/q9wD5Ut72kljUiraGK8wVSijabOPnZM5xdMtpX7rK729kCWcuFkkw5wMr0Sa6dJdaCIBFJ6SxF0PWq7WnHDtMm4fZYH/orJw7ncBuhqdOEYCZ+IILqoBXXN2Xh57VSW5iLy42FhBAsDDdR3DEqVtccA5TRuAPKq2mQu2Ir6Qf9E6p3TByPQhuXnB+biRGIFTudVwdVSB9cHe7GoTnf/AEtvUaSHSA/V+NDvczv68UZo1QFtxGju4MxgP7llIfpuFk/hshThkMUHH0/8ehZRWR2Y5kL1PUYoJrfWMeD1Q7F4dNF0PMsjPXwQuaQ2c+2efvZIs52/rQUczHqRW92K6rEW7qmJhV7y6SKK6lBND6W3+HQ7cagWfNcIIoV8bN8czvTm+MuHztB5itQQ6aHvy85UnzWrHCwZjq4LYXO4J/u73xOK5P6Onqe1wwpP/xKF/DZp+v744wvwxcl05FfVY810twknPf9fEp/u7m7MnDkTycnJuHz5MqZOHQ6Jl5SU4JFHHsGZM2egr6+PW2+9FR988AF0da/OAkwgkmMg0URtaxcjP/RorKctt2NVLGQmKXzKFPRRrmhA+tjc3idIeuhvX913Bb/El4/KUermYDtoa3bjV2pxUQDtN385PUx6xMKntDidTqvA6axqtHf3QldLE/m1rfjuYj4+3BiMdzdOw5XiRpQ3tWGyvYWsToSUlycKf0YW4EJBHRZ4WGHjPKmflzlxhbGVVWG66/DiS4v8vscXMhfmfcnFKK1og46pHrS0NBBGImZzvTDv3TNjdtJWBV8LHTxIvmtDqQQiKEs/PImyZmmYKaWyEwcvncLexxfAx9UaqY3yYWQx0qPoccOJ6k1yNMYtoW74Lb4I1U3SL578m6yMtNHQId2BTbE3xzw/G9wW5oMfE0tQzHNvJ6f4r++YzUxrd53NlkWlFIXe2nr70DcADPQDXX2DrONqYOg8B2YzEZmPL88Kd4tQuu/TI8mY6mzBfO78nGmCFzZEbKrrhJOFPlscN8/3wfqZfQjfJmzWyUdOYx9SSmsx29eBLbZutiZ4dPEkfHcxj03QXT2D6BhDE4liGpfIztUmPIqp90OxJYguqWNK8Bzp4cPdyRglUVdwMm0QUVlleP3m+ayQmWp6KL1FkZ6uvn62SNGOntqfpziZYZKDKSMlEy1nQKDOsn1JRahr7YWVsQ7WB7uxKJViHVl8XgMyK+vhZ2+pZKBM8OYt1idYoK9NcONI35AtiYqq+I4TClvY9VBVQ0krS0ef9DHMxwJz/WzYvNk30I/DyZUobh7/zun+ua74Jkp+/AfYGghG6KmQmWp6zhdU4YdYZTIiJlLIB1czmLVtJZ7+7Rxiczswy9uAkR6+LAmRF0OJNvo0elFcN/KErPh39Hg6vUrOVJvS99TwoE6n6P8p4vPcc8/BwcGBER8++vv7sWrVKlhbWyMyMhL19fW48847MTg4iM8+++yqvR9aPEPcrJiyJYX5ifTQsariOGsTPUx1ssSl0nrUtXWxokgiEELYvD2CFbAu8rLHXQJO3Tb6QI1AUZG9kQ5+ilUulqUp68mbAvHeYeEitDM5tbIbiqJZZU3t6Ozpg4m+NvR1dNDY3o2q5i6UNrQjNrMNxzOr4OMoQai7DVJLmlHT0gEPGxPBsPNoccMn52XaI4czallE6sC/wvBweAhif0kY9fMpmp0SaBK/ca4b+6lq6kJxXTtbuDxsjOTEJi9m9sDJACjukKomjxfZDb0IdBpWXvz2dKaM9HBoHQCe+faCoO/aSOA8bvhu22umO8Lb1gRnsypxLL2K2YYYG+ijp7sZTe39SK6swSxfK9S19ODV1VNw5HIBChups88Ujyz3ZxG8ZR+cQk6ddBk5NxQlPPHMEtnrtnd2y1JpnUOV7/Ym2ghwHP6slA5+74Sy5QkfLT1AWWM7K1R98Mck0d87ltuGR36Iw/xJNtg40x1nrlSiVk0P3X5ooKWzFwa6Wkx8jnyN5njasAhNT3s/UmqaUNPWjAB7S4T7OSP8I+VibJqgqUia7hUaS7Th4RMDmhMi4kuQ29KChW4OShEKdQrTxUDCdFSYTjVa/OJ0vou6Ikj4ceX2CzJyEFU+gNUfnUfC1uWMhNMPEb+jCeVsZ66loYlPTuSy6BoVD++4ZwZmjDC/jRb0Ot9fzEdKaQMbq+kVA2js6Md/1gbKaQxtPZiMXTHDi/n981yRkV+MyEqK4QLezsJKwrTRU1TPoSG6fKYzapqqRS2EqOOVSKBYA8nKSdrwcXBBYU0H3G0McFOIG7su9HPjDFdMd7HCgzsvoHAcE8a26/1ZA8QN01zwdVTyiF1dXOSnqEGccF0QSR0Lec29fdMCpe+aL0uSU9WCc5l1KjMSOzcFK/0dkZ708hacya1Xue5dLfx/RXyOHj2KEydOYO/evez/+aDzGRkZKC0tZcSI8OGHH+Kuu+7CW2+9BROT0ekMjAZUBGdh6MAmP8U2VyHQv68KcoCZvjbq27uZt89Znt4NHxx3eex3ZdLzxHw3pFY24XSeMtv+83ypoDrnXbNsscjPHn9eTEWlAGGa7Tm8QNFnsTTUY2yJ1GxpJ989MABTiQ5e25+EtFrpNHM0B/jkbDnMJFLVWeocovz32sDhXcJYIj18wTUCHdN5ivysD7LFvmRlzZ0ppkBVD+CiD2xZHITG7l5UtbVhtpvDiKrEFKkSilZxYpO0IDz+WyLOZIt5po++joCsMqjG5qvTwsJmmSOQHnL1JoNLMYKn6LZN0QcbY3ecyaxGaUMP9Bt60Di06z1yqRJd3ZrYk1iEuk5KXwIvrwnEyilOjIBQpIcjPRzo+KuTmbgn3Jct8s8eUNbP6Wztk7snyMZhJJjoAk7mhtgVmTFimvdUfiP7OZJaBddRFOOumuIKWzOJnA8UXZ/DKWX4KTofJMxOwRsXC0tG5BVb9umYPvMre6JxLqudde48usgLty/0Yp+X9GEe/zWeKXYTfoqtxNp0G1afwq5LTz9+uJiF388XsajYXQs9sEVNP75vzuVhV1Q+68oz0NHEXXM9cf9C1aaaRLKe+emUEjmgaeDdI0l4Y/1MuZ25uYEEr/PqLWjxv31nIiIem8fMlycq8kPGlylljdDU0IC5kQT1LV3smM5PdZXORxFXKuRID7sGpIswBGqELheRmylU4YumjpTC+5unydX4EGiW2HHXcvYdNnf0oG9gkBXJEwmmscSUnB2M8cFts3HzVzEjWmvwQa0GH94+XS49SsT2k5uFtbCEWtqF5kYOC7yHU2Rk50Kt5dRlFT7VTslrjo4VhQO5erafE3JwPltKeuh60ChXHFtrA21kZF9RzqS1U7yTgyI/isXP/yeJT3V1Ne677z4cOHAABgbKRXcxMTEICAiQkR7C8uXLWWosKSkJ4eHCCzD9O/1waGlRLY4lBo7pjzTx/B1fgrjSesx1scaaaU6MLHX1DOCj0/nCfzPU9ku7f0WUtDRgsY+9IPHRoftFYKeRW9nOdlHPrZuDzV9Gs+4YDq5m2rh9vo/cZ1oe6IjUiiYkFjWitbMXpga6cDI2xNFs5Qp+apHmQG+XiuMoT0yeZqPF0fRy0fNEfCiku8C9GG8cSGNdb0EWwI77FrF0HJlwCvlWjQdMbyWrdsJIDwdqow201RfN3PlKgDQVK/8zSyehvLEVB6+Uw9kAeHTlLCWCp+i2/VZkKirapFMxf+rJbehFFs+slsjPE3+mIsTNmkUCxIqMyfYjyMMKz38n7M7eNAicSSnHzUOpyguZygXlfNgaAY+vDGJprpwK9cX04kqa4SovMK4SH0RcxFf3Xqckokakp6MXMNfTQGPXIDte6GPHPKj4IXha5MK3nQS/4WzbmTyczqvB57eF4qMjmTLSw4E6kagoN2yKLdZ/dh6ZtcOf780TBfjrUjmO8yJoQq7aFOkh0tPW0wcrAx3UdfSyYzE9Jg4kMXBepBQjiWePze3Mvz4lLAL59PeROPjiinEZkCreW7S5ougS0U8tTU0MDEpr3GQEMTIL/wToE907x1ZOP4p89V5a5YkjMfkoawbr6vpw0wLZe0sua0JBTauszosiYicul2L70SxUDQBLPAAdiQmOZkrXFpqr/nOTcD0nwdsG2PLzcLv+7rtmyklCqALX0i4GU23I0lwP/xwvM/D9GiVYnmqF566bzOYLmif0dcE2SzRvcN81OQxE5Vaiv2cAZhIdkDi4oQZgaqiL7u4etPcC7lY6CHSywAofJ6UIJ78O7mx6Jf5OE9fB+zk6n3U7c8XP/+eID6WrKHLz4IMPYsaMGSgqUp44q6qqYGsrrwRpbm7O6nvo38Tw9ttv47XXXsPVBt0gyz44htIhXvVbUiUWpJQyLyYqNlSF/SK5jv3JLVg7zYfle/ntx866wN1zvZgyqyKWTJIOxGmu5jjyzEJ8fOIScmu6EOJmhn8tCVLSwHCzJr0gRyQX1jKRPUPtLqQUqt9z3TtUbDjayI+3vSHOFiqTUHdSkhvCDbNcsXy6E6vRoBuVCB3nHcRHdgW1Krcwwz51PMGEUhD0/8X1qprfx47UavHF/YMH5+P94xk4nSVMuP59MAuxzy/GUyuHa91U+XWRkvZvscI7XbEmtlf3xuD7+xaxmh5Kbyki1NUMHT39KFZRd3SprB5L26RKup094pGCqZbAp3eHM9JDWDHZHmcEXlMMmoMGmOuuoZa2Vmyu8m4iu7qRRXqI9Bga0D62C83d1PreqGS++V5Ekhzp4RBX0oK/ovNR2CSc40isqENVS5sc6ZG9fl03fjqXgzsWSjcgit0ztGOm9BZFeoj0GLH3CDR09ivpMfEJ0+7YImw7NlxLoYglk4bnTm5nzq+94COrQ5pCnSi4WxvB29qYad80kbLwwAB8bIzZeQJtDjvJAfkfACXo+aTni9M5+O5cLlvQDXWALYu88chiHxnxTStvQl5NK6vbhIYGcmra8NbfaShuHo59nCqgGqAWxL+4mEUX6fp+e3rYQFoRiQpNlbfuimNms6+vV32P81vaFUE1SLfytLFOXaqUkR4OxzPrsNC9HiGTLBnpodT/qculqGjrwGJvR/RoAa8dSGWt+/zrRZ+0uZ2iXgBdhpm+Vnhm8RTRaA2dJ3JFgpmqcDSlknU7P7DAZ8IjP/+jlhVbt26FhoaGyp/ExERWo0ORmBdeeEHl89HvC5EmofMc6Dmbm5tlP5Qqm2gwo8M3hkkP34tp55ksxFfUjfnLO5tVhRdWB2CW0/CCTqbpX0Ypkx5rLcgVo1LL+fsb5+KPBxfipdXBgl1YFMp/af8VUFMN0Z2iFqBczRoKDmcF2iJHwp3z/FhRoiLa+wdYpxmfUBbVt7HOoaTievZ++dh1sYAVyz20+wp7pOORQM95Iqmc2R7QIx3TRO9tI+KGepXgZgyWUnh97XBruhAoZ64uqOi5d1DaKagu0sqkz3/zXC94mMtPQE7GWlg/04MVKaqCm7U5082hxeKGqcJeVHSXHnh2lYz0ECi6Rwal6qK9o4EV+H56QyAmy8sTKWGWt/L052trztJbFOlp7+hij3RM5xURXSBudZBW2QhLfeEi/xkOVogqEI8ccpE1fveMlbGEPdKxnbEhS29RpKeto4s90jFfj4kI0607jmPRO2ew8u3jKkmPiRYptcsvqiYj2Mi8e0S4dXksoHlnywIvTHcxZ95Z9EjH3HxEKfeZownljQP+vAAF1Sx+fioXVONPswo90jGdJ5DwHxFL2mxZGElgbqiL9OIGOdLDgf7+nYg4tjmjTcjRdNWLviJIoZ/U+0dCWoFwNHWaJfDK9aGy48MinmFRBeWsHZ/StPftisGXcWU4mN6Axw+k4pm98qSHQFtyuov6BqWkZ7a3BW4PkRIV2mS9fTAFHxy9wqKUfBxNLMOlctXSuylV7dgdU8Qi+P+rIj6PPvooNm0ScN/kwc3NDW+++SZiY2MhkchP1xT92bx5M3788UfY2dkhLi5O7t8bGxvR29urFAnig55T8XnHC2LK357NRnppHVYEOsGQok4isjOvS1sPxgRrIx0kFTVCR6cXV8pb2QA00gZa+oBOgc1mbb9UbfTZ6ybLRTWk0QBhcvhbVB7qx2nd4zKGOmdKrbyxPgDP7UuTnaP18FJxK46ll+LWUFIO1mCLKUUbOD0WOiajQJqMKNKjqAlBx1TEKhb5oWvy+oFk7L9cif5BCr8XY11hDd7cMA3zfK2w1FOCk/kTa3PBF5vjY1OoGyN531/MlSmxCoEKBUdT9Kytkcfab9XF0ikW7H1QAf+WsElIzKthxe2THUyxwN8er/4WyaT/xbAuyI514FAhMS0W6+e44Ye4QqQqiCRSIbkQ3KwGcGVkMWSG7n5DuQJfIq33fn4M0QLSRIppLgJFde6Y48nSWxTpodpaOlaM9hAW+dggo1o4WutlZY4ZXhJUnMlGPblMDmG1vxUL/9e1dSBCZCGjyJpYFwzVRjhb6bOaHkpvUaTHSFebHXPRHiJMiz86L3u+khGG64lnF6OkrgMJhbXQGgQCXCyxfvvw3wvhx8hiLJnkINhZNRaImW8SKDpw72JvxJc3IK1SddHbowvd8fm5kY1Ad6wPwsP75BtkCB/csUj2/xcyy5lBKF/FnY7pfKCL1ASWomk99e3M/oZFfOrE319kZhsbj/R5yGsruWp0HV/J5bUjprwEguQMcfWQS1kZU0hHAOaGEhjoaOP36EI0qMk3Vk+zRKibHWwN9RHsZclIz+sHU+RqqD4/X44XV/jK6tASy9QrGaB7JyqtEh6LvPG/hvhYWVmxn5Hw6aefMvLDoaKigtXv/PHHH6y1nTB79mxWxFxZWQl70gcZKngmUhMcLK0q/ydwNrMKd/O6UGIr8kRNRkcDK12gjhfMsNLXgr2ZLhra+1FU2csYN5EeQwNdtFBLjAh+iSnEIl97NknS4lXd0oXBATLvk7CJRzGkmFE9/vTOncsDx/R3/g5mmOGgh9oOElTTg65EFw1tvSiu6WKLAk0gpLxLpIfTY+EWVyI+Hx2NFXxeOv/1vdKCZUXE5dQz0kNREUNtsA4lOl4zxYVNOl/duxi3fRWJmJKx1YIJQYj0kGjXnWGT8HtcMc5k1cDaWBuVrcrU54c7g0clH0D1P1MdjBE7wm6Lg7Em8NKaUBxPr2AF7iTZMM3TCgv87RDiaoX5751RKbPw76W+bHEkUkrdU/Q9HbpcpmStQOCLKPIRna1+xDCMV7hJoDHy8xMr2aT/+K7jiMsbZJEeIdLD4Yllk1hND6W3KNIjRHoI94UH4POLysQnyE4P07wt4WltxAq0L6RXoqarE6t8XXD9LCdZJIs64hQL+CdZ68nSXIpdMPRIEQM6TwsI1fQIdXX9+w/VpIUPD3MN/BCVh99jilmrM8FSB2gZgagTl0oqrlaL+Cjq84hBUVlYsYHkr4fmIyKuFCl1jZjnbMuEIG/7JELW1fXFg3MZIfnxXKFoCzr5Yh56Ukqwv9LXxL9+vcw+C219P9k8TU6pWkN7eCzKCYIPnac5JsDRDJ29JPBKrziI2S5myK8Xjn7aWWqz+4i6fp9cNg17rpzBaDDZTnVzBmfpUZQgHIn85Fgynls9nf3/jSFe+DlJuRaIztN3Vdyk/m7XUEeCjTOHlZUp0kMG1YqgqGNJQwPC3Jww3cECu1hJ+shIr5+4ufb/qxofFxf51kwjI2no29PTE05O0olk2bJlmDx5Mm6//Xa8//77aGhowDPPPMMKoq9mRxe/KDK+oArbBCI4E+F1PMdXgmVevnj/XCZ6egdhYaSD2pYetjta4WeHqIIGsHrVDtV5KPLjyaioh6WxDqpautiC0NjRy/6fSEOQszkjPzRZxeXXQVNX9aJD5ggz/Q1x19wg1DZ04ME9yv5XF/JKsTTAXuWkJ/jcJnqwtTBBXecg+gY10Nbey9SAjY00IdGmHy3WScFNqvzFlbOFEILYecL5nEoWDaGJ0EBfF4MdPUyRNbu6gREfui6zfaxR0tiJ1u5e2BhJ8Mx1k1kK58NjqSgWKvpQE35WOjA1kEhVm5f6s91vZXMHBvoHYWusBydLLVwpamY5dbLe/Ov5xWPSTLKgGigVxMdPAnTqSyfRN2+czd4HX6STHiml+G5ElCjpsTHQxEc3z4AWRSB5LeMUDX31j2TBeiLPF4/I1HI50HWV0EdUI73qZ62HTfO8ROubvt6yEuqCyI4Y4eHw/B/CJr2avV1sXBJZoZ/ZXpZynWMcSJqBuhS/PZ/Joot3zfOWkR51TH2J7AgVMycVqJ8aKGgcxNcX5TVi6kcQRee+cydTY7X0ed7cn8jsQDys9PDyuhlMn0cMQmbMHGhcbJjvhg0YXmR/+ZdylDDy1WUIel1Yy+k/1w+7j5N20ZnnhrWLiPSQNQW1aOtpa2GGqy2MtAuk8+oQaHO52E+65hCIqIVPssWMIUsWIqXJFeeVopmEB8MDWRcvRU6X+zvgq83T8Npfl0HTkaUuFTxPQ0pJE3ZcVI5YhbvpY57fyOk+ul9/SVA2Cyacz63Dc0P/P9XNDI+He+DTs8Op/ycWSSObdG/bG0lQTiZjamDppOHrQUgqqhadF36Jr2U/EPHaE8JMp5EJ3/9K4qMOtLS0EBERgYcffhhz586VEzC82th+IouFxtUNDY4FaaXd+HSzMwZ0NVidSktPH8sr3znXHeuDXZBR14rf4kqZmBY3vQoNPmo3PxCTg6qWFsz2cmJqzBItTQxoaqClowclDW2MWG07ko4rxc0jt2FqAp/dvpD9799NbbIoCQ0sihLTApdX3c7ytKMlPlSkfEuoK746l4fK5k5oa2lgqrMpFnrZw0hPmiunxZTSW/zFlVtgVgc6YbtAGwudF8Ize+OwJ0GafqBdYE1rD6s70dMC/B2t2CIclVeLIymVTOSQImQNnT3YFZmPD2+egTfWBWP7qSwM9A+gsK4dAql+QTy20I3JzZP+Bh9U22BvagBNLQ1Ut3bBRKINK2NtuJjr46NNIWMWilzoaY0jmeK5qZduDsW8ycOTLC3amSUNyKxtxTR7c7jYGzG9qvPp4jmUO+d6Yp6vtZwRKH0vWZXNKrUnyQIif9tKWeQntaQJLSp2DjOcNNHWOoA1M1xwT5i4lcbVwJUS4S+Yynf445Ae7/w8AqQnRwGfHx8dXqwp8sMJcwphLKa+M32NcDDlapolAEEORnJK3EKgTcItOyLRMsRyq8u62PHFl5YJzgUk1PpHfDkj9jrIx81qFvQqgp474cUlCNl2Su78I2HuMgd1Dpx2EYGsKbafSEdFYw8GB4GZXpa4dZYr9iQUo4NMfSXA40v8lNLk9P3SBpTD30+GswL17cdymaSIvzXwwKIglq7U1NRgxIIKthVFIykN9s6RdDbn8DPRDvr0Gl2Y/uIRuJsA2+6Yr7J778F5dvgqUjnqNN/bUqblVFLfLkd6CNvP5LNoJ5G5J1b44e6dCYK6SHzcGmwvN1cQXMzVayAh0kO1eOcKauBsSem1clQrTClU37cqRFiT6v8c8aG6HypaFooMHT58+B99L/z215Gw/foAPHFwuGZlNKDGFlpEGBmY7Y7+/gFoaWnC3kyPnX/1+ilY5ufIilepjmNAYwDvHbmCjMoetlnmbiZ6m0n1g0i6UIkvLlTi3oX2CLS1YYJV9HskpLgnvgiXyPiJdlmaQKeKIAYRKQ6NrZ1yPlADQ69rrqvJSMlYMM/HBi4WRkiraIAetOBkY8hsHrgFjm5SqunhL64cnrguCL8llaG6Tb5Vms4r4vFfEnAoTZ4MDAx58Wye7cpC+rT4VDZ1oKevH9bGEnb9TQd1mMEjTV4BpG5rZ4zs6nbmYzbirDGEO+Z4yXWi0cTI1TosC7BHaUMbzmbVoK1nAPYm+rh7vtRmYDRpBD6ausQZOk1h/ImM1cj8EIu4YmnKM7G0FZNs9BHqZqHS4HWBt3RR5DRNOFDqZyRcKmxAiKd0ki5vbmeWKEJYP90I729YMGYBwPFi7iQT7LmsHIZfHGQkl7Lha/8QD6fj0SjTqjL1VexYpHRh3HgU83h4KtwNP50tAt0VRBfCA21R2tgOZ3ND3LvQe8Tx9uXpNBnp4UDHdP75NdOUIj1EerqHPP/IQJeOV0x2UruVmw+6n3LevA5xefUoqGtCgIOVEunhgyI9Hx3PQg6vnuBCdj062zsR7m8GewMzrJnuonZXKEXuNi/wlrZtZ1ajmYqgdbSYsn9Tey8OJBTB3tgQsybZIMRDOtZPpFagpbsPEg2pFQYHUnSoyJOeuNICrPz8oly9jBIE6vcsdIFnV05HdG4tfostxN8KHV0cFjwfgQvvrGLz7o/3zMS/dsaB+007I03M8TKHg4kRGru6cd0kFyXSw57D3w7e57OQy6/NEMF7B1IROXQvPLl8KrYfS8YvF8tgoAFsWOCE2+b4KUVK/88Sn/8m8Ntfu/s10dAlPEtTauKG2a7shz8RjgY+Lx/FD3fNgIeNIVvkabHn17RQ/QZfw+XbuxewSEt1XSf2XS7G4WzlXf735yoR6tyGVVOdUNPSjROpZcjlOen2DKgmP+tm2+CDiMtKtQ7Ef2gZcjDRxopptLCP3caCunxooRdb4BQXVz7iXl6F7UeTZRYLQqSHctKH0oSNOTUGgRdXB7D/p2tub2aAwQEgqXQ4VTTF1oCJvenpauKG6S64b1csmkfR+UY7UxIy3PzxSZlgIS2bzobAe7fPxrPX+WPdNFc0dXTDw8ZYRnoojXAktRxtXf0w0tPCykBHlWkEDmJ6PISEd1YxskNkinA0qUxGejhk1XQiu0Z1fj6nponVWyiC37ElhvePZuLH+2eztFhTWzc0RcbevkttSCk+hVPPCtdrXW18cPN8RFyOkEtl0zfz0S1hsmOK9AiBzvMjP2MBRX538kQM75nrCfT1okq98q0RscDXEY8vH/ZJGi3JTua5xY90ntJbvUOkx5Ceu6OXzTl0Xoj4/H4xH29GZDGpsjm2wO6huh0+aE6YP8ka8xmdFwZtGskY+HBSLer6hxdFGnJ0B0SVdQD0gyY0dHZj203SGhl1QPMUXatQj2Fl/9j8OkTw5hp/Wz28vm4aK+52MjeCREMTDTTBjACqlxHSbZrxWgTT3+JjY6gFXlsdyl7/p9giVsguhhJerd0cHyssDTHHqeRGOEioVjMAYZOkLu+qQGNj+y2heOzHSBSMUJ6jGI9/YkUQHl4SKLiRnUhcIz7jBL/91VxPfMCeenOFbEDtvH0G7vlZWYlZHTy/KxHb7gyWq2k5e6USn51KRXM7sGGuvayAjXY99OPvZIrfLxWpdC13s2xkCx6f9IDrZBgATIZ2YXxaR1Rm/+Ua5q0kBA8dYIq7OdwtDcc9gLk6DXqP6ipkcyCy84R4LSuLkomBP4fQZ5jqbI5CvlIjtV1WdyAiuYTVJFU3dIyK9PCFDPmgp8hvB278KoaRIkUSQYsQkR6qz3I01Ud5cyc7JqFCoUWJv2gRAYwuVl4dX1zizrq3zmZVo6iule0cv4umqVAZIzWF+dgI18fsSSiBp6WuyjqrK2XN+OBUKqKzGtDc1c9aZsWQV9+Db05l4P4l0k7FfxqZ76zCM39cRGxuC2Z5mzAyxIeAXZLK8+qCIj3fR+ahpasPphIttHT1MhJkZzS6dLIYuHoPPmhcjSZdvXSSPWJK8gXPK4Jqeii9RXMMkR56lAydV8Ta7edYqzOH6Gr5KNp7hy/hRGY1glwM8NKq2YILNS3+qeWNePq3K3IinhyEZvLdSZWwkKRhppcNpriZq30tOGX/pMIGvKiwwUqv7sJ7Ry7jyzvms2hSJT9kPgIuF9fKER/63Iqkh2Cho8vmyuzKFlQ3dUKfHI5FYDa0ofK2Ncb8bcdQN3RxanqAiiMpWDdDPbJOG7D+MVjtjLSRnShcIz7jhGL7q4UeEGBnggskeEOpFYp6WAOTXj6GWfbAzodWINjdAnM9zBClIMy2yMcUZ3JUd1FRHf69PyYxWfOv7gvF56dy5ArEdkRW4s+kCCT+Z5WSk+8JEVsMQmNnD5MqFxskd4a5w83SCPsTU1FQA3jYgKl2nlPRjZ/fC+Qn1+JQci2eWjos/DVW0KIcX1CHtu5+GEm02E6KJpXxQuprpax7hKHdJB93fShc0Prx2UJW0NupKi84Rry2Lwaf3DEcRSAQiaFID5EeI30d1tVS09rNzitOyEKRIbekUhQ1Dk+ybubauH2BLyKSy1FQ28qKO8mxeyx4dqm3YLSHVF/JnJQipGYaUkVnIRAlOhBdDk2JFkBGviPgQGoZNswa1n35p6FIdvigmh4hteSh5i5B7IkqxMXCOsx3t8KGucKaR8ml9ahv70VPHzUs9LEdyeBgD4JptzFGUrV6sjmczPWxItB9xMJudXDPokmsc43IKQcvS112XhEU1aGaHkpvdQ6RHjpWjPZQpIdPevi49eMI5LRIFccJefVt2Hv5JPY+OJtFVAivH4jHzlhxtWCCKurxeXQx+5lqpYG3bpmrVoSVokoUrb7tB2Fl87iSLhxJLsFtc1VbjijCWk9PrUjuhbx6PE/aTPo60NbWRGtHj+D6Q3ByMMRX53JQXlcrIz0cajqAj45ckWk+kfDu83suszomHy3A19ca/vaGWOjvzPSYike+dfHNBvmU5z8FjUGhYpn/wyChRFNTUyZmOJpuMKr1UWx/za1qxdLtF5R+l4o3sypbsItu4vImdHV3YoqbNeZ722Kulw1WvntGZf2EOrg+QB+f3DasSUHweD5CtNr+mUXebMHbl6pcFLdtpS9unufJVEpzq1tlBUOfn0oFT+l+RPz98DzBBVEdUKTn8JUyVFCRtJ4Oy5k7mOhh9VSnCTFMVNSd4KBYizHWNOV4YKMHxG9dpRTB+eZCrlzEx9xAB/cvkK+9UPV7f0TnylKAFDGhuqIDl8vQ2N4DM0NdFqF8+6i48N1ov+PzWdV45WAabIx0WJ1D3gjdAGaU8egb2Yl+2WRtbA6ditle1ld9pzgWiI2ZEAvg92eGC7kJ6z+7ICfsNs3eCPv/Faa0kO6OycdrETlykTf61n+8ayZT+h0L5jlp4ZdHV2CiQSKt3DgTIj3qdnURHtoVh6NqCPnxQT1g+15eikXvnkSTmnV36oDK0N7fMIep24uRbkovfXEhFUcuVqFyhHEsVJAtBh8TTfz++GK516WID218FfHwPGkWgMbNrsgCHE4pl2YfNIAUni5SoL0BdLS0UdXSgQoSgxPAFHsJDv1rCR74MY4pPYttlG+cboucgmpcVrE+LPezwtd3irvEX831+79vlvj/FER29kdm4IavorDpwwgmIvbAD8qkh3DDW0cQmV2J5T72+PL2UPx8fzheWT0Fa4KcWAQjZAQzTXVwMK2TdZvx4SYigBtiq4HrpjrA094IHua6chPphiBbRnpocvaxNWHt7iQvT4/+dqMLqx+8PHaxRioSZJ1NejowNtBhj3RM5ycCVBz++z2z4KQ9HOkRKkCdPLFal2phsF86gfJB5IYiN0RiKNJjPnSsGO1RigyZkvu2tIaHyM7uhxbI0kSUPiRSSanEhtZu1kK9ZZ6r4HvafW8o5nuaw9tKnz3SMV0vPumhdMzRlHL2SKAidWNdTVS20HOrJj1UV0Y2ASORHhtDYFWgP9Ojovd9NUALBo0zehwL6LqEOSmrZZPcCrXwE6nnIj2KaraXK9uYOSwfVP/QO6DBPJL4MNQF9l5S7XqvCrFlamzRxwAiOz89MG9E0kMgsvPAokky0kPzaGVTJ3skhHmOvtCZkvz/2Xd+QkkPIb8eeGt/HD46kcGUjhVB4+XmL8/j+wsjkx7Ccz+dYgXZI8HNFJjnb4cTKaUsiir7+9XTYaUQALfUA55eKY2qHI4vwcXMSpgMtGGykwHWBzvi+zun47YQZ0xxMGTihfq6mqKkhzDHw5xFesRID4H++o9L1XB1Ef6uLIciPRNNekaDa6muq7Cro0hqwNbjoqwytR1IP5HPiIViy+YvF3JwSkVKajTgmyseSyhHgUizxyxfF9S0dsLL2hjPrwpATHY1ajt7sczbBkunOcl2pBRZ8bA2YhPvB0fTcT53dDNJ9zgmHpb31dJEW7dUuJAeqQ1/Inf4VBge+abqHPaR1+QduoUwioYutWBrpc+iMYq7SgqzU02PqoJTOk/pLYr0UDqMi/jQeUXQdaWoSVffAKvx0dLQYJ1ql172weo3T4LK18kCOHqIEHrbmogawgoV3ga7WsLfwRjxxU0s5I5eYSLhZa4DfYkeShpaReulKKY6018bG4KD0NDezbySrkZXFxFOkksgoUzS5qE29bGk1HY+vJKRHCFsfPcYDry0Ep9fEPZv2n48D7fO95aNdaZfpa0NI0NtaLX1gTyb2zoBSyNdXCkRt9EYCVeHNo4dZLvx9t9JyKxpg7uxDp5ZG4JN8z1Z+kwo3UWRDaGIB1HxpMIxFN6pgR4NDTR09GH/pRImb8EfG39G5SNXRS2bIs6WAc/8kcRq+hRr/vgoaiZnebobK2ApycILqwOxYajlm0ocKPJzJqcWzoYD0JNY4PGfLyC1oE1ewbuqFn4rLTDD1QpZla1Ir9BAY3s3OqmbRQWWT/HA9+eEzWsVkVbRil/uDsEH+xJwpRnw0we+eTQczpYjNzhcbVwjPhMAivAIQdUQojbpjkH5lk2aZH+IG3tUhA97Qw05c8Vn9yoLC3JwNTNgE7uViR6bVFdOd0ZTRy9C3C2U0ki0izmbXIndsWVM3ZjSEerupJZPpt62sYE0TKa6mONySSNb6IgE0TGd/6dBO/iV/4lARre0hktiqoOSIdEeCqpp6gIOhroobpyYydbJWF4nhA8iO3lVbfj6TCaa2zqxJtADK0Ic5f6dIkFU4yMWGaJxR+281JXmZGGAG4Pp+++RdaXQgsuRHT644nlFPLLrBCKypNfD11qCmrZefHgikxqOoK0LDPRIPX6EYCEBPO1NoamhgZ76VsGU75bZNlgz3YulXZs7exhB87I1ZhGriQSNdVWWKOqCIjqTXz0m+u+0EaIakDqR/DZlC36JKsA9YV7D3Uq+1jieUYF8DSlBtTTXQJCrBdvh58eo9k0TwxMUlvovAUV4Nn55XmaXU97ci7gd0fjlvlk49MRC0a6uPxIjlJotHljugayKahyiCz3BKKzug8FANTpMLfHcn9Ho7gDWTHVh2kyxRaOzpCAcSq3BDf4NWOwGnBbvR5Ghvht460Aq21S4U/gT0ghPTVsS9lyhilDxyMybR7KxwMcOKwIc2NimuXUQ/TJ7DiE0tHfBVF+9+0xDYxCm+hL8+ex1V71La7S4RnwmACPUyimBlhwJFW729KOL17JZVNuGqnplukT72PfW+OHZv5WZdtrW5biQUoX/7EuW6S0Q6aEuM1rbOHNFVR2ubnZm6B2Upj9ogiffGW1tDSUHZsoL17R2Ib22mSnNGmgBeno6MNPoRVPPyEJXvk4mStESdfVMaBEOdDKHib4u2rp6mYChq+Wwno8YKBRMooyUZuEmBiFQ6zRnDaCOMCBFfji88/dl/BRVgY4h0kNmhSS8+M7xsacdOEy20cd9i6aIRhnIe+2L88NKrxE5V7AkrRTf3T1LrcgQheh/jSlCcUM7E1eb42mJjSFuYy4aD3wxAq28IZxd2w1nE22UDhV9O+tpoVRMmIfG+bppyGtsQ3R+PcQCiiml7Xj6OhNGdGKyKhCZ24Bo4wFsCvabMO8oAk3WqixR1AHdM0/9dEZlF1ygodTt/K75DoIWGIRvzmRjga8dvOyMZAbDTy/zw57EIlbHRQR03XRXxGdT19DoiY+YvtVEQ537jFJ73wl4BNJweG9/LHY+vIxFfuiHq6/8I66QzXVJW1fhgR8v4HSmdMYz0dfAySslMNIeOUc90xK4I2wqnth3Re2ILRGvOJp4a4ej9BfLMvHcYfWiIkLYd6UAcWqQHg6N/XQN6mTzW3RWLfYx0qMaA2RJVNGItdOd8a8lk9jmhwh4ZX07tvx2WfBv7v3pktrva4qDGZOv+Ce6tEaLa8RnAkA5y3qR8+e3LseWb44joQKw1wQqB6Q3MNVZ0CO/ZZN2mEJRIhrO2hpaOPzoPKz+PFJ2/vRTYfj0xBX8fbkajkbAHFcbXMyvETRXXOIOnBLx7vspJh9brw9iu9nyxg6U1rVBX5e25nWY5mrBFl26KYrr26ABDUyxMYO2ZjE6aP0ivY3+kQ0BzcwlgoV7oxFzY+Z+tsaiej6KYm7UOr11byqbnGi52HrjcEhY0V/t19gitHb1w1hPC5tnuSHcj2fTrAKKrbVkk3brHFumXHwxoxBRpWNPICx11sK7d86TIz38dn5yPP6SR3o4nMquZ6lNxciPYiqMIj17EouRX9fKuuQ6ewcRlVcHaxNd3DjdbdRF4y/vjZEjPRxKh2oGqJPLyEAPaBHfeVe3dsJETxfFdc2iEVNPOx323r45m42/eBP8vssx8LfRwTsbZo65iJ6PkSxROJCOFVe8+8wq+S4VGqsJI6RZ/vz3CjaW6W+JQLcIfHAq8i6qb5URH8I0V3OWeubeH0Xs1n4RNarPSHJ894Y5/SOkh91nMYVMosCU7rPZ7kr32bIPTiGnTlwRvLRZWrfGjWVONZ9KgEhWZMMMVxjrG8PWtAtag4NobO3D5U4af6rvwxB7CT6/ez4jkIGe5njpr7PIKAXqr07Zk0oQR5upZsSHA7/+LKuqQWW2gY+jlyow2DOAZdOdZOKMJH+S4G6Ju788hbTRB60YTHWAFZOUaw7FoKjwfrVxjfhMAL64ZxY27YwVPE+KqzsfXM521rSj/jm6ACczpGJdugotm22dfYK+XrRwP3koDQs8zVmEh5OvX/D2cTQMzRGU2b6SXoOl7npYMtVDyVzxuwfEa1MOp9Yg3KMCwd42yChvQVp5CwY1gaQSDZYeMZZoYXd8MdMM0dXUwJqpTlg33Q77kqoY6SFLB51+QOweMTGV4NbvhVs5R0t+OD0fRVBNyTsRmTJNjs0z7fBrXJXcNXxmr3xImNuBEulp6OiFk5k+ypo62bGfvdmIkR+x1trvzpXi1hleWDnFA1GlOUr//t5qP7V2hOUdUmVq2XFjJ36OzUVBZRc87PWgNSCeTo0qrpUjPkKguqHmzl4YS7RhYaSHnv5+1LX2oKZZKqkvRHzoepGXkcYA4O1gwhYKjoBS5EUMFD/q1QbaOlQXNRNR+PtSOYqbxFec4lrgcGK5HOnhkF7TizU7IllL/XjlE2gCVmWJQgh5PQK1Q3pwaVUV+COpAgmvDo9lIugh7ro4mifiG8ez5yDsfXyBYCeooQ7gZqmsGswntESERwuKi6hDeij1RNo3tDi5Wol3MYmBxs1P0YWobe+BtZEOqkhML7pQ7j6jSI8q0kPwtZHWrSmq5pOALEW5ydTXy0wbEtoY9feiVc2e5YTKbuy8mIt/rwqAi6UBvrlnBZa8d0w6cUzQQjvN0QiVTW0oGyHjtnGaD2b6WIrWhAkhvqwE6/pc2dgMdLKGNvLVqtk6mlfHfoLiCrHjjpmySC/d14f/vYptju799CQEBMoZFrlSnZMRIova5EQZW7oHoauv3saJXuPTEym4XNqCac4meHyZeIR7onCN+ExQUew9s53l2qHpmFNRJhZra6LHjEDvmOOB6c7GqGjuhreZMWytDFk6hhbjtp4ekLaUWCfLhfxGnEuuxOqZzkxtlCM9fJws7MLtcw3ZjpcmKX5khMjFgjciUDJ045lKqFh4gOVzt59Px9TCGlQ0drOuKUcTA1S1dOJkRhUa29rRNaAJR1M9lDZ14u8rZXh2xWTMdbVBZWsHprhYY2BgUJD8TbMCmpqvoonZUKRna4Q8keCTHj6+OHsZH9w8T3ZMYXeK9BDpMTHQBVU5VLd0S8PxIxCf45nKhZQEmnCic6vxQYQy6SGoGwbPqO9npPD9NX5YHOSE5/5MQlThUCFIDuBtLn777kksR1tPEz6+VeqjxuFcSjWSKuqYN9gUD3OY6uugvKkTg+hkER8aKjamuoL1MrRj/+JMLgpqW2S+dJRsODxkLCrmDL1qkg4mO7vhx6h8NIkom3OwNtBjthiqEE3F0X0pKn/n/ZO5zDZjvJEfVZYoFOnhSA8HOqbzXOSH7r2P7liEY68eU2o9zxUg+x42Rnh1pS++Op+LGqbmR5YvwCPLJstFe/h47s9IHLnUPFFrtGCRMW3YEosbkFbZzoRLFwfo4IONi9WOClIkmTYXRHpMKerH6kV62XnuPvvrkur6RroOz6+fJyN6fNV8Q/acXWjqGsSAri56e/rQyBtGnIegKnx5sRhz3W1x20/im7SxgkaNp70JXG1NsOeScDqTcAdvI0yGvffvOIaLamQuIy+14WODyzieUQUnfWCpnzWOZqpfg5Fc2Y5vY9Lw7yXT5b5TGv+pKvi0h6MzvosuVRJl9Lc1YOUF6kR6Vm8/iYqhwZtc2YnT2Wdw4umlGBy6Y+i+m+jGhWvEZwJw3zcRiC0AppsCq2Z7MUE8WuxfO5CMmY5WbOdN/lJUkEsdM6EedthxOhO7YodvgA9uDGSGdeZGmqgWyhcM4UJhNSM+qmwH4ktrEF1cgYSCBoR4WOBfSwNlg/nNdSG4+5cERnbIcZtbhoqbgMaOWtC8Tq3qZAhqKNFBOSkRd/fDw8oAJgYSZr1R1dLNBuWKYCdWw0A1NzREN82ww++J8ndpS78E+9KF1X8nCt9dVN//rKRGPntPtQaU3qJID5EeerQw0GHnR8JkJ2OcLRCuSO0d6BONgI0WVNul8XembOHkusZyG/tYGlRoA0mRw/0p7TicEoHYl5cwIvPS3svYn1zNnkcDRVgXZIvNsz1kNT5Mpt7TEuG+DkoLGu3Yd0YVIr+mBY08wp3PMxYlZ+iDSfI1PsaawBd3LWP/T0SErCxI1fmO7yKhWPv9w53B+PDPJNHrQKLEpF5A61evJkU/VKtdfX0+AZ/fvgTjhViNgtg9SOef4R3TtczbthJP/XoWsXmdmO1jgO2bwwX/lr6DW2a5Y5KtKS4V12FQexDh3o4IcBYmcJOfj2C1ZVcLFOmJSKlAQlED0oeim8R5I9J6cT7tGI7/e5Fa9WDkbUfdfXVtvdDW0mKPRrpa7DyB0tLptcI7PqI0D4Y54u4wf7nUCV81n94VV9d4W7ArTuTWIa5leOFXVxD5apAewgxnYIaLJTM1/uXuUHx/Jh7xxUCQLXB9qB8qWjow091OTruIxo2+mTZQNfKbp9jnl0PGpMx6tLwWK/2MYC4xQbdWJ9YHSqOfCSU1SMitRmSp8qhJK2gVjPQG2wBxwo4+SqSHQ3p1h2hNJZGdv2NLkFTVgNq6Shnp4VDa3I+QV48xIk/f/XMrfHHLHPcJ0WvjcI34jBP89NGlZuDSsTws8W1kdRaEH1CGxaklqClvYN0b/vqAobUx4kvkd7WUhjn71EI8tMAXn57OFHV6n+YgLVameoKcWuECNgr3cqqbSeXliEipxLmhOoIFATa4cZod9l6ukivgczPXRUN7D1q6gPL6JkZyiNC4WxsCA30oH4ra0KO5PhUWG7GiyuicWjz653DH2C3BTqxYu6q+C629RCS6WXSLcr5ibuUXnhFeBFJLmmULpaqde/UoPCJWBlBD9jBot0k1PZTeokgPkR46VqfA+a55k/DDhTKlhcfTXAuh7nYwQs6E7cK5JYG5xUs00Nct3Q9ZmQLarUCzCFemSx78pnxtFWdYuy+5Gmv9nfHymgC5ri7BFFdzJxrbeuRIDx+3fXwEvz29CqnbVrFaH0p7UQSIyBAH+g657/Hy66vw5sEEnMqoQYCTDl5es4Bd87tVOLG38cbPEn8LOFhIsDdZZEYmpdmmiZsoORDR52rM6B6k9JYi6Lwi6N775HZ5QVEx0PWf6W2FYE8LlearFOlRl/RceXUppr6u3CJNqXNVoLQ66TlxpIcPGttb95/Dp7ctG3FRcrQwwLrpztiXVIra1m4Y6mixYzpPEe9X96aK/u3RpxYKLqKKqvlcXeO6We6YO9keRXPa8fLeeOSLSYSPE5SMUXfmeeK6WdibVIy2LqlUxKPXDatJi4G6NU9kjb1G8EhmG/7cEihX8E/E6stBILJUuTaQMqm0QXpxTzQicxoR4mGEtzfMx65HV7DNjSKW+FjgVI568glrXo9AagfgqwtIrAyRUqE638fNm7TqvH4sG2eyq/DjfXMnLPJzjfiMM9IjBI70cDjNGxzpNLErkB4O4R+dw5rJEvyyZT6+OJuDiHR5YuNjIcENs0iHFHhx7QzsSYpQSnf56wHpCqSptHkA353NxAOLpUJ1790cjNX+NfgzqQiHM2thY6DB6o/0dTTYxG5tbMgsC+xtJVgT5IzShnaWj69u7WGk54457iwHfCSlHE/8KZ9yIDf0mW6maOjpYoPLWA9o7wbrArPWABQ3dZ/eHCRoXPnF6Rx8djKXDXyiII+pqNlYPdkZFwpGTh/5WElwV7iv0nkqsKRag9F0dRHoGnx3byie2x2PsqEF289KC8+tmsoKBb+/byZu/nZsKrpioMvX2j18Eck/1EQX0OxRLZ/Ah6GuBtp7pMQpoawWC6dIjQe5RZ3zlOODrospFZqIIKZWmqun5+GTHXquX8/n4mJBPcK9rXHrgmFZ/pevD8HL12PUCPe2wLoZXrjXSBer/Kpwz+/CUaK1U5xkUQuuLk7M5VwdUGE53Qv1rT2gMrN7wvxZTQ8/3WVtAKUC57FArJaNjz9ppzUCqJ6MWqu5VDd/o3b3HGem6k3yBpPshVVu6ZpZDUVlhJBePiBaD6b4eag2kLRuqIDd1lifaUTR+fTyRlEC52amobIb84llk5hWGaeaT/fduxGJiC1ohovF4FUjPYQwD+AkC6+I4zofLby1cRETOWztHoCzuT4rFxDS/SHQZvKF384jsagbHqPXalRCZmW9HPGheyHE2w6mkYVyG1Ga8e6dNxUh/zmGtqFLVnKlDYeuHEXcy0sR9e9FuO3dM+Do0tur/HDLfA+1lOz5v5NNTHEE0iOEyMJmHEsqx6qQiZFcuEZ8xgFKb000/s7oRkTGRaS/vgILL5Xjh+gcNHb0wNPWBHfN8WBhQm6SufDCclbrczK1Ho4S4KkbQvBtZDYw5BPGR2RuPR5YPHxMkR83OyMU1MeioqUT7Z296OgdhK2JBP9aFghbU4ms9ZnaoSkNV9HUAQczqVM6Cdcpkh4OcUXNLKpAkuiatGPVGmDHr94UhJ6ePlwsqoKzmQFumuHFSA9/F00TIUV6qEaDQ5eKmg1ajGytjEAR4Sbe5oimys/vDEZxVbOs40aI9HAgsqMu4eFjjrc19j+5BJkVzRjoHcAk5+FizZmeVvjt3pm45fuJJT+KoE6y0aBjiPQQptpZyCbExPx6lLe0wc3cBNM95DWc6DPdM8cdUfniCbzbvj6PN24Mlu1k6btZs/0s8obY+cncBiY+d/hJ4QgfQSx1R7hlugMWedkibIqdLPW0aKodLnktxdIPTsrpt5AMwG1h3qw+5Wx2Fdq7+mGop4VwXzt42oxce6AIGqOp5U04l1WNkvp29A4MwsfGGHsfCcefsdmiXV3/kyCCyJEefoTn89M5uFTSiMvFjcyPrbC2Dc8u9xfcgBBRXDXFASeic5EmwE78HTXV1k+i8TTdzUKpK9NMT7yQ9capI2t/UeSHfug7mvf2EVQO7StThEvwJgTrg2xxpVi8ZdxeAsQMSV6QdVFr1wCczfRhoK8NuwEJalt62BzKJz7kqbfqs+Gu3RoV7z/YFLCytWSbiZr2dnx0Tjjl5Gc/7ALAvxeWBNgiMbeazR00XT15XRAOXM6SkR4OxI2e++0kdtx9HY68vkLJIFpMbJHOExa/Ik6M6A4ejRZ6UkU9VrGChPHjGvEZB2apwfjHAhoMz+w+jc1zp+GhRX6obe3C/qRCPPTzZdiaAA/M88Y0D1t8cz4bZfVdmOljgSX+TvB0MEa4jzUuChAfOq8ImugeDPfBdxdyWYGvtakmtsz3RqincgiWyA79yN7jgOqdFBUTUhdpR88ABgYAJwsJglws2GveOBS14hbHl/bGIC6vGZNtNfDqjQvxY6S81QYHOv/BrcMy5zTRkePwzsg86OpowXBAqovkaa2DHZvnSItB/exUEp6JgFTIz0bw32Z7W+HUE2F4/Pd4ZFSpyOP8g+Amm2WTLLFoqj0jPRRhO5xSht7+QejraGJTqDu2hEmtSjgs9rfHuacXYuGH5wSfN6O2Bw/sisGJZ5YywvzliUwZ6eGQVt2B3Rfy5CI/fDwQ7o6PziqH4We7GOPtjcKkghaPmJevw0/nsxFd0IhFPtaM9NDn+v5cLrKqW+BlaQwLUwmb+G1N3EYd+aHnSiioQ0FdG1MM19DQQHZNC36Kz4STkQleW+uGYA9pGvq/AUs9gG/vHY68cSD7h7SKJnT19bFuPtISy69tR1xBNezMpF1BiiCi+PtzyxH29nEmmMfBRAvYum7hqGovhCJZviqMPj85V4KHlwWwv6Ousq9OZyKrvA4rg1ywZbGf3O9+fSpdRnpGQqAlkDpKgfxH5jqitb8fizycWJT08d2nUdAkXJMw2XH4OpL4qLGeJiPMTZ3dSCpqYXVqGoONePfmcHb9KFr62K5h0jMSPnkwnGlzEWgzLEZ8Ghqlc872o8n4NaGMdQeuDvKAg5khVoW6YJaLLTxtjNnc/uGxZMHnuFIMWVSPNsP8OYHuPTKBvfGrGNk5OqbzFL0io2oxjNYAZpaj8ho2VlwjPuPAt/ePbF8wVpzJ6sWGWQMs5fTRkWEmTh2rrxzJhSZyZQPnUkU7Dqc3wNkQeOmGacwBWR1HZMLaaU6Y6myBssZ2OJkbCu76hPDE92dU/vu8yabIKetkxMbCSIIHwryVnpuIy8ytx2S6JeUFgzj5/ln4WwrncWua5GMB1GmTXNqEzMoWmkVgay5BS0cPukgZeDz+GBMMImAdKkgPfVpKIl0dUX150OtsnOGAqQ6mWD1D6sOVWNiAw8ll6OwbgLmBNho7+vBHfCEW+trKtD04kCEjFTKHv3gEQiXrVFsWkViCG+e44UyO8I74aEalKPGZbEPkQZn43DvbW+XnogWbFsItvKjmEz/H4FS+dBNwqVxaNbA51ImlvUZLfGistff0QxOaMDOUoLdvAOn5zTiRQQsfFZXm4JEwd/xr6aR/TI9EMXXFB23IZr4ZgbiXlTvHBvoH2cZFV1sLnT190NLURE+vVEdF7D3T9Up6bRU+PZaC09k1CHU3xVMr5DuARgO69789nYHIvHrM8hD3JiSCQO9r8qvH5c5fOlnAoodnnluGWz6KQIx4qZcgRkt6CM+uGbYWIryyeh4OpQibir6+YbibkkjA9VOd8fhviahsHQ5LH0rvxsU3juHiS8vx9K9nUaAmaSPct/0sPnsoTDq39PQxWw6hxOf+lCJsO52KkiF5CCr3/vxCAZb7WWOygym87YyZkzphsq0WipuVuy7dzYHfY/JhaSCBn5MFPG2N5b53ivBShIfkMYjkcVEsOlYHs1xM0VzfjMx2wFELKBdo/Fzqa4FlM+TrM8eDa8RnnAgwA9JG4VCuLmiZvH9XoqiCqBBbLm0Hnt59GSeeXYTjV4rVdkQmQqIO4aHJigoRl2w/P+LvHktpxtoAG2wMcYWLpZHg879+KF5QrC29XjiatMhPXpeG3ktaWRNa2vthaaLDdiI0mfcNDqJ9yNTwvwFCi5OrKbXzSrtNTPU00d8/gJ5/gKtlbVspl2qgRaW8qQPd/YOwMNSGoZ4EA4ODLB1W3tSuRHwI9Hcv3BSEh/4S3iHmN0lncAdLCdJqlHfE3vbiKcUFgbZYdMkSZ3KHV6ZF3pbs/Gjw3Zl8Genh49f4Mtw+y1022QuN8e/PZOJiXj2LknL3DtW6kMFrfm0bals70dLYjIIGeapKCtrfnS/E0gBdbJ49dcy+XuqAq1ui1BX5Agqhuk260+fr9NDn1uhpQhqlUSrb4W2uA08HU5bCVhRmFMLjK6bg8XEauNNmaMmHx1HeLL3PI4tVr/iKpIdDQUOvWhvPxe6aOF04NoNZfmpJKNJL5rybv4+XpY7p2/7o5iCYGGizSAxHJOsauuRID4fGXqmv42iR2Q02DwfYAGkqSF96YRPKBKbC45m1cLUwkFn+/BlfjMsiXfbF7ZrYfroAGhqUOjPBI4s8sXCSvVLkR3GsE1m20wWqBHZ01OQT5G+PeS42WBnqJCdgmFPVimd/iURmE0DboJdXB+LGecrCs+PBNeIzTuiynePVWWTHsg62DwK/RefgmdVBuEe9JhK1JyvSYRmNDcOhtBpsmuEuSqqo7mg0iCspw619UrNGan/9+ixpnXSxGqDall5YGQ+id2AAHpZG8LBVXrAnAvyJ1p20bUYQXtzwrvDEbNQNWNoYI7WiFU2Un7vKoEqPM0PvlZ9qIALkbmnIxPka2nrZwt/c0ccML92txK/hFHdL2BkAVQJ1Hwvc7NkEdscsX5zIlG8Pple+d36A6PPSd/vBzdOx51IRssvb4OtohA3T3UYVPaG0wZsnhNOlhMe/vojDr1yn9Jw0xpd+eBxlQwsypYwpqnDq2aVsh7vQzw5d/QOsnutIuXB8jva4h9N6EJkdjy/vCh21r5c6oFqNQ1dKmKyEnYmEKbg//XscrlQok0za/DzBM/y+9atIpPAUJ3Ibe7EowBBBrhP/PoVA4+vTk1dkpOefwIbgKThdKO5VqA4yFMIpJO/w2Yk0pJbW4YG5dpjp6YS+nn44WBmirLYN317IYcrRi/ycsf9yNnZS9f9VgCrSQxAiPRyoaJ3ICW0gvzmfh9q2fkYI+H/iYKSN+vY+aGtIG1QyK1qwL6EAgU4WzJxYFSj6s/WmqXjwV+Vrv/8l+fuPLxkR4GSKg89cXX+v/y4Djf8Pofdf52kM5NeJV81T3rW4rp090iREYVL6of/n1F+/O5ONXyNz2Q1BoH87lVGFj8bgPRWRKq7hI1R3pApHM7tYQSC9r49OZqKwoYt1jBFoGdIc6IOfjREeDPceU6HySFDcXVJCZqQdZ6JILTB13t0f7gUXCwmbbK7WMhDuaYqLz4bLSI8iaNc2zc2CeYuRmGFnzyCsjHVx3wJvpW4aGgc0GdEj1QRsXTeNKTLzsTbQhhUc0/MGu1vg9TV+sNGQptgctIAvNk+TqxUTAu0c75rjha3rAtnjaKMmI4XYc7qB32LkxfLoM71zLEFGejhQynjnGSmJIr2aW2e64aGFIytCk3HvrzFX2PWaSEjrlrJx4HI5YvLr2CMdz3IfVmkXa60XUxo/f7lYdv9fbVC0MS5fuBvN/CqtRg/tGR/p4SLwD/10CkkFjXhl72XMeuc0fr1UjZTafnwVVYVXDl5CWIAdovNr8fqRZHx6pggfny1mKuJXi/SMF6Fu1sxYdeOn55BX38VS7lSLZKIjjVxZkOhjbx/TdjMy0IGhrnSeqm0fYONwJNAcEOZrh1/vDoW/ifQ5FzhosrTYSGSG/p2iUVeLjF+L+IwTHawR8OoqE48W100SrnynrgFy6SafMH1tSnP0Yk9sBZOtD7EDFgZ64+tzuWgZCjVZ6eXg+VWBWOJvhz1xRWOqQdHQEJ/4qZ15b1KEkpCdpxmlS4T/ZtF7Z+FsANR0SG9CEz1NtHQNsP+/fporbp/n9Y+QHj7Cn48YMfIjhBWBDqxbLqGwDlHZFfgrRVyUcqxIKmnGr3EF+NcSP9F6DDq/JcwLC33tUNHUDjcrYyXSQ9GQisYOVudiqKsFB3MD6ft/zhwRSUUoau7AEi9HRnr4z0t+TPO9bVHd0slEPEciPRzGY2xIO01rbaBWxdy8O76QNQRw74fI//544QgkRU246Cm9p20R6glmXinoUSt9NBJOJFYgvqIOoQ5WsLbSR1RRA6vRIfE/0sSh4+0bZ2B/chVLb4kZj57PFx5fFLWjDQWlbq42KMI409MUlyqUa94ar37gc1w4mtGNoxnRgv9W1jyAbX8n4XRWLcrV9cn4H4S9DnDLV1FyFkl0u9BcynVb2RsALRo6qGntRVtHL/t3+jcnCzLtlXrYUYeXqvuU5oBZ3lb446ll6BsYHPH3CUTCvziRhot5dWxzTMXtE41rxGccINbb0/PfRXrmupth7SzlfChFeIj0NHb0wt5EH7uiClDPcxdNqKKfXKVC1U+OpMLZ3BDN3appD03vQhRniY+LSoGupVMs8GfisM7RTAtgdqATtp8vE/wbehf5HcODl2pj6DaiqWaSrclVIT0jQcT7leH+uY74Jqpc8Pxwt5wzbgh2RkVrFKIKJ7ZgjGq8z2bVsHSRmOUBtzujeh6hmh6aiHKrW5BTPVyL0d7TB39HM/b+71/qp/J5iUSp0mLhQIKGXF0akeKxgiJEX22R7zRRRGe3VJOHIz4pRU0Y8lJVwnSX4Wty+lIlTueol6INcpI6U48HD/wYh+OZUsLyHUox3dEYg/0k46/JFJDpsadvEJ29fayQmWp6uGuo6MEV5mmFo1nK5MfRECOmLSYKNB42hPjip+gqtI8zGOZjqYscXhPH/zR2ickb/xfCxQqoFGiXp6+ERqy3lR6eWeWPyqYufHEuB43tvdAZBKa4mMHb3AxvHkyDpmYPZns5YWWQg8qoLH3nRkO1RCOBNljh7x1D1RCBTygrZunmyBd4+doJwDXiMw5Qa6iiV89YQCFGfU1AoiUtdlOEKRml90gNBcUK77w97THHxUqQ9BCInVOkhwo0C6pa5UiPIsh0tLdfehO09gDNnT0IdrLClQrhtNXWVX7o6R/Ah8eyWY0DB9o/3rU7EdgNXB9ggtfXz5JJzu+OKcKLB9OVniuuAYg7X8Z2q/zdqxBonSILA9qdOFvoYLrnxLU7jgaqfNzXBLnj+6hyOVKoNXReEb8+MBeHYkuwKyEPl8rH3/pO11+iC9S3dqKmuVMl8eHIcUZ5M9o7euDjaCarzaJoCJEeKno2N5Sgsb2bHbtbG8mKI8eLaa8OR/7y6mpYJJDUnccKrtMk+M2TSmlEEhm0MNSXW+zf2yNuVRDoPFxYfalqmPTQUCaDTDG8eMMsjDfSw5Ee2euXt8JVB+jU10Fjexc6ewfgYq4PD2spOSOyw6/p4WPTfE+2iPDTXUYawEsbQ/+RaA+RslOZVTA31oWtsQSFTWR9Mza8vsIbdyz0YfVcG987CREPWBmuXiXmPwt7qmGjTlH9ITFcNURbl0y2x44Lw1bvTy3xxE+nhX3RaHvy4YYgTPWykm0iQ92tkFbeCFMdHZwuqMSHZ4cNUCMym5Fd3YRX1k4ZN8mnDdbHR5JlpIcfTdtxIm1CIz/XiM84UTsBAR+6+XsHAInAGvLvcA/cHuYNHW0N0H8h/zkKfsehqRbw27PXMe8sCiOLgfQXjPS0UN7ciZw61YqvfB9JY13A29YEpzKUS/5DnIzx5vppsijBPC8bHLhciJi8cqRWD8qRoINpLfg77QS+/X/tnQd4VNXWhr+USSa9954QQho99N6bgqCCKGLlKqIi3msXsXd/+/VaQFQQVIogvfdACEkgCaT33vukzv+sPZnJlDOTSTIJKed9noiZmczMOWefvdde61trrRqJuppGvMVh9MhDRs/6qe7Iq2jCzmj1XfocLPXgIBTgidnBWodROsOFF2Zg4kfcKfxHNkp6UXFBBRc3zPbHN8eTQC2FhHrAU7P81bbgIMPV09kSD225gHLtskHVQgZhdQNgI5AUktQEhUG/OHoLkRmlTIfhYiXE2hkBrNwBTUgs/VlgIMuca2iUaH10AXl6lMOd9Ds93lXPT9oHC/HbmSR8fzERmRWAu4Ue7MxMsSzMk3UZJ0JfUewvpkwzFaJqZYy7A75rTeSXN3qmOgNn8yX3sqMAeOve9rVM7UHhLSkmrXWx2HGZAVEkIiLji/XfG6q1p3Pf+mlM63P4Zj5C3E2welJwjxg9wS8daCtMWdg1E4SOmYwe6TU+uFEihM0qrsOCr89x/s2ZF2bgwLU0fHg8jdMz3Rdwt9Jnno+Nu8NxLqkED4baoUokYj35CNry7nplFn48E4/YzErMDXZh54nu0zlBbkgrqUSAkzXbAB2NSkExh+OS3mneaEWpBL2efqLTy7H/Wq6KAfnrlRzcNcILIynvvQvQvHNeTTh2d0wGb/j0Ft7566zO3oumMa4+SC6Wpgo1R8LfmIdX91xCZGoFRvla4bWFY9iiRd4nOwsjBLtas9dTF+7tkcnQa2nCPSMGY9ZIF1aa/vtTySiRinjawV4IPLsgFAXlIvwdla/ipXpgnJ+CFyHI3RJmwkH45wJ3mIqWj0d/vab1ObEwEWL9/ACUVx/EkWTVRdZLH3h3WRjzPHR2kaE0SsrQoNRgSvVV57Kl9//u/hF4YluUwuP/memp0DiRiyUjPGBnKkBVUz3Gebm02zGcqtA+NNEPP51LYf3OCB8rAb5+cCwM9fQx90vtxp30Kpc0As/tCMf3D01EqIc1p6fn98vpiMgoQRMVMDQiA1mEH04lsBpPtKiSdyS/UsS6t4sam+FsKdS6Ym97nLxVqPbxzrS0UIaKGS4Z64Nr6aUorK6Fm5U5hnvZMCOOFhFNRo+nCRDs3jahk4bpzjhH7LtRqCDo/mT5KCa6L6kRsT522oxHGnvkTaPvQedSuU0IaXoovEVIjR4iSi4aSg7n57ZHIvpt7b1j5Pmhn55C17XO9jwzhVMPFuQuwHuLgxU8yXQ3f9kqqF8zK4j9kOdJXSjdSw/Y/NxUNDWJ8fGBWERklbKCnlThukzUeY+wFg3WVaCqNdLt5gszvNjCP/TVA6hstdzSrpQwjx3Vc5Ln5TsUC33SuJJWt5by0p1j8MAWbi/n0vcPYPfLquOJDCd1bREjM/O7bPjQxj3Q1RzxRaoZIUb1knmqvblW68/SybsMUK5y3zs65VRSPpaMlxSaI2hR+vieicw6Jg/QgZhc7I3KRJWoCQJ9PcwKccb1zDLsj23LJDiSdA0L4hxgb2aEv2M134IH103GxcQ8mBjpY8JgV6bN+N/JW8x7Q0PO1FgPtfVitqg++1c0tp+Jxs7nFyp4lnRVKZ663BP/e2wB5+S5/T/adYZWB7nJ/4zMwLH4XNTVNcHX2Yq1BVHXPJDEvGHuKYigKpKtfHwiExdTK1mYiovDN3Lx2eHrKKhphpOZATysLRHKyo1pRtqDKDqjCC5mphgX5Nilmz6vBrjjmwvs/2M2zlF4LwqDFlaJIG4Rw97cGAYGgL6eHiobmllhSwp5DXW3gSCvAlV1jbC0FDADW1cZF+N97ZAaWcL5uK6gzcDEwQ4KNYw2/H4Gu2M0x1PXzB6iYsR8eX8YlkTn42puMUa72ssE3RLPZ/tlFGgC/zsqA2dvFsJAXAdrK2tM9XfG9GBnBQE6FWybG5elEu5Shpw/b+29go1LxqC3Qd42bRnnaoGi4iqkaAhb/Xu2H8h5Ke0LJ09RZT32X4tj85S3IfDEomCMG+ykcv0oHEg9BZVD6avHeuA/84NkG80fHx/PmvdSqx6xWA+v7I5UKAyrDQsCTNEIIfITuJt5jvYwQ35FA7I5NqOrZvniyVlt+jky0qVGjxQqbPvU1iP4ZrXmZrPKeFPzaTWoawFH3iJ1jVkFOjAlWHXubO402FvVknmKN3x6AdR54URb6LRbGOSsml0j7ZdSWl2P/dFZKBc1wd5MgJKaRvwRnoWkUtXg78G4onZ3Fxdbdw7kuZFPXx5kZ82GNd2ada1Gj5TLRZIdnXTXQQNzmhdwKqNrx716jBvGDW5b+Oj9//XjQVxMFmO0J/DtY/M6XTVWutveH52LLWeTUVjTwrxRcYUiJCUXYPuG2Zyen38uZykYPVJIkEzaHGV9FU2aL/4ZJdslVYia2e+UyaWNR0C6S6OFkm56Qhc3/rC3juLA05NYDzapsepoIYSevh6Kq+vZea1rbIaDqZBV8ybofIS4WeN8XB5i8sshqmnEpGDnLjX9JGj3HZOtql6j4EtXwlzttUsIeOmAQiiWiymexlgysm3TIQ8ZO/IZbFL+upDGwkih7iZYOSFQFkb6+VQCNh1JVvNJ+Th4PR+PFPrimdlDFDw//1s9VpbVVV7egL/iuathn7pVhI2t/y9fDK4navNo4s+r3FoSLqaHOGLVpAnse0vPwaY9l3E8thgk35s3PAgv743HJ8ck70nFA6lXHnExqQgrf2rzYCQ1Ac/vjcPNt7h7fUmF4H9fz4anGfDMggmcLUdupJTieFI+3OxowzkaNzKKcD2nEo0Gtfg7qv1Sy4cTatGitgUrkFtSA0drc07DJyKlFO4WmVgQ5sHOx041WYcHbjbhvQ56Q0w1eGvVzaq0LjwwyQ2bzysma9gKgUkBpD7qOtfV5A20tM5TuoL3+HSBn57ovpYV0lj2inFtpfpzyupwNDYXeRV1cLEygaetGWoaWmAlNIC50IjtSlLlMm86ArlU5Q0YMrC2nU/A2cRSeLjoY4KvNS6klqtNaaey8b9vWMh2YiE+vjiVoX0TM3LASqMNHhbA+kUjMXuY6o1Enh9dQbVeTt7KQ36NYpzjVi3w8I+X8Pf6qSp/cylL/c77YmaxiuGz92qaimuYfqfHn5oTpPB4Qm4VUosr4WtvqZBZJV+CgDRaFK4ks1TV/OoY1Azxj8fGI7eihnXKpnBcYYWIaXzqG0kEL8Tj0wNkAmcygr8+kYA/r2agvgkQ6APzkvOxcfHwThs/1FJBeddNy91UX3O8e8+YLhm2miBPT3tGj5MZ8Mbd4zp0bEu/OsvEx8TxZOD/Tqtm86mDivpuv5iKucFuso2HvOdnDlwRnlii1vAZ1Ro+pfsvoaACosYWCAX63Vo9WhsshdrnqI/wdFRZkDfdNRab7gJOx+bjod8iFZ4jQ2f/U5PgbCXE+m3cYZsnfzyMn55YoBJGbBOCK2a+yfPYlnAcT2hbib84lYOhjkZYM3EIpg1zgbNZAnZcSIe6WozqvCPy5NaSNtKElZEorFV8o5Np5ezn96hMfLEyTOOY7ag3xMpUgKcn+OCri6o5qV8tVX9ONi4aDlN9I2y7nMZ0qdamAqydNrjdxAltGe8BcLUd8zfWzaZPCm/4dAHaic8KsMfxhLYFkVpV6iqpkZw90h0jGSI/nknE6YRCVkGTOp+P8raCjZkhcirqAT0RymubIaC1ogutD4a9cgDX3lmAFd+eQ4w0+yNdkuLobQKkqskkoF45tNM8m1iIvdey2AKmjfSVpvjTG2ez8AMJtHtqlypqaEZ5DXfQPia/GgevZLNS6vKM97DHtqvcdd0po06ZNOpJwYHy4z+fS8XmCymobWyBqUAfj0z0w0OTfRVKEFA2HgnT6ffvHxmHFZvD0VVW/HiJXSehPjA10AEb5gWirLpBJauLIGHjX1czUNcIWAjAtEeHYwswwy8fs0e6cS4sXJABRWUMvjx+kTNrj8aMl4NVl0KY7XFaQ3iLumk8MtkH900crNboIU8e1V4SNzUj1MseHvYm+Ds8Q2b0dBaqCZdVVq1i+EghD+gDYS74LUIxmEzfctPScez+I6OntqGZ7Y5pMaTfu6N6tLY8PnU0zv0W0e7r1kzywphB3CHm84mFKkaPlDu+OY/d/5oAjs4ojIhMiWhWuTFqexyOyFEweqRcL2zAuj3XMSs2G4NdreHtZIIYNX34tA2K5VbWY+cTU7HvajouJ6bjopIa4WJ6Bd7/R33W4VTPNm8IFduU9lJbMyOEc/OwLzwT352+wTJ2yZ8rPxtN97dVmfeU+feCICwZ6Yn0kip421nozOgh7hwRjNNZqokvznaS8jFd9TBL4Q2fLhCXVY7IjBJW6VLqqdRlJYfUGuD9f27A19oUbnaWOJ1YxLpnU6nx4qp6RGZU4tGJfriUVoTiqgbYmxhi3AgvfH+p83GmihbgyZ8OIkbp5qN9mzqjhxhrJ2kmmF1ag+r6JmYoUfNn8g5oyqI4+tJMnbowtcXSVAAHM1pcud3QJ1PyVSaARWM98Mf1LJxNKdOqdtKcQW74K1p1RHjbCPHr+WQEudqxG5mMnqr6JjiaC1BY3ch+H+/nAKGRfmuxSUOkF9cwDU5JC+BiK8Qr8wLw3uEElfcmU8XTzghGAgFnlV55pHtxcnpRKFRUXYMXF4/GGD87tliQkSI1aFKLK1BVL0kJFkIPFgIxq8OSUlaJ6S3Ut0dxgj0bW4iI7EJ4mplhkIc13G0lIv1fLqRi55UMpJapz+z5IyIHC0M91S6EXWWQA3BFTeT364fGM40XHfvqbw4gPAsY5w5sXivxGhy8noO12xUrAQc4GiKhi5lKhLkQ8HPgNnqkvLNsJEa5Z+L9fTdQ1AyMcjTA2ysmsE0DCfTJ00P3E20g6N/Kuka1zUdJjJ1ZWg1PW3Ot6iwpQ4ZWtaiRGavqquxOoX59I5zxh1xyxLxAexyW0y2R51HdtSYP1r9/12w4mRobwI7KNnBYGsNdJaLZjnIpW7M04HhSKSyNjRQyYJWhT53hZ4fjKZrrPlHNJTr/6+YFoUTUiIv5Ek+hkT7Q0HqTxmRVqv2M9YvGM2/IrI+PyTRIFzKq8OvlbPz9jKIO8v7/qdYKo3M3f5grJng4tGv0KGd66ZoN+7izfc/lAtmltRjiqvn+6JeGz4EDB/DWW2/h+vXrMDMzw5QpU7B7927Z85mZmXjqqadw8uRJmJiYYOXKlfjkk09gZNQ9C2tVfSOrbaJlklSn+N95SeqsnQDQMzJg3bMprdjEWB+iBjFLyZ0V7IJj13NQWFuNib4uKBfVK0w0HSVc+7C8jO3PL2DtLn49lyzLTqttkoQu1EGOy3cOXMWqMYEY698xIeu/d57DpcRKjBlkgU+WT9ba4yCFFoXFw11xPJl7Ugp04L6pf3l8AtP6/BIRy7Z0D0wIVls7iUucSnPFp6cy2WJBpsIMf3vm6SGjx8JUyDxRJTUNOBKbhSUjvZFaUIGI9ArUiyWTnIuVAIuHuWHNtEGsfIB8+u4kT0tkVNSjtqmJ6UE6ysmMWqRtPYd7xw5CgLMVDPX1EOhqxbyO7+yOk6WxVtCXoXNoTHVCrFUWlhd2RiqMP5pkRribY3awG7ZdTkclFV/SQH0LcCO7qNsMn7fvm8KZGedsDGwLT4WzpYlC6QJKAPJ75SD2r52kYvQQujB6iDmhbZWkNXHXWE/MHubKDJ36xhZcSS3G0fgcuFqawtJMgPJasczjQz3YuKpH/3E5Az+cT0aNqBkWJgZ4fLI/7g7TvhEkGSRXUktwLbMMNfUNGOpui9nBzpxhtY+Wj8Ki4EJEZhdhqLMtpg2VtDTRNiRd0E69GpoD/+/+0Xhwy1WV5759bE6H5wZitIsdtkJzqNJA0AJvO3MkFdVxNo2mx95cNgyZmy8gsZg7UOVrK8BjMyUCZvqeZHz8ckXyuVKjh5gw2BZZl0tVvEjv3zEE3x0N58x6La4D3j14AZ/eM515fsjTw1UgtaQB8LYWam30yEORiOj0MhRU1SLQxYazAKqu0GVblT5j+OzatQuPP/443nvvPcyYMQNisRg3btyQPd/c3IyFCxfCwcEB58+fR0lJCVavXs1e99VXX3XLdxrsbAWKMvUElJJs1tQMQz09FFdUsDonltQ7pRH47Fg8dkXmMc/Kd6ez8fAkL/y8cjQ2br/aWnFElReme+EjNQpk6q1U2YExdur5qfj1Qho2Hbip8pxea/2JLHIlKUHL3z83KvDPjXA8M90XG+aqrwAshYwOcjVL2RNThT0xB3H6+WkaMxWUoUlm1lA3vFhRhw+PKYpOHU2Bu8ZRW09uXBzMMdrXA0bGLRjkzt0jSVmcujc2G+UVRbgoF6Wg63UsqRiOZgbM01NcWY+S1vH0xck0nLlVhMSSalb/Rxo6pFIEu6+nIcjNioVESJNFIbFvTiWwEAzJbdOKGlHcyWIl1Kvq25NJcDPXg76xKfwdzFAtqgZXokeAvTkmBTspLCzk6VE2usksiMiuRmJ+AppaAHtLQ7jZGCOOUs2U0GudlAbZaz6v2k6U8llcsu/taoH/zB6Ej+Wuu6M5eVyEyCytwSPfc9dror5L3QXtY8nbk1JYBT9Hi3b1TeQ9o+P79mQsTt4qQjPEEBroY+YQZ0wb4sg8PWT0kMZH2RNzM6cSX5y4hZLqJtDHlNP4OZmAUV52Wnl+yNMTlVmC3VGZrGFrY1MLLiQXobCqFv+aNlit54d+OtN+xMUcyFUTnRxhJcl0nRLghCPPTMGzv57FrTJglBPw3aOzOq0LMbVof2l0NDGFoxVQWFaCqAJuLdPa705CpGcEk9Ymn9INj5cFsGysD0uvl2demBtmxWYphNkmeFvhlYVjINCPw7ZLWcz4oW+3eLgTXtyvvhkvEZ9dz5Jh6ByRDlEdHx1LxTvHUhFoAmx5dqZWdaFIc/rJ4Vjsjylk97ilHrBhQSAL03eW8Y4S2QTnOmLL3ey63xo+TU1NePbZZ/Hxxx/j0UcflT0eEBAg+/+jR48iPj4eWVlZcHWlHCXg008/xUMPPYR3330Xlpa6cZHJ42orBBm4uRyhfTsDoKS563UfjPSAhlYjxMQEyK9u211WNgAPKsXPyZj4/nwG/jbPAJcMkhRD94/3wNq5IXhw6hCM3XREIcbrbAEY0gcVtl8WdJavEKMDPFBa1Yh3OIwewtcC+OahiRjkZIHntp3EPurOycGXp1IxI8BFodaEMg/+cFElzCRl2qen8dOqkZgZrH12AU0Ga6YPZnVXvjkajfI6wMPRGP+ZP5Jz50q7m48PxWPLJYnHhvjuWBY2zAtgHhh1xJVU4OAt9a5zFwsBCqobIZUKSG/K67nVMrkWfR5NRQIBUFzarCBmpF1xcVUjnCyFcLYxgZ4eUJdRqXBdtUEqD2tsAtLKxRAY1iCpoEatZCy/rFplkYvQECKoaB26RqJm6Os1wkaohzKRWFZV16D1Z1awA4I8rVkzXfJc0HHKJxH8sno0vB0sFDRIyrDeYuW1qKhrZEYP7czlF8EVY72RXFiKc3Gl7HzZm5uhsq4BBvpGSNBt1xCtMBAA9c3NKKyqh8BQH4McLTR6KsjouZpWwnpDNTVTeEvAtGAnb+XjjmHu8HM259TL0d9dSStCeU0TC6VQK4HqukYWKo/PLVNr+JBxnVJQzYTvDpZCxOVW4WZOBZrEYtbctrSuAYdu5GJ+iLtOQyB0H371gPr2I3vk6s2QQbvv+a539aa6Xh8djtf4Glcz4HJWKURNzaioUy/gjqsk73IznKwMYW5qgto6EcpFzVg+yRf3T1ScM0jDQpm6b981DEsSihGRU4LRbrayrK6Ni4diTqAb84YOcbbFbxdVPVzKBLkbywTjpEPccY272IjUk3SzDqwB65bVozA90Fnj/fX39TTsiWmzUmiz/O6BmyxM31nPDyXIcCUM/fP0pIEnbr527RpycnJY9dkRI0YgPz8fw4cPZ2Gs4OBg9ppLly4hJCREZvQQc+fORX19PSIjIzF9+nTO96bn6UdKZaX2+TK0k+QyeojOGj0fLgjBOwfbmiBKjR72eR0ooMUlHJ3pCzw+bZwsTZx2jXEfLMT3x+Nl/X2GejvipV0xMNUH6H7W5PgxtzHD7EBX3MwtV1sOPrkKCHCRGJ1frpoJj0Ox+OYMt6cpoaBMreFDnh51Ro8UKo4Y/pJ2uxUpNKEsGO6GcYMcmAFBO0yp0UM39+m4AiQXl8HLxgqxeeXYfEnRh0aX5P8OJ7Cwk7wolSYxCkUkZFbii1OaM9zcrYRYOMIVHx5KZTeki7UAxdWNkLNxJd+HfSfA3lai35BC+gqhQA/FtQ1wszSBo7kQ1kHGuJZSBDUedk7khyz76CbNOvmMWkkIaNNcfwz3cURNQyOrTaMJXyugplkPuWUNktYdwZbYMG8kzt3Kwa38GgxxNsMgZxu8d+g6sotFcLcXYk+U4ns+uPUqQpxMsWaaP6sszd1brApRGWXIraxFU1MLfBzNMTfIVZYsQOdsdrAnKmr1EZVcjKyCGlBSTXZFN8atNeDvLOk1p2egh6JKETxsTTWmHJMnixqL0rFaCg1hYixgxylqFqO8rkFtKxH6O9KM6ekDTWKgpaUJjWKwpAgr6m/CAWUWrvnveeTIjcc7QxxYUT9LY0PoG+rDzMiQeYJKa2jA6Vb7IW0/8syvx3C+deqY4ARsf26hTpvbSolILkJCOyX5BUZGrHO5HemoNJSCmuIFJJcboIyyAlCHsrpmlsDgY0uh5LbvmVJYjV0RmYjKKEWDuBlT/B3x7JwglQ0Yzd3S+fvpXzS75e2EwKsLJsq8hxSS3xmTpVU/wIe3RmqcS8mLdCFeNRRIR7n7WipedlWfGdYe62f44fOTbXoLO2OwvnrS8hsDxvBJTZUsHJs2bcJnn30Gb29v5s2ZOnUqEhMTYWtry4whJ6e2njqEjY0N0/fQc+p4//338eabb3bqey3/+GCH/4amo0+XhOK5vTdURL/Tfa3xopzRI4+XDVV2bQK064/ISWmdCX44ew2fHAKWjvDByimSHYekoqnkNRQusTc3QmmtCCaNQK2azQzdSsG21vBzNEctpaOowUNpDgpzo7ob3IZPgJP6yp+aUsnlya+o63CjUtIr7AtPx63ySszwdmXaHHLjvvBnFC6mlsmMP2o3wQUZJMlFFTLDhyaxUwn5qKprwsFoTS1MJSwO9YGLoxkczDNQKWpGZW0jajTIRkJs7RR2PzQ5zgx0wfGbeSisFsGChI6BLvjs3pH4/XwSrqSXobCwDDFa2vR0mDQ2tbXdNx2hInXaFaqbFOqEopJmHLtZzNJzj8VVQl8/Hs/NDcJdYUYQNbRg8ZcnkVstGXgRakSdsQW1+K61srS854ey8c6mF6LRsA52xlYwMjCAgZE+UouqcSO7FJMGO8kWx3G+DtgflcPSkXuiMbilAVQK0EkpzQO7bjX1TVp9F1o0qWI5GT20qFJLkaqGZjhbGMv6dqn7u2APawS7WCA2twpV9WJWjXu0pzVCvWw4PT1U+kCZfbFF8LYxRkV9I8zEtEFrgYeVOTztOi6S1gYa47892fnebcpEppYhPrcE/o7WCBtkp+BdE5HLsx0o+zGjrAFC1MLd2hhOlvUo4BiqI3184FhTh5M38lEhkmRt3hPmiXEBDrLPpE3Stkup2B1FNdkkfxedVY3Mskq8vyxMrSE3zl8fh5O4R8uswab4dIWql0TaD/C70zfYHJNR3bm5lIzyBjWnqYT65HQSyh6livUK71cPfLZP+/pn2nBbq1uRIaOnp6fx5+rVq2hp7ZXz6quvYtmyZRg1ahS2bNnCnv/zzz9l70e/K0MaH67Hpbz88suoqKiQ/VCoTFuuanZAcHLfOFvWC+WPJ8YjwE6SheNlBrw8xxunUrktcQrerAjzgJ9Fx0V68kTl1eFEcgOu5jXglYMJWPR/p1ReQwPrsSl+8LEzh5mJARzN9VlavRRpOIJ6B430kRiaQe5WWKwmfv/+A4rVZKcNdcLSYYoGqtTK1xTmolRybXC20nxjSIsySoVykemlWPTlKWw6noQdVwuw5q8oVr9j28V0BaOHIK0NF/SJgxysZJMYGT20YNiYGaGKlLoamBtozwwtMpruDfOCubE+8/Jp2su9cUQxrMhEkYPs8cA4HywZ7s7+pd/Jo/f4rED88NgE/P3KQrho6X3WnYRQkWmDbGFpLMS5xGKZh5Dm+f03CrE7Oo0tyss+Oy4zetqjuLoByYVtq83DP13C2t0xzJ2/60o59kVnwNJEABOBAYSGBqhpaGbXXsrFuAKculnUI0bPYAPgq1Wj1T6f3ATU1jexcUkhSy5BsvI1H+Zpg/vGerOK7OS9cbEU4vGp/hpDgPR3vg7mWDMtANMD7BDqboWFoU54fn4IZyjhjb3qO9xXldXDy4Y8U/rwtzPHI5P9Orzp6CyUkfbE5uOY8fEBfHKgrY1MZnEtziUUIim/Sq0YlsLVD2+5iLf/ScCjWy9j055o5t2VMsLHAfbttC+TJrTQ+E0ur0eDiOrfhEJ5CvvkdBr+isiHi7U5HhjnhW8fGIsnpivqoChb6XxSiczoIejbHIgqRlS6+kXmu0fVdyy/klKLhHzuTcOd4zxx8KWFOPPaQuY568xcSl6k5aO4w/uUyUqVxDtDfE4JalrPrfxqR+Xp0ovb6VrdVzw+69atw4oVKzS+hrw7VVWSeFJQUJsQzNjYGL6+viyTi3B2dsbly5cV/rasrAyNjY0qniB56H3oR9d8dFcgfr6Qjng5rQyJfNfPGsUGPblvf39ytiy8svOyuqquYC0gPjyq3nMw2dsCUelV7CY00wcCHYFwLZK6aNe8/WyyzPMj35qBrGsSWpJlTymE/z2VyATM9c2SLvKrJvrIKp3SZPrBvSNRXnUaZzLa7t6Vo1wwKUi1Y/pn943GncEFOHAjG0Zmjbhn+BCNRo+mVHJ5frh/hMaJlya3W3mVLERAvafo5/NDt5Bbqbh1IWFhQX4JMwCMlLwf1kaAfMIUfdpz8wJk3h4Kb1GmDE0aQiMDjPC0waGbqt/Z1wH49+RhskwKOodPTh+MkW42SCoqxydHUtotsqc8EQ1xseQU80q59OpCfHcsDoficljriVQ1penJPupaRRpuTieXAuIGVCt5PcjwOBmdCWGzATI7EM6l1ho2psYyT8+pJMW2APlVwLeHyCtkCTt7EzgZGzCPkoUQ2Hw2BW8d1CwM1SVH313IFmt1DDWn5qPGEBrqw8nKhF2/8/FF+PifK8gtBRaOtWdtRKikxThfG2xaMo5d89UTfTHF3wl5FbVMq6bJ6JFCf0cC6KHu1my80vyjTj8RlaZ+JJDzec+KMBRVieBmY9ppo4cMlA//uYazSUWY7G+HlxaNVhi/FEIb/Noh2e9rJnjh+4ttXuOvz+ViZ2QuXr9jGP53JhFlNY3M2F0+xgurJvgyY2jNt2eR0QT40PdubfhqJgBbZHdfy8VELwdZPSrSKG2YF4wvT8ajtErM9C9kpgQ7AB72xjh4U/XOpGST9JJqmBmZqpTIoNkltbgalqmUfJLGwkG0jTv3lqT6PNuMNau6T+h12WXVSDpTij+iU+AgAB6eNkphTqXkhjkbDyBRyclCnsXXt4fj9/XcVeilULiQS1NDGp/2rufdE3xwMrkIB+NVdX2bw4uwO/JAh3rIEd72VhDogWWxyputVBqFxqmu0BOTS6SXQ7obR0dHfPPNNzJxMxk07u7uePvtt7FmzRocOnQIixYtQnZ2NlxcJALXnTt3ssyuwsJCrcXN9FlWVlbM+9Pe3zz181EcuKWqCRhsARx6WVL3g3rVnEwswnhfa6yeOoTTbUkL8ufHbuB/53K0tlbJFrc1AjYuH4lpgc6IzapAWnElBjtZY+nX55gRpA1zBtuxgnjauodv5ZcyYR1XeXe6gc/GFSI2vwQj3Bw4jZ6uQlofCntRuvlrhxJljx9+ZrLGGg/03fZF5WBfdBZETWIIDfUwxteOpfWmcaR+BzkKcbNQpOL9CHEyY7VSxHotmB5ijaWhgxVafGzcG46D10vhbCXAPaMHobCyDnuvZSpUiA6wN8bvT0zhnJCkmUjv77+Kny+rD+8pNybsCN+fTuasAXQ7cTICCjrgITfTAxaPdMHri4dJROqbL+JoomYXrLUhEOhmioUhPnjtAHe9kO5A/lr9cSUDL+xWDWcnvjOf1eKRGq2v/HkN2yPVd72jJenia5oXNV1ALSPUjcOx9sDOf3ct/ERz34S3D6NMbhq1EQAXX5cYBRSGHvnOMa3eizYltDGjGZYcODZmepg82B67olQXZitDwNzMGLV19cz4eXKaN9bOHKLgaaNCm7dyymBtLkSgmyXT1c359BBSSjq+ZKqr4pzy3gLmJf73jigcS1T9nu5CIFtpMqcN5Xv3jJT9/uyvl/F3HPc12vHoOIzTolTIyv87gIsF6FBWlxRNPe8eGefQoR5yZOS+8Mc1/H29QDb3muoBj07zxtMzA9vVb2m7fvcJw4dYv349/vrrL2zevBleXl4sw2v//v24desW0/JQOjsJnsm7Q8+VlpayjK4lS5Z0KJ29I4YPwWUt32y15LWBtCQv/nEN57UQnEmhvdnWR8cg2M2ac6fWkTYa7y0IUPH4SKEqoJtPpYDKrjw20xtPzJYIyXsLmnoSUcPCf65kIKWqCjN83BDgaYXX90ajqr5ZVgXZ2FAfddW1iCxQ3cF9sGgI9scXKIS7/KwF8He1gZWJAe4N81ZoZkoT+Pi3DqNcaeP25GQfLB3lgZiUYlxIK8YYLxssG++rlQAz+KUDnJlZXTF6qNZSRwzj7oCMlpoOzDoklZWfVunM2RgBD0yU9LaicbDgg8NIU98S6bZAd2YSx7Wia/DY1+dYmxhKx97+vOJ8QZ6eB35pP1Qw0R3Y8sT8bq/KPOy1A7KMPF2NQ6mR/+LOS/grRtVgvWeUJd5aPAGBGw936D1NDUh/oo96Eno3ahbnk/FDtcbo1H961zCtKpBTCIe8GbqCUnHOvbcAj/x0DmdStPez/vbgGNnG8pMDMfj6HHfH7G2PjGHNebuTh76/gNNqZBp+dno48Z8FMv3o7+EJSMqvw/xAV4Xm2/KQsbvzcgYuJhdAYNyCGf6eWDDMVSsjX9v1u0+ImwkyZgwNDbFq1SrU1dVh7NixrFAhGT2EgYEBK3C4du1aTJw4UaGAYXdCNz95fsITGzHG3wBfr56Ly4kl+PNaEkiadNdQX6Zr4YL1w7qQ3iGjhyDfAfXqUueeXjnaBtu1ECDRLV5QU61QoVeKfBVQ4oMT6dgemYWzL81Dd0MhgYPRmSitr8VMfy9MGMKt7xn72iFIj/IlOcOMGhY+vzMSea0xld8u52OytyWaQJolY5gKDWHbJEBWUS3EBvWcupsVk/yweIy3LKtrlIcThrhbqmR+EXT+Xt9zWcXoIa7Ep+GpmYPhP9EHd08kR7t2kEbIy1GIeI5a/BSu6qwRSiJsdUaPqpO+eyDphZMpUKDlh5HR42IMlqFGS7ylkLKTgMPXs7Eg1B2ZJbUsw+x28t7iYKwc763Va8lDSIudurBkVDtVg6WEZ0sWie7W1cS8s1DB86MLTw9Bm5Yzsdzz1LmYStTO71hhSL1WT49xcwtIytWebS01epaOdMXUoVR9vH0NJXkvdl89wHmvdwYyfinc2BGjh4jJLZYZPveO9ceP57JV7usRrsYY7Kz7Mi7KUDawOsNnqr9k7j58IxdPb4uSGaJHEkuxIzoLO56cpPI3NLc+OtUPy8d6aqwK3hX6jOEjEAiYEaPJkPH09MQ///yDnuabh+bI/n/j7mhZ5U3i79hSLI1zYroWrpTAWwUdV0iPd6UeXuonu/funoB9kQdQLZ8KT1VMV47EjvDrOJkquWvp6S/O5OD3iBycealt10meHnmjR0pmeXOXFl1t+CsiE2/vvyFr7vnThXw8OMYNby0drtGrJTXMdq2dji+OJMiMHinn0isR5mqJgpYWdtw3c6qQqVR9ks7o58uGsyJiBJ2P+SNoT9ZWIoFr10EL2FU1IkSqVk8Tm7oeM+Tmfv/wVUSlVWBWgBM2LJAcZ3pRNafRQ/x6Mb3T14BE2HScXO+8dronPjmlruSl7iDVm7iDhkqe3KWizGDK5q9tFCMyvYhVD6aaNPotujfcaGvB5TUIcwIWhQ1mKeAhHnYdrl0j3ylemVBn8iS2nw1Ir5IXa8tDhSSjcosxwtW+U4UDlZE2C9U1JNso4rhoTlaaO4hzQfd1U6vehu5SWxM9FNZxmz90Rp5aOJhlkipndbVH9DsL8druSzhwpVS28dLEaCcDXC3gvk6k8COPJS3rHRHZD3Nt2wySruuj5cPwxp8xKGt9k2AnIf4zf6isfENnaW4Rs3pa9EMGCMkJlOeyh6YH4NeIDKSUKt4p1gKJoUienjf/ajN6pIRnVGDvpQxOzw8ZOrY61PT0WcOnL3DxVrGC0SNld0wBE/Mqe37oxva0on229sYP6XreXDFVY7M2GqyRb8/DG3vCcTGpHGG+5nj/bklbhysp+TiZqthos7AW+PBgBF6/cyx7DdX0UQc1wOsuw4c8PV8eT1DpaE7ndF6Qu8zzM0JNKI8Ms8+PkaeHu/iig40RDPT0UVhZj3yOkttkDFQ0dLwUN3n2xGouYYCTZMfCBaW9L/rsDDMEiPiCHOyIzMGV1xeynmzqEHehWjh5G6jgorLGh+rirJsbipQSEfZc12XHOW66Emojm5YusX1zI745dhMldZL3Y9mGrYaVJrTpmk2Q+NXMUB9vLgiFibkA7jZmrLp2QkEpAl3suq2lxuQQJywIcuAUjcqzfIa3TPC5dssRHEyQbGiCHYxwq6iBCfINkIZlI5xZ24iOsvtiOk4kFmKouxlWTBis0wJyhB70mCaHixfvGMs2HlS/h0vjc2ewNRoa65BQVI+aMtUeiXR91Rk9xMlNc5nomTygCblVbEPzzcnriMuqxLxgV5WKysq8s3Q83lwixr0fH0SkhunbXA8YE+iGR2bacrY7Of/BQub5nzHICseT1WQbKMGVNEL1rKi0w43sMpjo6SPUx7bLRk9dQzN+D0/DtvB0lNY2MEnBBD9bPDUzkJUxkZ/HzFgNqDbThkyZM63C5qTcCnCoCRhn0grVhry6E97w0SE7ItRniRxNzFYxfOjGvn+SH/bH5bDJWxv+PStAYdBJoZs3tbgSevXAbxeiQS2oxgeZ4si/2zw5tDsMT1fMfJFyObVC1sWYXJdn07hvQur6211Qw8QKEfeSdCO3WGb4aDITb+aI4GJugkwOwbKhcRPm+3qhqE6EqEzu47uUXoLlE7UvuU6hhinvH1PQoEihqeC9+7mNVPL0vLG9zeiRQok/nx2MxkNTghDqKMQNDq+Pg4MZS8OX1xh1BGmfr+/PX0dBYQPuGO7JdF6kPbnQTkNFeT69eyie/6utfUhPIN0ZC1vDGrXNkuwuWuVpDW2R9vbQgJ+dEC8sCsYbWyNZSxf6k22PjMWEwfb45kQitl5IQV0TFfrTx+qJfpgfJsm8e++fWGy/lME+l26pleO98MqiEJ0eH2nTKOvw5YUhmOSTg88PJILMnykuQHk9EFMKUP7jfdO8cNdwLza2lL2fcUUNCgberqh81iurI56fe745J6uhdOBWEX68mI6fH52k0yJyR6NykMuxIDoag4WVCTJISPgtn9W1/aGxsrngQkIRHtmiXg9FWjDyAEkJMgb+eHkutoenY8v5ZHadIRazcyvlWl4a8x6ffnGuxu9Pm0R9MjylzQk5IK/7OE8nTAlyRLinHRZ9cAK0rXRvNXoImp/fXDYKlz45yRr/yjM3yB7F5SLczK8GRXtemDMED0zx4/ws8vxok9WnDbR5PnM9D9+fTUJJdQu75wQGTTidUAQ7KyM8OyOYjT2ax346nYTrSu1nMlq9jhODHGAg0GcdA7iWuDCP7tk8tAdv+OiQpmb1gmZbNbslKqmvrdFDXM0ux0qlx34+l8o6elPhKPnCd3tianH8+mFEvyvJMCM9wThvW8QWKHp8iLG+bZVEH5kxBL9dzUSqkuuSJpF1sztfkbM9qEu0ldAIFfWqRkuonGvXRoPxMyfQCVZmZricrWrYnI4uR3ZBI4Z6WcHdCpzp3FN8tBcCkov6td0RKunZaA2OHdo4R+0umcJfN7ltUOZx27DACJuWjsAD311SmDBowRcb6GNnRBp87M07ndVDnp/PVyjG12n3W9fYzDwnFkJ9lIvanO+vzfDDJydTmGeFJu2PHhmDlZs7V6tDnWi5PcwMAEdrIRqamuFuKUB0Vi0oCYe6c5PrgBaNCT6WOJdaqbaSOJFZKsL+6Cz88dJM2JgLFHQ2pMei9PDEwnIMdrRGqKdkob+SXIptlzJYN24S0JLBRb/PGuKqM88PadP+79B15FWJ4GIhxLNzQ3Fi0xy2CJF3mP4lw4g2KFSKgRYe8vSog6ozG7VIjB8Ke2lr+JCnR7lwJIWjPt5/AV88OLvLnh/ytMTnluOfGO5wHjkPSEsnHdsU9lAnpM6tqNFYaNNEaITqhgbmi1gyxBHTA53w4u8XcC6lmhnJ5gI95HOE2tLLmlhF+/Y8P3eFeiMiS3OGZF6FxCggLdZVNcdBHdSvvjEPnx6MxqXUYozwtEJORQsqRU3wdLSAkdAQQgM9TAnSviVPV6gWNeJUehGqWzulUmi5kcTiLWKk5dexljk0/mgeS2mtr6PfalBIZ+/wzEJczy7BpZR8OFsZIk1JIT/Y2gB3j9de96hLbmsBw/7G0qHqxY1LRqp6Echafm+X+gJhXEzytlfx9JDRQwYUV7XfKjHw5l5JfSOa3J9fOBTK7XioKeeLC8IU4twnX5iDdVNc2UJLzAsU4J/nZmidrdYZqE/QM7MCYKW0lpPGR17gHKVm8vC0NmBhOCq8aKxGVEv1O2KzqzF3qCdbSOUJ87DE0gnaCVSlGq0z8dyiPjIQhCQ8UQOFvwLVrJfkcSPIo7N//VSM9bCEhYEkbj97qBOsTAxRXtPCFgddQvofqn9CU12lSKI7oBEx3dsEi8f54NYHC9kCtO+12V02eogv7xuF6V6Ke6+5AfaI2TiHGdnKUBNaMyNDTPS1wx3DvNkC2dhC17WFFfCj61lTV6XR6HGgWJghcOJWIU7HZ7Nwi7K+g4ydZaO9ZEYPEZdTzMIyZPSYmRqxf+l3elwXkEHz3M4riMgVIbsK7N/n/4xgdYcojZoWf7r3aEfv62gu8yJebA1vcUG1M2kRomFOWh9tOZ/OfUwppWK24HWFfVHZeHDzBazfEYUTqdxmr4+VntY1W4JdbWGh4aW5lRKjh9h7qxDP7rmBAwnVoNJd1Y2kHVW/cXjveBoCXzrA5ml1kKeUwsSaEDdrp96h6/vaklH4dc10GOgJkJBbhpySahRV1sHYQA/TA116rEBkfVMLDA3FzLPJROMNrU1WWwArM33WAFc6j/nZSyIQdJTyo2Pb2Qx8cjoVF7JqmdFD5rKbJeAgBJYOc8SOdTO6PSNRHbzHR4fMGumCBXEOOBhXpJLxwSV+JGtZzRzDCdfCTOGt2kYqha6HCqr6xMF5invJ3VyXXl2Ar47ckBUMe2buME5x378XjMBTs4ayBZ52nN1p9Ei5O8yTdYluL6uLFmDS+nBlddECbm1ugJJq6lndVnyQQt4WJnrIzq/E+cZabJjpi3JRE6vyOmeIa4eMHuJGRoXaRqA0Pcn34lGGFq43V05V0PgQZJRKBc7SStp3jvREMzLRLBajtKqepeS7WBvrtKCX1Av02ORBrBWE1PU/xMEEj88MVdAL6MLgmuZvi/GBDpgxbC7CE0sQl1uMYFd7WR+iqLcW4p2/I3AqsXWMzhrBRJJU68bLXmK5H7+Zi/D0clS3tl2gFg5ZFZp9SGSLGgj0UNMkRlppHQv/ajP5DnaygaGexNOjV9fA/qVCa/R4V5D2dNsbmarSX49+/ycqHQ9PbWvGrEyYrx6OpaqP7dEdSxqfjoS5aHO1+7pqi2M/Wz2FHnGd8fR8fuwm0kvVG0/UJPnZReO09mTSmH1yegC+PJYg87zaUKjM2QqXMtrXzJRUah7LdG+GbDqCExumckoMiH+em45/7zyHv6IqORfY0YM0lEdWgkLY9313Sc6AaEJxZTk+vHc4Jvo79JihYCEUINjFBkm5NbiZV8kSCuiT/RzMcUeoJ6xaxwHNY49O80dsXoVCuCvI3hjxSo0CyQAd7W2J9bNGwM3W9LYZPX2qjk9P0dE6Plwcv5aHowk5sLU0wN2j/NVmfNCk99QPp3AmR3UiGGkDLBnrjz8iklj36IcnBHMuzOTxefyXcNZdmSZjXRSR6g9QkT5WxbVOLNGE6AHuNsZILlW8GacNssHPj03o8PtT2ftvzqjPvPnsTu7rpW1Wl3Ktpz8iqK5FEZqbKZZvglXjfTut8WkP0vpcSy+CjZERxgxxVBFJdqSoHBe0Pz724gzm3u8K1Dzzp/NJSMmvgYWZPhaGeiAuoxC/XVMvCqY7USyQVB9/dV4g7hjtrdUETGGmV/6MxO6oAmZI04K2bKQz3rl7ZIcyguQhUeiea1nIKxPhVm6xTJsjn+Gzeowb3lTKaJRHuaqxFFqWnprh0+msLnmND+Fgii5rfA7F5GDDzmjW/FgeGl2T/aww2d8Bd4z26VT4lsbsxcQ8mBjpY8JgV6zZehFJHJmpXSF201yNSSVrf72isOml6/hOB8oc0H21/NszSOIwDO8dZYH3l0kSVHqKnLI6nIjPw7WMItYextvBHItC3THM01ZlE0zz2NHoXCSVlmO0qwO2RaTiZIqqNzzMzRSbH5+kNuGjq/S7AoZ9yfDp6OR352dnFDwHdNvveVr7SWbFf8+z1EAuKKWwo2XD+ws0GV7PKkFlbQOu5pbhZFwJZxjk88UhHcosoArWy76/qPb5yb7W+HXNROgSyrAgjwd539xtTbu9Yq82epSVP6mGu56c7IX/nuNuQqvrAnjSekfUzZzag5DuheAyBKTQWSOv38Khrlg/O4gtZOqKYCqf/9jscuy/loms8joEOVpi5WS/ThtvtFC8vjsaF1KKIW6hQpxiWf8neTavGIUZw53bXTCf+P4YrrSmNj0z2R0bFnZdi6cuq4vORWRaKbLKqxDiYqcQEtTEmbgCPLHtqorhYy8AfnxsAoZzNEntyDg4GZuHjNJKVIpqdVpkUMqdIRb48oEp7W56jyTmwsFMD0vDBuNkbCZ2x6TDzRT41+xxGvVg19LKsPR/6ueVG5vmdJvBoA661hTepJCwmdCAef7bM75ok/Dj8QS8L9dhXcrjkxzxn3mStk3dAW/4dPOJ0yU0CX78TyQuZ5RgtI81/jMvTGsBIYkuH9pyidPbs2KUNT64R7cLcF+FWmk8+GsE53Pj3QX4be1srXdTT/9yEfvjueXVS0JN8Pn9MzrckfhmXil8Haww2te2R3d1XYHapCz6pq1z9/crR8Df2QrLvjyNUi0KvFGDROoV1FmWvHsA0VUA3aVb1kyQtVFR55F6e1EQrM0M4WJlhqGe1uy+SyioYC1IhAJ9BDhZqW0jQnWVorLK0ETFPg1I6CmGl50ZwnzstJrEaQGpqG2Avr4kXBSTUY6ntl9BY3Mz7M2EKK4RoUokqUMj5c5QR3x5f1iXq5jr2gvw3oFYnL5VCGpiTvqaR6b4M1F4e9B1WfPLFVyVy6ikb7og2BbvLhvdadE0ef6e2RaOFG0GXRch40PbczztwyNMJC3PmknqMwGpIeld36k3fKI3zu5SqLEnqWtoxt3fnkWcnHJ8kJ0R/nhyardu2vpd5eb+DNN73D2Wc/BQ/J9uMrL0uRbEm3klLL2WsDDSg6hBzGKpo9zN8eR09S7yrkC7q7xyScsHZ2uTHtH+dBUzU/VDnRY9aSq/NhRXqy+T52Xv1KGF6usTt/DLuUymJSDfwfJxbniR6sb04DmlcfbsrydwNqkRXgbAG6va0oU1EeJhxdqzKI/RT+8fhYe3Rrb799QbqLPIp3BTQIY8cE9N9cF/5gfJUqBf+vMCzsZVYqiXEO/dM1FBGErnn4ye2oZmtpjQrpZ+HyVUNWRobFBnd4J0VXSMlPVSU9+klUaIjIV9UVmIziyHgX4LJg1yYZo8lq0lMIShQJ/9q6/XghUj3CA21MdoV/t2PT3y0Hfg+h50nFR8rqymAZ52Zl0Sx9I42U1p3jcLmbDbzAigclibzyaxTLj2PD90XV5eEISvj8YhPq+Sssgx2s8BT84I6LTRQ3PRa7ujesToIa6ml2o0kqVQRpiy0cMeP68+E5BE63aGQAnHofgLOl7Q8XZiYmSAfc9Mw5/nU3EurRjjvG2wfOKg26rrkafvnMk+iLQmB7ng5XUSVOhwX1QGRGIRlg7154zB02R5IakQhVUiCAz0MdLTBiHuNioLIhVSo4eogGtVQ1vU0s3WoFt2B7S7envXRVzPldR2uGu0M9bNDOqyXqO7IeFrmKsRInJV4+d3DffXKERWZtkwP1zKjOd8bqJf++mmdP3PJOYio6YMh+Wa+5Hxsy08B+M9HDBrhGuPeH5onE388KTs94RmYOXPlzmrZXNB41F5TE4PdEb4SzPxwm8nEZktVisAH2LUeU8PF6S5mhHgwjw/NMF+dt9kte9BBgt5eugeoR08/VtZ18hpyNDYMGs9xrKaehgZGkDU2Aw7M2OFppbqjIVfL6Zgd2Q2ylvdsiRgXTDSFY7mRix1Xa9WDzWNTXC1NMHyCYN0VouFPCw7rqTh98vJKK8BXGwEeHnBUHZ9OgOFWTNKqtlGi+wngYCWjyYmhH/82/PIpxYF7sDWdeq9eKRL+3TlWKQX1TDtIi32XUmPp/BjVI76rve6ZJyXESxNBBqNZCmaisDSZpXL8KHz8MuTk7DwqzYvqpSdL87uNUaDttD8tWKKH/tRh7QpM1frlu6kb53JPgRpIN755wY+PXqL/Uu/S1ta0MKyIyYfe6+X48HfIvDCzkiVyfJyajHyK0UwNRagobmFleXPKqlhA0UeuoEeGO/FxLtShjqb4V9TQ9mN9OOJm2x3LP1R/vuO7q4e3nwe4bktrDUApWz/fjUfL/11jX3n3gztzl66cxS8bRRt/buGOmL2CPcO3XTUc2ukm4XK4+TGbq+my39PJuKJbZfxv4tZCkaPFPLWnUvPZ5NBd0PXbN2vpzmfo2rZZKB1FvIs/LJuAeI+WIgtD3JXDf5pfcdCglIovKWOiFRaftuHDBbaudMiRsYO/Uu/cxkyNDZcbUwx2MkC+np6aGhshrOlEIEuVu0uRpTJdDKhEGW1zSDb2kAfKK0VIzyhAEtHecHTxoRtbOjfJ6YP1pnRQ56e80lF+Pp4MrIqgKomILGoEc/8Fsm0Yp2BPA5eduZso1UuAmrrm1iVdbrzpWf9THb7TZLpXhzpY4MR3jZdrglUQ51Ie4js8gaZkUxGs7p2IfIlKbigzao6SNdJ5RxGtL6E+qKR9/J2a/o0be5PxRfgeHRuh8cVE0RH5eB/JxNx6npej64hvMenmwbDzogMlNY2wsPahIkh6ffK8gZs42hp8YdSZVXaWdGgoN2FhYmA1UworaY05ibOkAzFjMl9ei29EB6WZpgU4swmlBkfHVUpQuj3ysEOdY9X+J7hSayysDLnUsoRnlCM6aHap23eDmi3ufup6TgVm4vU4mqM9XbAxCDHTu00dj89BX9dSMPu62mwNdHHg5OGtmv0kNh6y4UUVj9EslfmxsRIUmyyu6FxlpCr3sCSr5bdFaYHOeOzZSHYsCtW9th391NKa+e8hFRAkbsXNeBs3vae+eUiJBdUMcOCegzJL7JksFC4gnbu5Omhe4x+p7Yp1P/L0tAQowc7ykJDdL8Eu1kzz6G0oKA2O/Dq+kbUU7Eheg+BpLkqhXioNAzpg+aGuCK7rIa1w9CV0UPQonzyZhZqlS5vVTPw3qHL+OSeyR2eA+j1S0d54FZ+BdP4KLeWkWf11wc0en50xRBXa63alOgCqol6LSUfbg5WbLxo8vZR4UOq/syl8WlvnqBxuuc/vT8h5WJSET47dguJ+ZWsbY+HrRDPzg7EvNC23obqYJXr98bg8I18NFJjWUPg7tHueO3OoT3i+eENn26AwltVomZm9FiYGsGDJuHKelzOKVZbZTQyu0hm+NCkSrqf7LJaVnSvpr4RRgb6sDA2VLsg0s0kf0ORp0fZ6JESuPEwUt6TVHPuCNez1ddISS8lwSK34fPH+VR8fuQmchuBu0dY4pPl6kMQ3Q3tnJaN61i9Hk2en450XGed0RtbWCEvYwE4s3jouYWhvj1y89M4G+Ssh+v53F5A+WrZXWVpmBfG+jkit7wWrtamWhs9tItU/pudL8zAxI/awnNS3MyAia2VbU/dzMd/Tycjq1QSUhnuYYOnZgQoZErSWKBwhVQUvP1SOr4+eQulrT2efO2M8OqiUFloiK6JNlk1lNnz5/V0CMQNmBfkCy9bUxRU1oPKH9FlNdADvG1N4GZjykLgujR4pNDxFMn3YZAjMrkGKQVVCHSz6vA4o5D2J/eOZFldB+Iz8PtlbqEWeX50CS2UEaklyC6vQqCzLfMW0Xenczc1wBaHE9SUQdcxZxKL8JibLTOS2zN8qeUFaX00ZXX1lCi9Ozb3P19Iw628SjQ3AXTL3CwUYd22KOxcYyJLNOCCNg6n4gtx8Ho+y/AjEUhtE/DX1WzMD/Hoth548vCGTzdAmh4LoQHz9JDRQ/9Sy4qxbvbYimzOLrzDWEfmtp3VWF97NLVqfIxaNT4edmZaT1RU+E0THRHzSpnp74T9ahonDvXgbvWw5IsziM5rM5ioyNeBqAO4qYNUZi5ORufjam5xh8WhPcGg1p0iuXSVPfQ05VkZAk/PGYLh3tSNqfuhcfbNqmmY/PEpleceCHPVibdHHjJcOuLlOXwjF1+duIny6kZYmwvw9EzJbpLegzxGT2yLkr02wBZ4464xzJAgT8/Wi2lIL6mGsT7QJNZHVEYZtkek4AUbSQhYWRRM9bC+P5eEklajh65HSkkDvjt2A4Eu1lqLgpVrufyTcB1T/Gww1M0SSYWVrEDPYGdLPD5tiILuj0JiuvT80DEtDvXEBQ4tmpc5UFbX0Kk5QDpuJgU4oLiiDr+jCwr1DpT82PDbBcQUtnlPHpvogefnBrPvQmnWPcVQN2tWYFVbI4U8P+raXpyMyceOK8loaBBhXKA7lo326XJjUU2QkUVyhaYWibatKwkUtLkvqhaxSs7yvWCbWhMNtqwepVZLRp9//Ga2rKyB1DynzgOpReW84dNXocG7PMyLhbfI00NGD/0+wd8B92cW4tcIxV5Z84PsMXWos8rO6o7h7kx7QNY1iSlp0Go7WKna7YUM9WKIzoRSqNbNjugslZpBlE3DZeGTp0fe6JFCbmmqdKprz88z2yKw74a0T3MG7ozTPh24J6Aqs49MGoQfziSxlhC0lIZ5W2LJUE8YCvQwxNUGAa6q2qHuxMPOlHXAfva3EwhPb4GbHvDG/aMxPeT2hi3J0/Pm/uvIq5T4SHOqm7FxbzR87CzYOSID6MILNojLKYMR9BHsZSNbNPIr6lBW2wihoT6szYRobmliwuLicomWh0tXQhXQKUuL7goLY3000k68GSgQNbP308bwIU+PctV24mxKGb6+ayisrYUQN4sxxN1KYYGjNg4/n09FVUMzLIwM8NAkX7hZUSPaAriYmWJisHOnNB73TvbB3rgcXExvu1/thICflytsTIy6HE4d5m3HKkNzebGne0Jnnp6nt19FvJzRQ/x4IQtj3e0xY5gLZg9yw64Y3dftUYau2F1hvjrxzLy17zo2X8yS/X46KwVnk0rw31Vjuqx7Uid033U1Cyfj89DYVI8xfo64f8KgTiel0ObeSF9fpamqFMrqpAQHrvumuLIBMWmq14vsIGvD7jP85OE9Pt0EGTn+TpYqWV1vLxuBmf6u2BmVDHF9A+aEemP+KE+1npyzCYXYE5WF2gYxbM0MsXqCj1ZZGY/PCMKvVzKQUynmrEDa2VDKjicnYe+lDOy9nglLUzFWTwxV69Y8kaheaHopQbW8e1c9PVKjR1r5ln5fEp3fqzw/0s7osTmlcDIzwahBdhqrwfYEtKj+vGbebcmuUMfZm3kyo0d6PQtrxPjkWDRemj+CtQ9Q50FytjKBjakAeRW1KKuqZR4fEtbYW6vPdPS1t4SZsSEqSbBb3yL7TCehAXs/bbiYqd77kVJRhWfHkv9XEfL0kNFTJmqEm5UQORUivLUvBlV1bTvhwAvJeGfp8E5V6t7+xCT870Qc/ozKgg2a4e/tiplBTvBzsujydabeeh8uC8W/d91QeW7LWt14dC/EFSI+nztr64WdUQgPdcK8MDeEXUlERJb6MhNdxUYPePPeYTrxxlHttV/ljB4pF9PKcSgqE/eM122omzw9355MwNaLmbK+ZVdzM5FSWoPPl4d1yvNz6EYOLsvVY+Ji/W+n8ObSSWyjQpt22nTQ/UcbiVw1qom0UloX3NDd8IZPN0LGDpfrctpQJ0wOcdS40FAcND6nArujslBT3wx7cyMUVTXgt0tpWrne6T2P/3suPjgSha0XCrQuu66t50ebSscUnjuSyF3ob5SvUKtUxsMRObiUVYTRbrZYEOah9nUU3iJowTIz0kNNg6RVBT3emwwfqeeHfnoTdF47E/boLipEbfoU+dBwZVUjTiXkw8nSW2UcU0XtG1nF8LKxwIoxXth8PrVV4yPGcE8brAzzU7ubpsl5zWR/mcaHtgt+dkZ4Ynao1mGuENa3SzV5ARqahFJ4izw9ZPRYmBrDtKwcaUpK3ZuFdfj+RAzeXz6xU56ff80Mxorxg1mPNTpn0lpEuuytt27racSVSDw9ujJ6iPQK9RskmlmkXqtvV03A4q+PI7eD+6l1k10xyseV4qHY8Gckyjh0d6/M8cO8oZ4dMno0zW2Uzq4uFy2xuLrTIUh1UBh3b1SWymceiStBZEoJJgVq39LkbGwhfjofjzPp7ZcQCM9uwdwvz2KmvxWGuNmiWtQMc6EBfjidptDMVJ7SesoV7n54w6eXLjQ0+PMq6lhGiIuVEGZCARNGVnbA9U6W/MaFo/DiXMnOmQR0Pbmbv3+SP366lMqZCfbKook4EZuHvKoaeFlbYLSfvcpC9tiWcBxPkDRY3Yoc/B6ViZ8eGc+5QyFND4W3aJGUGj1tj/P0Ncb5ucD0RKpCVhJd9aGDbFEjkhT2lB8v1Dtt64U01DVJjN8pAbZ4cV4w6hqaOLO6uHhosi/G+zlwZnVpw/xR7th6ORUxctVqiWVDHdT2yyJND4W3yNND+9wcuU20fEHSrKoWZrh0Nq2Zjr07QihSz8+BbspCGuFJ50219QExyloyjxKk83l0ciC+On5T1mC3PbY/pFio8ythGF7YGoFcufDNtytHYG6IS4fmTZImHL+Rh+yqagx1sceUQAeFOYvS2elKcBk/w5ytdZ7RWVhZi7pG7gSG7HJyvThq5TV69JsjOJfX8TIbJ5Iq2I+vPlDdotjBXZnxnu3XQdMFvOHTS6HB72JlAmOBPvIqRLBvbmEeH2dLI61d7wTdsLer4ictTL//ayo27b2Gc6kSvVGoDfDuyon44vhNHL9VgKbGZhgbGWDJcHesmzlEtpiRp0dq9EghrcJf4SlYOclfZSIirw5peii81SJX8r+3eXt4tIME3mum+eHHMymyrttT/G0h1DNmi5x8dhV5en69mMbEkUatC8rZhFIEe2bhyckSAay2kOenszor+pxvV4/DltO3cD4lH6b6wKpxIbhrgmqISwp5EUjTQ+GugqoG2AiBmlrJMcgXJPWw0Geemr4ALfy/XbiFKyllcHMV4IkJw9Q2am4PyvChFHCqeKzMrpcUja0AJ3N8sGwEriYVIbm8CsOd7PHgNF+MfueYSkIJFehUFu9PGuyIHc9NR2RGMfRaxPB1soK/c8dCgkn5VXh5VzSisyqZ0NdULwPLx3rgtTtDZe9Dx/QwxzEtGeqIOR2sKaYNvo6WsDUXoKZc0dQyZnWD1NcUknL/lwdwQVGW2ilStbCZAr073wS3I/BNSntBry51UPYPCR87o/HpTZBAkSZD2shQjPdIbB4+OxKP2sZmmBoboLa+GebGBnjvzuGYHOzEbvw398ZgS7gkJ9ZIH2hovWkWhzjioxUj1dbQ6M1ZXf0RculTFlVRlQj2FsZwsTbR6cRNfczOJuaisL4WDkILZvRMD3BmGh8p2y6m4K39t6AnBizMDFEramLC5HnBTnjzrtAeNxjovqUaSbTh0Nboks/q2hmRjs3n0mRZL4GOJp3W+NyO2i7/2nIFVUqL3HvtdCmnMfTZ4RjEZpVgXqg7npk3VEUX89xPl5AjBsbYAX8oeZhoHCYXVjFNpaGBHpqaxUxbOchRYrh8efg69kRnwdUIeGqB5pYsna0mzHouHozHtitZzOihorIiMZgB/NXyUahpbkJxdQ1Gejoxw56O6eC1TFRDhDuCfDCpkzXFtOGviEy8+88NlLV6w0wozDe7/R5r7RWj1DVdlWLwTUq7+cT1FHQTUoYLLSxU96MrvXZ6AxSi+OlsCrZeSIWJkFoBCFidoqYmMZ6dNRh3j/FmRg15fJ7YFa3y928v8Of0+PD0PLTAkxG791oWKqjgprEB7hrljrkhbjrvNUaLCo0d8vRwaXse3nIRVY1tHh/69Cdne3TY49NboGPqalZXT0ObmzXfHUcUR0kdumKH10/l9PxQzSXl3m6OpsCVjQs7PB4l8oBmGAsMmMe8J6899S98bXc0TiSWwsyQvPZAfYNEpO5oDBTWg2nHaOa6b6wL3l48okfnMSrOeeZmLkTiRkz0dWu3t9rD3x7Aqcwe+3o4sWGqwoamM/BNSvsJ0iJd3VHk7HZARo2XrRlMjA1RXduI5iYx6hpbWBYOiVKl8W3K1JgVm6UQ7prgbYW7x/n1S6OHDNwDV7Jw9GY+3JwNsGLUEKad6M3fl4qXkUeSasJYmhiivLYRf0dlw9PGHMO8JAXmdAUZO+p2gpRVuGqCj0zjY9Cq8Vk+0r9PGj3SY9JUBK43Qt6WDDWaV/KApJdUqRg+5Ol59S/VhraFtVSe4ji+vH+W1p9P19rLzkzFW0P6lIMRWTiRVABHG33cFzak06E3TZBR7mVrASOUsrAr+RmlcqMCOd0RGT/bL+fB3ECI5+YF9NgYpfnEx9Ff69eHd6PRY0l6VTnZkS6SbjoCr/EZAJDH6FZeOYz0DBDsaX1bd49UA2PqECckFlTi75gcJj61NhVg5VhvjPKzU1gsf3x4nNZZXX0Z2qk+9OOltvTQBGDzmXy8vyyUZc3IQ5M47azJ+0HXUZcZOh2BFpfCyjrW3ZwyDs2FRjAykHQsL6oR6TwzpT2oKzs1KJVmdY0boigo5el+KLTkZUaZOdwLjbedqnYqpbAKuWqMpX036rEqtQRhvu3rUNQljVD9mkd/uoQouXpilOX6lobQG91fcTnlaGpqwWAXK1YyQZt7jBbu+yd4I7Gokumb2tNY74tOx/RAR4xRmvd6C+M80W0enyox4C0AXr5rBOaObL/Fha7hDZ9+DlW//fpkErLLqlm2S7C7DdbPGnJb9QK0YD83NxALQt2RV14DT3tztSJC8vzQT3+FPCck2FauiUHhmjd33WCpwlLPD+sBdzUNR2NzUFvbAB9nG9w92hNTBjv1+CJPO2pHSxNWibq4up410q2sbYKtmQAOZsIe6TXWH7wk/Qkq3fGfu8ZwanzI0ODyspAOiu56da2T91zLhLe9eacqGtMm4efwBAWjR+p9evvvOIzxsVf5TqRR+uBgHFIKaiDWAzzsTfDIRD/cOdxdq3uMQjXfrRqDBe8fQWY7lk+jWI+14BjZQt7R3mekb1m7sNs0PnS90xuBf/0RhaUJufjsvtHoSXjDp597en46l4Ks0mp2oZv19BCbTRkwSfCxH3HbPT8UY5bGmckA+OV0Ig7G5cLJSox/TRvV62rddAfkGbmSXs75HOXBpRRVMsOHCoB9ffwW/ojIlpWITy4vYeEFG1NjZsj25K6RPmuIiyXuHOEu0/hYmwiweIR7p3pA9Wbo3G/cHY5zcZUobT334x2B756Y020p4u15CI/H5CEmvwShDtaYOdztthfBlC/cevKlWVpnddGGZ6qfLU6nqAqDfC3BehVS6xGaqzo6pqgH1tVESX0vZahUUlJhhcL3oo3F+/tjcIPEOK0kFdTh14sp8LU3x0gt77HDkVntGj1GeoC5sT4cTG/PJkFb0j9YqKD1If/z+OGOOBFTiGKx5Pe1C4fAzc4C+VW1SMwtRXFtA2ISSpDaAHgYA3r1gCbH0e6YAtwZXMDq2/UUveNu4ekWqLkj6S7oJrMyF6K5uZnVASquauxSTZDumMjv/PIkkopbKzxkAX/HnsMr8wJYpeP+DE16Y7ytOXug0R7Q0cKEGYUxmWU4catAoS8OEZdbg5j0QoS4Ux+wnr2daQd8x3A3hHnbdVtW1+0mLqcCd3x1XiUd+lIhMOyto3j/zhAIjfUQ5NIz7UZyyurw7G9XcDVH6sXIRsD5ZHy8fCTrHt8bzj15Z56bP0yr15LB9vriUJRsD8eN/DZrwVoADPF0gqOVkPUq7EzolPSEjlQfIJO7orOzpaJuMiazFAlyRg+kFcOrRMgur8HQFmutvsO5tGL136m1QbGZiQGmBTphhI99r7hmmpAvSCnNeHvvXnUZb96c2XG03sz77ARK1dQnjMgp4g0fHt1AHa1JP1NYVYeyKhHz+OhBDHsLQa+pCUI3x4+n49qMHjneO5zA2jv0dc+PpvRY+p0E2/uuFyAiW7Hs7GOTvVjhPfrb0tp6lqLLRV1Tx4uK6Qr6/h1tPtqXPD0v/nGFs6mwlJf3xcr+/6W5/nhiuub04K5uEH44kShn9EhIKBZh1TcX8enKEZg4pC3s2Zm0+tsBhYd+f2IaTscX4FxSLkqqmmBvJWRGz3APa1ibda6vGHmVH50YhEMx51X0NktH2CHYXTGrqaG+mbPvGLmd7E2Mtf4Ok33s8XestGdgGyOtgInDvSFqbIKvvRVmhbjcFo9hT1V4l38tCb8DXUxwQbkseSteVhZsvPbUOOU9Pv0YWowenewnp/ERM43Pqgn+vcbbQ4v65RT1PV+Siyr6tOFDNzPtGJuaW2BooA9HC6HKzU2/71g7CTsvpODv2CxYGzVjQag/Jge5sMmbDCcPWzPYWwhRWFOtsBCTXuGLk+n47GQ6pngB79wzvd9kAOoaErom5FWisaEZg92s2i0NQb2F0ko01ZlV5IMjSfCzt8Ds0O6pPkvfJyqXuwUM3UHP7YjCxyuGYXaIG/IrRIhIL0ZtfQtMjfUR5m3f6YaUPQF5fhaNdGM/FHKi8BZ5esjooXums14RCqV/et8wfLg/BiT1oSu+bLQrnp0XrNJsNMTLFt52RkhRuuYzA5ww1Ev7UPLdE32w/VoWruW0NYl2MAHefGAifBwo60zMjNGONDtNzq/G27vDcTOrHmGBhti0ZFq3dnLXNTTHvbtsLGZ9cprNWfIMshPA19WczZPuNqY94gHjCxj28jo+/S2rSxla1L89fgOfnlRt2kccXDdZK8OHhYMyyhGenA8LoQEmBbjd9nRw+k7ZZbVobG5hNz4ZQdQ+QdPNTYJM0iaQm15+YqS/3R+dje/PJCOzRKSx7PuXy4cx7Q1PG1dSS/DliVuIzy5nolUvG3M8OydAYzFQ8vjc/7/TiC3Q3vgJddDD70/N6RbNTVGlCK/8EYNjyepDKZNd9PDO/VMRlVWKKlETHCyELAxpITTE3GDXXu350UURQU1zYGZJNWzMjOHraK7W6KDyDN8ev4mc0gYYGgLzR7jguVnBnTIy/rqQhmMJBRjuYY6VEwM67d3Zfikdr/wdp/r4o2OYpqovEZ1ejke3XEBJqwvO1VwAJ0sh7h7jhpGe9uzaqCtOqw18HR8eGb05FEGT2mPTglmoRzncRRofbYweMgo+PXwTv13KYJVSCbsTSXh5oWo6eE9CEzd5emixoQncxAgQNTRr1CvQhMw1KdN7LBvtiXG+DohOL8H2y/EIz1LeO0l4ZmcMhnvY8p4fOV3Mt6cSEZlWziqAG+gBt/Kr8d/jtzQ2/KWF6sN7x3BqfNRRViNW6SOmK6xMjbBgpCuuZRejRI1WIrtejOKqeubpIaPHRGDA/iVvF3lSzt7IwenEIri5G2LVqKBuqWfTG5vmajsH0oaB7p304irYmQuZ+Lojnhllzw/9dAXy9LzJYfQQ63+6ggOvzOpTnh+BoR6C3G3Q3ELzooCF/SrqmpBTVo/hHm1NZ7ub3isnVyIxMRGLFy+Gvb0988RMnDgRp06dUnhNZmYm7rjjDpiZmbHXPfPMM2ho0H63xnN7oEX98IZZeGueP8Z5mGFxiCnz9GgjbKad4YWEIvwR0Wb0ELQwfH7gBqtWerugm5jCW3Wtxg79S7939uaWFrOcOMQReeXcRo+U5MIOtqnup7BCi7mVzPNGRo+JADDWl6TT5pTXIL1YUS+jTLCbFaI2zsE4LR1ow9ytFPqI6bwG1mAnPD83hAnfuRhsJ2QV3im8RZ6eusZm9m+1iLxXZ/HakUQcTyvD1nNFmP35GeZN4FGE7rEpQ5yYBqizRo+uoKKP6hLESEVEWZ19rdaTjYkA1fXNEDU0orS6keJOcLY26rEwV58yfBYuXIimpiacPHkSkZGRGD58OBYtWoT8/Hz2PGUs0Wtqampw/vx57NixA7t27cLzzz9/u786jxbQgH9w2mDseGoavnhguta6HjIokooqIGrtvye/5FQ1AJmlmhe27j4m0idQeIs8PfRvV/QKUkgf4GCmeTdMKe48kvFhZKjHPB802dU3Uv0UgHTiBgZ6sBS2H/Ylz8+OdQvx79mDWFaOOiiyumHR8G5NLacw9d1hHvjmvuGwU7Kv/GyN8My80cyDRZoeCm+Rp8fYQB9XMwqRVaUo3SXjj7wJ5FXoDVCYl7J/qG9Zcn4VawFBjw1kqOijujHn2GpI9MbNRn1TM/tXGfJOrRjrDVcbU9Q2tcDCxBCLQl0xP9ijR4XefULcXFxcjOTkZGzevBlDh0qa133wwQf49ttvERcXB2dnZxw9ehTx8fHIysqCq6ukEuSnn36Khx56CO+++26/0evwKELeE38HK9Amu4EWNbnnLIwAT1vz2+7Nop2MLvUK9J5rpw/DI79f43x+uBVYNhiPZHy42phgop8DCirrUFrTAlpLLYTArFD3DunA1s0MYNWhzyfmAvotKCyvw4lb+awozL3jvbBq2pAeqadDXoh5w9wwysceh65m4GZpFUa62GDOiLbFg4TMtmauLKuLtEq/nE/lfK/61lpRtzvkRQba2ZsF2H0tHZfTJN7KECdg5ZRQ1pS2o7pEWnSpKnxiXjXic0thpKcHX2drdl/0lppH2kDX5Y3FwZwan88fHdPrwlyl1Q24mFjIklJoUzHS2x4BLpYK2jLSJfk7WSK3rBYWJgK425r2uGetT4wAOzs7BAYG4pdffsHIkSNhbGyM//3vf3BycsKoUaPYay5duoSQkBCZ0UPMnTsX9fX1zEM0ffp0zvem5+lHXhzF03cgQ2JigAPuDfNS1PgIgfULQ2+7wLk79ArEjGEueCrXG9+cUQxVWBsA3zwxo8+IWHvi3FNZhwXD3GBqbIDI9FIYGIox2ssOi0d4dfg8kSdS3hv5Gm4fZOT4uNqgvKkRenoSrZv8rpmOjX5ILOrvYopYaoClBC031BH+dsJ6aV3PwadH4mXdw4nIAiBj/w3YCgWYGOCk9eJI5yGpoIo1Qj4cl4ea1t2QhQEwJ9QJa2cM6XIzzJ6EWmtQlenentWVVVKL9w7E4WxCIWpanYv2Zom4e5QXVo33U8gqpO9+O79/nzB89PT0cOzYMabxsbCwgL6+PjN6Dh8+DGtra/YaCnnRY/LY2NjAyMhIFg7j4v3338ebb77Z7cfA033Q5P7yomAsCHXrVVld3c1/5gdjdqAbvjoaheyKWswPccO/ZoaqXcxpN3YkNgf7r8SjrBFYOtwHj0wP7PUF1LoKnQ/S6vg6mOHeMG+IIYa1qVGfNg7pWr657zoOXC+QpQe7n0nA20tGqGSqkYdj3cxgXMu4hIxyRc3jhll+t907SDqVPRFpCkaPlGIRcCg5HaP97LUyfMjTQ4VbzyUU4cStNqOHoEjfsesFcLYxxpNTA/uc52frWu0btvY0da1Zp+eT24weorgGOBSVAVcbIe4Z5dNr7rnbeuU3bdrUrtERERHBvDpr166Fo6Mjzp07BxMTE/z4449M40PPu7i4yAwkZcRiMefjUl5++WVs2LBBwePj4eHRpePi6Xlo8R7pY8N+BhLDva3x0xpub6Y85Ol44c9IhRol7x5Lw28RmTi8YXavmZC6c3yYCwXsp69DHpL90bk4LGf0ENkVLfj6UBQCXaarZKqRh+PA+un440IyTiYUwM5KjGXDAxHmf/srB9OiWSJSn4RSVCAp76ANFFKuqW9GcY0IjRz6f3IIF5Y1d1vmnSb6SkHJzkDHlcM0WZLfyUSVqrOaxEB+eQN7TW857ttq+Kxbtw4rVqzQ+Bpvb28maP7nn39QVlYm0+qQvoe8QFu3bsVLL73EdD6XL19W+Ft6fWNjo4onSB4Km9EPD09/hbwD3xxPUCnMRmSUN+Pr4zHYMG/EbV8AebSDhKMpheWyWk40iUvX+AJRC/Ir6jhT9Gmhf2TmEKyeHqBTzVlXIYFusKMV0stU+3URC4PdtA5z0TGZGRvA3kwIgfyJaYWO1tHGoNsy79R5oSLTSvHn1TQUlIlgYaqHWUM8MSPEuc9VblYHGXOeNmagXIF6UZvRQxjpg2Vt9XRLHU3c1m9CKef00x61tZLYNIW45KHfW1okp3j8+PFMxJyXlyfzAJHgmYwaqQ6Ih2cgQpkyWRXq0/ovp5Z3qhdSd+6MaUdOix0tUL1hce5NkPfDz9EaRshh4mT5td1JqA9nK5Me15x1BVr8184JQmppJG4WKbY0mOFv26FaOFJN1+QAB6QWV6lofGaHOmHpCJ8e8/bQWN51JRMfH41Hhdy+40B8OaZEZ+DFhaEsDNvXMTEywKIRbkimc34jF1Wt59zJkopAemPmELde4+3pM5WbKatryJAhmDp1KjZu3MhCXT/88AO++OILFuoaNmwYS2enFHfy7nz88ccoLS1lGV1LlizBV199NaArN/P0bapFTcwQICOAa8KWVrmlTmz0WnIpk4ZF+lry+Px7RyROJnPvqNdMcsKLC0b1CgODig1eSCpk5esp/X+kpw1C3G161aTZazU+VvqcGp++AmWfnY7Nw77YZAiajbBkuA/mhbl16r16Q1YXfYeojDK8/mc4bpZyL7P3hDnitfnD+43np66hGXHZFUgsKIelgQCD3K3gZW/WY/evtut3nzB8iKtXr+LVV19l/1L4Kjg4mBlB8+fPVyhgSFogCo2RcbRy5Up88sknHQpl8YYPT29AaszEZ1fir6vpiMstQlO9HuYMdcJ94wNkGRE00eRV1KGqrgmxWWWIyCxFXV0j7C2NsHS0N0Z527ZpfP64ipRS+YR/wMUCOPb83F4h9KRjOXQjlxUbJC1OTX0j69c0PcAJfk4WvcIw621an8vJJYjKLISruQkmBbm223+Mp2dDksdi8/DugRjktbXtUmC6nx023RXKjAOertPvDJ+egjd8eHpLY9PYnAp8dCgOGWWK2hwnc+D/lo/BWD97JBdKCr1dzyrDX1czUVDZyAr0kRnjZWuMN+4ciklDHGVegv1Rmdh9MQHlzcDc4S54ZsbQXmH0SENyB2Jy0QIxq+/R2NSC0up6jPW1R4i7VZd6+PDw9DRSj8+beyJwo7BpQHh8bjd8ry4enj46WZLRU1bTgGM3clSMHqKgGvj64FW43T+FNa4kQykqqxxF1Y2op4rErRkVGaX1+C08GUHuksa09LN68iA8MNGvV4lbpZD4kYww8vhQ0Vepx8fC2LDHevjw8OgKurdIv7NqUiA+P34TuZWKxs90f1s8NG4wb/TcBnrHVq8fLVqkxSAXdI2oGZGJhUgorYKDpQDeFlawtRGy7rO9qTs6T+9C2ti0WdyCkjrFsJQ82XUtrBkluWvrm1rYmBO3SLJWaO9IjwsMgBqRpA2A/JjrbeJWKaQDIO9OU6vGx6hV4+NhZ9arDDQeHm2RNBf2wDhfe1y5VYCk8mpYmxkgxMkeQ71t1Bo9+eUiRGeWorG+CYEeNvBxNOfvAR3CGz46gnbdsdlluJZZhlsFVTgdn6dSkMveBAjzdcBjkwfJtBcDBfn+LbSI0Q6eCsn1Nq/D7Uba2NRATx+e1iYwQBkUOyxJcDfRZ80oK0UNqKtvZh24TYX6ENW1gNoW0nRqJAAcrI1gZ953yjVQddc7hrvzWV08/QZpc2HPSdplp526mY9PD99CclENmlsAewvg8clDcN84b17kryN4w0cH0GKeVVLDjB7SUVxOUDV6iOI64FpKEbYb6cHHfuB4fsgozCqtQVZpLcpqG1hIg7pHO5qbwkxowBp38lk7io1NidnBrsgorcP51DKF8+lmqY91CyTNKK0aBMwzwnoWiMW4ml6CsppGmBlRcUN73D9uUJ8bZ9JWCzw8Aw3y9PxwNhVJhTVoEEs2MAVVwNaztzDE2RJjB93+gpP9Ad7w0VF4oqq+SebNqNPQUNjISA9lVarhh/4KnZOCijomwK0QNaKpRYycihqYGQkgNDSEgYERC2tQI0/+hlZsbOpsJcQIL1vcyCrHuVu5KK4TYbSbHWYN85BlddFrKRTkYmOCsb52yCmtQ0mlCEZGBvB3thgQY4xnYELp79TJnTzHlBXVHwTCVHyS1oZmMcBu8RZA1AxWiyirrBqjWmx7ZZi6r8EbPro4ifoSASYt3LTQm+gDinv0NhoaxLCx0O9T4YeuGoWiphbWNsTYQB9CgQGqG6gEvT57TmCoxzQtvamAXm9AqsOhTKZJAQ7sR5vXSiZ/vv4UT/8mLqcCv1xKZf+Ssi3I2RyrJw3q88UAqfikrakR0lCLqnpAoCdp+cCqH1ua8iJ/HcGnSugAWnho101CTNphjw1wgQ2HXUMan5F+Dlg51m/A7MTJKBQa6rOeafXNLaisa4RY3MwEufRcY5OYaVr4rB0eHh5tPT17o7JwPbsCehDDQA+Iza3CX9fS2XN9GQpfPzbVF152QuaVIM+PnQmwbKwPRvnY8V5xHcF7fHQEhRxGetvB39mSZdg8Mz2Az+pqNQqdrEzQwLw6YqbxcbMyYxofS6ER8wCRpoUPc/Hw8GhDeW0DiqsaQDIwezNTtOi1oKy6EWVVzey5vh7ymhnkAl97S5xPzENtcxOCnWwx3Nu219Tb6g/wZ1KH0OJNrQIYloCPo/Y9Zvq7UejnaAF3W1M+q4uHh6dL0Bxrb2GEWwVAYVUt9PX00dhMEgKDtvm3j+PjaAZP+95Zb6s/wBs+PD0C3bi9qTsvDw9P34Q8OktGeKBS1Mg0PhQOCnG1wN0jvfu8t0ee3lpvqz/Ar0Q8PDw8PH0KEjG/siCk32V18fQMvOHDw8PDw9PnIEMn1LNvZ3Hx3B74rC4eHh4eHh6eAQPv8VFC2qyeurzy8PDw8PDw9A2k67Z0HVcHb/goUVVVxf718PDormvDw8PDw8PD043ruJWV+jConrg902iA0dLSgtzcXFhYWLBqw91pmZJxlZWVBUvLgVlplz8H/DngxwJ/P/BzAj8v6mp9IHOGjB5XV1fo66tX8vAeHyXoZLm7u6OnoAs6UA0fKfw54M8BPxb4+4GfE/h5URfrgyZPjxRe3MzDw8PDw8MzYOANHx4eHh4eHp4BA2/43CaMjY3xxhtvsH8HKvw54M8BPxb4+4GfE/h5safXB17czMPDw8PDwzNg4D0+PDw8PDw8PAMG3vDh4eHh4eHhGTDwhg8PDw8PDw/PgIE3fHh4eHh4eHgGDLzho0P++9//YujQobKCS+PHj8ehQ4dkzz/00EOsGrT8z7hx4xTeo76+Hk8//TTs7e1hZmaGO++8E9nZ2egv54Aqa27atIlV1jQxMcG0adMQFxfXr87B+++/j7CwMFb929HREUuWLEFCQoLCa/r7WNDmHAyEsXD27Fnccccd7BjpGu/du3dAjQNtzsFAGAdc0DErX3tnZ+cOnZf+yrfffgsfHx8IhUKMGjUK586d0+n784aPDqGKzx988AGuXr3KfmbMmIHFixcrDNZ58+YhLy9P9nPw4EGF91i/fj327NmDHTt24Pz586iursaiRYvQ3NyM/nAOPvroI3z22Wf4+uuvERERwW702bNny3qk9YdzcObMGTz11FMIDw/HsWPH0NTUhDlz5qCmpkbhdf15LGhzDgbCWKDjHTZsGDtGdfTncaDNORgI40AdwcHBCtf+xo0bHTov/ZGdO3ey6/3qq68iKioKkydPxvz585GZmam7D6FeXTzdh42NjfjHH39k/7969Wrx4sWL1b62vLxcLBAIxDt27JA9lpOTI9bX1xcfPny4z5+DlpYWsbOzs/iDDz6QPScSicRWVlbi7777rt+eg8LCQuqHJz5z5ozssYE2FpTPwUAcC3T8e/bsUXhsoI0D5XMwEMeBlDfeeEM8bNgwzue0OS/9lTFjxoifeOIJhceGDBkifumll3T2GbzHp5ugnQjtTmi3Q+EeKadPn2au/8GDB+Pxxx9HYWGh7LnIyEg0NjaynbEUcnOGhITg4sWL6OvnIC0tDfn5+QrHR8Wppk6dKju+/nYOiIqKCvavra2twuMDaSwon4OBOha4GEjjQJmBPg6SkpLYsVBYZ8WKFUhNTdX6vPRHGhoa2PWWP26CftflcfNNSnUMuSppkReJRDA3N2fu2aCgIPYcuevuueceeHl5sYH9+uuvs1AQXWga1DTQjYyMYGNjo/CeTk5O7Lm+fg6kA5eORx76PSMjg/1/fzkHUmiTu2HDBkyaNIlN1FIGylhQdw6kxzCQxgIXA2kccDGQx8HYsWPxyy+/MIO3oKAA77zzDiZMmMBkAdqcl/5IcXEx2zBzHbcurzVv+OiYgIAAREdHo7y8HLt27cLq1auZ3oEW/uXLl8teRwvA6NGj2YR34MABLF26VOPCQcK3vn4OpCgfizbH19fOgZR169bh+vXrTJcgz0AZC5rOwUAbC1wMpHGgiYE4DsjolRIaGso2i35+fti6datM4N6Z89If0Ovm4+ZDXTqGdiaDBg1iExhltpCo74svvuB8rYuLC5vkyN1JkHiNXH1lZWUKryPXt7IF3BfPgTRjQdlylz++/nIOCMpC2bdvH06dOsVE35ror2NB3TkYaGNBW/rrOFAHPw7aoGw1MoDo2mtzXvoj9vb2MDAw6Pbj5g2fboYsVUrF5KKkpARZWVlssiMobU8gELAsGCmk9I+NjWUu0L5+DiiOTTe0/PHRpE7eIOnx9YdzQMdLXo7du3fj5MmT7Ljbo7+NhfbOwUAZCx2lv42D9uDHQRs0R968eZNde23OS3/EyMiIjXn54ybod50et85k0jzil19+WXz27FlxWlqa+Pr16+JXXnmFZR4cPXpUXFVVJX7++efFFy9eZM+fOnVKPH78eLGbm5u4srJSdvZIze7u7i4+fvy4+Nq1a+IZM2Yw5X9TU1OfPwcEZSlQZsLu3bvFN27cEN93331iFxeXfnUOnnzySXaMp0+fFufl5cl+amtr2fMDYSy0dw4Gyligax0VFcV+aLr97LPP2P9nZGQMiHHQ3jkYKOOAC7r2dH+kpqaKw8PDxYsWLRJbWFiI09PTtT4v/ZEdO3awLL6ffvpJHB8fL16/fr3YzMxMdl50AW/46JBHHnlE7OXlJTYyMhI7ODiIZ86cKVvwacKfM2cOe5wuqqenJ0tlzczMVHiPuro68bp168S2trZiExMTdjMov6avngNpmialcVKqprGxsXjKlCnspu5P54Amd66fLVu2DJix0N45GChjgYwZrvNA13sgjIP2zsFAGQdcLF++nBkydO1dXV3FS5cuFcfFxcme1+a89Fe++eYb2ToycuRIhVIgukCP/qM7/xEPDw8PDw8PT++F1/jw8PDw8PDwDBh4w4eHh4eHh4dnwMAbPjw8PDw8PDwDBt7w4eHh4eHh4Rkw8IYPDw8PDw8Pz4CBN3x4eHh4eHh4Bgy84cPDw8PDw8MzYOANHx4enk5DjQP37t2r9etPnz7N/oYa2PJ0/Pzx8PB0Hd7w4eHhUeGhhx5iizL9GBoawtPTE08++aRKs0zqGyXfZVoXbNq0CcOHD9f69dnZ2azHz5AhQ9DX6I7zx8PDoxne8OHh4eFk3rx5bGFOT0/Hjz/+iP3792Pt2rUKr6FGisbGxrf1DP7888+49957UVtbiwsXLqAv0RvOHw/PQIM3fHh4eDihBZkWZnd3d8yZMwfLly/H0aNHNYZqLl68yLw1QqEQo0ePZs/Ra6KjoxX+LjIykj1vamrKui4nJCTIjJg333wTMTExMo8TPaYO6rizZcsWrFq1CitXrsRPP/2k8Dx1tKYu8dTxmr6Tt7c33n//fdnzFHJbs2YNnJyc2PMhISH4559/FI5nypQpMDExgYeHB5555hnU1NTInqf3e++99/DII4/AwsKCeca+//57rT9f+fzduHEDM2bMYJ9nZ2fHvlt1dbWCErv80gAABXNJREFUJ27JkiX45JNP2HvSa5566ik0Njbyo5iHR0t4w4eHh6ddUlNTcfjwYQgEArWvqaqqwh133IHQ0FBcu3YNb7/9Nl588UXO17766qv49NNPcfXqVRZKI8OBIOPq+eefR3BwMPM20Q89po5Tp04xT8+sWbOY8fPHH3+w7yHlyy+/xL59+9jjZFz99ttvzPggWlpaWJiJjBt6PD4+Hh988AEMDAxkRsjcuXOxdOlSXL9+HTt37sT58+eZISMPHQcZcVFRUcwjRiHBW7dutfv5ytBxkJfNxsYGERER+PPPP3H8+HGVz6NjTklJYf9u3bqVGYaajEMeHh4ldNrylIeHp19AnbMNDAzEZmZmYqFQKOuo/dlnnym8jh7bs2cP+////ve/Yjs7O9ZJW8oPP/zAXhMVFaXQqfv48eOy1xw4cIA9Jv076kg9bNgwrb7nypUrxevXr5f9Tn9Hnynl6aefFs+YMYN1ulbmyJEjYn19fXFCQgLne69atUq8Zs0ahcfOnTvH/kb6XamD9AMPPCB7nj7H0dGRnYv2Pl/5/H3//fdiGxsbcXV1tcK5oc/Lz8+XXRf6zKamJtlr7rnnHtbpm4eHRzt4jw8PDw8n06dPZyGqy5cv4+mnn2beD/pXHeTRGDp0KAvpSBkzZgzna+l1UihkQxQWFnboSlCYavfu3XjggQdkj9H/b968WSE0RMcQEBDAwlTyoTp6nMJ4gwcP5nx/CseRJ8Xc3Fz2Q+eAPEVpaWmcx0KhKwoPSo9F0+crc/PmTQwbNgxmZmayxyZOnMg+TxoKJMgbJvVKSc9fR88dD89Ahjd8eHh4OKEFeNCgQWxhp5BNfX0909+ogxwYtPArP8aFfMhM+je0wHeE7du3QyQSYezYsSxcRj8UWrt06RILWxEjR45kRgqF3erq6pgI+u6772bPkY5GE/R9/vWvfzHDRfpD2qOkpCT4+flxHov0eKTHounztTl/yueovc/j4eFpH97w4eHh0Yo33niDiWpzc3M5n6d0ctLCkIEkhTQ8HYVS05ubm9t9HQmZSQ+kbJiQp0re62Npacl0Qj/88APT6ezatQulpaXMoKNU+MTERM73J6MlLi6OGX/KP/QdtUXd5ysTFBTEjkFePE1Zavr6+mq9Ujw8PB2HN3x4eHi0Ytq0aSzMQllMXFBWFXkeKBOJwjZHjhxhhhKhzpPBBYl/yUtCRkBxcbGCISWFniMB9WOPPcYyseR/7rvvPvzyyy8s0+n//u//sGPHDiY2JgOHBMMUirK2tsbUqVNZxtayZctw7Ngx9pmHDh1iIm5C6j2irCn6PPL0kFBZU7hPGU2fr8z999/PwoSrV69GbGwsEy/TZ5Fom7LOeHh4dANv+PDw8GjNhg0bmOciKyuL07NBtX7ISKCUdsrc2rhxI3tOXvfTHmSIUHYTeW4cHBzw+++/c3p7yEPCVbSQ0r3Jo0LfhXQ5H374Icu6CgsLYzWJDh48yLwoBHlf6HEyluj9XnjhBZm3iTxCZ86cYQbP5MmTMWLECLz++usyTZI2tPf58lBqPxmL9N3ptRQSmzlzJr7++mutP4+Hh6d99EjhrMXreHh4eDrMtm3b8PDDD6OioqJdTQ0PDw9PT2DYI5/Cw8MzIKAQk6+vL9zc3JjehsJFJOjljR4eHp7eAm/48PDw6Iz8/HwW3qJ/KSR0zz334N133+XPMA8PT6+BD3Xx8PDw8PDwDBh4cTMPDw8PDw/PgIE3fHh4eHh4eHgGDLzhw8PDw8PDwzNg4A0fHh4eHh4engEDb/jw8PDw8PDwDBh4w4eHh4eHh4dnwMAbPjw8PDw8PDwDBt7w4eHh4eHh4Rkw8IYPDw8PDw8PDwYK/w+j9O7IhZXWsAAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(cat['ra'], cat['dec'], '.', alpha=0.1)\n",
    "plt.title('Point-like sources in CSC 2.2')\n",
    "plt.xlabel('Right Ascension')\n",
    "plt.ylabel('Declination')\n",
    "plt.ylim(-90, 90)\n",
    "plt.xlim(370, -10);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "As we have enough points we can use a [`hexbin` plot](https://matplotlib.org/3.3.2/api/_as_gen/matplotlib.pyplot.hexbin.html) to display the flux-significance data:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "idx = (cat['flux_aper_b'] > 0) & (cat['significance'] > 0)\n",
    "plt.hexbin(cat['flux_aper_b'][idx], cat['significance'][idx],\n",
    "           xscale='log', yscale='log', mincnt=1)\n",
    "plt.colorbar()\n",
    "plt.xlabel('Flux (aper_b)')\n",
    "plt.ylabel('Significance');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The output can be written out but, as we include the `name` column, the same work-around as earlier is used:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "pyvo.dal.tap.TAPResults"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "type(cat)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [],
   "source": [
    "tbl = cat.to_table()\n",
    "tbl['name'] = [str(n) for n in tbl['name']]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [],
   "source": [
    "tbl.write('csc22.fits', format='fits', overwrite=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---\n",
    "\n",
    "For users of CIAO, we can use the `ciao_contrib.runtool` module to run the CIAO tool `dmlist` as if it were a Python command, and view the contents of the files we have written out:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [],
   "source": [
    "from ciao_contrib.runtool import dmlist"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "First the `ngc1333.fits` file:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       " \n",
       "--------------------------------------------------------------------------------\n",
       "Dataset: ngc1333.fits\n",
       "--------------------------------------------------------------------------------\n",
       " \n",
       "     Block Name                          Type         Dimensions\n",
       "--------------------------------------------------------------------------------\n",
       "Block    1: PRIMARY                        Null        \n",
       "Block    2: HDU2                           Table        24 cols x 11       rows"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dmlist('ngc1333.fits', 'blocks')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       " \n",
       "--------------------------------------------------------------------------------\n",
       "Columns for Table Block HDU2\n",
       "--------------------------------------------------------------------------------\n",
       " \n",
       "ColNo  Name                 Unit        Type             Range            Null\n",
       "   1   name                              String[21]                                     \n",
       "   2   ra                   deg          Real8          -Inf:+Inf            -          \n",
       "   3   dec                  deg          Real8          -Inf:+Inf            -          \n",
       "   4   err_ellipse_r0       arcsec       Real8          -Inf:+Inf            -          \n",
       "   5   conf_flag                         Logical                                        \n",
       "   6   extent_flag                       Logical                                        \n",
       "   7   sat_src_flag                      Logical                                        \n",
       "   8   flux_aper_b          erg/s/cm**2  Real8          -Inf:+Inf            -          \n",
       "   9   flux_aper_lolim_b    erg/s/cm**2  Real8          -Inf:+Inf            -          \n",
       "  10   flux_aper_hilim_b    erg/s/cm**2  Real8          -Inf:+Inf            -          \n",
       "  11   flux_aper_w          erg/s/cm**2  Real8          -Inf:+Inf            -          \n",
       "  12   flux_aper_lolim_w    erg/s/cm**2  Real8          -Inf:+Inf            -          \n",
       "  13   flux_aper_hilim_w    erg/s/cm**2  Real8          -Inf:+Inf            -          \n",
       "  14   significance                      Real8          -Inf:+Inf            -          \n",
       "  15   hard_hm                           Real8          -Inf:+Inf            -          \n",
       "  16   hard_hm_lolim                     Real8          -Inf:+Inf            -          \n",
       "  17   hard_hm_hilim                     Real8          -Inf:+Inf            -          \n",
       "  18   hard_ms                           Real8          -Inf:+Inf            -          \n",
       "  19   hard_ms_lolim                     Real8          -Inf:+Inf            -          \n",
       "  20   hard_ms_hilim                     Real8          -Inf:+Inf            -          \n",
       "  21   var_intra_index_b                 Int4           -                    999999     \n",
       "  22   var_intra_index_w                 Int4           -                    999999     \n",
       "  23   var_inter_index_b                 Int4           -                    999999     \n",
       "  24   var_inter_index_w                 Int4           -                    999999"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dmlist('ngc1333.fits', 'cols')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "and the `csc22.fits` file:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       " \n",
       "--------------------------------------------------------------------------------\n",
       "Dataset: csc22.fits\n",
       "--------------------------------------------------------------------------------\n",
       " \n",
       "     Block Name                          Type         Dimensions\n",
       "--------------------------------------------------------------------------------\n",
       "Block    1: PRIMARY                        Null        \n",
       "Block    2: HDU2                           Table        10 cols x 430892   rows"
      ]
     },
     "execution_count": 42,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dmlist('csc22.fits', 'blocks')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       " \n",
       "--------------------------------------------------------------------------------\n",
       "Columns for Table Block HDU2\n",
       "--------------------------------------------------------------------------------\n",
       " \n",
       "ColNo  Name                 Unit        Type             Range\n",
       "   1   name                              String[22]                          \n",
       "   2   ra                   deg          Real8          -Inf:+Inf            \n",
       "   3   dec                  deg          Real8          -Inf:+Inf            \n",
       "   4   conf_flag                         Logical                             \n",
       "   5   significance                      Real8          -Inf:+Inf            \n",
       "   6   extent_flag                       Logical                             \n",
       "   7   sat_src_flag                      Logical                             \n",
       "   8   flux_aper_b          erg/s/cm**2  Real8          -Inf:+Inf            \n",
       "   9   flux_aper_lolim_b    erg/s/cm**2  Real8          -Inf:+Inf            \n",
       "  10   flux_aper_hilim_b    erg/s/cm**2  Real8          -Inf:+Inf"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dmlist('csc22.fits', 'cols')"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
