starprop-analysis.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(7135, 6102, 6102)"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%matplotlib inline\n",
    "\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from keputils import koiutils as ku\n",
    "from keputils import kicutils as kicu\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "plt.rc('text', usetex=False)\n",
    "plt.rc('font', family='serif')\n",
    "\n",
    "starprops = pd.read_table('data/starprops_all.txt', delim_whitespace=True)\n",
    "starprops['koistar'] = starprops['koi'].apply(ku.koistar)\n",
    "\n",
    "sp = starprops.groupby('koistar').first()\n",
    "\n",
    "huber_sp = kicu.DATA.ix[ku.DATA.ix[sp['koi'], 'kepid']]\n",
    "\n",
    "fpp_all = pd.read_csv('fpp_final_table.csv', index_col=0)\n",
    "fpp_all['koistar'] = fpp_all['koi.1'].apply(ku.koistar)\n",
    "                        \n",
    "len(starprops), len(sp), len(huber_sp)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "count    7135.000000\n",
       "mean        9.538673\n",
       "std         0.176010\n",
       "min         9.000000\n",
       "25%         9.456000\n",
       "50%         9.594000\n",
       "75%         9.653000\n",
       "max        10.162000\n",
       "Name: age, dtype: float64"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "starprops.age.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "#!/usr/bin/env python\n",
    "\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from keputils import koiutils as ku\n",
    "import re\n",
    "\n",
    "starprops = pd.read_table('data/starprops_all.txt', delim_whitespace=True)\n",
    "starprops['koistar'] = starprops['koi'].apply(ku.koistar)\n",
    "starprops.index = starprops['koi']\n",
    "\n",
    "sp = starprops\n",
    "#sp = starprops.groupby('koistar').first()\n",
    "\n",
    "def valpm(val, lo, hi, fmt='{}'):\n",
    "    \"\"\"Returns LaTeX for val +/- errs\n",
    "    \"\"\"\n",
    "    p_err = '{{{}}}'.format(fmt).format(hi - val)\n",
    "    m_err = '{{{}}}'.format(fmt).format(val - lo)\n",
    "    val = '{{{}}}'.format(fmt).format(val)\n",
    "    return '${{ {} }}^{{ +{} }}_{{ -{} }}$'.format(val, p_err, m_err)\n",
    "\n",
    "def write_startable_tex(nrows=50, istart=1000, \n",
    "                        filename='document/table_stars.tex'):\n",
    "    columns = ['mass', 'radius', 'Teff',\n",
    "              'logg', 'feh', 'age', 'distance',\n",
    "               'AV', 'Teff_prior', 'logg_prior', 'feh_prior']\n",
    "    \n",
    "    formats = {'mass':':.2f',\n",
    "               'radius':':.2f',\n",
    "               'Teff': ':.0f',\n",
    "               'logg': ':.2f',\n",
    "               'feh': ':.2f',\n",
    "               'age': ':.2f',\n",
    "               'distance': ':.0f',\n",
    "               'AV' : ':.2f'}\n",
    "\n",
    "    \n",
    "    fout = open(filename,'w')\n",
    "    fout.write(\"\"\"\n",
    "\\\\begin{deluxetable*}{lccccccccccc}\n",
    "\\\\tablewidth{0pt}\n",
    "\\\\tabletypesize{\\\\scriptsize}\n",
    "\\\\tablecaption{Stellar Properties\n",
    "\\\\tablabel{stars}}\n",
    "\\\\tablehead{\\\\colhead{KOI} &\n",
    "    \\\\colhead{$M_\\\\star$} &\n",
    "    \\\\colhead{$R_\\\\star$} &\n",
    "    \\\\colhead{$T_{\\\\rm eff}$} &\n",
    "    \\\\colhead{$\\\\log g$} &\n",
    "    \\\\colhead{[Fe/H]} &\n",
    "    \\\\colhead{Age} &\n",
    "    \\\\colhead{$d$} &\n",
    "    \\\\colhead{$A_V$}&\n",
    "    \\\\colhead{$\\\\pi\\\\left(T_{\\\\rm eff}\\\\right)$} &\n",
    "    \\\\colhead{$\\\\pi\\\\left(\\\\log g\\\\right)$} &\n",
    "    \\\\colhead{$\\\\pi\\\\left({\\\\rm [Fe/H]}\\\\right)$} \\\\\\\\\n",
    "    \\\\colhead{} &\n",
    "    \\\\colhead{($M_\\odot$)} &\n",
    "    \\\\colhead{($R_\\odot$)} &\n",
    "    \\\\colhead{(K)} &\n",
    "    \\\\colhead{(cgs)} &\n",
    "    \\\\colhead{(dex)} &\n",
    "    \\\\colhead{(Gyr)} &\n",
    "    \\\\colhead{(pc)} &\n",
    "    \\\\colhead{(mag)} &\n",
    "    \\\\colhead{} &\n",
    "    \\\\colhead{} &\n",
    "    \\\\colhead{} \n",
    "    }\n",
    "\\\\startdata\n",
    "\"\"\"\n",
    "        )\n",
    "    for i in range(istart, istart+nrows):\n",
    "        k = sp.index[i]\n",
    "        line = '{} &'.format(k)\n",
    "        \n",
    "        for c in columns:\n",
    "            m = re.search('(\\w+)_prior', c)\n",
    "            if m:\n",
    "                prop = m.group(1)\n",
    "                mu,sig = sp.ix[k, ['{}_prior_mu'.format(prop),\n",
    "                                  '{}_prior_sig'.format(prop)]]\n",
    "                if np.isnan(mu):\n",
    "                    val = '--'\n",
    "                else:\n",
    "                    val = '({{{0}}}, {{{0}}})'.format(formats[prop]).format(mu,sig)\n",
    "            \n",
    "            else:\n",
    "                val, lo, hi = sp.ix[k, ['{}'.format(c),\n",
    "                                       '{}_lo'.format(c),\n",
    "                                       '{}_hi'.format(c)]]\n",
    "                try:\n",
    "                    if np.isnan(val):\n",
    "                        val = '--'\n",
    "                except:\n",
    "                    pass\n",
    "                \n",
    "                if val != '--':\n",
    "                    val = valpm(val, lo, hi, formats[c])\n",
    "                \n",
    "\n",
    "            line += '{}&'.format(val)                \n",
    "                \n",
    "        line = line[:-1]\n",
    "        if i != istart+nrows-1:\n",
    "            line += '\\\\\\\\ '\n",
    "        line += '\\n'\n",
    "        fout.write(line)\n",
    "    fout.write(\"\"\"\\\\enddata\n",
    "\\\\tablecomments{A portion of this table is shown for form and content.  \n",
    "                The full table will be available online.}\n",
    "\\\\end{deluxetable*}\n",
    "\"\"\"            )\n",
    "    fout.close()\n",
    "    \n",
    "if __name__=='__main__':\n",
    "    write_startable_tex()\n",
    "    write_startable_tex(len(sp), 0, 'document/table_stars_all.tex')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "from keputils import koiutils as ku\n",
    "from keputils import kicutils as kicu\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import mpld3\n",
    "from matplotlib.collections import LineCollection\n",
    "\n",
    "from keputils import koiutils as ku\n",
    "from keputils import kicutils as kicu\n",
    "\n",
    "starprops = pd.read_table('data/starprops_all.txt', delim_whitespace=True)\n",
    "starprops['koistar'] = starprops['koi'].apply(ku.koistar)\n",
    "\n",
    "sp = starprops.groupby('koistar').first()\n",
    "sp['teff'] = sp['Teff']\n",
    "sp['teff_lo'] = sp['Teff_lo']\n",
    "sp['teff_hi'] = sp['Teff_hi']\n",
    "\n",
    "\n",
    "huber_sp = kicu.DATA.ix[ku.DATA.ix[sp['koi'], 'kepid']]\n",
    "\n",
    "vspace = {'Teff':500, 'radius':0.3, 'feh':0.2, 'mass':0.1}\n",
    "\n",
    "def huber_compare(data=sp, prop='Teff', query='teff > 0', range=None, height=500, pix_width=2,\n",
    "                 lw=0.5, ylim=None, huber_color='b', ax=None, labelpos=(0.03,0.93), \n",
    "                  alpha_lines=0.3, d3=False):\n",
    "\n",
    "    data_kics = ku.DR24.ix[data['koi'], 'kepid']  \n",
    "    huber_df = huber_sp.ix[data_kics].query(query)\n",
    "    \n",
    "    huber_values = np.sort(huber_df[prop.lower()])\n",
    "    sorted_inds = np.argsort(huber_df[prop.lower()])\n",
    "    \n",
    "    huber_values_lo = np.array(huber_df[prop.lower()] + huber_df['{}_err2'.format(prop.lower())])[sorted_inds]\n",
    "    huber_values_hi = np.array(huber_df[prop.lower()] + huber_df['{}_err1'.format(prop.lower())])[sorted_inds]\n",
    "    \n",
    "    kics = huber_df.index[sorted_inds]\n",
    "    inds = np.arange(len(huber_values))\n",
    "\n",
    "    if ax is None:\n",
    "        fig, ax = plt.subplots(figsize=(9,3))\n",
    "        #plt.figure(figsize=(14,5))\n",
    "        #ax = plt.gca()\n",
    "        \n",
    "    ax.plot(inds, huber_values, color=huber_color, marker='_', ls='none')\n",
    "    ax.fill_between(inds, huber_values_lo, huber_values_hi, \n",
    "                     facecolor=huber_color, alpha=0.1, color=huber_color)\n",
    "    #plt.plot(inds, huber_values_lo, marker='_', ls='none', color='k', alpha=0.5)\n",
    "    #plt.plot(inds, huber_values_hi, marker='_', ls='none', color='k', alpha=0.5)\n",
    "    \n",
    "    \n",
    "    df = data.copy()\n",
    "    df.index = ku.DR24.ix[df['koi'], 'kepid']\n",
    "    \n",
    "    n_inconsistent = 0\n",
    "    \n",
    "    segments = []\n",
    "    labels = []\n",
    "    colors = []\n",
    "    alphas = []\n",
    "    \n",
    "    for i, kic in enumerate(kics):\n",
    "        val_hi = df.ix[kic, '{}_hi'.format(prop)]\n",
    "        val_lo = df.ix[kic, '{}_lo'.format(prop)]\n",
    "        val = df.ix[kic, prop]\n",
    "        \n",
    "        val_huber = huber_df.ix[kic, prop.lower()]\n",
    "        \n",
    "        huber_lo = val_huber + huber_df.ix[kic, '{}_err2'.format(prop.lower())]\n",
    "        huber_hi = val_huber + huber_df.ix[kic, '{}_err1'.format(prop.lower())]\n",
    "        \n",
    "        if val_lo < huber_hi and val_hi > huber_lo:\n",
    "            color = 'k'\n",
    "            alpha = alpha_lines\n",
    "        else:\n",
    "            color = 'r'\n",
    "            alpha = 0.5\n",
    "            ax.plot(i, val, marker='_', color='r', alpha=0.5, ms=3)\n",
    "            n_inconsistent += 1\n",
    "\n",
    "        colors.append(color)\n",
    "        alphas.append(alpha)\n",
    "        labels.append(df.ix[kic,'koi'])\n",
    "        segments.append([(i,val_lo), (i,val_hi)])\n",
    "        \n",
    "        #ax.plot([i,i], [val_lo, val_hi], color=color, alpha=alpha, lw=lw)\n",
    "    \n",
    "    \n",
    "    coll = LineCollection(segments, colors=colors, alpha=alpha)\n",
    "    \n",
    "    ax.add_collection(coll, autolim=True)\n",
    "    ax.autoscale_view()\n",
    "\n",
    "    fig = plt.gcf()\n",
    "    tooltip = mpld3.plugins.PointLabelTooltip(coll, labels)\n",
    "    mpld3.plugins.connect(fig, tooltip)\n",
    "    \n",
    "    ax.set_ylabel(prop)\n",
    "    if ylim is None:\n",
    "        ylim = (huber_values.min() - vspace[prop], huber_values.max() + vspace[prop])\n",
    "    ax.set_ylim(ylim)\n",
    "    ax.set_xticks([])\n",
    "    N = len(kics)\n",
    "    \n",
    "    ax.annotate('{}/{} inconsistent ({:.1f}%)'.format(n_inconsistent, N, float(n_inconsistent)/N*100),\n",
    "                xy=labelpos, xycoords='axes fraction', fontsize=12, bbox=dict(boxstyle='round',fc='w',lw=2),\n",
    "                ha='left', va='top', color='r')\n",
    "    ax.set_xlim(xmax=inds[-1])\n",
    "    ax.yaxis.grid(True)\n",
    "    return fig\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "collapsed": false,
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "# do this for relatively small queries or it is pretty slow...\n",
    "%matplotlib inline\n",
    "mpld3.enable_notebook()\n",
    "huber_compare(query='teff < 4000 and teff_prov==\"PHO2\"', prop='Teff', lw=2);\n",
    "huber_compare(query='teff < 4000 and teff_prov==\"PHO2\"', prop='mass', lw=2);\n",
    "huber_compare(query='teff < 4000 and (teff_prov==\"SPE5\" or teff_prov==\"SPE60\")', prop='Teff', lw=2);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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xhiuB5W4qFtpkC/ASZrkrFAoldij66D0bkvQMXpeqrq7EhI7jOI7jOCMFEeow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\nNa9mn2+reIDhPFSlzEoXImIhWtZvhc1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aVDMpIWqpQVmnxyCVlPt2Vz8wKvRs3yDMbpTP\n8d8Z8t7p7GMsATtdB5PSTrSy63un1CqVvq3aH4EtXwB1r93u/NzqWhe2eFEi2XHv+67astr4mCLk\nJHha608qpdYCi4BvAFdlNVHkIFQ+qoeaIG8lqGyVKHCqsFlv2hIvN8ado5JMmplVC5QirHW+vGXK\nRPFpSylmuPtLSo72JikKzxFABBa1wouvUCpkyc+DBloi0BwBFPQOC6GqM9n2kylgsVL0IxEEI4BR\nTxSSokMpaGsCFsj7PhN9r7Vj7ownhfBpbcphGcy9QsbZfZM8TG01zVbX0kl0cUplaW1ekC6hlUyW\nb9qFLF+2XBUWJqgGav3DDnnKJm/ZpCoXuQsG0q5nMqebis/ZVgqyx6wzVTDS5EzB7D/Knwh7nuEg\n0Ajd38GJ9A04ny0l4wQelrZ7Xy0qXdIouvV2ypFB2G9yp/aMuCZhyJu+T+shO0Bhg/P7oc2fCa1F\noYsnITHmJm423L85hX6vFBmBgunP/2h8XnP1y4MuM4nJ7lsaXKbiEvbXBfim1iojX5DFvYif23eU\nUh/VThUJd5sVHl19HEYomYBOjH9WdZCeW2AZYNlqlVJSk9OVSb5IKAUhC+ImChKUoknMhYMKNBKN\niTK+ZRg/sTBErhP1QGuwloG+Tx7QkTqINJjyUgDzlGIHMANshWzIriUagQUzRUmb3QIsFGXtQAiO\naAUWiFmzqQ5oBBJCnOrC0N7qHIetdCnEpGo/uNx1SJkh54w6YEge4DbRSrcdcshWNhIp7/VQmcCW\nr4LByGnkJ2xV9AnLBc/UIeRP3luWz5qpaRpznWP3PrJ96uyEwNmKXM6ccq48bwHz3Zn5MGxZA+wR\nFTWWkDkkcFKUWJbkgONFhNAtBJrNZ0uInH0P7TG1zxMjMPYKIXfxMejuH6b+ogijCTXeH81Al3AT\nxZKY0mvaiVjtLL6/QI2/b7vMVFZlb8jCVnwFzkcVkM9E26y1/o75vApvX7vzcaJVfdQg0sEHWT94\ntjlNayfK1tWn82fF+Q52mveufI2UwtKalNmn20sljz+hUkoFbpDPyS9mjEY4AFrbJZgElhLy1BCC\nYaRNQxjqQ0rRjORsbICFK2H/KaA2wMgNSAqdlPOaPxP6I9Bo/Gxm1gNHAz1KMQAEYJFJl3FgCOIp\nIVuRoMyZWQjZSUkZqP2nQFBDwwNKMVf2N7sRknXQ0IhE1Glp210Hc2cAUZg3Ux5KiST0RWDmDKMu\nKEPIFshcAJiNPBRHoK0Z9KthySzY8k2jeiVMLdBeMcEGA8Z8OSjrY5COtrZLS414qIKarJqkGCKA\niwgY/zcvtalc5Ko+YCNDXXOj0HKFyCZn2WQoV8WEiTaVujHzYfku7D8FDp4m17Ya+7cs59htctdY\n5xCp4ZiQOHqBQdlvfQg2fxIYhiNvln5jMRgatn+HlGI/ckO9CARgp4k0jgRdrgNdQhITnbI4mqjP\nMUsXQcv5JzQHiUv7rFZoKbBl08lLJ+oTQx8G+QiepZT6BFJ/dq5S6iKPNm8GPj4hMzvEUaHptaxA\niyzUAfOVYpvWrgSojsKWB7ba5MAkeA0ZXy1LTHN1QSEURJWiGzHhNcLMCMQj8uMeChoCNlvMhQcM\nCTyiWfomNbBYnOfHAjCvxexDA0cL2ToQgTmtwDzx39pbD3NaXCa9+Waao9ItYMEcQ6Qy7FZmWyJh\nyGEY9p5sCMwaJL2LNn432owBUvfS/tyKMCYlZCiZlM/1ISSnxICoWCkt4zMoY47E5bwOjsk6m2DZ\n81FKiOHwg7Dt6+5Tb/Y5SFqBSyaheynMvZL0hbLNk9u/KsSjGs8bN4lLqz1jpJPkjgsQ8PI981rv\nRcQmmKyl4fJjcyPbR2yiaptWC24SZytqluVBRF3cyL6OuSo82Mc9dIZ8r+zABIWocHv7Ra1urXci\nnumVP3f7h+T+ZViWB8dkezLbp24I2KE1YwBKxZNSbjHeRZlluSbYlSNn8JJKm35lGkURL+8qEs62\nclF+306gnOCH0hRIn5ROCPIRvEuBTwFnAfPMcjbmTsSkphLV8Hkz5rGEZLOvC4qT70gC2hpgMOYy\nbaEUlqM6jRsjTym45jqliJCjbqQch3Um1D8oypbEd9lqGqL4NACNSmH8VmbUKcVR8gM9FLNJgSmf\nVI/8bQ7B4lmwp07GTCQh9QZRoLbfKj5c6il44U5Y8i/m9802vZgfu947YHE9HDwVeCMsmQlbviok\nqD4ibYImNUHvadK1PSi+W4mkUaMAhuVffdpZfkiUg2RS3tMYcD2ws9rbSG83Y+9e6rSHzLZu/6GZ\nD5M2PfadBnM/5JFeQhuzz1jmun0nw9yV0r77pvFfJzeBsFM9jFNfNKKS6PGkoxgC0n0TQsiyozaL\nIS8rs9pXsWh8pbD91iAzWjSbpNmfwSy7zJLZptNx17UClFq71G5bigJo72PJJ51yZhnkrQmIyfdu\nMOD4VoKQwfoQYrq3wFavgxY0PQB7ByG0HML3mz88p8tvG8h3r+8nQLfWmN+6kbiJNjXfp6EYqGS2\n6dRsd/vP5UNXke0KQpdJHvOgM0zMegGePIot3y6076wV1ZyHj8MY+YIsngEuAlBK3aK1/nB2G6XU\nLRM4tynCrAZIppRiDmK20kBAfJeGYqJUzW6AXhMJWB9WqunL8tAfvRExBbYBcSFO82bKP1w7ArAp\nIk7CWsOcR4FjHNUJoH2WUswnXadwUQv0jwrxWjATegwB0stgSZOY4Ra1AlopjpY2GiGVByMm2nAB\nHGn7VB2tFCMIuRuQbcShpd6kjIjDjHopXo5GJr8AIT7m4WCrS6mUcd4OGqVswGXaG3QR2bh5uWCn\nokiPl5QINXudTeJSKTm3idh4R/m510DfqUVd1oqRMzdYkcjl01QMZj7sisDMQ6TyOvO7+pVTM7RS\nzF09ntR4mTSzTZ7ZpCabdHlts1GOwlbIHJw9z0Lbs/3qSg1syO7jZQp2w442da9IafkejcagPYTk\nAY0g3/998v0ai8kftqExCVBIjcLWg8ALSN3uRqBOghwODmmdvF4ppWHMgxyNJZE/ngOZc3N/d8cS\noGKUmL4nO+ebK3K0y7yXnWbDI59cpdCu9+la8bELmBjSWXl5Mh8FUFSpMi9yl2/99MYM24m8CafE\nmSEysxuBJdBcD6MmErDNEDEUYgpMImqPyW4+GpPvdjgoZgzbxwkMARp0VKf0ujpZD/Lj29IAxJwf\najMlIUZD4k+lFMz7EPSeKrme4imXL9WAi2wNIT/ww2aQPlme1WicnZPj/awYHP9Qtv95p7JMgJOF\nQg/vkvJy7SyCHNnwMifmULKKNkd6EK+JyH9WCty50iCTWHiRrlw+aOn+ufaTdV+V6h/mNa98bbyC\nBvIR70KEqhy491msuTfLk0AU9RCiCtvKcAh2f0eU4Hrjcwqw7fOgPgLJTujuQ/6E7kXMp1qpHb3A\n/0rbA1l+aySN72kbcFB+B/Mnbf4pY699Ey3BFt37yfzHpO8rRO68/IenCboSBANHseWHZnnqCJ5P\npA5b5IuivQ+5Ka/VWj+Wte11SH3alNb6DRM7xclGMmnMaVnBB/GkvBh2/JzAbW4lTcpkIHnZ3+vt\nX5H3ov7Bu0x5KW0IVyo3idK4TB26CLKVTeDimakpoPqJSwsqYNkk67QiPme3L9bHy7V+OsOtikF+\nouB1Hb2uRZq85dlvsUpUNnmpRlqOQvfjRFRFmDCEyXCxCAflz1okDIuuld+b7pucdDSWZZTyJqAf\n+XO20IxRZwbZLtGm4QBwACFmrt+l0QSwRWvykrQ0lFoVJ2CFSHwf6JXfInckrkcXoEWSCFcLnfZc\n8pCULqAqJKZaPnsmilYDpFDXCUc/LEhWJ+AnLa4B5FXwtNbLAJRS12NuVK31503KlDNNCbDDHG4i\nVKkZbyowzpzkRbRW5lGXimmX9RmmXqEqhHoXkfAys3mpVrkStXqZHd3wGgOKSJ/hQi5Tphcm8/7M\nJnmTGUGajap8PxtM3jYXZj5scrg1AMOyPV0ZIWxX5QAi0H0LLLAgHEa4kFHZLBM4tPvfgSFY8jHT\npwUGRiW/Wzhg6uAeBA6I+sYBJIo6BWwT4ubO1caQ1sTcFRaKIXfupLlBCYTYJeMcHMr3B7KqitsE\nKXfVInCFxsnKgzeV6ATKI1wTS9A6AZ8ITiDyETz3zfkHYDXjkx3Xyg1cZRQy26Qd093IMuOl22at\nKxhZmKUs5SVW+dSpXG1y5fzK7lcDqC+SDGSb6WzkIhW5zI7Z22sJlZCSXMSymH2WTIqCUIhAlHos\nXgESkPt4um8CLJh7tVxLSwH1wqeUggUfN/kFTftsvzubDVmW5Amk2RxTUt4DlkPgkklR2Dgo+2SW\n4++Ght19MHon4hrRCMQleGE4hvyGRGW5T8OufqB/iIYPXkTspJ9j/QHYDgeHAbQe+5wrSMrGEBIE\n1+1F3Owk2PmCCIrxPXOSaQ9NSonHLHSZSayagn2XDXcePFWIzBxaZtQu4FA5lmmNfAQv/Z9Pa92l\nlOrzSHY8sZX3pgTbP2o+5CFahx0WeEcfQm51ykvFyuUvlcuhPhfhLNUMV6p6VImZr5JgioIY54hV\nO+g7DY78BGxbw/i6VOUiJFGdyRQSFOCGgu5bEdIVxskJCGLCjDvRoXUhmVMkDGgznkmyGww4p9RW\n3iJhIYX9GPeIXsRmHQS2iRk1mYJZf4Sda5BgAltRG4DuAePC0aV1YpVJSh03xxCDfQMwkjDKWh/0\nj8LY77ROXa8UqoGRuAUpSCa1ZlApRzHLIndozZhS9DAuoGE8SlauPKrS5MslV9LYxaHT9bnLvWEa\nVbFRQF6Tdu6eVSN9XVUap9roAmpxXocM8ppolVIZiWmzl31kI7ukkBuFCI8b+WoyepkIvUxgXoTK\nRi5TnhfRcs/BK8JwMupbulEL6tpElXkqiBbEnyrbh7IIjCPPBZS2XNGk9jpLjTfVWRZC7iI4PqxB\n6P4GLA7AvlebHIZ2YJI7N1BElLCE8YG1TF3bhEk1ZP9WpVN3gKhmNvGKS39tj7sTtvVAICb52Tgo\nqp1CaommtKT8SI2KubQhLKraaAx29Mi22BgMD2jNHpPnMaU1o5LTLRaD7n5gOxDTqOtRNvFIXJdW\nw5RaZXxbVmGum1L9aX9XrdkDB651LevsX9giyMxue/+VPCw99tOJ5IrsLLK9u1+GWjXhhKwGSYIx\n0dpXswuoyXn6OHSRj+C9nswHgKKg6eVQQOMjYmLxImr5VCg3is1XNaFqT479FQP3cecjMtnnwd22\nkGnPTSTd56FU4lROlGO+65IvaKHc6+Um02UTw3pEUorA3H/Nur9anfxmQQt23AyLXTnP4lZWQtmw\neSXxzDmWs6h7UKoVgAQABC0hSoNGPTswCPQARyI+YXYQgRKiFgwYgrcTMWceAd1rZTtB2DsgkeqR\nkNnfTtj5caAOltwIAydD4n6EVCW1JmFyOBqCt2/ABBHskrJyKZPKI4FJrjsq+08ZzhU3RGzsTKmY\nEDOBUaScbWnsIy31jSWA+7ROOdun8G+vFymsdRRJ+LpM42La1ha0XhVUWMCxZGeF90YnkG3C9Vp3\n6OBQPKYaQz6C9xTjfe7cUEgJMx95kcuBvhTlq9QEp+VgItJB1DIsBX2ni/vS7gqP231dLcu7EkD3\nTbDw485/pFBAlKl0QmZT3ixoOSWZLEt8xiIh5Lu6B5gvX73Zj8COtabfoHHIV0KiQFLe2ErYjHqX\nX5kC6gZouvggsxqOZPtqhIgNA5YhXLfAkR8FHXCZMOtkDvsHZH7DcSkfNbIG2Aehz5h5jyIErgkx\nGx4U0+XufrDGYLhXa0kabfIx2gm9G8S/S2sYug3Y4yTJJaFU0hzLSNyucgDgLrWn1KDxN3MeqJlE\nonfU+9poXSgy1DWXosiJO0ihUNsaRhdwCVAqyegC/Ae4g+KqWBwqOJyOtcaRj+B9XGv9h3ydlVKf\nrfJ8ahheZZlqpWRRpfOYdHJngV3l44jHYCzu+EHZz19NpooaNupPv2nQfRNy/4bNuxmzezUcea2Y\nA92DznsMXrhVKk2EA7D9FjgiBZE613j1OObFoERGLgnB3teYwuguk2T3atJJsG3XOEtJuzqv71W9\nzL/3dFHH2h6BzasQs6tCzHc7pU04CC/8GywKwK5XQs8QsF1rRpSi36TTSCJlBNuAXtn33Mdgy2e0\nZkCpAy7z52hCEm4HTCUC9jQxFDOyTzOiDDZvIfrhNvYPNjP4OfE9CwdhR69JwWNI02DMMc2OJrRm\nB4BSCVOcHY0QOw+fsNQGNzkyQQE24x10R3+ORywp98rmG3K3KYRkKtsdyiP4oKTEuy50AkURoZzj\nT28yWH1Mf6KgXa9C6JIeGcfsta6MWUz78+ijTOSrZLG+UGet9f9Vdzq1gNl/dOp1ToWflVuty7d/\nW82rv9tb2csmbd3flASo6QLhLh+qgIXj35VlhncrSp6GoKD4RQ0Y5SqUKxGqMuklmkiTsW1fBuKw\n5AaTkDki5ZQCtknPApqdtBRbrof5nzPO8kh7DpgxbUd8U8/VspzcgErBQZN8OmBUMbZJuaVFQTjq\nU7LueZu0GSd9dsKWa2DR14QwWnZNWXt/QVj8QRg8FZofhF1roDUONMi1C1hQb5Q1hsRnK6hlX3sG\nzPluRRLWDol/184+CFnS5+CQkMH+Ma3FlKo13Upt7zGf+5Wyc5wltdSsdZdUc0dIRr4IsVEY6tWa\nXhQ0MhRHVMGDQGgRL/YESGlJbrt3MLM/FlA3+QmtbYwloD5JWf6H5WEqHfnvKrWW50RAUp44n32U\nBBN0M52rWPiY5iiqksXhi7zRl/VAXAhNy8Py0A5Y8OK3Ye6/SJNcRbtzon48h6oPIaTFmPSYCd3/\nBiQg+klZXx8ypsE/wq5vQXSlITH1iI9VPaDFf6r+MZOXKwzPf9lssxDfqdkIQWgwpjoLlnxQfp+C\nhsDZjvDBAGkidMCQivqwELX6sHHZTJJOwBqwk7SOmH3MAPaJb1Q8YUicBds/Ju8LbzQRjHul3/4h\nrekRU19bo+k/gpgADwAoRZv0PTgszvWhgFFtkuJMb6uG3f1ObjB77nW2CXQM+V7EbFOfUrv6IBUD\n+CnbTnobkYvqGb1ejm1XHxCDI8JyLvpGYeQMOT/tjwhJG44LMYslIT5miKepTRv9iFyrLZ+ReSRT\nxl9uOwx9FtT1+W4YZ467+yCRyo6ydGD7jTn+PRYajbLNR2Oo1OuRwVZl97ZrhKocd3RRFQkqQjwJ\nYwmjENYiugAvItQJFGvi7Bw3XvEoZT8+Jg8u9TtfK49r5l9HHxXCJ3jjYBn1xA23c7xlmbxXo4Ap\na9ZQJyRkJI4U7w5D45/h+W/jkCwcU173LdJ/7jUw8BrjB3YbMCZ9B4wfVdioYXsGpG7jSAzYgXRQ\nxs8qDvsHhSTMmQEkoX/EFP62iZTpt7tPxktpWNhCWvFCAT3Q8jFoa4bNnzV968Xxfc4M2PJvEOqD\ng2Epa7Z3ANgFDGvd/ymlGr70I3ad+UtGY3cTuB/qAjAj4jomLekj2GlOQr9DRnqGTRm4XY6v046r\nlUI5/lsCMalhIZGU2Q/8A87HZNKpNpLGgPi8uauPDMftd9s3jHEqpqNaKbSOCNFIAsNKJVNyzvtG\ngG7jzxUXQrt/0CnA7hyB65NWqm/EKUU3ngjlIlTjkSjGkXsaYywh6UQqxzRKseFj+qM4gufDxwTA\nJ3jjsPXbQJOQODs6UCkhKVu+Ldxq3xji/2RJyoVIUHyEUlrWj8XNA38bsOh5jvqURUovoc6MZROU\nkCvbPYYg7O4DnRRFK2iJGTFlFJ99Q+JfRQKYCQeGIZWAuCERqT5gh9YHP2EfjVLsRyIOtVJuYjMW\nR8jnbmBUzHJ9oxBLak2PaRSDoc8oRRjsqEMsIOx2bheMxMMQ+xl0oRPGr2k4rjW7lNrRA/xO65Rb\njXKRqOG4cb53p80gl1pjiOE4Hy9t1K48nKgHuj9RdJmmkrB/yPjIyQwZHiWjDFWGv1ens7Z3xARa\nZJWKc/pUf65AIZ+fbBVvyv3DEilI5E2yO6XEzT5n4xW0rvT2wuiqYAal7GdiUQtzqB345M7HlMEn\neONxEBiF3mEYi0HzQ6L4vJgCtsGeQdDakIyUl2O4rTiZQt0vzmHvQITRhFCPeTORrMntovKMjkmK\nBkntoNRoAqzED+g97ZfE4r9g7Pdm2LTzt/HHGnEnQBUMxbJJUW4yM5pAiOZoJrHKqK1rjxFzfbYj\nJcfhFXbOLKVWZT5sK1OXSnhwdwLcBZzvOU6m/1YxGfyz4T5GrwdZNokrbu6xZKWmx8kiN+Wcs1rH\noXhMVUctV1qo5bn5Cp6PKUTNEDyl1G7gGXsRaAc2a63fYba/ArAz1x8ELtFa97j6XwNcgHyhfqq1\n/rprWytwBzALyXj/Ya31E17z0Jr90qdnRPbVM+LaNqpU4fqCWZGCSZS7vM+uPslOzzBs77FTNGQ+\n4FOpALFEgFhVlabMB1nc+IBNntN6LkwQOeky752VDpRFAC6pdLyahEfVgix0pttpvWo6mjlrWEmf\nYgAAIABJREFUfs6HRmqVqUAnUKv+hz7B8zFlqBmCB/xca/0v9oJS6hvA4+ZzCPglcJHW+n7zoP0O\nRqhRSp0NXAachKhSTyqlNmqtf2uGuxX4s9b6BqVUJ/ArpdTRWuvJIjedAFrMl9eBrYSlrs+lGoQZ\nM+bO3DUkDbry1ZnMjUQKyX1WFRKpayPirgu81btq4UnYemwFEY7lXasCKEfB8G6bPq5aI0MTPh+l\nVr0LOn9WmZm0E4iiVCdadwK1qioVD590Vgo/itbHlKFmCF4WubOAtwImspB/BBKuWrjfA7YqpWZr\nrQ8AK4Cf2IRNKfVj4Ergt0qpWcC7ENMapq5uDHgL8IsJPagJ/lGs7KGXSAF7azgqsfqo0JSjPXzT\npoIITRH56jI7n4p9TwY675rqGUwFatu8WSy6gFo9hhQ+wfMxRbCmegI5sBx4WGttRzWeDGyyN2qt\ndyDq0yu9tgNPA68yn18JjJo+Xts9YR6iXeVNP41OHBNhKapP17vs/hNIEt2+dbI8PU1vaWhdyETT\nyQSfUxfKTZhbDjqp/LiqMcbhji5gK5X/btQiOvHvj3JgfLV9+Jh81IyCl4X3Aj90LR+BFDF3oxeY\nk2O7e9ucAn1rCq4SR13j1hXTbypRC3PA02m+y6hvXZO5/2q3nVJMl3mWjy5g+h5n+fPuBGrVf604\n1P68fYLnY0qgdOGYgUmFUqoeqYP7Em0mp5RaCzRord/narcd+LTW+kfG5HqOXX1DKbUMuFdrHVJK\nXQh8VWu90NX3TiCmtf6Aa11tnQgfPnz48OHDh48C0Fp7ZgerRRPt24H/0pnMcy9SSsuNFqTygNf2\nFmCfa9tMj757qzJbHz58+PDhw4ePGkMtmmjfC1yXte5PwLvtBaXUIiRJ7+Ou7S9xtT/BrAP4MxBR\nSi3QWu90bb/da+e5mLAPHz58+DBQaikAWj/uuVyLqGSO1Tw+pd5rxvpxmf2n9Fwrs38NrISOm2GT\n1vrxYuaV7pvVJtd6gNXmfK20z5e07QA25T0HSn0HaHseWlbAhg1wj60a2Q/5jHmTXpl3zGehLQ77\nT9T6iqxt445/tVLvfRCi6+AerfXj5jg7bgLeDu+vAxbCZnueW6F3OXzZHF8UuMcM1WHeM861gsdy\nzpUaU/CUUrOBhR456n4LBJVSZ5jl9wPrtNYHzfIa4AKlVFgpFQEuBG4DMG1+ZvqglHo9Utz9vyf0\nYHz4mEgotXTcD5MPH1ON7PvyUL9PD/Xjm95YC6z7HWzYA/NxSBLmc4d3t7KxAlhRbCDS72DDH2GD\ne57LYR0OuasYtabgnQ/8NHul1jqmlHoHcJtSKgH04Eo4q7W+Vyl1AvAQ8sfie1rre1xDfBi4Qyn1\nAEJq36a1zlv2yIcPH4cQpoPC5MOHj6JwN0S3Ayvh8Xzq3wRg7RpbtaxgkPPg3Di01MniPcC5b4KW\n9aLgrStmjJVFENSaInha69vybHsKOD3P9puBm3Ns60F8+3z48OHDR7WRbaotFz4Rn3hMk3NsE7eb\nJml/NmFa7bh+2RNZurIAqVNKLb0J7l+ZZTZ+DqL9oh5WDWZfRamPNUXwfPjwcQiiNh4oK8xcdk+D\ntBr5URvnc2pwOB+7jzROhWWvhl6UOhb4TQldVwDcDcecJ+bRKcHdsK4eou3AebJq3e8g+iHJo+mF\nqHnflGO7J2rKB8+HDx8+fPiYUPh+c1MC5QRH+MiPKB6q33KYf3WJ589X8Hz48HE4YC1w6Co/h6uy\ndbged21inEo+Uf5xf4QN22HrSq1/7CbrRexvLcB5cHY155MLl8OyA9D8DeFaVxTskAf7oP0po+Q9\nB9H63GpfGj7BqxKUUq3ASUBkqufi49DH+XAMwF1KtU/RFJLAdq3136do/9MDk0BAbJ+clSWab6YV\nshU3X4GrWWyEeS9VaqmLZHUoNfnZx1ZDx8urFI2aC6oK9+FK6DintHlGD8L8BT7Bm3gopZqRnHpv\nQ9Kv+PAx4bhrqidgoJR6Bvig1voPUz0XHz4KYIV5Xwo8XpQ/5qFGJN055CpHx7FCTOyx1gK8FLgJ\nOpgCUldr+C5s2Azz18P3i426PQlO2getu2BXpfv3CV4FUPK35L+BMyzL4lWvehUtLS1Mxb8VHz4m\nE/F4nCeeeIKenp7jgf9RSr1Ga/3kVM8rJ3wTno+JgWfwziSn7pi2qIYCVgKi6yG6vAjlqxIok5hZ\n50lkfQ1suhpo91DuBqB1DJrz7WMY2rcVofr5BK8ynAyc0dbWxkMPPcSxxx471fPx4WPSEI/Hee97\n38vPfvazBuRB96GpnlPN4FBTfsZjOkYlr81YqpB8KaWWdsMxR1Q0JR/TACuuhLbLYD/Z91BuRJVS\nS68sfV/RVB5yt6fElCt+FG1lWA5w/vnn++TOx2GHUCjEtddeay8un8q5VIxiIiunW/RlKfOdymMr\nb98TUYlAUMJ8/iqpNuxqBKUgOq3upfzoqKYSp5RaWmC8FafCsvPg3Grts8T9Vw0PwdabJ9B31lfw\nKsNMgIULF071PHz4mBK47v2WqZyHj0nHVEcl2w/3UlSVwwoTaCae9FQnD0L0mszADXZCy5FFELE3\nwbIF0NwLbJUa9VtL3H26esXV0PFUpt9hXqwZv68OPAo2bIX5O+VjMX537WPQGi6ioa/gVQGWlXUa\nN22CZcvgda+DV74SvvhFZ9u2bXDZZfCGN8Dpp8OFF8L+/c72H/wA/uEfpP+ZZ8r7Qw9ljv/3v0tf\ngH/8R2ljt3/b2zLbJhLwsY/B0Ud7T/7Xv4YzzoDXvx5e/nK4+25nm3seZ54JK1Z4jwFw443wpS/l\n3j6V2LYNXvrSqZ5Fbvz977B6tbNcyTXLxvr18OpXy/1y6aUQc1Xou+MOWd/ZCTt3OuuffBLe+c7M\ncW6+We7rLIy793348MJ0Uz+LxMtgGfLK8+NYfayssmo2iYiSmyAWe0xr/wgbvl5EouKXwbI2WHIi\nLChlkvngUdc2H6JkmVVPgvZlefznRqExDo1Zq+dfC0s/DZ3fkiChouAreBOBiy+Gs86Cz38eDh6E\nY48VsvTmN8tDtbUV/v3fpe0//7MQp3Wu8nP/9m9CDnPht78VYgcwbx58//u52771rXDCCaA9Ynge\nfliI2e9/D42NsGED/OUvzvZ/+If8Y7txzTXe+6gFHHnkeJLshT/8AS65BLZsqc5+L70UliyB667L\n3ebAAXjf++Dee511lVwzN/bvhwsugD/+UcjiJZfAZz8LX/0qDA7CTTfBE0/A7bfLHO178lOfknvQ\nDfuevvdemDWrpNPgo4YxPUkCOPU6SzdvladorQDYqBQvhbWHVPBEbeYStAlU0dfXlUg5o89+2LIR\nmi+GP33Xu+sKgGvgjc/Dlstg80unUBW+DuYkgPlihr7HrG5PQF0QRhNQFy8QhGGjbIKnlCryyQ/A\nfq31tYWbHSLYuBGuv14+z5olBG/jRiF4S5fCiSc6bd/zHnkIu1GIKN1zj6MKFmq7di288AL84hfj\nt/2//wcf+YgQBXCUwGLn4UaoxjPEzJhRuI3WTHpo//XXw/nnZ5KmSq6ZGz/5CZx0kqMEfuAD8Pa3\nw1e+As8+K6pmMChq4C23SJvf/lYI8XHHZY41axa8611CBL/97cqO2UfVYfyR9k+zoIdpj7/CBhNk\ncU/+lj6mAn+FDc8Bt5RRDzYdDTtJ+SWfg7w5TW+EHUOwfTssBgYowtRciX3lTGBbka/p7YBdKt7y\nFviNKY/3wguweTO88Y3OtiVLnLajo9DWltn/O98Rs9myZXDbbZnbRkbgmWfgVa+S5aEhUYBe9zo4\n99zxas6iRbnned99ojCedZb0/9KXMknd7t1iqjvjDNnHtm3e46xfD8cf7xCN735XjvGCC+DKK4XU\nvvnNmebB3/8eXvtaMVV3dmaaGb/2NTjtNJnTZZfJMQJ8+MOifl53nZCil7wEPvMZp9/DD8tcly+X\nufzP/8j65cvBsuSrAfCrX4lp8o1vlGN/5BEhPFdfDd3d0vfd73bO72WXybivfa1cG4AXX5Q5Whbc\neaeMdfzxopYBfPObQsTvuEPGu/328edNa/j5z8ertZVcMzf+9CfocFkSTjgBenrkfgwGIZWS9amU\nLGstqvMNN3iP9/rXy3WqVaW2NjFxwQA+JhNrgbVTqey4sOJKOPdvk2wWdiHKxCUQHvd9OQ/O/Rgs\nq+R4B4Q85SJQa4G1F8G/3wAbsq/xauhwpyQxY0UpEyth6Ufh7VfmCBL5POz9LOytRq3cSky0W7XW\nOZ4EmVBKdVawn+mH731PfOGOOQb6++Fb3xJzpxf+67+EuNg44gh5eF98MezbJ+QnlXLadHUJ2bBx\nzDGizBx1lIz12tfCc8/JOPmwb5+Ql+9/X0yTliUP8FAI7MjIY48VMtXeLgrPGWcIEYpkFetYvhw+\n+UnxHwS4/HLYtUvOw8aN0NwsvmK/+IUQpy1b4LzzxDx41FHw2GPwiU/Iuh/+UAjTY49BXZ2M9dGP\nyli33AJPPy39fvMbIWOLF4uiNXcuXHWVqEsnnwx//av4jZ1zjhDQQMCZ74oVMq+2Nhnn3nvlOL/x\nDTGrbnB9r666Ss7/Aw+IWfOkk+BlLxOC+J//KUS2sVEI69e+BqtWCbH713+VeeYz0e7cCXv3yjko\nBsVcMzf27JHzY6PFxEHs3SvnaPNm+cOwfr2Mc/vtcu/luneOOUb67tiRn4T68MYEmsLuhnUrYVON\nmdnSWG0e2ivBa372A72ouduZ/yc6n1kOZMz1L7B1ItSL7ACJKgdMVEvtPfdN0LIeepfDutXAjipM\nbiLxekltNvcHsOhiCbioFGky+lxm8EUpfnpFYwRaEf+8gWLaV6LgvatQA6WU/eQq2PaQwj/9kxCA\nzZvhz38W8nPffePbPfSQKHxXXeWsO/tsIXcgxOojH4Fbb3W233OP438H8OUvOwThLW8RlebOOwvP\ncWxM3i++GJqaoKFB1Da3z923viVzACGYiYSjTBaDU04R06hSYg60fdv+4z+EYNjzftWrHJPzD38o\nJLCuTpYvvRR+9KNM1eiss+R97lyYPRu2bpXl2bOl/969QsLc583df/ZsMYP29ck5++Qnveevtez7\n/e+X5aYm8Y/74Q+dNko583n5y525FIM9e+S9uSh3iuKuWTa8TM5aQzgsBPjii0X1/djHhEBfe61c\n4/POk232HN3zdK/z4WMK8BchdzVVmq2E9BrnUllgxto1sK5G1ERPnAfnPgufXg+fLnOIqHlxN6z7\nepay9gzM73dIVLlEqj3H9Sp7zJXSL5qvzQ3wwkdg6z9D91OFlcD0XJLQmC9HnhcqIXifKKLNDwC0\n1vsLNTxksGmTKEA2aVu4UPyesk2t27bBpz8tJjq3upSNxYszTaP33usQimLa54Kt5syZ46ybP1/U\nmVxYuLC4sW24/d4iEcdEu2OHQxxtnHaa97b2dojHM0lFrnF/8hOor5fI5XPOkehUL/z+97Kfjg7x\ngdyVIzJ93z4hVdde60QT33+/Q7RsNDWNn0sxsElnsX5/pV6zOXOgt9dZtj/b/V/3OrjrLlFHv/c9\nUTZjMfiXf5E/CWedJcEzNux52qbd6YTCUZwrgBUotWoCZzEZ+/CRhUnIa3YusKJSk2nWPIsiGWUe\n2zpg7WT4avZK+qToRO/HC9fApr9kqryt62R53cXy3pqnexRJZ3L6c0XOfzPMdxG2gmbcHmi3Exc/\nDru2wj6AGEQSRdW0by/YphKCd6FSKmcCOKXUV4BTKhh/esJ+wLuDDkKhTFJw4ICoIz/4gZgJX3xR\nSAyImc+N7m55iIMoYDNmOD57+/Y5ZlEbe/Y47fOhqUmc7/ftc9bt3+/03bhRHO7LGbsQFi3K3C+I\n0um1be9eOX+FTM4g/oxf+Yr42p1xhhBrLwQCou5t3SoE8pJLvNu1twtp+/a3hbTfd5/4tWVHmJYL\nm2gNFKW2F75m2Tj55EySu3Gj+DAec0xmuz17RLW7/HIx7y9aJOrgySdLyhQb9jyLuRZTiclOyXGI\npgCpElYAKy6Hz5wH5+Yit7eZzP/FDvogRFfWmG9jM7TdVNmcpspfcwWwYqNS36kWEb4b1q2BddXw\nI5torIaO1ZnnPUrpQRnR0QJBEjZeALZD63PAxvx57+aTJonKSqEaNDSLw3RdGI5oKrSvSgheH/Dv\nSqkMZxylVFAp9WPgg8A7Khh/eqKjAxYsEDMkyEPx1792giwGByVw4fOfF6I2OAhr1khAAwipuv9+\n+Tw8LKbEiy5ytp19trOv4WFJdTE8LMt/+pP4rtkBAja09naMv/xyUb3icUgmxRxpk539+4XIJBKy\n/POfy37OOcf7uEtxvL/gApnnCy/I8oMPOjn0LrlEVCWbEN95pxx/MSrXeeeJT5lliYk8l9L0lrfI\ntro6yRFnt2tuFpIIEmjQ3S37dptkv/AFxwSefV6zl+3xYjHxycvGggUSneqlipZzzZJJCVp57jlZ\nvvBCeOopeP55Wb79dumfnbtu1SpRky1LyN22bTLnjRszA4K2bpX5HpqJvdcy8apGVfcxmRn3s3Zs\np6PwwqGmUq5wvXJhHbD2bid1Sy1jBUZxLLZDnvts3e9gw/Lij7uDIojTlRB9tXe7dJ68v0P7vjyE\nSuW4R5+F1tscZa3Zq00hGD+4UgmgO8dfM5mm1o41MP9R+dx+EBjGikNDWB588xuhPrwZyzpI0AId\nAT0DRpdQAJUEWZwDJIDvK6Uu1VrvVErNAH6JnLROrfWfKxh/eiIchl/+ElauFJI3OCjpJT5kynTe\neKM47J95pizbqTmuuEKWP/YxIX9aS187gAGE4H3qU86+5s4Vf783vlFIfTwu+3YnyL3uOiGM+/dL\n5OkVVwgJsPe1Z4/4wDU3w2teI8EOIP5kxx8vzveBgDz877nHMRO6sX69KGd79khAxKmnSvTo2JhE\nnVqWmJYjEUm/8Z73SDTmRRcJyaqvFyILQv5275bzEwxKe1sx+8QnhLDceKNE0N55p+zzqquE9Jx7\nLrzpTaL4jYw4xGz5cjnH73mPENVlyyR4JRAQcmenCDnpJPFhfPe7Zdu8eUKgr7pKzk04LMEy118v\n0agXXCDj/tM/SdTs1VfLfC65RI7/wgvF3Llxo5z7bAQC8I53CMFd6vr9LPeaJRKi2PX1yXJ7uwSC\nXHCBcy4///nMOWzaJC/bhcAOVnnNa+Q8fteVOeqBB2S++VwKvDG1dUtz5Mcqsl+t5QcDcz7/BtSy\nH5bBWoDvwv0AK/MUYDeoxRq3bbk2XAObVpY+3jqEZNRKapW1AC91FMRau99tRM37pjzrvNoUDVet\nV5s8uswls4JjJMLQX87QuZBNFBVggaUgHILQ0aBmykNUIet1AFQTjMwtNHglBG9Ya71XKXUZcLtS\n6nrkRlHAqVrr7UqpOVrrvRXsY3rila+UaFcvfPGLmZUtsnHOOd4qWSwm5ObUU511dXWiNOVKawHj\nH+huWJYQGC+0tooTfjFYvlxSt7iRndvv8svH91meI/5s5Up5ZeMrX5GXjVNOccgZiHrq1W/9+szl\nr37Ve7+BwPi2jY2ZJMdGa6ukZXHjiScyl089VZTKfFi1SgjiBz4gZlEo/5rV1Y33x1u2DB59NPd4\nHR3jA4CuuSbT9w7kz8aPfywpZnzUHF7uPNim+uFccgmz9RDdWbwisuJKaDsALT+DUnKxlgKHZMrx\nlGs27VBKlRv5GrU/5Erg64Uiom3t4yl6LI918ymupJaNCYkozcKEje+UGzuhaYi9DbkI3v8JGdxK\npu/dfByyaAdgmCSmahZoBc0HYdCChoWQmAEJS37oAwEIWBAJwcBs0HWAMd2kgjBWMON8JQTvp0qp\nZcBO5AuxAcl5906gVyllAT9F8uUVDaXUB4D3I+rgDOAjWusHlHzZnkEIpAb+T2t9navfNcAFZttP\ntdZfd21rBe4AZgEB4MNa66yncY0jHHbyuPk4dLBggahn3/xm7mjeWsCtt8pr3rxyek913dLaQPWO\n31Zcpj2UUku/m0nuct4rK6Hjqjxq2iGA6FRPAOMLOYGVOgoFH0QPFiD7q6HjUeC5DHWtODwLPTOF\nhJ1UYtcoPH3ifkKF3NqiyPyzzbjRrHatEAhBZBQaQmBFEG4ShCSgLAgHITYL+tphaC6k6iFoksJq\nIF4we38lBO/1CAmzocxBlHzS0wMo9S7gbcBrtdYppdQ/A7YM+Vut9ftz9DsbuAy5aBbwpFJqo9ba\njhK4Ffiz1voGk5PvV0qpo7XW8XLnapAEiMcrHcbHYY2lSzNNtLUIrzx7ZNz7yUmby/SCJDNV6tgJ\nMDmmyzn9Beb3AucV2TGt9FR5QiXtuwwScTes2wFsg+iRsmoiTLoOyczh4+j28VoNrKwgZUu2Ulam\nSjZZ6EBImntuUfO+dbInUy08CNHB3MQyimzr++/ySh21gloIc/pg9AgYaEL4UkRUvHAQkkEYawHd\nBCogP6cDzRBREGsGHZahtAZlHMVH6wrtuBKC9xRwVZ7tCijSxpfG54ArtNYpAK21y7udfCd2BfAT\nm7CZII8rgd8qpWYhefiiZswupVQMeAvgUQuqJGwHeKyQGc6Hj0MUrnu/+vJy7frAHV6ojeuw4kpo\niwDfKODUX+WkwDUFpdTSIiJ1O1SJPCRH/rZ89WDnrwfWOUrYUzmGdpsoq4IHITokCpmXmGSTtJyE\n26QyGZci5VGHtGYTPfsY+gpMLfs4zXJdWBzNrQExuyoAJSqdUmKCTQQhZi6aNQY6KQ7iYzGIu4S0\nZEl/pCsheB/XWv8hXwOl1MeLHUwp1Y5YHY5TSn3RzO0/tNZrTJPjlVL/jZhtNwKf0VofMNtOBn7i\nGu5pJIoX4JXAqNZ6R9b2V1E5wfs1cOuvf/1r9YUvfIH3vOc9tLS0UOqXy4eP6YZ4PM6jjz7KVU6S\n7ukQQVgxVkLHzbZfVXERrHJeCgcX1ARKIEdVr5pxU35CkQuTZv53kaCtpfZ1+9EZ1XQZsNj4+ZWQ\nPb4oRM17Oaqi7S9X6vmcf42TfDovAT0f5qPU0lzXbBjaTQ6FUhXMKFnq4oMQXWwI21JoXgS4MqrO\nRvLc7eovSjEdPhFiFgSC0NTg2qcLgYAhYSZKtmEEUgqCARg6EZIzwQrIumRSCJ5lQSIJoX6IN4iv\nnTapMZIpiLeJeRYTQWsreIVTV1RC8Ar6sGmt1wMopWa7yFguRM37u4E3If5yjyqlDmqt70KCxj6q\ntR5SSn0V+C3watPnCDLZdS9gZ4Odw3jm7d5eNrTWu5RSn9Baf/W6667julwlqXz4OLTxCLCmYKvp\nh5JKaNUgqm6+tBWksk2SSi29GjpuLr3/2jXQMdEJeso9vpXQ8T54fxv0otSxlEbaqhIgYJPIV8P8\nIZi/UVZvcm0rxyR/OvB2RKGbyO9BWkH8MJy4VxL9Ri+e/EhjW61rFSLXMAQDjbLMMKAgaEGiTang\n+yB8JMRMnitlQZMxmw6HwApDXQJGZsDY0ZCwgytcu7PzkMXiEDIbEklQeS6VZchf4atZCcH7GfIv\npFptbXvyGq11EtinlPoREnBxl9b6A662q4B+pdTJWmu7nly+o/XaVhWZTWv9NaXUs8BFCOGsr8a4\nPg4fBMW5lkSWH1uu9QB15vuSNH6wXm2qPZ8sJJGgql8At2qtC5kvDjfYecbamB7q5nRKvVII3sS8\nTJXveXh/HXAl9N4MeVN/7YSWASgmEmnDSth6cxGKV6nocRQwKMNcWwoOCPHxLJ/1lKOoQe7ACvex\nVyGLfsa4ufaZD4bcAVgzINUGjErOKMucyFA/hHtgYQvsrQMVhFgS6sOSj0ohil1qBiTDmYlHQ8OQ\njICud/zq7OuTnfw0ORNSTTIOrsoJALFXZvb1RiUEb4lSqljJyiN52jj0mHd3WpVdwLg/bVrrYaXU\nQeBIpGDw3qx9tODY5/cCMz3m8zevSSil7sCR4HuBJ7XWXWZbp9l/9vKvkMCNXNv9ZX8553LcFI5W\n5ofS3n6JUisA7tB67bj+Sr33i3D8Zth+BzyO1o9P9Hzy9O/Lu90er8T5XAJLAe4wD+qi+2fvzyxf\nAkt/oFRzvv25t38Rjgf4LIIfwfVRmPk3eShfUWh+P4J5dTDTLsRdtfvHKTR+vHnfBHAvLHmXUp2u\n43kcctw/gqWXuOb/I5i3Ewc5zudxwFCu+V0Mx7nPh3v593D8z+H4CIwAm+zx3gnviAP/B2/+Ivzo\ns+Z4su//R+D4Z+Sgn7kM3v4wNN8Gez8IK83+bFKdMT9y338rzLL7/GQc38Vw3OfMIPcIWV+C83yw\nz/8zAFfBlgHgSYcgH4+kxHg8a3nIPh73shnbjSVmTvb1tl0ChlzLi83+H3ctA/AKOHMYeNZRI+3r\nPe763Swk8EzEbGnjeIR0NQHzTXv7mPkNLOkVMpRwtT8eub5bd8jxtOM8i5csgqOughOB4Fql6oAd\n9vkz++IW2Pg0tL4gY3/wOdjyvPj6hYAl/TDmal8HbHGdP7cf3JIXZHIzDsDx58PiFhi8EqwNkELE\nmPkJ6vdr4gFI2P0TYjpNNUGyDZoOSOqSxGyTvsSkKRk5AZLzYdYeIWb9R0CiHhr3w7AFNEI8DKmw\nbE81wViTjJXSQBgSM0kHbgw0QaIV1DDUPSf7S7mqVdzXZK5FVDSurRRCJQSvi/E3ZC78bxFtnkMk\nUPcFagN22Te57ReilAohF9/+PfoT8BJXvxPMOpB/XBGl1AKt9U7X9tu9JqG1viTXBF0/jP6yv1y9\nZcfvKWP7HVkKRPb2z8oP46Zc26s9n8ke744Cx1/0/szyHfD4HS4Vx2t/7u2fdR48ALwPdj/rFBX0\nnJ8yWf81rH2frO5wby/reHIcH675nQYdb4He70In8ttc8PwBj9/hfF77PjFN5tyfOb4B+5g856fU\ngMtPsQtpD8Ab4ZkdpJUd93j29uE9MLJSSkc9nj3/U+CZhQgjADgZBl4B++394bTPmJ8kgJnsAAAg\nAElEQVTKcf/hff0WmNqjm+z532aqY5sMkK7yUZn3x4mwZS/gKu6X8f10LXfYx/NQpoK3xYx/NvIc\nfMq+p7Lm61YobbLnXj4O4CjY0gs869p+h6u/x/nYgkOe7Pm22uPZ58defitseUBElmZXezDnJyRj\nuTNtbJkh7eufhbbXwH4z/unAQzg+cDYH6AHGDsL8AWnX4zpHmPZuv7ktiI9+evkomcBJACdAohl6\n4yLczAArDs29MRrqkwzXQfJFSM0R5QyAYQgfFFVOByDcK8pcfIa81ydhKAVNEQmESPbD4ByI27Uc\n+yE0CiMLIFUnwROBEYjNBoKgRiDYJwQvPhtUQsgdyBxUAhLH4YlO8/4D780GZRM8rfWl5fbNMV5M\nKfUD4GLgN0qpeuB84EbkpjgDsM20/wpsBuwMrmuAm5RSX0PSpFyI+VentT6olPoZYur9glLq9cg/\ngf+u5vx9+JhknGve9wNrqY1Ix6nB5B372jXGf2wq0otMADrKSfFxntx7+6vl2/dz+OVWYBY8VF+k\nWe0G+NMQ8H4hBrUI20SYfW47VsPpKWg3YaeeEap4RHlOMdpVcUFFBXE3bNTwK2Oe9kx9VgLcUbrm\nvNmKmD5pL+LMD/ANrH4Ib/4Lod9A7FLhnlbgTo7YDdvmQuIfQJtUJQABBaGgUe3sVwASSqJbB9uF\n7IVMaZ/hubJc128UuxSMRiAVEjJpQ8VAG5NrMgUHWhxSmbDJe1XM9pUoeBOBjwO3KaWeQNS8O7TW\nP1ZS7/YMpdT9CIHrB96qxVcPrfW9SqkTkC+7Br6ntXY7Z34YuEMp9YDp/zatdWzyDsuHDx8FUWWi\n5nIsz/WwdSAm7qVMbJLXCcPXYcORsHV18dG6ZUeE+jhskcuvzQ5CKIhPw1FLYHQ2BG6GL5czifWi\n2rVDuuhBVlLhGUdDsAGGI//HWOxlRMJJRpuS6EYNrTCvEbabFCV1QQmMiIQgPguS7ZBslnED+yCx\nS9S1+CyIzISUBYkG0AkYMz50ozEhguCQSxs6lfk56fK9AyGC3ReWfhaC9m9ZXiJYUwRPaz2MKHjZ\n61/EUe9y9b2ZHHn3tNY9SCSQDx8Tg8lX0Gxn71qpZzntcdN45/xqJCkuaowS0pNUFWk1TnB/MX3u\nhnUrs9KkVBClmTGXOLS8QUxoeYlqViBBRfA692kzc2VDl5tyJBeKUnW+ACcmgSUw+7NSYapaiCLm\nTq8cdM3IM3YfsOs5iMaEhHkGYGQhV3WLZjJ9+AwCAdAWNNfDSFxyyAVDEt06jChuQaO4RcJ/pe05\n6F4E8Zb9xBdB9zliitV1MLwEnk5AgykPZimJH9Mh8YdLHeXsN60MpiDZCKMWkIKeWdAYcdplpy9J\npYAkBDSMHpN1jEUGlqhBIA6BPRDcC1YTpBoK9aopgufDhw8fk4YiSPnz0DIK807MP9J0T6eSExWn\nRTG4xvT/O3y6G1q+KcEAV5Qz1lMQTTo+WVWDIXpRr20PwVbDlLIfyFE7/9uVRZqXN0L7jNJMsGeb\n/eY0Rysnz150DCJBGI3Ckuth2Tdh8WRHRkv91sAi0Esg1YwQw31fhhca4dlHS6gjPARzUjADgoPQ\n3ADhAAzWSbqQemAsAHUhIX6pOki0CRkLB2G0EZILwFIbUQkIJkRtG7MgFYHRWeJLN2B831JGcdNB\nY1o1s0g1QCIk48aCsm87AXGqFVQYYiFIBSTNiRsqBolo6WcxuAl0BFIzkcwGLn9GaxCUVSh5gk/w\nfPg4VDGd/fJKKLBeJJzEssWrcet+B9EPwT0VKDk1neg4rcYJJrogfMG51EP0bmCDBKpMCLJ8ycpJ\nruyFjoP5k+UWaxLP4VRf/Jg3wAsJ6PnPzIhYIJ2smdV5fxMCSqmc+Tcy0qJo4OUQ2Qt0j2saCUli\n4JSLhViWhgDMfgXsMwl7g0ExfabaoSGSADRjJrAhEklgWSnGguLrphdA3JI+ASW56pIB0HMg1gKq\nCcIjEgSRUNJO9uvMwV3DNWXSs8VnI6ZmhKTpkJhh0/MehmBMEhFnI74A4khkbAoI9puz0+SkMymE\n8J+FtAEE+sQnTy+GVCMSM5ACayizjy6Ykq1qBE8pdSHwzwjlfTfwGeBzWuvRau3Dhw8faWw179V6\nQFWOGiKUK13nZT1El0JzKZKJUmrp7/MoMtVStiYbWeRm/nPy7nkMLlWobKyGjgcdErJpDax7CqIb\nyiTND0J0T3XzpRXEYzB/q3zc6rHZnovXNi9ER6DVxTC8SFous2YU4BrHLSPvtfk6bOgFNpTsxnH0\nTJzUYraZ1a2WNgLtf4GHDlA32Eo8KMQmDdf1sc2aoRCkAimCwRSROphVLwQvHJJtTY0wEDFETAuZ\nSwUh1RLDCpAu65VoMznmZop61dAH8YAJfrCkQoRlzK3KVItwkzu7ekRwVBS4jLxzpjyYRuaQcm1L\nNTgmWXsZHFIGorbpkKQ2KZbYRe4XQseCzPWBPkiMkiadbtipU5IFzd9VIXgmH95ZSELjC7XWvUqp\np4Hv4OFT58OHDx+TiR3wp1b4vpt8rjYPyJU1Zlqt1B+vGv5wbmREzToVGjpQqibIfLGoVhRopXgR\neqYoG37HNogemZ+MtkPfIhxu0IonyRA0EeqxSI4K71EWzGiAvmE4olkI0Vg9WK2g6iASfAY1IKW6\nBo+EIxbC8AIhWeGgEDfL0mg02jLqFfdRZ3LjqtmioKlhQ/ZmSlaY1H5R8hJZ81QKkhoOGP84yxC6\nkTAkmkSpU2Gj3gGJiJC0dP+4o6ZBZsCEjZTxhUu4yXYRtXfVPhk/jCGkg5n7ii9wzcUQSzXqVLEo\nDtVS8JYDr9NaJ5VSbwfQWt+ulHpflcb34cPH5KHqJa6KQdp8VCXCdSVEjy2hvVGaWFmgXRmIotRS\nJ199YVJ009QQqHOvBC6ToIuy/OOqiIwULn/jxIYneXpJAD3PbtAHix+B0xcU9k07G6dOajai5j1j\n21M51htkq3ZpxWqHk8duInASoKDuXhjLy9+1qFaW41MmWGfmfLNS70Vy/WXfX60QmweExdctEXDU\nOcuCUFiCGpJH3gdv72NszhdIzh2DGATCH8J6BGY2QN2omGdREuwaMPVYA5a8h4Iw9FJIzIP6blhy\nAF4YhJEWDYwSaxaCo0acfY+1QTIk1SBsMpdKCYkL2/nj6iHWDOEDMDSSGbGaCgIRIXKpnKQ1E3Y1\nCShelcuHwFYzJ7syxQwI1EHcI2ZIh8ngaJZyFEN3AuTcqBbBC9gpSzB/HJVSFlAwysOHDx8+qoln\n4dPvgJYxaF4Dv3r51E2l3HJJVUUORTBKVmF2jz4dkBU1O4kqmFs53M4/Ppzi+WCAojx+oq7PHQjp\n2pq1DjLJW1qBWeO0jSrYtKz0ovc5sRzmmwCLnhJNzaaEVv0IvG423GtHPttjpI/lBeiB5qFXYEWg\nJ1vxieLyFVSSkPpxaA/CQAg5v0perSdAT4sEGwRCMHsG9FiyORz6L+qHIN4PCVIoS5hcyBDLhjCM\nBU3gQ0DGCwVFQQtYYoINBWG4QZS4g8NwsB6CMzThgQjBIVHGUg0wMk+IW8KQGqUw/34cE2t8BiTq\nJDI2Vg99TRA3fwYCfbItFXCCJmzokJC4QJ+oYylE1dN1kJpPRe4AQdf9ZQ1DapYQ1ZRJ0aZici5H\nZ5NxjzU/Db3Z1bcAGoTYWYMmyCIJ+bO9VYvgPaSUWo+kVW5VSr0TSTZ8X5XG9+GjdlBDvmYTBIm4\nm8zjU2rpsRB9Lof5qFSzZa/4DRX5L70sdNgVD3CnQimtyHytYd0awFUfNYrrepTrk7fD9ZDcNrGE\n12tuUYoymVWEksb/K/QcOT7NiCfMOXf7tDGepGTATvY7/Buatkt0aMKjmVoIkTDEDAl5aTM8EYXR\nGaB2w7mvgLG5skNLiZ9cJOj4t+kGUHMhkPwGwYE9qJG9RDY7iYEPdEgEayIBVp0Qtf52iIxCpEfG\n7FssqUg4ALH0JH9PpEeI26gpUxocFf84kOjWZBPEYjKnpJEXYwlIhEGFpNZrKss/TQ8C7aKKqZiY\nR90i6NBb816IvLCJXMq4VoY3G4XN9tMbFkKmZ0ught4FiTmZ5mAbqSYYPWL8epJSCQNjyh07djKD\nLD4FXAt8Dqkd+yWE7H2tSuP78DF5mHwCNyUm0aIwtWTWy/erINZI9OvprdA+B3gZLAsL4QtSgelx\ntfFhIstst8PUwR5XNLt8uMnjeNjXQqkpjXotA9H+PJGm1+CUZ4Fs5fCcs6o0B6+gBrfJNfvz2YMw\nPyt80RN3Vab0RckgcqGQRGZmQ+MUvQfxe9PZZuEeUbgGF0NbUOqh9j4JjWEYPRKCcyF0ABob4KQ2\npc45C3YeI8QsHJJo1r+dJQENNEikaTgo5K1uQEhIvAViC8CyS80pJ5ghFhfTqVImzUdIyIlOiWl1\n4EhplwwLYbORnAk0mtJdM6S9NQqjQSFsyiiAyR6wNMSbHLJr+8elUkAqB7UJGFUuGyX+AVAm4CS0\nxZhM54xvk2oQwmf1Q2BIPuswaI+LmqqD5GJIHXTWJeZ4E7hAqxy3Fzkcj2oRvAuBJ7TWZWWm9uHj\ncIVSauk2aFvsJJstFvaz8HikBqSULKtFlEcOVyDHNgz8V3UnVD2shI6FsGkx7DpP6y+VY8JUOVLC\nuGq6Tji5Xg0dLy8ujUfURN5uBY/ABa0fv9mVzP+aEuexLmv/9jm4mOOO2Udy3nxvOapinA/zE9g5\nbTLxaH7iZkynxSlyV0DnAEQWwoGrnXrpOaCUozLZ/m+MGILXAZwO9QsgnjRkUEHDQlGzlIK2XULM\n9h0LR0dk3b6I+MYFAuJj12ZIxM4g6HagSSo4hAJStitliERippTmUgqCQ2IyFVPpXwGJ6Bw+GgJb\nILh/fC44bdKRpFKiwFmWc2wxQ3pSTZJrzs5Jp7X412Ug7phls/3R1Oj4QITYK4EKfOfCf3bIWhrm\nnKUaIDlLiJvV72xOJ0wOGZIXh7phGDL21PAAqJkQcwd0jDpjpmFM2+LEKKuCQ0Aj6LFiSF61CN7X\ngfOqNJYPHxOPiVSmShzb08dJ68efhU8DHKfUX6up7E101YRixs/XRim19HE4ZgHsPgI2o/UqOy+e\nmiTCA9AF83dnrXsNzH8NdLiJy9lw8gwYQKkQ3krjMmDx34AcCWfNwxooM8DE5TxvE66y6szmwhuK\nCxzoUNmVmqoEbdJtmDJVHAXHJaDxLtnsGQjhMm8uplCpuuJhqz1lqHWBQO7EtJYlilpaEMs6kZGw\npABJLIDHzoSmUUgtMubTAEQaJJAhYUGwDVL14gcXsiA+H4YCUG/UuQBC5sZCMDMi6UCaIk5qkVgc\n+mZDvF0Ih3KRaqUg1m5ImnLIlg4KyYvPEIIXT4ipFCAw4PRPJuXV02AULS1VIfa8yiE3Wo8/fjC+\nfKHx66HyAIjAVgm8UHEIdgtxSzVCwDaz2rntImLi1WGTFsUVxGHZvnUzQWXFH8QbzPgjooQms+zs\nOuIEs4SCwukwKV20JWOH9kLjdhiKGp/EgkdVLYL3sNZ6XJkbpdR7tNb/WaV9+PBx+ECppQFoSUrZ\nJi9kiw2Tn49tAknyd2HDO4EjcuXwGp+sdtKP/3JY1gS9s2HBSO79byX3NSw4dhERrdFSx64SzgX2\nr4e25XIv5jv/GaRoT/VLeFUT9ly3FtleAXM9VlvQHIHRgLOureE6evb3Eou8hJlPQ59ZHwhAWwOM\nKagLS+QqCuY0wbEt8NcGSdqLCS4IWnD0QdjRJ2bUsCFd2oKgkgTBloJ9pwhZqldC7gImijWVMlGp\nrfC/r4X+tsy5J1OGZLlIiNbSZ2SeBDvYZWCVMubXkLSJN4jyR9KJ4LX954JGcUvMgbjtI2dYyuhR\nhjwZJStufOQCdoUJo6DpdqriUxnYKkEPBEH1iinYwqhxg4ZsNjpqoFdZMJvcqRioejlfgTFH4cTL\nxy7kJFpWo2K+TZo0LaoB0ELmg6PGfzFplMk4WL1Q1w2jLaAiQMFI2moRvAeUUt8DfoVz14L45fkE\nz8d0xJTn+fodbHiutALy0xpvgmVvMKTm27C90vE+Die2m2z+6Tx4OaCUWvo7eHuTS4l7J5w8AlwI\nc5VSX74pR989sPNp2JDHRLsO2PTSHPtl8kmaHVlaFg7C/D3QckTpbgWlIPocUG+I1p0csxm2tXn7\npQFFVIq4GjpMkuVxuBQ6AzB0Jsz+SCbxtM/TLtIBDFafUVuiUDfHpA0Bx1zbC3W9QqaizUoxS4aw\nrCF00xiBhi4a9kl7fcz/Z+/Nw+S6ynPf39p719jV1ZNaQ2twybZkeRA2FsYgIBgzxEkYEmNITnJy\ncEKuMcM554IzPRxycwjckJBgZwQfJ3Ccm4TcEEc3BAgO8REGYojxkYmMZQtJltsaWkPPQ417WPeP\nb63au6qr1d3qNrZB3/P00zXsvfZQVXu9+/2+730hd8YAJQd0EeiFqC4p1C0FOJQ2Lg3dwr6Vr5I/\nrQXsRZFYdVXWIyLB1ZgBUwrKNVpAaNAjr6dm5H+9PwZwWosG25gTp1W1B7UMNI6C2ghOj6mnC0xH\naI9IkOiGvKZCIy+SAEVOJeHQkBWQZyPKtwoGA5RfaR6UFvo8lxZZQzxFBfA3C1BSDQMkQ5oYSCek\nU1yDYVrSsogrRqiE8WyyeCl5TCZu3GgYwOyFQENkXdodMHwDgkFAH6EZz4Nqr+j6JWstdSTbDQOT\n2p4Dtagd82oBvI8gTiWvbXu9UzfIhbgQF2KZ0SGlWTL/h5c4wPO+8/cMdAfAwPnVI459P5pUDsDg\nlAESfwZ7czC8CXYfh6G3La3+bklp5j+DvYeAvTC8VMFiq/tnfV/vgIMfiNP+q5o+/S7sXQf3v+5Z\ntDebMHVxwMHWyW7RGGI+yzP0TOvz3XQADz4qC84gXNILhx2ZWPNpIC2sSZAGNy3+p9YVQRnmTa+T\nuqpMWjpHnWlpKHjz9bC9F8Y3VAnXC0TNeFJv5ijIZYR5GxtEOr+N3EewCQbyoNdK2g+EHbJNCJ4B\nInWDepM1e83nRkqkMWBEfteLDlxuQt6frUpKVvcZZ4dZw2AV5Ni1NkyaPUOBgJrIQ97oILybGjfL\nbjFdq4aVS2rKzRMGTj4/j+9U+tG4Hs47HR9Dalr2p3Zxh5UCINP6kmq7g7AgNSpK+ls1AB2DOzAM\nmytATSEsXpSRc+S5AqSTjhmpGajXwM1KehogHUCY6OxtLm/OP/o6guIpxi87gRuBOwX+on1dqwXw\n/klr/db2F5VSf7FK41+IF0q8AIDE8yzO3TG5QPytYRZ+egkAr8VWS6ld74cddz3LKc12od4kQF2o\nqeDT8MgwjOyF+29fpOYr4UKx4HH8HhxYC/vfDazrwFjd0iZv8nF4pAgjfy9M3H/7E8lGHPrMOYR0\nF4mbT0BvSrb/q+c5xlKjNDFf721Vxj3c+nyoMl8/r7TUwR7oULu2D0bOnufOMR8cLDN6LoXpy38X\nZj3Y9wBuN1CEmS2QvgKCMXDSwqiAMDjBZsEFxSdhohthb4w+XL4horuhKw0OGQ/6sxBuAz04Km4K\nKamLS5nJO5eCubWxi4H1gXUUHJkQwd5at6RYvURDb9AjXanhpGHHcgIM0kYc2DJznITZjBwXOZNe\nHYdoHGYGBPSBNAMkWTddRWre2ureLGhUmAYE12wnJc+nbm07yatoLafmwD0BhX8TB4q60TJPlrSF\n/YYV7AA+W0CZb0Bsh7q+JIunEmJzTl2AXHMc32wnIcmkzXJhThotGt3zXTbcquyDVxNWWmP2BWOX\nZmsbzX8FaP1K/OJjRM4T6AmW4FWzKgCvE7gz8eurMf5zFhfAyg96POdpWIBdz++apEUjYY11G8Dj\nwD/DvJrc5cTdMLwNschZQkgN2IXf6VKio/jyHXDwE7Q4OCwUg18EXgPD5rMpsTiw7ENmqHng7hMm\nXfxo/FLLOCeav40j/RBuoHPq3u7DvPVNdAFr74ArAojeA9xCzzFwu8Qdwe2ZAkKyW6QOTiHpVeVA\nam0ssJubNn6neYj6hNmbUhBmIFork7ZTliJ519Sf5dIiT7J5VGrikk0LSgl4i+ZA9UvjQotVVhtr\nqVOyv4GREnHnBERExlJLIV2v1TR4dYh6jXMEUr8VagGFjgv1Qtzp2g6G5tWbea2vRVqaNTrWwq2g\nPs7Kj+T/VcBusBa8szETqHM0qUR/IE73WoZQ1cxyhjV05oS98wdM6tumY1m4AzUpfNzcL6uunZVG\nEgfAl0YWMOcmJeNbcOdW4+8NtDajBCbFrQww1p6RjIlk54JQXo9cUClQZQjLv0K4qQcYw+fnJGO6\naJfFannRblngrf+XuDvsQlyIF3w8j03mO2rpfeBZTKHdSUdHgGYsIvNRMv+fM1B2n2lU+YDWf70U\neZM74OBX4L8WYOA9MHUfPLrgwlrv+4BSe/pg98thZKm1KiupyXsPXLcV1v8ojF21QoC9upHyIJXp\nlM17CEpF2F4XM/tzdKYqBdEaIIT+qSoT3SFOQRwWklm1PiOqW03B1d2wb508L2R9/NQYUZcPs1AY\nE7BW6QWyGlWfRfcKEHCM64IyNVhRXlKYzoypU8vJe2kPdJdJWWblL8yDMy5puEoNKl3w1VdJL45l\ncbQn7FpmQsCHP2BSeRWoD5pasBrUEsyRNs0XHnHqVSla/FF9D0iJRlxqHGo94pKQMfpqUcF0cnZo\n5bWuERYwBe3XjT5WfC1JPyqgKwnYVFVSqlGeZklXalz+KgWTKradqm2Axp1u1Y4D0yiBqakrQPaM\nGXOtAKco0fRiG0UgZulUA7JHTVo88T7EkjGOAXyOSdGTFfZTty0P8npqRlg5b0I26k5BtF7GUzNx\n2lfVZP3Q1NuBqRmsAbobagZlW3C6qK3LaqVoh2UHLbW8aj7XF+JC/LDGbW+AS18rHZjzmiwmVm6f\ntFTJkeWIMN8DcBVNZuZZi1tiHcAxVgBmHoLSHQuAuwOs3oVsiUC7tEqbWyyaNWoTMGSA+sHDUJo7\n/zRvyfy3LhjQAt6bbFQL03Y5DH0D2B/ryJlx8qUKlR5a9OV0nxA4qZlTMCfF/mkP8pdCZatMpJk5\nmDWdpVu64IkMVLMQ9X6cNd96iuq676GAYMjIgnSDUvtJ1WXdujLMnZEMCUIIjUacPycaZnXEgWEu\n0SiQbGpoZMHPSRF8atwUxxsgppD0bdV66ppJOgiN1ZYHWgEeVHrgqUsT59gTEBekhHFTo8I2ndPZ\noi1sClAVoPYjy1hxieEdbGXdnBlj05VnvnVp0Jr+JECOcQDy0zFrmFzG/iItM5dkH3UWqZUM5v9y\ntRZ21TGWZaoG2TkoGwH0pNxJsD1mcC0gtOCrGSn5rFQN3AYtosRRxqRgG4AB41EkLJ3rgzMGTpcB\nhM0au3g7nDFstXk5mgb4Uzj2Uhj9exi8HvqegGxCf6ZjrBbA+0et9U/aJ0qpXuDHiSszX6jx/HUY\nuBDP52j93iwx1W9Ejz9oRI930dqRvlisyF5spdp1qxC3vRNeHMDs3oWkURIxZtwjtsBFwBoWkBM5\nAUPDrF63l63T2wPDt58DkCmldt0Mpf0w0rV0wNSxVmmp5/2T8Mj18M07WkHWuaKvQ5HSvEh6sy5h\n8fbYDcEWcE8mXmumHt8K110LA7+I6ruVtQ+ITdN0FVKeBhXSkzddhoBr0oveUZGSCEznaTgoTQhe\nWdKmVVcYscdvgnCzTNS6e5ZwoyajDJviSuMBKtYvs04MQQFOX2dq2mbi1GfQI40NUSRjFsfg7Bw4\nBWGiyAmjZ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FA1Ya4iI6ysMIA7ycwFNPPuqfEY6EX5VjkWtyrLua75zE0NnmMkYxpmnb5J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1Hq\nECcKLs9kksbZOG1jrqzKvgyglLoEaU5+BKjVWn9jLrb/SojdRnB02and7fHKALQrpdYHb1RKLbsC\nDuY2wJYcTeknWPco7L5U5oYUwmy1xRQ+bxnLqVpxebAt6e+yLbGC0vPFNaJQJyxJTGbNcUAXYWTM\nNOsDEznRRAv2xxHy2aL9GYzrhR9lunOzbbbGaM01CJgDSpZbXlijfrnVI0soENss40gR7hcvV88K\nTEfk+JSROFGm9qxt00uXA3tCAKvWEMqJrWmmWZwcLBtZcATqnpJ+xOGLQY1cRsEZxXWfZzQHkeeg\nWAP5OLgFcAeuJkICV/9AgNdacDNAchWkx8QDNNCzpjXQFRX25CqAP4GlWciug7rtkH0n9HfBQylo\nXgu9TYJ4Z8WU3wGDzZC9DO4K9Ip1AR0/QPxJDwAfFjmjG+fBqi4YrZuC5ODFB2D1SrDboO8ALL8M\nqIHQ6oA+Y2V4pdYXgFyFY8IsY3J7g9adu3z3hrkNs+1meTjZjADQ6vuaPTt01vs+puknc59nYrxS\njuUsAD0jY66sys5FbFtaEGLFeuBHSqmPa61/OBf7ONPjEZF64XZPHuHliw5lLMa2yA2p/WrY0ARD\n25W6kpIuWPvFSjWshfHnINsDq9LQGHZ5NtRPvhWeu1aydfHDIpgf0pA32TsLsaLKpSFUFFZsrgiD\nRs6DrGHAmiHlPb/TMShzoEccIbxsmD0semkkfTJCdr4wao+n7Kp6kd9AUQgPCsQaK+sDSEKAJUDN\nTZmyryW9fvaQZC9zTdKSluiG5qeEsFFoQ0R/oXSgliNgzg3LOVKeg0RMptkjYGXfx1jLHvKxR6QM\n7UD46PmooQKZ5i6yLwmeiXRHQDUzkYOB7UA7WL2r0IsWo+c1QbKViQkHS7VB+yNQ/1KgZJo2PWTS\nGBfLANwBHRuh40eQuBQWJ4S+PFELw0aDJbMRrnwRVmsYexA+d4Hp9/oUvGcIfmV6pB5vC/TOfRm2\n5GHtaui9bPKH0HUP8FnoMB6nQwBHYcdH4fB22BrI2HR9BG48CHWfhjZfw6480tAUzIatgO75kgXs\nWgPs9XvUPOP7UkYt2M+2olzLbsaYpedpZUy3/bk0dD+9esROB6Bw4mOozM6ejTMllFp/xzH2oN9m\nqnBXQN1N5n4+bUzujz3lMVcl2v8DbNRa/0Ap9ajWOmMEhb8PvLIAXrUnmWN4ujnZwsaBTMdsv7it\nGUg3TRI/nWgXLsOlB4FeSIRg3/WPkWwVkeDxVig2iGXlwYWQPCoZOm2+0Y6xrSrGYHSx6Md6JT9X\nG6cCL5ulDeEgWqHvlvLZrV7ZU8eAkCm7HkeWIshupRYRDjZAyzLOD6GjJgMXAmvYZ726CTlGL3MX\nyUp5WZlyczIGDQnYa/ZlFQS4gWTqMCQQlV+IDvXh2jl5Pw6k5DzoYYWuVbimh04DjqMoOo3UHobB\nne3wxhDULKZ+Z5hCoM/VPWJBrWGhZFZjjcaJHt4CpI38xxtgZQjSHjJaBD1PkR4K4upm6I+Knlsm\nCv1Xwe2L4G5HviPrG6XUXXcT3DhFD8aN74Fz3gEt12j9VpRi4zQsTD1FSXA+9Gyf/nv88EPAbwwQ\nexKu/wZwhbyfbl93AazWunP1qbwxV3EvqDJ/yvdGeLgLxIcUptSVmrnEerIB1ukA4E5lvNqO92yc\nETFXAC+stf6BeW10PPWYUurlIo/MTbxy0tKecGkPk260yvoCdF6C/rn4Jza8FcKWZN0m5sFLK4AX\nhSQRCQG2ZM2KDaJ9ZlsC2AY7oFgrvVyuCxMTUmLUIcN0dQ1AM5Zf2by4RGiTzfKEg4vzYNyUY50G\n89ceOI5jjFCXkSGpBTUhoNUaNWzXihJsscUfh0wQIBfOCks1+HvRGILDKKg6JMunYbANqIFwUaRI\nijFz/CHvp1GPDofROoTO5LCOGtAXk545NfwO3PAI+drfA/4MRsEtNhHpXUTNvic41LUUCJNL3c7g\nFSGKxTtgvtEy7AgJ+EqvhMHryS1xOVp3CQzcAc8YNsDKBZDJyXfBiDPv8ey8eBK2fFEOpnU+rCzA\nzqvKT1JnVKypcvWw+FPw2C+BwyIn0mXAxXeO/XMqjwL0bakCCh+EzU9A+6TeN60795mMtD9Jdyql\n+BDG1uYYopqVlImTU4adIUqAzpcymT0wlWUf51ikR87Ea96ZOGY/Tq8M69mYFB6p6Z7jVlw49TFX\nAE8ppa7SWv9XYMJr5mjbZ0ycvrZjNREYKX+kV2r961FLHqUmVgAmUFHpCwtbMLpagFtkQJivhOHJ\nDTCyHBLDQpAo1gqgUSOQr5f+LycFw0lw2gQEugYQTkQg7pSPKXYERkfAmR9glhbwrb6OIzwhYU+S\nxD4iWTknJuPQYVNmTQr5w/v+q4LJ2sVAx2WewpRRjUafpz7iSbZobeRJLH+at5xleg6tjGQASQmL\nljwiLcKH0akJsENk1ZdgtwXFw7hOL6HDYcM+j4h91WFg56dxVic5sPCv4Pw/N0e7gNxRBTqoS3Qn\nrF4PC+rgnBSkC+i+BKS/A3cpoB5ab4Grm2FdGi7qhj2fxnlxDdx3G3w0AXUXwNBH4JmfQfM+6Pkm\nPkN0E3SNwUUuZBLC/KwWd31c2KjdVZ/wfJDyJfP/EKL7BoZ9uUZenzCYOkm/xa6qiurHE6dCtsM/\nt2duzLbcdSofyk+76/zZOIZ42UWIT0XMFcDbCPzQGOA2KqWeR1hevztH2z/1ceylTi9KPW4nYVST\nYnagsiUBeUN+aE3BxIUfoTGWZzgFOfUfxI/+BxcehO5LoGe+AJTCIhEIjv4acUnAyJ94JdiUAJzx\nWsglBUQVQxBxoFgIlPwsycJlzjPgypMqCbgRaE8jbZJW2vThZefAkBnCk5fxSr5BeZJQHrRjxmgy\nbTV5ca9yixDLAYch3yRtaB5MSe6WbOX4MrDHRQw4PLyBiPMrcosGyaQhX5SMHOMG5A1eSTH1PNod\nxMqDM3wPRC4ydNfnoS8Egxpa5uH+ppf8/TG4og7oF5ryTuD+BvSdOYikoemjsCgEw4vh5xhBVw0o\npTpqYSwFE1HIFYAM7JkKiMVFtmRoJRzSWnfuDNxAN0v2TDJ8WnfeHpjXLP223Wj9tW6lPjYfqOxV\n+2l1aQ2JWWSfvOzbTMtsChAbJANN1zGlD4/9d1oiaMy9A8xJi1uR6/Er+mZ2hsdZiZezMecxVyza\nTqXUcuD3gEWIKfX3tC5LLpyNUxftkydFQlCbFOuv2pj0wFmmFBuyIBWW7J1trMJcMy8agg+ugdFm\nyLUK6KvZZ5itcfmzBwQw6RgUFoIzA1DLrwPWHfthWT2UHCHsI9WX8bJ3GCFhT39ZTZQvZ+ekT1Ap\nOWbX9cFrULbFyl4Baj8quw+rV7KVntODciGfKlJMadGv0xDqAbsWLG2AsqPQRqNPZYHOC+HiQ8Ao\n9N8Mn1trbPSugubroCMJYxrxiLoW+AnwZdwHXcb5B+hS8GOk1jwJKN0N266EbbdChyUSK1ABRP4d\ntocFpAE+OeBe2Hw5tG+F7tvEIoSnZnAwWDsbhwOTfZlkOH8cTeobxbFhplLj9OWuV8dNNHhuv4SA\nu0PTrnE2zsbU8UorIb/sIsSnIo4b4CmlHkXuWh/RWv9Saz0CfH3ORnaGhFJq/WeFfThtpm/XDDfC\nChmIKbc1k7adH+nwBnKXW+QLP2FkFIqNoI4KYIM/Ye+bX49btw8n+V7qtsD+VTDUIsvpWsjnxVLd\nVpKVEvFiydzlGgTkaO3LlxTnCaCyxiePxWnnuPoW1KCUOO0B6Y8LhlsTWC7vy5fIYPzpIMDTUqBz\nIoOSiwkBAvzsXN6AoUjWJ4MwBrhpQgfChGzJyLnu69B6P0oLlcIljBqxBHBp6Bu7AifnoOteJBrp\nw+2PUBiIYrmS9Sv29MBD/dC6E9Eg7ID2RbCkQTxWG5+G7qehtx96AgeJZcY6Coe0jO1XFSesq0bO\ncytADjLuJPKMPIW90Sxf/bwLg3Qn4ixxzAzBmQHUZJuqGXrLpspQm6zdMffYnUBsxrBxz6A4mx06\nG2fjVRgnlMHTWm+YealXZsweaM1pVGZASsbaUs7Szwgp1AHmJz/E3oszhBJ/yMDEnxLaB7kF0LMQ\nlNqPs+goTnwYNw3D50kWa3gF5BcIkKMgmaz/n703j5OrKvP/308tvaY73UlnX0ggISEJARJAWRMw\nMwMioIgIKIo4vwDifIUgLqgBRMclCuqMiLiBM4AgRtkkKAZkHyEhEQJNSKADnb076X2r5fn98dzq\nqq6u7qruqqSrk/N+vfrVde8599xzb22fes6z/PPD8HaNiboO7/USjS2LFnn+bR4a9Kxzg0R2YzWN\nI57FrZzu8l3dJb1ilSO8/5R41rFYTroQBHdBZLxFv/r9Xq49SRgrdr6wN456ASGYcPVFQVqssH2o\nPEBb53SKxguEN9H5j0IKRlrivdBuKBhbib7pxxf9AKHyHYTGilfktYrCzXV01AAnC9EoVolj1RJL\n01GBia/qF6DZ760XT4aGF2H9G1g0aEIB2xhxcZS6xicAr8LqJV7i4dgxW6Dqx/EacL241avV6vW9\n/lio8NR78nLrmsRjAG7Jr1/4+SNo8mEOBxf59Do8kMif95QjY7IReGktmyJytar+KItzDAvO7+mX\n83S6/oMkFiFY00+fCXBqJawrAV+DFwwAIBY0ER4N6gOf/JCS7ZuJRjfTMtdy1rXsgUg5BNvsuFAB\ndAYhFDSftVAofpporKJEQXZ1XGOCTmKpURJ86DSIRaYG4/Vdk9Eg4LdgiIAftAMCe81S1tWECUQ1\nYSh+Lx1JMRDbVwSlr4O/DlrmQcG7JsK6Jtryqyh0hb4Ih4wnWriLSMmp6P3XEBq3FylqJTrmCqjz\n0RUqwld/PDL6JRjzHzD3dCgeQWPlH2BqAKZZmGqHfDo++e4Eu7+HX78A0QWw96fw4PnA+XHL1Gzo\nIaRObYHWcM+azz14CraVQs2SdLd/P39Yx94n3mbO/dc0jRUwByfIxwoPqUl8bt2XssPRk0HkqEvI\nmTct5/PZR2Qj8A4VkW+m6XMJcEALvGvM16mCgWfDT6aHgItbCDW2DDcNW3qr6XnYmVXwQiEc5fnl\nF/ltGbZl2s0Ub2slGn2Vwr0QqvIiPAVE/kLRXvMZa8H86FqnxWvBdoWwJUdMXLVX2NKsFpkwGkxS\n4YD35oiWe6lRWk2YRWORrLHl1MSDYkLSO6+vzTOOFYCvKN5FfOYDKB0mUFVMzPmL5xEp2IpP9hLY\na9fWWQW0gDSDr9zEXXgLhCfbccHoyUSK64l0vQH3eff93DGEx41FO16DUzuJbgPKIiBQ8cL72PHP\nF4me6ycaJonZsKkOykJQKnFR1l3yCi+aazPsvdzOdV5SH7sDcfFyx8twxltQkyJpMCthlSb6tHk1\nVgEegNnnw/Wz7fV6aH9l8x6AlY/CtMOBn6Xq0JuB/8JP1TcXYmR/VFlwiW3zleFpaRpu83UMC7IR\neCOBUzLoc8DjFQFfNcjUDun6j4El8+nOWQaXUT67nog+SKsnmnwz4M1ZcNFzUBKx1CYW8ar4A7bk\n6vd+roS8dCaxny/RIOD5zYXDICMglJjvrcjy1w1U1EkT0GlCTgu8PG97IDKaHq87aQdfk3cuT1TG\njtFC8Ld6S7Nef18bUOT51UW6NSDBBstJN2ktNIyG+tmWIFj9Zfjr9xLcdgwdE7ag0T34mqHzNSiZ\nYtbIpo4joKSBKNuJPllMpPgw2Pt6rDKByKo9lrSbibDwN3DrMqgWiuaBHnE+nDceZh8KRS/Cmrvh\nqXO8GqLzgAvgsj3AE7avF4dDXZX5DU7zdtX1F3hwZXzpdUCcD+eV2rJrSotoTETuK/eD7qoRDodj\neOEE6LAkG4G3TlVP66+DiNyVxfgHBLHgifNg2iGZRBwasyHmgP/BqrN4bwYwxgTSYRURGoO1lmZk\nNvjqITwB8EOhH55fBK1zobL6RYo8B/tYdYniBi+Bxgxb7gAAIABJREFUcZkJvNZ2b7lVTdxpgQVX\nEDAh1e1PNy39lH3bzArn3+NViSi1/HJAj+TBEvJ83QriwRFgJby0CHxdUNRiS8QhrBarltAtQoNb\nLQK2fZI3RgTgBLrK9+CPvEkoDMFt4Js0n0jFt4iWtdDl20u49C50axGBZujaDWyD4B4oDAI1VUAY\nSi8gMs472e7Eq9tNYAdEG2cRfjIuUkqqYeQI2DlzBLQeCmOuhrkjLADieTDRdKXIGXsSBHqCFajb\n2jBS5BMbYdv8nuKtd66mfqohaAbLcjthaxiax8GX+vvQvhaqVfVuLwJzaVqfpmwtdw6Hw+HIKfvU\nB09VP52uT94xNEsv09J3CQSgtBD8vstpPOUdwlVC0cyL8X0bolW21PnmDKsPC+ZzF0v70V4JrYdB\nRztEGyDSBdoOwXqrKAEWIZpIpsES0gS+PeDzllB9LSbwfK3WHrPKpfKli7UFGiz3XOsIT/w1A2Li\nzxeGaKGJP38ARm2ClkbwjfaWZ/1Ax+eIVLQQGRGl5oNXMe5BCG4Wukb7YNQkfE1lFG7+Gq2H1BMp\nCkHV5fAKtL8FgSDA52FyCDgFxn8P9iaHApcx6nFBN6E7fhG/dHzwwYoH2NjwazjxaZhxDIyJ2lp4\nt6VqJtTssofVfUWD3mJiaiEWgFHnJajl8Bymt3jAIkBPnG/JDh0Oh8NxAJONwDtGRFbjpUnJ1YSG\nAUsB3oSqWOmSTEjV0bPuTevrmBPgshaeLLwbkU8QqIvlpVOEqOWvC8BzF0HHTCiviee1iyUkFjH/\nOb/PLGQiECn1BFiLCTww8RQe69V3zYBAtYm58Hig3ItW7bA2fyPwbjx9iq/F6rrG6rnG0plI0I6J\nRLxlYR/dpcEAKIJgJ4x4G9rGQ8kO290VAt0BOt1EJe3gaysgWjgNIYq0wsj3PsTWQ5ZCVRV0lCFt\ni1j8k2d59IdhQK06RI0Vlqj3LIAUhIFKOOIic+hrReRGVG9EdU2TzHr/SLoretldU6Iij9UBVeNg\nWytsD0NrG7wyOf4kL6ylO3EwSQOks2Tl3J9oPmxbkrkleZ/MYVixvyojHDhlER0OR54waIGnqgOs\nOnBgcgWcV2JO61OJRwbOTsjC359omo0t3W3ruXvkbAj491Jf1ka0oM385cIgjdA09XuU1Wwg3LyZ\nMW/Bu0djpbUE6idbsESM1k7zvWvvsKS+kaBZ7rTABFjHoQl1XjPAXxP3pyPRyBUwkZi4L2atC7RZ\nFG64wPOf8/pIkdV31TAEvGXVcKX5BEajQD0Ea0H3AiXg223lT8MhiNaCfxcEmixKtrX9l1A/CS3b\nQvEGUJ0M66tgbrDbDzSqv4MNu4D7Lclvd4oZgLdhdwfgt1xyU5KjVN/msE0T2N4xoY87cxTUNMBT\nrwMXwq9TRHT2ab1LYiXxmq65siYvhe5ccQOrSepwOByOYUmuSpVljYj8BkveD/HCnx9S1Tav/Wjg\nNiyP1x7gUlXdm3D8tcBF3nH3qeoPEtoqgTuBUViiuKtUNTlJbCosrUNP/6M7AG7PSdHx4gB0+e2S\nfD7QiTb94gLw+26gaH0zJYVvEvRD01RLBeL3K35fGx0joXWstwzrWe7qZ0FbJRTVw95R0FlmwZvh\nkRApsBxv3Va6iX3PKxGfJz59TYAXuSodZplLTizsK7egifJ2aKmzp7GkHZp9CeO1gJbaWP52KGw1\nkRb2ct9Jm9VwDddB4GGoKobaihNor/Ax8vXn2Po7GHGul4xYIVAHtBViCfQknqSYVrhnCxxVR2EL\nhPVCmFsCrcvh1MeBWuBW4DyY9ifY9jbsXQQPToVp70LNgliQBXAWf34W6EzllxBLtvsZOPHjsO3j\nuRVnuWQ7Aw1ycEJwfzG4/G0iC6/xMvLvo3kNL9zr1eHoJm8EHqB9JU4WkSDwJ+BTqvq0iNwI/By4\nwGs/A/gscBSWe2OdiGxQ1ce8IW4D1qrqTSKyGHhQRA5T1RBZEivvdD6sSt+7vACaYte0EMYdAR2F\n0AiMKoG2SSAFC+gMtiK0wbRG2rzcdJFR0DAOOuofpmxL7M546UsC0FgFwYAJn84iqyUL0N4M7WlT\novWmYK0twWoxEPZ84LyKEtFyiLbR/frxiSc+m6G4zdKvlHi1WLsqbE6BiPm7lXRC5B3omADScixd\nWg+8gy9qx6mayA2HoaHzGho6/wAdUFJ0GCPfe1Zr14iUnGPnLd0AJVugcV4J7I7XF4vq/wenTwJK\nYfoeWl5ZzBPnl0P1VKjbkOJqJ8Hew2H9lVD9QIplc1VaU92lHlY5ex0Onn4CKLJkwCXBHA6HwzG8\nySeB1x9nAmFVjSUR/iVQIyKjVbUe+/V7T0ywicjdwBXAYyIyCvgY3pe2qj4lIl1YxaY/pjnvWryi\n6gn7UlrulvVt0Zvm/Z8IxWUQeB32hOHw98O2eWZdo83EUbQSgv5raJkZQaSBaOHV+DqgY5QFUQQS\nREYoDK0d8XQnkaLeRQoGktrEX+OlI4lZ6UriiYQJW1tRpwWIKub/F5Z4hK50QuFWGPUWNI+BrlGe\nH2ADBKPQOQnChRCKgOwEHQERqvDt7UKB0HYIVEIkfDoa2AkVp8C098HEV4Eo0YTas+1dwAbw/Qlq\nDgO4H7ZdYI2FcOhbC3hzE1ZgvWME1G1A2Qhrp0LNPKhOqIta/QezfqyKCaDzB5mGBFumB/sB8jA5\nsfLmGGfhyFcG6+vYO9La4XA4yLHAE5H3AaOBvwAjPfE1gMPlZ8BczP9phao+5bUdR8IXrqrWikgb\nVrD+r157Yh3c14ErvccLgA5VrU1qP5b+Bd5SYAZWceDuVB1OhGmPwcQ3bLMm3QXaMmrJ0VDl3feA\ntzxbUgjhMqAMgq0hOorCRFHEC5SIBM1KFy2EUDG0eOlNOiq8gbvi58g0UAISfOq8MmCJSYjBS2kS\nwHzsyqHLy6mn6gVytFskq68NCnb/G1Ftp2HU02gEOkO2fFpeD61joHO0WeiiO6CrBiKHQEFzOW3v\neeu7z8OIYujsCuIbj624cjwcNwpGz6ezOMj2Ek88vWWHbI9ZYLcBNZ+Dc4voKBvJ0xOA5SSIuLmq\na+aKfCKDm7IUE4bZfmHGxjniCnhjSL+AnajLf9xz5HA4ckxOBJ6IzMIc18cDu4CFwOMi8o2EZdJ0\nvA6sVtU1InIs8KSInKSq/8SKsDcm9W8AxnqPk9sT28amOXZQLIPLCqFsIvA3eKn/3sEAlJSYf1lJ\nwMRRod8SCFNqAi80GkJjoV2+SVFtJ6rb8fms8oIAEbWnK6LQNt+WSgs2QTQMkYlk7FMH8Zx1Mbqr\nRJSbqBMvIla6zNKG3wuIUGuPudT5m6xP0VYY8VwxneM7CSmU7DKB1xGGQi/vXThkaU6a2zCfvd0Q\n3v1lmF0FDc1w6jwvR8o4RmwopaVpZm/R3Fdqnhq8HwBTiY4utdXUpfRRDsur9JBodY37P2VH4lLo\nz7Mc68D50vf8xK6F6mUHyjXlD3fc7vngpc1b5XA4DipyZcH7b2CZqv5ZRJ5U1WYRWYRl/89I4Knq\nioTHL4vIo5jF46rY7hSHJRaT6+/zLd2xqbgDOIM+LHM+KBMoBVqfgm2rTWD0YT2rKoUOPzQdAW1j\n4JB10HiIV1ECL72J2JyiJVHC9FyOjUYBvwUiBJtMdEUHKOoC1XSX/KLc9sWEHFgC4WgJREdjlSIA\nCqwmq4pViSjeDG2Hef1rITQOgrth5h+htbMc1RCqMKIWtjbY/ApDULpzMbS2EhndBmzo6a+YcM/G\nvwz17Tez48ypZvGaeh+89CaM2cGIN0dy8vPn6EOP0Ycl7jZ46YtQOs4iYben8DnLZNk1V2lB7sC7\nttuxOobuC9iRcwZRU9PhOKg4iFMQ5UrgBVX1z95jBVDVVhHJ5jvtXWCO93gXcHRSewWwM6G9Iqlt\nd0Jbcsm0CuC1VCedDDeO9NKWfAQWHwU7PubV7BSRxffD0o95dWcfgIo6KLkBTl9touUIb5g3YHIB\n6AmwfQb46qxEV8fhUDQWijdAm89y0oHlqYv4vMS//ncJtgECnWMhVApRH1AIfxsDTIPF3mme8v73\ntR1cD5Fx4GswcadFxM1vQLTClmClAEKTwFcG0QLLLxeJAH4TeP4OKN18Eq2Ta4gUbaVwi7WHS4GA\n15cjqTszhOoVNNeebZUcJkJXGZx67wi2HdIIY0NQeA3MXg+shuKr4Z0Pw5PXArD1LAi86Ik7/hcm\ndMLMsyAaou2w/+D/ys8VaU94umLibY2qrjlV5MrvwK6TYeUy1btFZPGn4fA7vcCFS73+3vbSaTD7\nu2bdvQm74WWfhoWx/l5ADjFXgXTbSePzrR6vh4GPN1TbeCliMux/OOnuF1x0heUKDIrILZnOh4Tn\nN6vzD2y7x3iJr59Bzi9n28BCESlL3mZgz9d+m9++GN/7v1/u93C7H8ARIrI43+4fg3x90sfrPc31\ndL9/sc/f0li/O0QKL4c7+7l/mZ6PAVxPn59PyeOnO574+x0sY8hxpEFUs7criMjfgeWq+ncRWa2q\np3vLrCvSlTNLGOO6RCueWJmzTlVdKiLnAj9Q1Zle2xTgbWCcqu4RkT8CL6vqt732rwPHqeq5XpDF\nTmCaqm712jcB16nqHxPOZ8LUfPNifB9bzn01lrpgs8jfAMbB7HYoboHwq1BzLvw4ftjIJVC0E05+\nBp47FcITofVIC4Qo2wIFeywIoeVQ0EIorzYh1HSYBSoUdlhC31hS4oHkqpMmIAK+Rih6FTpn2n6f\nF4kb9USZrxH8fohGgA4Y0WgVL8KjLH2Jr9OOC5eCv/kcRr40jsa5a4E1lKw3f7qWeRbhe9gfoGC9\nsu7iWpjxHnAirLbjJ+yCBe99iEcv+xQsGgevjYeG+2BHaUJtVhN4446EsX9WXo1ZL5cCp3TChD1I\n+05K1h2tLR8Ur/wbPf0y11wp8rXRcNQoeHBZz8CY2JMcWzbdDkzYCFUhqJubKsp0ML/2Eo+NV6Vg\nIzAL/jPDPHhDjnd/yWS+GfUV+Xn3vVbt3w8x4R5mMvZA5poJvcZLfM0kpC+RpGjkff3cJs8rcTvX\n9yAX8xuu58gV+/t+iLeqoak+9/bjnHJ13v5e7/2Nm/S+nI2tnCz1tlO+h1O9h9KMfYbX9u2BXke6\n/X0dHyNpfmcA3/L2pzTj58qCtwyLWG0GRovIq5iD+QcHMoaI/EZV60RkOnAOcLbX9hjwIxE5RVWf\nAS4DVqrqHq/9duCHIrICs1Bd7M0JTwD+3jvmZrGl4yBe8fg0rCYpivYvnnC5JGFp8fpuH7wCP1TO\ngZYq8NdBSRAik6BjOkRKLEiifYKJucIWE1LtJdBeasGqFEKoAgKvgU+h/ZTMbl3pwybkIhO96w9A\n1LNaBnZZUmMZYUvB/g6IFoM/BITAr6BtEGiEYBiiRVY6rHAbhMogPAlo9RGOfozw+DORrgm0z1hB\n52Mr8ZeDPwjTN8Ija0FaXoQz7rUT13iTK4GoXgVz50DpSJg+Ev56BGx7156kaogJvAV18Od1IDMT\nLu6NDih6A/97JQT3JOyvTnxjAtweP2f1svQ3Lfe+S8m1YEXqwCrqHuQM5F4n+kM+vG+n5XA4DgIO\n2mo8ORF43hftDEyQTQLeAx5R1eb+j+zBCuBPIhIGSrBkxM9643eJyIeBn3nte4FLE87/uIjMwSxC\nCvxSVRP9vK4C7hSRZzABdI6qJgQZ9OD6hMdrux8lKekaaGgB3QXbNsA2mDwC6j4IjZXmJxeeAG/P\ngkiV52snPf9C5RAuAumynG8dY21ukWlkVJsWQHaDv94CTmPpTQhhAhYL4hABfxsUdFnARrQQS3si\nFi1b0AHq5Z+LKBAFjc6hc0Qj/oatFO45kUjka7TOP5xoZQSiXUS97+nIDitMsaMd6F46PQlqVib5\nJBZDay00hOCdkXH/xvibTmQh7LLSY/F9dwCz74G1v6O46GlOeDaNQKim/4oR+zsf3B0A8/bDiXKC\ny5GXioP2y8ExSFzyaUeekKso2pWqeh59pBPJBFW9Bbiln/b1wIn9tN+KFSZI1bYXODeTeeyEinG2\nLJuStzwrUQg2NFgQwFoYV2ZiSissWCI0GcKToW6vJ+QqbSlU/dARAF+BjRaNgJZC1wwvaCJD/DW2\n1CqecShYD50d9EqEZ5UvoKDZBF1nlQk56TLLHkBYzUdP9sConRYIEh4JqmUE62HkC+OpGS0EpzUh\nHV0Qrse/xSte4S2xrmlRJYzA++H046FhGbwq8DC0HAmNodvgpVmwcAKsvpJ4Pzz/xoRxkg1e1V5O\nlJQBLG/GBLlZjbO3+Lgv8twzsEAAl5Q5HziIHdMdBxgH8Ws4V0u0x3t+cBuA/1HVN3M07n7nVVg9\nLr7UNy1Vn/UwbTRUbofm1xnXBAUBaBsHWublhhOr/doyxoRVpNh81ggAxaCNXlWIAeSsi6U28e8B\nKYnHSgQ6TMTFLHiBJlsOJmTJiEMlXuStmh+er9WMnIGNEBmziK6J7yKRd/DthmiX9UNvJjTuUPwt\nIepP+C5sfB2t+RsS/j+Kd1TiW5dUqrUfmkPwfOP74Pk9xAXykJMoOg7iD4AkloJFH83rI8WM46Bh\ncKXTHOCSTzvyhFwJvOtU9V4RmQt8RkQOB/4G3JvgJzcs+RlM+5zIQoWlG6HqY1CxHlbvgb17KCky\ncTV2O7w33tKM+Dos+S9ARyW0jLfIVLygBa0EKsl4GdZfY6IugOW+i4wint6kABgxFxm3GZ90oGJB\nGyKgQRN3qtA5wrPiNZk/Hs1Q+Bw0TwkSLp5AdMSJdE5+C+n4B+V1ILvL6CiCeHqZmYS3vQOhDsre\n+Qp7jtoNpZ+DhiVJwQMvwup3oWaZ6t0KiCeilkH1ZrgsYrkSDyGWm7C/Lw9vXBNixcWpuhyu+tHu\njXQWn/0t5HosPzsywolth8PhyAm58sG71/u/QUS+AZwH/BCLQi3t79jhwkao2gEVQUz11OMf00LU\nD81zIDoJ/GJWtdhyaLTE/gMQAR2T+dlKvaXGjiPj+3wtZsHTAhCgwIuC9TULqn78IdAOSz6sxRAN\nWv68qOdXF6jzlnQVOnZARzvw0NfhzB0wsRKqvoFuhKYO0Gcfg7914gveRvCN82BJLWzbCwiqk/DV\nRyHUljxt1TXn97UUp7omItLn0nc6lrJn0kTWuoRf+5bh5TO4Pzh4BafzPRw8Lvm0Iy/IlQ/eo8DN\nWODDx4CtWNqQ/83F+PnA7bByPUyz3B8jZ0C4xdKd6FgvYEEsOjUUSyKMPc40xYnsxXNsg0IvAta/\nx0uTMio+pnSBzw8FXlCDsozmOfWEy8OIfBV2QMFuL38elpoFTOip52/XnSMQgBHQeQwUrYDZu1HO\nh1+aM6Mtw34RTp8CHAJlN8Hqt5j5mzt5dUpKh8d+uB1WAtwC1S/CGe9CTSzaNV24uI9wuIydvTSl\nw+HYBzhh53AMe3K1RHsmVvP1d8ASVX0lR+PmIX4/RMaAjoT2CpByKPEsUzHzVVcxtM/AatmmQXYD\nhb3z1slIi3gN+CHYCEV10ORZAaUDSmvscfGOEWwbUU+4zA9h8HlLsT5vnTgUgmDnmRTveI3mEe/R\n2SOIYQ38+Fy4rBimHwbTd8M7ie2qumajSEMFHCPAFbQcGaTykVuguo+Iln3yxfBVWDAVpiIyE5c+\nY9/glpQdjuxx1UUceUKuBN7jwIdUNZK2Z55TY+W/FnibdZ9LcDbfARMhWGCVJ8pqzSLWNM+EXddo\niAagoxA6j0p/Jt8270GQ7ujXyEjLU1feBa0+C4ooarAgiUCdJR+OFgJKt1ALRL5BybpawsFWpA20\n3vr7d0NHDQQnQVHBPMrea6G58z0630g1mwZ4pw0azvesbIkcDv8JXL8WKgpp65rJW+0phhgQz0PN\nrZnlq8seFxHocDgcjoOMXPngnZlqv4jcp6ofz8U59hf1EPOVq0huU0qLIOi3NCKhABR6ASTNh0BH\nkeW+Y0L/Z4gJO/Hy8KmXsy7QBSVboOsw853zt8RTq6haZYwRb0PbeKDJ6rZuPxZaxr5JyU7oegFa\n2oFtUFEGUb2CxvAaAtGXKNwhqAZo7Eg1o7/A6jGY6CJFAmGPlTfBtNVojWo4taUnjZCK5YW6ZRC/\ncB+Alcug2qXPcDgcDocjPYMWeGJJaK9W1TYReTtVF2DcoGc2RJxn9eZqiFWxMGbXEJzRjI6BtilA\nKfgbodgH4Qi0vj+z0YuetsDX0FS7PcEG6PRKh4kPJjTDzhbrG1VLv+JvgMAeKNwMe2d5fnR7Y+lM\nABbRNm4rofJN5vsI7H39PMKHTISJawlHoLHjUlrP/CzaHoIp8+Dp2IyuheprgLeICzDHMMJZJx0O\nh8ORgmwseE8Sr17QCFyd1C70kXg4n2mDwr1QVtljr5z8RwonQ9ckiFaAP2x57zpKofPo9KP6ayz6\ntQAThtFOLwFxB4TbPJ+6zVBVC3tHQWclFL8NI+qgvMaCJTow0ReohfGPw6GbYftCLxGJVhCoh07P\nOtgVIZ6rBatQ4e9zdsNB2F0L1csGL2JcTi+Hw+FwHFQMWuDFUqN4fFpV/5nYLiJHA58a7PhDxXNQ\n64M1leaHN/UflP3r8WgEwhWW+gQv11y0BLoW9D+abxsUbAIZawIvRqDT/PbKtlgZs1CBibDtEy5B\nat+F0N8ZtwbmbIYWz9fusSqorIeC7VC5wXzxrMRYCcW7IhCG1prYGU6CmqnAI+ZTyF1M/nMXb+69\nNamEWF+kimo9CmpW9y8GMxZSw6Fg+DDBiVeHw+Fw9CJXQRY/Ak5P2vc+4CzgnBydY7+wEKbXw+Qa\nKOlEngoRaE/wiRsDkULoHJ9+JNkLBC2xsAj4Q1BUCOUd0NBqfUp3QdNUkGKvHm2Xj0hEiEQ+Rf3E\ncWzQFRySUBVEFTq6o2AXY4lMvsTek8JEo8DsJV6QxPlwng8qboCys+BRsSXdbEgdNTs82Dc5vdzy\nqMPhcDjylFwJvFTcCXxoH46/T2i0vCK8BKH/pmzD05z+IvzlSohMAgQCLelH8dcAXi47nw8CIQj7\nIdAI01+BV8tsubW0BgorrbpFVKErXMyulpPQQxfT2NTBwo0riAKvNwNVNl5XFDa3Q0PoEzS214BC\nYcpZTIYJAkX3E168Fh4Y9E3JPH2GS466/3H33OFwOBy9yErgiUgUz9FfRFKlSLknm/GHgnuhtgXY\nAqObkcmw5gPQMcOSC2shdE7p++iipyE8FnQ0ELbKEX4/FG6FAoXgXmjtgohXYWLi67B9nAnCcAT2\nKKieC3OnwugCnp0NC+6CLbEyZ54Vbk/Y/uzer+KQez9K2WvH6st/j4mwqV5qk80WDexLmmje+9zl\nFCd+HA6Hw3GQka0FbzoWTHEvcGFSW/NwrEPbCqVRgl1KJNBCZAzUz4JoOXSlSX8CFkChZaBigRh0\n2dJusB5CEQjugpZOCNRD4Q545AUYOQGaukiqTVsG0wtoGdXKi6eVqH5NRGZbqpSu7ojlj8KHQ0Ax\nG08vxv/JFBNaeRNMq0InHkFL6Lv7WtgdyEIq9XLs0Pu/Hcj33OFwOByDJiuBp6pbAETk31S1KTdT\nGlrqYcwrRCJ7kS5LaBxsgY5w/0cVrLVasVNrYNdYaGu3pMSFdTD2H9AZho7RUPYuHPIW7Fhofn10\neOIO4ilZpj0IG6bC6HFENgVoT6g8sbOZ7nJmUAidnmlOAyQZUC1fHHjCsZxtrYO6IY4YQy/mHA6H\nw+HIkOSlu8HyCRF5VUROAIugFZHnRWROjsbfb7wIBXvxeaLK792frjTLsnAMlB9Nyxjzsws2gK/V\nUp28/0noCkNrpy3NrmuEpg6LmiWUPNpMqBkFu1+1PHx39CcmnodfjYRvlMElmVybqq5x0as55Q7S\nPEcOh8PhcAwFuQqy+ATwQVV9D0BV14nIJ7EvwCU5Osd+oQ3BfO00AK2Hmf9dOgoKrqFz7CSaOzYT\nGbEUouCvhfEvQXsYRr5n1jdVaIqA1kJdjSrRVAUd5sO2JXGLXoy+l1f7Em2qa1aLzH4Kzp0O4xGZ\n6cTIoHHBDA6Hw+EYNuTKgtcVE3cxVPVt+suum7dIBKJFXs3XNFTcCYEAFG2roGD3SHyNJUgzaBOU\nvgbr7oe2MGz5P6AGNjZAaxSvJFhfo/4zoYJGtlcDVJdZNhVHNqiuceLO4XA4HMOFXFnwREROVtVn\nE3acnKOxhwBfh1nw+rPezfo8TJoDu1ohqiso/+d0Kl/4LVE1H7v2N4Fd8OenVOkUkVkDnES/AREa\n97FLyy9g9UyoWaZ69wDn4HA4HA6HYxiSK4F3LbBKRJqA3cAYoAw4I0fj70ekBcLT0vdrnAIz34M9\nlYfTOGcU7aVC+XOwux0a24EuVcIkBEUkUJ3CFy4m6GJWO+fU73A4HA6HY1DkROCp6loRmQGcDUwC\n3gMeUdUBLw2KyExgA7BEVZ/29m0H3sBSsijwrKouTzjmWuAir+0+Vf1BQlsllnR5FLZkfJWqvtL3\nDDIRdyOehxk74JknYGGXn8YpQjQqRIG9ncBW0qUkSZ80OD1uydDhcDgcDkcKclbJQlWbROQJYBzw\nKoP37/sm0Jm07zFVvSxVZxE5A/gscJR3znUiskFVH/O63AasVdWbRGQx8KCIHKaqvSJY01Nxp5Ur\n84+GkcVAGDojFfgaRtHeMZJNDSkPE1l4Okxb3Ttwoj+cU7/D4XA4HI5BkZMgCxGZICJ/BbYDf8TK\ndK0RkeMGOM6xWEDA7uSmfg5bCtyjqiFV7QTuBq7wxhsFfAz4FYCqPgV0MagSaoFqGFEHMtq2p74O\ntEIo7KOtE6+qxBUwbQlMHMDA1XhLtvsqhcntUHPtwVa9wuFwOByOg5hcRdHejhW5Hw28q6oNwL8C\n3xngODcBN9Jb0B0hIo+KyDMicrtITGQBcBw9xcvrwLHe4wVAh6rW9tE+AArfgqm7wd9gue72dgI7\nYeOLxejOWK+ZUFMO2wY+vsPhcDgcDkduyNXs+zvgAAAgAElEQVQSbbmq/gxARBRAVXeJSMYC0ltq\nfU1Vt0nv6NDXgC+oaquIfB94DDjeaxsHNCb0bQDGeo/HJrUlt2dI0dMw7i0I+sFfZ/uiqsiRy2D2\nq8CnYO4E8B8OdbXwdNIAS2+AGddDwxKrEQteEMVrwLzYcmwiqa15zgrncDgcDocjLbkSeIUiMkNV\nN8V2iMhUoCCTg8UU3ZeBD6dqV9V/T9i8EWgSkeNU9aVYl36GT9WWWX4RwPzuKgthRJHVk42qlRl7\nrC7W40tw3KEwpszGfSbzsR0Oh8PhcDhyT64E3k3AWhF5CVtOfRh4H3BxhsdfDKxS1WRrWy9UtU1E\n9gCHAC8Bu4CKhC4VxH34dmH+gCS1v9b3GS7FK98K3PIHCBRb8G1VLWz3Qec4aN3k9Vz4Fkw9E3gb\ndq+HurWwZpR3tBfUgcIdN8EZq6EYWAisAe64FBbelXBmEVl8BhzxLxYxHD/efAfxjsU7vle7t314\nUvvhQGtif+KJj3uMl278jPt744ulyjk8bf+e8++1HZtvX9sDvD+D7p+8fal3/J1pju9rvvm6PcD5\nJr/e+r3fIlKW6XwY3Os92+sf0PVkML+cbSffv9g2efL6Sp7fvhjf+79f7vdwux/Yd+/ifLt/DPL1\nSR+v9zTXk/h9cwRQ2tf1Jh8/gPMxgOvp8/Mkefx0xxN/v4NlDUkb4yCq/Rm/+jlQ5ENAm6qu9ran\neyedjKVJuVdVazIc63ZgLlabVTBxWA1sAX4CNMUCEEQkCLQBp6rqCyLyR+BlVf221/514DhVPVcs\nyGInME1Vt3rtm4DrVPWPSXPwbsSUH0LTaBj3Mowtg/rJ0DAapq6FF++GyjOgYQKwSoFlMLsdpo2G\niW3w/C1QvQxm35qY605k4QdM4NV419VtVoyZEmN9bxH5BEByUmJJSqvSV0BGrF/C/VqI5darTtrX\nJwMcu3f/2PiqaxL79Nk/DZmed6DjD3Y+CQN0X+c+Pc9+ZiDzzbTvYO5BJsfk+t4O9Hpi7Ovntr/3\nQD68vvbHHPLhOjNlf98P8b43tJ9k9kN1/3Lx3k81Rn/7PHp87/V3joGcDy+/b0xzDOQ60u3v6/gY\nSfM7A/iWtz/lqmQ2FrxvA+d5J/sPVf0v4v5lscnNVdUN6QZS1SuSjnsHuFpVnxaRTwOnALFl2v8H\nbAL+4W3fDvxQRFZgQSMXA8u8cfeIyO+By4CbRWQREAQe7Xs2o2qh+B04aguMKX0/T0zcS1foTaZV\nA23QkJzCxdGbeJJmeHhop+JwOBwOx8FHNgIvhFnYAD4C/FeKPv8FnJ7pgCJyFPB1oAq4ybPOrQRO\nEZGnMQHXBJytqhEAVX1cROYAz2OGsV+q6qqEYa8C7hSRZ7zjz1HVrv5nUhCA+2uB8HQWTvLTOPZN\nmrqIB2zUqJUK+/kVUNUCFStdAITD4XA4HI48IRuB9wSwR0TqgPEi8nZSu2ARrhmjquuxvHXJ/HuK\nfYnH3Qrc2kfbXuDcgcwDKooxARu6kElvrKSl8zn+UqeKZlj+NXkSa1aLzE7f8YAhnqQ5FxU7UvBD\nmI1I2uVRh8PhcDgORgYt8FT1KyJyBzAF+BFwdVIXoQ/Rld/M3gxjSrGEyG0FdEXvZGPDnak733F7\ngg/egE6T4J+X1XTzESe6HA6Hw+EYUgYt8ETkcWClqv5cRL6gXt3YpD5Ls5rdkBD0gQjQAegZPF6H\nLRn3ye1Qcx4W1tuDDJ3wHQ6Hw+FwOHJJNku0Zar6c+/xjaT2tbsAS2UyjKgohuZOIArsAG7Agjza\nEHkEeCvVUSu9CNlb9tc0HQ6Hw+FwOPogG4HnE5EvY/Vnx4vIp1L0OQu4LotzDAH/tQ5oAVSVaIqU\nyNWe/1fOlladP5nD4XA4HI5cko3A+wzwVeDfgAnedjLjsxh/SFjLMWcGCb08T1+LVaS4Ays9Vr0v\ngwYcDofD4XA4ckU2QRZvAJ8CEJGfqupVyX1E5KdZzG1IKKatazYb2zLqrLrmVgurPZgiZPOC8y0H\nYx0i21G9cajn43A4HA5HPpGTUmWpxF1/+/OZw3nrA8B84HLiVSAGS2LC35S+ew6Hw+FwOBy5xjfY\nA0XkSRFZLSLHpmg71Wv/W3bT2//46FG7bTZWmLba+cflFw9YAuw7nPXO4XA4HI7eZGXBU9XTAUTk\nBrzyqqr6TS9lymlembDhxkriVSnOw/L8LQA+OoixEhP+fqJHi8jPAV4DHjcfP4fD4XA4HI6ckI3A\nS7R0/R24hd7JjpXhx6nAqd6yakp6+H+5WqsOh8PhcDjyjEEv0UI8gYiqPgU0pkh2PJjCXvnESuBB\n4D9zPrLq5ahePi9m5XMMiGvdsrnD4XA4HH2SjcBDDJ+I+JK3Y/uGIXeQxrcrnf/XLVCtTnw4HA6H\nw+EYIrJZol0EhBO2JWn7QKA6fReHw+FwOByO/CIbgbee3j53iQhWwuyA5hqYvR6mrbZSZQcdrgqH\nw+FwOBz5RzYC7zpV/Xt/HUTk61mMPyy4As7bARXXQ8OSfeGr53A4HA6HwzFAsqlk8UQGfZ4d7Ph5\nxOArJmRo1UqKynUJkR0Oh8PhcGRFTipZHFAMcKlxllntXKkyh8PhcDgceYMTeOmxxMf70MfsAVi5\nLHaO5ITIDofD4XA4HANkuKYyceQXs726vQ6Hw+FwOPIAJ/AGwbVxa9vCa7JZns32eIfD4cgDVHWN\ny/3pcOQXeSPwROQ3IrLa+3vS+1+S0H60iDwvIs+IyIMiUpl0/LUi8rKIvCQiX0xqq/SOecYb45j9\ndV2OPMWJa4fD4XAcwOSTD56q6umpGkQkCPwJ+JSqPi0iNwI/By7w2s8APgschYnWdSKyQVUf84a4\nDVirqjeJyGLgQRE5TFVD+/SKHA6Hw+FwOIaAvLHgpeFMIJxQ6/aXwHkiMtrbXgrco6ohVe0E7gau\nABCRUcDHgF9Bd93cLuBDGZx3KXAqcHaOrsPhcDgcDodjn5NPAk9E5Gci8rSIPOpZ2mIcR0LZMFWt\nBdqABanagdeBY73HC4AO75hU7Y4s8HL4nYeJYcf+QmShC2xxOBwOR1/k0xLt68BqVV0jIscCT4rI\nSar6T2Ac0JjUvwEY6z1Obk9sG5vm2P64AxgeZbjclz3OyTt/cc+Nw+Fw7F/yRuCp6oqExy+LyKPA\n5cBVsd0pDpPEIfobPs2x8Z0ivftK766SYl+PQfto7+v4a5OOuVbkfwdyfCbt6Y4ZzNiH9Gzo04qX\neEym80g3r8GOk27cQQywf86TxbkHN3TmY++TaxvA2Lk+/0DH25fX3995cvG+Gm4Mp+vcH3NNeg30\n+72R3H9/MpjzZvKZP5jvwr7aB/IdIyLf6nfgDMbZ158z+bREm8y7xPXDLqAiqb0C2NlHewWwO6Ft\nZIpjd+Vspg6Hw+FwOBx5RN5Y8ETkukQrHrbsus17/BLw8YS+U4BiYE1C+6yEY+d4+wDWAkUiMklV\ntya0/ybVPFR1+Pw8dOQ/Ivd4jzYOuJaxw3GAIoIPmAm0q/LuUM8nY0Qs4E714SGeSWpyPb98+fzK\n9/s+RKRccUwgnyx4y0SkCkBEpgPnAL/12h4DAiJyird9GbBSVfd427cDF4lIgYgUARcDPwPw+vze\nOwYRWQQEgUf3/SU5HNwL3OvEncPRA6EPNxlHXuE+v4YxeWPBA1YAfxKRMFACXKWqzwKoapeIfBj4\nmde+F7g0dqCqPi4ic4DnMX+7X6rqqoSxrwLuFJFnMFF7jqp27Y+LcjgcDkef5JORweE4oMgbgaeq\ntwC39NO+Hjixn/ZbgVv7aNsLnJvtHB0Oh8ORE5z17kDELaXmFXkj8ByOAxL3Qedw9IcTeg7HPsIJ\nPIfD4XDsb4T+U1vlKxcBlnfU+aU5kskzC6bzf3A4HA7H/iZmuXPfQQcxInK2xESRI+c4C16OEJFK\n4CigaKjn4nDkiEZgjQtIcuwjhqMF714gbyw0Dkd/OIGXJSJShuXUOwdLv+JwHEg0ish/A99Q1eH4\nhezITw5OC16eLeE5DmycwMsCsbohjwKn+Hw+jj32WCoqKoZVKR2HIxXRaJTa2lreeOONkcDXvN1f\nH8o5OQ443A+GQRJb1lQnFB394ARedhwHnFJVVcXzzz/PzJkzh3o+DkdOefDBB/nwhz8McLWI3Kyq\nnUM9J8cBQWLZblF1Ys+Rpwxjq+vBZR7PPUsALrjgAifuHAck5557LnPnzgUoBRYO8XQcBxaS9N/h\ncOQQJ/CyYyTA5MmTh3oeDsc+I+H1XTGU83AcUAyvNCkiZ+OiPR0x+n49XARchMiN+3lGKXECLwf4\nfClu45o1MHMm/Pa3Pffv3AlXXAFLlsBJJ8GiRbB+fbz9r3+Fs86Cf/s3OOoo6xsK9RzjzTfhRK+o\nxw03wOmnw2mnwTHHwP33x/vddBOccIK1x/qMGAHr1vUcr6EBRo3qPddEtmyBefPS34yh4qyz4Omn\nh3oWqenqguuvh9ZW2+7vOduyBaZPj7effjrcdlv/43/nO/Z6OOkkOP54qK62/e++Cx/4gO373//t\necypp8L27fHtf/wDfvWrlMOnfH07HNmRWIu2fwueE1cDIa8ERs5QfTiTJdJcp10RkbN/Zq5YwxLn\ng7cveOghuOceGDmyd9trr0F7OzzxhG3feCNcfDFs2GDbv/0tXHutfbF3dprI+/GP4YtfjI/x2GNw\n5pkQiZg4WLcOCgvhqafgX/8VTjkFJkyA4mL4/e8hZoGpq7O2o4/uOadvfxvSBUgecgg8//xg7sb+\n4b77TLymY/p0uOsuEzjZ8ve/w6WXwjvv9N/vqqtM0JeWpn/OAD7zGVi+PLM5rFhhQi723Hz3u7Bn\njz1evtyE5cKFMGcOnHcelJTA3Xfb9cfOByYCf/MbKCqCT3xiIHfB4RgsfX7ouCCCYcuwTQSdo9dc\nXqXRGbTAE5FfD6B7nap+abDnGnYsWADnnGMWmFRtc+bEt48/Hn74w/j2V74C5vNkAmD+fKip6TnG\nqlXwrW+B3w8PPGD9YmOFw7B1q315fynplt93H1xwQc99tbVm8TnmmPTXVV6evs9QkYm4yzWqkC5i\n+uWX4YUX4Be/sO10z1ls3EwIh03QvfZafN9XvhJ/vHYt/Pzndq5DDoGNG+GII+BHP4Inn+w93g03\nwJFH2msk6DL+OPYpidY754OXO/JKYOQzB8OPiGzWXk4DtmT4tyS7aQ4z+vPJq6yMf5G3t5vFbunS\neHtM3IEtxf7f/8GnPhXf194Ob7wBxx7bu//tt5tg6Eus3X03XHJJz3033GBLuelExZIl4POZtei9\n92zp1+ez+f/Lv5hwePHFeP/du00oLF5sS4fLlplFEuCll2z/4sUmgl9+2fY//LCNs3ixCZUTToCT\nTzbLY+zaP/5xO+bUU21MgB/8wO7pN79p27t2wQc/aMuTp54K3/++7b/sMtixA66+2iykr7xi+3/7\nWzvXaafBJz8JLS22/6qr7PlavtyuZdYs+JqXMWTjRrjmGhvv9NNtXqm4/36zziWS7jl79lmz6i1a\nBNddB21tqcd+5RUTeatWWd8PfABWroy3B4Px5zUSgUAAfvIT+PSnUwvi8eOhqgr+8pfU53M4ksjB\nktjw8cMbCAfKsnKGS6MJ3AvcO9ysd/3xL7AIb9k7nypvZDKPbJZoa1T1pgwnsjiL8xyYrFhhwmPR\nIlsiTebEE03I3XKLCYAYTz3VWzA88YT56pWUwB//aFaiZN5+2/7PmBHft2GDiaYFC9LP94kn4uNO\nmQK/+50td5aWmt/gihW23LxqlfX55CdNnH3jG+ZDeMIJ5n9YUWHia+VKu45nn7Xl5s2b4eyzbXnx\n85830fXd75pv3a9+BV/+Mtx5pwmQ++4z4fL+99u5vvjF+BI3mEX0tNNMHLW3mz/jl74Ev/61Wa5+\n/OP4PXzuOTu+utr8EL/8ZRNuv/gF/PSn8PrrJqQeftjE3NSp8B//AYcfbpawz3wGVq/u+76tXWvn\nT3U/Uz1nRUUm9v7zP806eMklJvAfeKD3GDU1Jv6eecaWi996C447DiZNgve9z8TtX/9qr5+6Ohg9\n2pbsX3ih7/nOmGFzPuusvvsMA0QoBIpVaRjquThSIn08dhwM5IlIOtDJxoL3sXQdROTQTPsedFx3\nnVm55s0zMZJsQXv+efvCvu22nk72q1aZIEpkyRLYtMmEzUknmYUtmbvvNtGVyPLlcPPNmc85eY4i\ncfGSuJS8dasJi898xraDQRNXY8bAI4+Yb2JMYJ18slnJHnooPu6sWSakYuPGfNxGjTIx849/2Ln/\n/vfU8xw1yvwUX3/d/BCTLVKJ13HXXSYsR42y7QsvtHuVSOwax483kZS8ZN4fO3dCWVnv/X09Z+PG\nmfAPBEz0LV9uYnj37t5jdHZCNGoWSbCgnrPPNl86MMH98MNmifztb+F73zOhu3u3WfHOP9/aEykr\nszkPf/ze30FBPlkW8h13rxwD4a/wd3pbJYdFMEs2Au/LGfS5C0BV67I4z4HN8uVmIUrlE1VVBV/4\ngkVJxnj88dQWIbCl0nnz4v5eidx/v4mXGM89B2PHwmGHZTf/2FJfUZFFi4IJPBETdDHmzzexVVvb\ncz/Ydm1tfDvR1y9x3I9/3JZuv/AFE4F33pl6Tl/6Enz0o9Z/wQITlX1RW2sWuFik8f/7f7bcGwtU\n6G8+mZDOT6+/5wziQnfLlt5tlZX2f+zY+L6JE+P3cuRIuOMOs/5NmGCvs/PPtyCes86y+/f5z0NT\nU/x4ERONwx/hIBJ4wxBnwXPkhL4E+/4U8mnP1ceS/b6eYzYC72IR6dPZTES+B7wvi/EPTB59tGd6\nCp/PnOBjKTSSv+hLSuI+WO+8Y2Kjqsq233qrtxWrtDQ+Vow1a+DQQ+NWKjBBuW5dXNisX29LorHo\n3WyYMsX+J1qd3nnH0rFMmdLbGrV7d/9+izHq6020vfCCCdavfz21FW/nTrNavfqqLR1fcknfka5T\npsCHPmQib/XquIUw8V5lw9ix0Nwc3073nN13X08L7I4dJromTuw9diwaOvF+1tWl7vvVr9qyL9jz\nvmCBifPJk82fMEZzs1kRhz9O4OU3TtQNlAPFr+/AICtfw/0lPrMReI3Ar0RkSuJOEQmIyN3AlcCH\ns5ncAcnLL/e0PN13n/2P+ZP9+Me2dAfmu3bXXbacB7bseMYZ8WO3bTMBE4nY9qZN5qO3JCmmJVVw\nxde/bkIpJmyOOsqsY6tXxyM8+0O151Jn4vaECWaZil1nZ6cFKYRCJqaam833DsyS2NBgUcexcfri\nv/87bo2bO9eWS2PXnshXvxrPLXj88XY9sXHLy6Gjw0Tcr39taU4efdTmABbYcnaG77uyMhsLLFBl\nx47efebP72l9S/ecVVf3fH386Ee2hB8TbStWxKOuJ02y10NsSbauDv78Z1t+TeSFF+zen3SSbU+b\nZv6dnZ0WNDMl4S1cU2NzHv646Mz8J/Zmd8/TviYH4jDHouQi4KJnY2lVBovI2Vdkl6fuuFwLrStz\nMGau7nU2QRYfBMLAr0XkM6q6VUTKgT8Bs4HFqro22wkOS157zb7wX3/dHPWfe87SVYAtkX3zmxYp\nGomY8Hjoofiy5Ze/bNGewSA0NtryXewL/bHHTLzEmD/f/K4WLTKfraYm87NK9NGLRs1v77vfTT3X\n7dttWTI2140bLQVLMkuWmCXpwgvhD3+Aiy6y7Y98xCIzr7nGLGeXXmoC5X/+x6xoixbZHK6/Pn6N\nq1ZZBGxs+XLVKhNeTz5p89+50+7fggU2VmenCZ0zz7SgjZ/+1ATZxz5mFscf/MCWrouKTKx8/OM2\nH5/P7uG3v20WTIDLL7f7X1ZmYmnePLveM880S1pBgc099lzELJuzZpkf286d5vN2zz0miufMsfP5\n/eajl8z559v9zfQ5i70+TjvNxOPUqXauGO+91zOI5s474bOfNSEbCNg1xYRcjOuvt2jdGN/5jkVu\nf+tbFmASs9jV19vybrKP5/DEj0vkns/4MIF3sIm77PPEeaLmdnip5245+zY47sqk/Y68oPt5F1iD\nidJezx/kNm1LNgKvTVV3ichngd+IyA3AHdgb9v2q+q6IjFXVXTmZ6XBi3jyLVkzF3Llxq10qLrmk\nt7UNzO9r/fq4pQ/MB+vWW/ufi89n4q0vJkzoe66JxBIzx0iOxIylHIkxZkzPCg2JHHNMap/D004z\ny1Iiyda0xx/vfdwXv9gzETT0tHQm8rnP2V8iF19sf8l873v2F+N97zNxmUjyfUnm5JMt4nbVKptT\nuucs3evjJz/puT1mTM8AlVQk3+v583umtInx/e+b+Csq6n+84YEPJ/CGC8NK5F0Jx90usn/ypw22\n0P1gj9t/3Atw8lDP4gAnG4F3n4icDmwFlgKrsZx3HwUaRMQH3Ifly3NkS0GBLac5hh+//KVZA089\n1Xwq85GXXjLfzssvH+qZ5Aofw0w4HGT44JTTIOCDJ/upkZg3JC4lbsq4f29LXTaJiAc6h4OBi/4d\nJn0SZgD7VMx6FrZelrcMiT/v/S69+hChYDDzS0U2Am8RtkQbQ4BpQIp8DgcsEYBQcq1YhyORESN6\nW/7yjeOOs78UJLy+Uzg85i1O4A0f3PPk2G+k9W3r0/pZ5IMuH+Qyy0BlEIoDIpRAqR8OLQOmwegC\nqB9AuobUZCPw1gNX99MuQJr1w2HPuwAvxyoxOBwHGOFwmHXr1sU2h5MJ+SATeGMKwDecrtdbPpdM\ngmEuAnhO5KKT4d4hKi3VbYG5vS+B0FMY7IuSYfd6/y/6d1g0QKvV/qkR29/1DmDZeAD+aPf+0vNH\nzKYkilnNygLQHAaI4CMgjIKjR4WoDkboAo4cBe+UQKqsbz7s+MZwisY+KPLBkVXeW2EyHD8ONh0J\nxwdgbhBe6TaWieAHxsLR/wJvN6s2/REOLYW3+z1DNgLvOlXtI9NsbFJyXRbjDwceAm576KGH5Oab\nb+bCCy+koqICSVef1OHIc6LRKLW1taxYsYI6KxVXC1QP8bQGwkHmg1c43FLCeB+SmRZedgyQ/SPo\ncsNxkmOfRhEqYGoJvNuWtL8QRiYJMR/ABDh2LFTvge0fUcT3NtP/9VAmrm9hzIhapATKCmFEIUhB\nJ43hdop9lUIJoDB/FIwuFp74PYwtgIoyEcZjqx5dr3BU5WRqWy3B2cwyaCqDSRUWgdgUAlpgbwd0\nhiAUhcIoTEusJ1kOlMHIIjgUEYKweW2630bZCLxX0nVQ1ScARGS0qtZnca68RFW3iciXVfX7y5cv\nZ/ny5UM9JYdjX9AFBXeodg6nL+NsPtuGIQEf+PftL8vcOu6LLXVlZMFzDvk9GYzVatAWxUzSdWRo\ncestOgeYCsSEG1GgTZU+rGUBAUbDIeWwoyOpsQLmV8FLu6DDW2sdVwQUQVMnzKqMskPCBPyCKrSF\nADYxoxJaOk2AHTmmiL/9zRtvkv0bEYT6dmAUzB0N4aiNaT80j2Hds3DCYqTiI7CgDDb6TSw29ZF0\ntiUEY0pFKAJCdj20Wv/RJd52WpeZbD4Efw+cvg/6DitUdYWIbAQ+BRwPFA/xlBwZUIA5snZB1n4O\nBzANwBNQ+BZMT5HkL08ROfs5Thh7Es8/PdRT2X/4xftiGy74eifTHPbEBYylwhjKMffFEnE3+yKl\nR/pzUgiMw9LrdIpQC/oIBAXCCcusZUHAb++JicVm7SLiHTfCflTMHwV17bC3GGZVAm0QURDZwfiV\n25lQcixrnoJjFn+N0S/D356EY06zPnvagaRqAi0xR+VWaPBE2zGL7P8rf7X/xUGYVQGhiP3FxN22\no+GYFFf85hw46ZPw3CrsR5D3XukIA6MgfZ3tbATedBHJ1GRVkemgIjIT2AAsUdWnvX3bgTeIX+Sz\nqro84ZhrsTeCAvep6g8S2iqBO7Eb4geuUtW01seBoKoPAg/mckzHPib/0wjkDSIVH4HAiPQ98wf1\nLEMiiCoHkojog6BvmPngJTJc571/iX1W9WP1+hy8dGXaSM0hIyPRaYJsXCHsTY5eLMcCO9uBEmAi\nEISTx0NXFJgGx43zfjS0Q3MXHFYBHIo5zjUDfhNWxQGYVAYT34QnV9EdOdER3sbE0mbKCjDLWYwB\n+Nb1RVMnVBR5lr4UvPLXnkIvJgQJ0ENQtoXIQNxBdgLvKWB6hn3/lr5LN98Eks2Wj6nqZak6i8gZ\nwGeBozBz6DoR2aCqj3ldbgPWqupNIrIYeFBEDlNVF/p6cDOcfFSGGJ/YEuDwIbKvlyvzjuCwen7o\ntuAdUGSYCmOQYx4AWPDClAts6TT0CMwZCdXdkakilAKTYM5oiKjnx9YBtAEjMXGHt10IdJrFLOgD\nWsy6FvQBEbO21bfbfiowkea95toTBVtCWGx7+DheSUrymrOr177FXV+EokAX/z97bx4nWVnf+7+/\nVdXV+3T37AsDAwzKMggDjAsOMsOixIC4xWTINRJjvBJvEqPxRq+aYBKzasz2I8SYmzH5ycg1wlV2\nEIZhQCIwgjKIssPsW+97d9X3/vF9TtWp6qrqqurT3dU9z/v16lfXOc85z3lq/9R3Zf3l2X2BxS+w\nDBanaoGnqr9e7bnFEJELMJWdX2ql1If1R4GbAsHm2qR9DLhLRBYCv4SVb0FVHxSRUeBK4NZoV+/x\nzGfmlmByAi/olBCtkKhJ6+9PKvkRXWvM2mtrNlyN8x0RWjFr21FgNGNBV70tITTDFddCYxfQAavb\n4HA4M7UVGLOEgxhAA1z8Lru9fTu57+WQIWgsPfF2jgCK2fUox7ATuHPz5wBWPjVx3/rLTXStfCr3\nnLAomx1q7VffF4HrmfiGP0NE7hCRnSJyo4gsCo1tIDe776fABe72ecCwqu4tMu45fplSs+jji5jM\nJYGXyv1YmzPrniIxLARlypTog7kF2ILI9RFcJgbpmrbgzVRD+LmOxcbFgtsJLE6uHjOsrBVhqQgi\nQgxYCl2DcOICYBEc6rdkg2X1IvGrTGZGVrAAACAASURBVMwFwi0NMGquze4RJsS9VcQw0EJOzPWT\n9xWxgg254/MoenwVFBKKxQgEZOXUTKaZc7Xudpmp+cO7gd9V1QER+SvgLiyhAezF1BM6thtY6m4v\nzRvLH/d4PJMSAxJzpgyHoNe8gZ+0vMTJZ5/Cy7832+uZIeZaWRj3IZ8O3fbMFPmxqVZoN36pPR96\nh2p51Xxd4sOJcO5C2DcALMGsX8NkRVIbllEat7/RNHQPk3G3jo7DyQtguKu6H5L5FrOCwikFdFY+\n93QwFZGYH6dXmpoQeGKK7g+AdxcaV9WPhDavB3pFZIOqBi1DSv0SLDTmP1A8nrKZWxY8LXhz3jMT\nAjzKeDAJPz3lukpvgA2I1Jh7vADF1hfFuq3YcmazmJUxp2du6LrOhdoCHHDbdcAqWN4IR0eAk0Q4\nokp/7oytCVhUL8JC68DQcx5csAie2AFNdRY3RxPZOLmAAaxqwRgZ61xKgVRWsDQ2wIomt3+aicoK\nN93XDax86y+HQ6GmEuXniNaEwAOuAe5W1Xxr2wRUdVBEOoGTsJ5wh8nN0m0nG8N3GPv1QN747mLz\ni8hW4BW32Q08paoPurFNbg1+e65vq94mIpsQ2VQT66nhbVgh9jOsNtYz2XYfzTf/hDcsvYTWAWi7\nGHruj/R69qCEt1sBxOKHZ+v+x+AX3yRy50lTf77z7p/qg4hc9TV4/8vwsz933RPc+Drc52nl693/\nekjGyVoe14lIX3B8Zju7pHUPw0nXuV6gEd2/out3Y+Du72dh3V+I9BV8fAg9/8XGq9j+DKz7c9jt\nRNw64NHcx6djyB6+dO56TQSuc/tCz1edwOgrQL3IirPh4Cjoj4EYJDdA2yhcstze750HrID2mU3Q\nXAed65xb/XE4ZzE8fRZ0NwL3ws47YeNbYOO58LBLUlj52/Z//z8AozYeJrw9loKR9fCyq+325H1u\nvrdMPD6YP3/70OnuwPvKOz6q8wMOnQ4b+3Pnu+kz2fEH3f9Noe2vTrL9IFlBF5wf3H6FyRCNKJFJ\nRK4BPoi92n4Z+BzwBVUt4MuecO6NwFmYwhfgTVhc3avA3wO9qrrLHVuHZdC8TVUfFZFbgSdU9Utu\n/PPABlW92iVZHALWqOo+N/4C1oXj1rw1KICqzhlLhcczE4is+oDVinrga3Oh5EivLHjPLs5fcokF\nZb+qGnGtw/wkixpIuhDhNFsCz099rgLWtHCj9RxrUHVJCiKsgQs2meXnoW+DXBSep9C8InLVDbDh\nurw1VEp47lLrLzZW7X2uZA7XcL4OGFIlnbXS6e3AYliw0cRW/2449QJ4KROflv8YunOS2HdrEliO\nxaKlMCPICcAwbP5FiMUsEzUu8MRDQBreepl1XBgOia9wYkExy1Qxl2n+/mC7o8GSKyY7vhjlHlfx\n+fuqm286WX+trVP2QXHdEokFT6we3juwgsbXqGq3iPwU+GfgQ5Odr6ofy5vvZeATqvqQiHwIuAgI\n3LS/A7wAPOa2bwS+IiJ/jYnLa4BPunk7ReTbwIeBPxGRi7E3zR1Tub8ez4wzqyJi393ACpiGjNRp\nIE2Mf+WlN8BmYPvW2V7PdCOSDTkRIVZu/NSMUfi1K5ApdDyXYgcrphJB6MqELMaSFAToFSFcZLzd\nxs/qyJb6WNNuFry4QHu9iWfG4Ox2VzJkbTA9XHaJJS08dg/QBJs/ZOfuuN0SGYKnIhXE0RF0czCK\nFeWNgq5JjUERUUSwRVoetxircjeLCeWw2Cx0THlrjcpFexlmUUuJyNUAqvpvIvLfKplERM4BPo+9\nwL/orHO3ABeJyEPYq68XuEpVU+4694jImcAPsC+fr6vq3aFpPw5sFZGd7vx3qarvXuDxVEY5LaVq\ngg6674JLljotOifWPEWkyO25wlxccwV01MEJzQWKbmd6sJoIbEtA9zOYsAri31qBBrhwmdt2iYPJ\nBDQngUHoGYY1C6w91ngaq/eWgJakE9Ch7NNjQ06kuR8B+8/IlvcASv42qCzAv/Q8lewvRo7Fbd8M\nCTTIiLR8EZZZS6H1VUj4nOof96gEXjwQXASfqiIxLOCybFT1x1jdunw+UmBf+LyvYs7rQmNdwNWV\nrMPjqUFmszBzjDkk8Mgtolt8zTXgWo2IuSjwYiExUfaaL4eLgbURvw8ib3afy0mtsKwFs7515Y9K\nxv19xiuY6zRchLcfiMFwYEVzMYA7bs8ektJseyzAHth0XjHfKVBIoEQl9ioiz/IWmaBbNdFKNlV3\n71TPjYaoBN4PROT7wDeADhF5H+Yq3R7R/B6PZ/YIBN5cwa21rEb284FaF3iT/TiZDRG+QfLKcVkd\ntnRJoWfN31c0QP947n65Cprj0H+HKmMixLG+5OMWW3aoH1hqGaikzCL3ajs0tcLzfbCgwXqVFowX\nTZe2rBVj9gVGBEzFMrdq8kPmN1EJvM8C/xP4Ahaw+SVM7P11RPN7PMc7s9myKAjMqUXxUAi3zkkz\nyOZLu7pwDNt0PkdTSm7II+YESBBrVhb3wY610a7DkRA4ZyHsL1pM1yU+nAinL4ShvI4IZ7fDokbg\nBBFexTo5rABGXT9RMOub+9ExPGbu1NULIJWG8SZztR6PPLm1+nODZIN5Sz2F454bKFiMOZeoBN41\nwJOq+mcRzefxeGqHueairXWLVtSE7+N0JSxMRQxnfpyYpSsGpH4eGi+15ux1YddkFyqdFUsj0GFi\nLt97eXILtDVAc9IV7220hveDKRGWYV+yjcCoJQO014tQ56x1DbCk2bJPSdg1WIgV2RfoD4tBtb80\n9gOkZxhO7YBnJ7HSlRIx051dOmUizkJdf2208007gRgTLGyt3I4cjWTqBrbXh9zwjZTZuSYqgfdl\n4P0RzeXxePKZ3TixOWjBS+OWXWrN86WR+1wUtJr3v2omK2cSKhOyCkiYmAuqybQloKHVLGmdQ3D0\nfLjkWnjgASvcKwI0h9YajnWrx0p7LYbhQDEOYt0cxsiIuUIEMWwp4MggjKYKH1frlLK+TdW1mt/L\nNSNQZ73HawU0Ye/JBFbBI4W9FstJ9IxjZd5SZu3NFJuPY7V+l0w2QVQC71FVfSh/p4j8iqp+K6Jr\neDye2WWuiIcE7LifuRc7WC0zIfCmKoatAwVgnVFyKGXBy153kr6wLu4tj9YEcDL2XTcKDJqY21MH\n4wJnLYJX4876hgmtrmFgIFS2o4ArbDQNtIqgQHOolEiQtVqjgi0/OSKn9EaoLl0x4fZkkdsVM83x\ncVOyWiYhGXPP8VQR4CiW/azAQbJ1CENMeAs0AsdUGQMQeanXXqu0YeKum9wGDwWJSuDtFJGvA98l\nt/fr/wS8wPN45jZzrU5ZjKjq9c2NTNvatuCZOCs6WvzE5jgMpIZoiDUJJ8J5Cwd4pekFOlpOE1a6\ng5wwW5QETnDu19CcqwILSqjtVv8ILGqGhmb7Ih+rQowNjmGWvRYmutyqmK+S5vNRkble1NmpBcqI\nlEuhc/JLjwTZrmUjZHvh9hc+JEf41lsJmtFJYtyKrTFDy085Y8PreK43QeqnQL8qvSIswF43KWhM\nQFMS2hsxPRZYguPkaKl938ZebzFgUBUVYX/p9UUn8P4EU6aX5u1fVuBYj8cztwgEU+2Jh8KEBV7x\nNZcn2uZCIkZgqazuOYpYxAb13kSIYckGPeoex4eBjdT/n9A6JxQ6Ntdqw4Ww/kVh5zfcHAshGf80\nZ/7s0+z8IebmUqDVxN0a1191aQPsd6KvIQbLm5nQG3U0bR0b1rRBV37f1IruKuaKrdLSk9/JYUqU\niHPLF2xVCbgqRFtUNeHKmb8kzUAn5i4Ni6gCNNUB/QUStMJF3puY+CMy/HoOju1awyv9cXt5HAhd\n9yDm3k/CyDiM74D7bwdW27VpALpUs+t09RNzxKkqI8V/NxlRCbw7VfV9+TtF5BsRze/xeGaP+Snw\n5g/hL59ZsLYmYyK0Y1mi9cAiEfa62yuZEAx+WhsZK9ebLnVdE47lHtPW6MqGLCZjJRtOufPyLCtn\ndEBdHOi1gr/HzhVZ2QCvbyyuvRY9Dt9/ANZfUuWdhqLB8pWKmZJCaJbaZAWJDHM+QzVwzR/DBNZi\nMoWgM5ZWIfNCqY8DnbD9TrKv2yTmMh3E4uj63F/4/OC1GWiqcVXSyHAaQJXBYEFOuI0DAyI/6gzG\nXceSZW6+sCd0Snd+yhQSd47PFNnv8XjmDnNV4EXhpp0LiRiBwKu27dcUrJQx4PVBSZAO7Dsljlkh\nWrCkhCUHWXbLcg6NbOSERli4kIxVTbHg8TPbYP85InGs80NDnSUf0EZBi0vYVbcg5sqWpGyuZQvg\nlA4LTP/ZGbB+pIhQme04uQLiLdJuDEWsbmV1XZiNRIYyP18mdWeH3wONwD5FruymLdFhnUKSZLNQ\nxd0eN+vdwCj2A6IXE1tj2A+V/aHtIyXaAVbdJUuVHhGGgfqo+mdH1Yv2xCJD3wIujOIaHo9n1pC8\n/7VOnKkJnrlGWNBOy/0dIyE9tNUtEVpsT/2l5uo8odFKhNCDWTeG7f/Z77cCvw/dCYw+z2ntCca7\n4LQO6M5ziybj8MwP4NIW6FkErUl4PhBfvZOvLtzV4aE7YP2oxaCXw3S338qMb43gIjB/i/fGgQXQ\nEHeW2skQrI1bCvsBMOL2NQNpWFDvjhvELK1b2ujhFU7atIZXbwBeU7UfGa4szkmQiMGPj7rwgmHs\nvdSKuUt7RBgDUtPZ61mVEXIztadEVC7aV8j9hV/zDck9Hk/ZxDAXxlwSeOMEgmcqMWa1bbkLyLik\nn+X0K5Cf91W47oJWynD5kSRjj2K13VYAAucuhBd78wRbkEmagsWNrsSIAqm3sfNBu/3Wzblu07RC\ncz0waJmsjQmr91VN4kM++eJtKq7TCWNbS4xNsl2UVbMcqzabNAJHLOFguJy4yCashMgoFqPZjKs5\nA/RC74gVkGafKorYh1cjQ6NYskPmGi6WbS88cwwGXI97RkXYh71+h9y+QSpnVmN4oxJ431PVdwcb\nItIOvJMyCvF5PB5PxMTJukoqE6XlicHCH9qzlHH7LKdfcYQlTW9j5/0p4lb8LxBnwUGZIsOFiwDb\nOdQB9VZapG88tD+OuUpdH9T1l8Ox8+ENT1v9t2IGjRyRNmhzZ8qJOFIKR/rJuEuj6p+aT1XZlzC9\nbtT5ao2rFOci5SgMjpoVD6ClzsVWBtY4sX2AvV56nDVtQiykyE86re1c5sW5DWAZh++hgAHKxNvR\n7+TtK5JxO3eIKgbv3Xnb3cBNInIv8B9RXMPj8cwac82CN1OtuwK2hG5vm9YrFRCRoyTjMfse0zHq\nJrhor4MNNxZItwsLPifuToLNl0D7GyDxAHQFYiwoNRJiZAz6R2GsiLrrLuRmKhILN20erwIUsrxF\nLdjKiXk73qiLmQs0JyEooAk4qEpa5MUeOHsJELNM5591Ym5/BcbhwAA0JYLji1+v8FBUsW0VUDKG\nt1Tf4yiIKgbvbXm76oF1QLHYPI/HMwcQKV7OohZxpTkCqllzOS6Vmkq8WMPL700Tj+1l1Vkt9J0M\nDFo5ErYBWz4Cq/4brHXbG0Sk0BdLO6AmzMbHYf1Sc72+cBa8ZQk8+v2JV84Xd9UImULHTjUuLizi\nIk1acFSbYVrp4zMvhKGLi0vEnPW2BSv30ezGRjBru7OWHRmFPb1AG7zUDQeGVTmQmUxe7Icq3KU1\n8l6daaJy0d6D1XkJvgxGgZeB34hofo/HMzvMKYHHxO4VM7HmiVa7aXDXishVz8Pvr4V9YQGqiICq\noKoVGyyTMeulSgeZL9mUWjxcQ9zKldQFMY0VUEqUlCNcJrO0RSncwr1N8924Bdc4SYbpnBZkIeLh\n5KoYuVnHgmWjjrv9DZieSGMxa4GVrgU4DD887Kxqh7HSOUcxcbcM2JNrjXuxD9gH+0+Zjnt1PBGV\nwPs/qvqhiObyeDy1Q213SZhI2AVUTbJXTVnnyuFnnPFdQXkTj933CBe+4z949KQbs8Pbvg4bboTH\nrctDSkwSrvoArNoIp+3GCqwWEHDDKSvE2leBW2v/uWZ9q0bkRJZpmkcg4ALxNmFtIcEZRUZtxQRN\n5WfSV12AuGCZ0GPw5A/I/jhqwV4fYpnRqpiXbgBLcBjG4l6D2oeLsfsStG3rVk3dBhmPQBroM5cs\nw6r5dQ3TqNItMssPxzwgKoH3YP4OEfl74Ieq+s2IruHxeGYeYW6VSZmqizYqpiV77j7YsRYeDwvQ\nFPFY0prVqyKSJhGD+jroaBT23AGLk5BsgFPb4JU2aFkAq1rhmbSLlStSsLcUgVCqqAuDS1iotpNC\n2PJXrvuynPVVbXFrw4RZfkuresyLVe4PjKBuYDVZmpUQtOwKaMXEllNSbQ1kO4SksBI1C9269gFt\n8NNjcGxUlZcARBjBYg/3O7fpoAh9dixtwGHXhQHIdGToCW3nPHbh0IHpjk+bEWb5PkQl8D4I/Fve\nvt8Hvg14gefx5OFixTT84VfDzKWacmFBWvmai30gz3CGbG4ChLt2kfG38oPtmNDQjTzyEFwShxfP\nhjXtwEo4+hPsMRmCN6agsRmODVmJkigILG9Rx7utv7Z4v898UTYr8WpjFP4OrcdEWzmCzZWIoWmK\na4ljlrZRzEUa9F4N49yn7fWue0gnJuLa4MnHsBZa41js/B43TzMm0saBYyKH8pNnesjrvJA9lk5F\nrjSb+jwQa3OQKQk8EflDd3NN6HZAAz4N3OMpxgLsC2IAkZvcvudqsN/p7MfglSGusiJI72dij8jZ\nqEVVtavX3ZcNwOPZvckYtCV+i+Enf4veu6H9SugZdyVMgsLOACnoGYaFj8OOAmJnLA1jkxRSzXFj\nbp04HmksXJHviEj6sxJNv9dC4jEZA0bgwrdbx4zH7gkGyJSEKYsEVrtN3bl5xAWC4tKAfWaMkO2r\n2o+9LxuA1zCrWSsm3obIun1TZOoUDo5Zp5BMv9PDzuoWWNP2YbXi0iK8ltsTNff17H6gdhW6Y0H9\nuSiZF1a9GWSqFryT3f/G0O2APuB/THF+j2e+Usfst0oqh9kXePmUFnz5LtqZdCuXJSSDzOTS1lsR\nWN4gwiq4cJn1yMw0QF8D5y9z2YbLyI3dGpr1UK4JlrcJ47WQHRrDRFKVtc7qEwM0ffVpRpd30tb1\nTks0BHtfHwBcqQ8arURIsXIygAm2bmC1tcsK1wpcUI8V9B1wcy+3OUm766x05+9RZUiEQbIWt4KI\nPNsNDbG8Zvbh4sLdof2V1yWcpXqQnolMSeCp6q8DiMjvqOrfR7Mkj+e4oI5sS5paDuyfC3F3YcLr\nVcy6NWuPrwjiWh/FgZgqQamIxSIcVi0U/9aagJZWOH0hXHgFvHQWrMhLDugcglUtmAutihg6yLXU\nhS1cJZMdCljcwufuP9c0x1SpSPwlsqUaSWCWsMBVP0K2w0aYBndCnJwfWuVa/OKSYDwdJ5WKWceE\nerLv52HMZbnC/rfW2/PVmnQiPRla44gqYyKMA6+ZuGt31r+WOuvIQK/7MTDuuiusxkRcvztvWJWg\nA4OrF1eKvvFMzerpZ1Y7ObhrH7eCM6pCxwXFnYhsVdVro7iGxzPPCJpd1/oHz6xY8CbruhA6MD8+\nLU6uCStXoE7vh32OkBShFbO2HMaC1euxTMOFbl0niPBqEGhu93llI5zfDs/HoMu5zIoZ+qpJkCgm\nYKYrg3XKNJDjXixIo1m6ukfc8YfdOYJZvMYKZMjGMEvVAqpMbhgledO/MnbejYz/yF2rBXNtjosw\ngLlJD0HfCCxpgsMDLvYthcW4ZVSpE2aDIru74LxFtq6d9xO02nK4FlqvBpa1wj8QPB4jqkLHy4G/\nAs4jN1h0OXBtFNfweOYZCeZGK7/AEjI1gVdBHF1JUVcwPi2HBEXKpIjIVTfAhuuKn1uKopYIQe8A\nYor8Qt457UCzyMKNcM5i2L5DZPUHrH/rA7e59S0E9lvSzbp2WNpsMXRR9GLNIa/lVkWxczMZSx3E\nm6WwGLKE+ysm8BLuOFwbqz5VczE6V3iHO2Y8ZBWMufm6secouEYQg9Zg1jZxRXoz7bHqsutI00r/\nd0FSTmO/SrYHctA0/oCt47GbsNi4o5M3qh9XeKYLe74GCh1fldt09pgV67mP1TOiyqL9GvAd4Gzg\n17E3wi8w9cwgj2e+Eie6999MELg7KyPXwrbB1eS9LSz4CmWJ5hO023KK7WJgLSLnA7vyDo2RK/Bm\nwuq4APvMyyBCArPejcMpC5yhZgxWtzorDphLr1WERfDW90DPuZBw4rOqMiQA+yLKZp0OURd2YwbE\nse+JPsz61osJrxPJJiwkCVm7Csx5EA4OwEnt5MaPqQhHMZdmCsswHXPXOeasYYPYc6fuf9LW8NB3\n3LFq7bESQiaZxVynbv7gWimKxNQ6sXe4nAdoJoTJcSh+Zt9NPEtE9QXTpKrfEJEPq+oOt+/7InJr\nRPN7PPMGZ1mIUytJC6UJrHcznbBQjC3ASZjl67kC40E1/YCcx/jysDhUvd4sZ/KLMOkX37Z+muOt\n9N+rhLN2wZIgHrk/7/gG7DEbhMXN0DkIDFs81tGQW+1NF1pG49iY9XctlwkxavsKHlaakIib4LIt\n5/wkFO3t2YQ9D4FVrB57TML3Udxxw5i4imPxZsMiDGHC+VU3tohcV2rYAj4I+wYtEWVCTbpBsta1\nVZiFLVzC5IBbZwOwBrMGHglbzoL2WFgZkZPs5vOZsiAeT60StQUhLSLnqeqPRGQtcE7E83s884Gg\nnVZ177+ZDRqe6bZfhcj0U3XbrwL7UL2+QAxevsAjRYx4AeOPCC3klqAI9g0Wco29zMmtwCoRXs7u\nbUs4YVHXT3P8U4xc8DU5tRlefISMmDkUytQ8nBczNZqG0TyrVka81bI1LolZKIu5kvNf3wmsnEb4\n8W4iK7BWkisIOzFROIRZ/RZiCSXB3EH8oUsw6C1oTHDxa0MAInRh2a37nFUtsLwBDIlwmCJuUXfs\noCU5PH0MBuZCBvxsUWsWs1pOYptWohJ4O0Tk48DfAo+KSA8W+/BnEc3v8cwngri22rTg5QrIcJJF\nNWwJ3X5hwn6RLR+DF24sPy5uG6Vj8GLkZREmSN1uNbnkqpxOEMJqoBEaYjCcFqEOE0OHIBPH1Qw0\nDNIQO8riRuxxWGzCblxhcUPgcu2nJTFKY5MrMBwUsC3B+ssL9D7dWubjMBlRiLpwf9H8+1KHPUYt\n+Se52m2BpSwgqJe2ICRggzIlwWssLK6GgIOB69OJ6gRkCoRPUsuvIJ2Y6C5ofVPl2GQTqNIr0jOX\nYuA8xzFRZdH+SXBbRM7C0pVeUNWKf36KyGnAM8BlqvqQ23cucAP2a7ETuFZVu0LnfAr7wlDgZlX9\ncmisAyvWuRD7wPl4NevyzD9EaFGttg7WlAjiiapNspiJX8gWL4c+GNo3FUF6NnAh8B4XO1eQGzLX\nzSHTT7WAytwC8DCw0cRfnIluQ+dmbksE3+1OzDnBtrAe9q+Dk5vh5R8BS52LMIYJJfk5r29zcw0C\nrbB+iW3GY9A9DIyv4OAjcMki6BymqszMQ58o46AorXExMsV1g5dkjus3DuzHRFzgSg0QTLC1Tpy2\nMYHF1AVxiAL0qDLiHtegREh/IOhEMoV5AXD7+/O2K+iJOxGXnFCwKG9l8xx/lqAKOW4tZrVGVFm0\n48BXVPUPVPUFcn+pV8ofEwrEFZE64P8Cv6aqD4nI9cA/Ax9w41cAv4G5g2PAUyLyjKre5aa4AfiR\nqn5RRDYB3xWRU1W1gniXCDiOa/HUIq5VWLsIA7PQLixIBIgFddJm+PqVEMTg8QCbN6fkodPjrnF4\n9oiSr+1todsXFtm/IZKVmv7MF80CiAjtcMGyER5NmvZa/R5Y2w7b74YTmuFgDE5oIRvUfyJZV+D4\nep56nGzxsAFXkiPMKNBiXQ3yKdViC8qw2kUl6sLJCkG/1B4gESozEiZoFj+MxZ4lsR/ZccyNPWzl\nQILivAvq4VgCEjFMrAVZrEFfU4Cj2GMLuYkHx2r1feAF3RznOH7+onLR7lTVP8jfKSLtqtpd6IRC\niMgF2IfokdDudwLjgTUP+DrwiogsUtVjwEeBmwLBJiLfBD4G3CUiC4FfwoJnUdUHRWQUuBLwCSDH\nNzGyLp+ZjqcJYvA09L8krlCuOktGeb+Qp+FHRZqYVGl23Ib98Hs8J4sWtnwYOeEDJM+4hLF/n7QL\ng92X8P3ZBrARgFiBx3LzJjj8Rnjmcegb+T3Oe+H32Pl9uOhXYWAMGIcfPgKb68iKn/xAfZjg1ptQ\nTy4NCAyUa2UqJ75uMmGXsGtOSFxoYKK11fWipR8Td0cwkaZmzZxgNq3HLGxBgd0DWEmROvd31B13\n1GIQ4wLDY5BKm1Uz8yN9EDgUinkLYt0WEXqca1XceTxzmagE3h0isllVt+ftvwW4pIJ5vgj8JhDO\n6LoA+Fmwoap7RWQQq7l3H/br/6bQ8T8FrnO3zwOGVXVv3vgFeIF3vBMUGs6rZD9j1w7fzlU1hYVZ\nByzfJHJoZIa+CS8G1nbT/tZ2uv9lkmO37IJVwyJb3qp6TaUXShOLDdDaBCvaL+fpi4G1O4jHLka/\nWeh4l4WccF0hQiQKZPnGY7C8BeizhIamOmC1xc1l2kf1F7BeUUVLrX7n5txa5vGlmEzcxTERNo4J\nukAstWCWsWFyM5/TxeLWrJPC8Li11MqQIFREWZVBnNs5bHU2t+vPOs0a+mw3DPVBa29Qq831Ms1/\nyXYT6r7g8Ximh6gE3seBFSIyQPaXrmB9EsvCuVp3q+p+yf0xuYyJQbHdwNIi4+GxpZOc6zl+yVrw\nptF97uqhad6XWdjSVG7pkUYX2zQy1XWWUVA4U4okjewJ1voGfnJVnFQ/IueVHfsXXCOU7ZpzfRFu\npO3irZz+M0g2p4nFIM0QLY2gF0m29h0hXdwGLBRhT3bs1BYYLBD83juSFXIZoSYwFFGgfDjjFaaY\n9Zov6gJrWfg1Ei5bsxdzs65xGc9KAgAAIABJREFU++PAkGo1cWY/uAWLUw5TTBDmCbYDw9B1GIbT\nQBp+3lf82NzMVo/HM31EJfC6mdixQoCvlnOymKL7A+DdRQ4pZLTI7zlZjMnOnSlqLXW8NPM/ZjAG\nJA6x9Bex+M1quhuUQzv2RRlu/hi006qkFl4SWusmP6wySoi9V4F9C+n6a6weGQC7YNUo6FvJxDE2\naJEkiAJz57tnAUjRmAwE120s+K/fJPWDK+h+Bi7ZDE8k0N5bb5SlSTh5sQhJzL0nwIoxEtJDWx2s\naYORAqKtYJP3Ap8JZVnpqqk1F1Cih+uEaycwq9wQZo1zwokxsq+X8eBHQyhxIUb1TUaHyMYv1rtr\nVRCnPDyJb91z3DB/vzPmHFGVafioqu7I+3sQKNddcw1wt6oWSl8/jH1JhmnHShkUGm8nG8N3GPu1\nn39u0ariIrJVRK53f59wiRnB2KapbN8MS7/m4gGjmG+6tz8L62ppPWVufzYQFjnjIld91saC42Pw\nq2/+S4bWTed64O2X4TIVQ+Ounda7NsDSiyebz8XfJaD3DUDZ670Zfvdm+N1HRG4SkasKr6/gfNuA\nHZ+Fp2HDRpwg+hztP/8U8upG2GaPccsX4L3vP8iyelNMsTeIxDPz29xytgiC6m0CfTb/ykZoiInI\nps8Qe8Ovc9pueOJeeHnto8gpfSZkFV5eCy1vtKkO/xeckIJfeJ89dwzClRcleVvDEo4+YbFvz/wC\nnPLfs5ff+BY4dHru9sa32O0n74Pm/ux2zvg++/vqVvsLth/E/gIm2974fvsLxF34+mBry1/flZsx\nobUX5FSQ81TpNxepvBXkLaqMqJIKPV+Dds6Vb4FTLghmq/D1OgqXrYerg5CafSAXV/J6x8TlA4Gg\nr5HPg2ndpoL3o9/221Fsu7/rRWQrkyCq0UT0iMiJmJWqGfgLYLOq3lHmuTcCZ2G/GAV4ExZ39yrw\nb8DfqOpad+xq4CVgmap2inXLeEJVv+TGPw9sUNWrxZIsDgFrVHWfG38B+LSq3pq3BhdTotNj3Ztr\nFrFaWW+F65BiFqm8eURYAJz8Gqtfv5q96wisSxHihNlarD/m/tD+5ZiFJgnsdfFNmfVn+qVm11oP\nnGQWrZ0HVMe+N8l160CueB5+fy3sewTY6BIcNNQaLP92aIJMv1dBn8QEx9gDbL7yWzxy0tcY+y87\ncF07PP2ojb/tba7+mWP7/bD5Unf7Lqy4bFqEDrjiGni1W/XZb4rQiLWS6jeLVkcDPHAXEIP1F7vt\nbVhf6373uI2QtcI12PXXX5itKRe2iJUdRzfFThDVkLO2Ouy+HAW6Ju9ZmsXV6luJfXbuUa3O/eli\nG+sx66Cv9VYGRT9vsgfUxueoZ14ymW6JqkzK1cC/YuWoTgH+FHi/iJytqn8x2fmq+rG8+V4GPuHK\noiSBvxORi1R1J/Bh4BZV7XSH3wh8RUT+Gvtlfw3wSTdvp4h8253zJyJyMfZBWpbw9MxrEsD4Io59\nAKtuv5bc7MwoCFyq9Xn745Ro/xW003pEZIvVdtMHsqONOUms+V8w7sv+BHjzkrt5Yuf/YPyHlmFq\npUgkJN4mW/wIyRhWxywTbJ+iLg4LktA1auIrEBMDo9lckf3nwvoRsjFcDVjMXAzogCP9sKJFhAY3\nFhIzqm6fq4E2NAYsDh2Tn+Hqtp+8z8pv5lArnSBKZEq31GE/ikeB1yoSZxlXt94TukbVwszFxhXK\nIPZ4PHOQqGLwPg2sU9WDIrJdVUeBXxeRHZg1ryxE5Bzg89gH+hdF5FZV/XsReQ9wg1i9vS5C8X6q\neo+InAn8APuA+7qq3h2a9uPAVhHZiQnAd7n1eUoz+zGDFYiREucHZOYxkXNmGzzzRIpYjKC3qcj1\nmftazS/vieckMWGSECEWssoEMXhQXphEqP1WQ9HjReqvhjcugZ33QDIxSnPScoxaE5Cuh2QddI1l\nj0dgSRJa65zYqgOSTok83sDI/cAJwfGXsH0HXBoDXQwvdrt6Z+7wkganASxuLgX0uUok41g9NOdu\nDRgcI0cMDafcMaWERxQJDvlUEjMXEHQoCcR7QAfmvhzHQkT6ycS31cUxK241VrctAGnk/JhlHE9J\n4Hk8nvlFVAIvpaoHpzqJqv4Yq1uXv/8pcouk5o9/lSIJHa7jxdVTXduU8Sb6qTM1d0e2yTzsgmQc\nGPs5p3/vAnYtosoA+klcNE3YF3kdkBCRd9hu3Y1ZbApa8IJ2WlnL21lt8MwjVtqjPm7XbX+PJV2c\nmYSRlLmcz1mICdYUDI0N09KQog9YtxD2t8BJi+G/Dtmlk65Lw7rFrtVWUHwWQe9VZQRhMbmCoQ86\nhyybd01b0KKrTELB/6XcpaNpQhZDR6GuENUmPERRNDjfIhd0bBgnWwi4DrvPcez+JN2+TixpZcw9\nDi1MsUODewEFdeZqp56cd096PLNKVALvqIj8EfC/AVzs24cokczgqXnmU7uZTNkP4DnblYwBqVET\nejuYGIMXhQWzGbM81TGx8foIzrpX/PRkDMbEufHGrUvCogYRVsJ5S82dOZp2RsBlFgPX69yiY+nP\ncdruz7H3IbjkV2Bo1I5b2Qh7YnDuQqAeHsh/fhuwxKTDWBuqAqUyhsbtWoOhLMsJhX+rIF/4TRCC\nlYi6KFt6QdbdDva4BGVvBBNoe3GFgwFEWOKOE6zKQDsm9o5h4jAQ/yNV14ML1xy063k8Hk+GqATe\nx4BvAn/kto9gRYg/GNH8nuOXPMtbmUx0774K7EP1ehtLxIHxcXMzulNyrXG7YNUw8NYJUxe12mVE\noaB/QW6snXuvJQI3HnDRJXB0CJ79pp0W9AUNOLsDDiyAhjogBWMpWNYCNEBXyGW5/1xYP8aEgs1p\ngA544F5YPwx9Yu24RludBbOQW3AYa+EWuGzzBF4lQm5KAq0K1l9b5LqQdYVXUs6jjmypkBYrkqyK\n+b0PuvEYJtLyLWeDsPk9IAIP/IfbV6/KqOu7uoCs+IuCKnrfTjuzH+bh8RzHRCLwVPUI8HYRWYnF\n7OxR1QNRzO2Zx0y/C8fEoWFWOsD1WI8B6RRxSVMwEC5T243JMuUK00HWvZnCLGPACU3ZQ1IadA9w\ngmo1LKuHQ3TSUQdtDXBQyIjQx+6ZeJmCyQWOoTHMUtSdvV4sBqc8DTvvLBFTFvQR7ackhTo2RBoH\nVw4hS13TO50AAzICtQ+zpAbPhRPLjJMVb0Ex4XD8X9ydN+COHwrc41hWtFLatRoWxqNuWwCcyOvC\nirRH8jmpOsGt7akNvMj1zBpRWfAQkQ6sLdkKYL+I3FFJH1qPpwBbMrfM8mYt6cr7sAy7Zb9DjvUv\nlol7u4Tt24epP7N+8jCoDSJvaIe+MWg8BxoetySFGJbEADi3tlhW48lk485SQCOsaICT28jEmKmG\n2kN1AApnLhphoP5VTmq1RISxlMW9VUoxd2dZLtRCLsM861tNZKeGabVM3qY6LK5tDBO2HZi4etWV\naQkydzuwuLhR978fc033uvkaMUtdPfYkD9lzUVfM8pmDKuPW/isRK1JypJts9ux8ZT6FeXg8c46o\nyqS8HfhPLG7nGJYFe4OIvF9Vy+3j6PEYeZ0O8nkEXrdR5KoyLGpZt2wOOT1LpYGRu1QZLX3d+gQs\naYaONKRb4dQlwInw5mXQkBDhhB5aEwvoG8dEZfhLfRxohtd3OKuasxKlFJJxV+euFeiH3pHf44IX\nYfujtr2+SDeBQm7IsnumliLibg0zQhNwDH7c5bKMB7F6cmOYeDsaZDCrMgwMizCO1Y6LAb2qHHJd\n0ZowgTuGCbwV2PM1CAcGoC1Zfszc4UEnOCdg/V/Z5+vNzXu8yPXMGlFZ8P4KeIeqPhrsEJGNwP+H\ntYHyzDVq4wNpG7lxdNsANhY5OK/GW/657hhaoT7fIxve3iAiqOptN+b0RG5ImAWnbxSGx7IxcI/c\ni2v43kbvj7EsyeVkLUEBAxMb2qfSsKARy2B1X/Qpdcc592i5oq3cBvdPFrldFVEIOleoOMMQlcXJ\nBc9dVyHBL8LeIpmlQ2RjIwNLayfZzjf7Q+tw7ts9g3C4gjpxh4YhUbCfK5jIK38uj8fjqYzIetGG\nxR2Aqj4sIp3FTvDUKDNb2qBYfMqW0O0XKpuyKQmrW4OG5yMkYw1CsyoDrmvCKljaaMHvgH3JO5GQ\nEEgmYU2bK8obornB1W4LsX6T/X/yPiw5oR6z+JTZDzQNHBtiYlmQYhSxrk173Nt0WuZi2P0KChwv\nxh6PNkz0jmDu0jRmmWvE3JrBc9EIHCpmVStWNsRafdFPNtM5iI3biyVNjIdeA2LXG027Mi5lMlBd\ndqzH4/FEQFQC72ERuSJcYFhEfgG4N7R9s6r+ckTX83iKcPqzsOspMdHwMFZg90T3xd0GpGBZUygY\nH6BFhASM7YZLVoC0YELD0Ry3RIegcX3QDiscz1aqCG4lpUOevI/osk0nEWb5ay67rRdMbBkGJTs2\n5BAc14C5RwcBRBjFnq9mzMUadHl4DXNht2EhIO1kS80o5QvkfHqA0XBbsHCygovZGyXTvqsmrNpz\nB/94+cfAM6tEJfB+FfiMiPRhnSY6sFiWfSLym9gH+rKIruWZKlFa6UJz5ZQPKe8axeJTCu5P5VS6\nWNEgwhrM1dalyqhlxi6ox9yjy9yBQ5iFZoU7ud8C5TMCb5CseBgKlR/pgDcvydZ8OzaFHsXF3KdR\nuUgrEmbh61dyfFi8JTHLW9CqLMgMTpN1twbHB88BoXPrsTi3GKFMXWdV68TEdVcwn4tXG8bF0onQ\ng7nB24H91daRc8JysvIiQ4BU0hvW4/F4aoHIXLSE2ocVQCjSacLjATJCUdD7x4kRL/B9miD1MFAP\ndW902aiKWXjaRNgPbQnnek2TW+JDySlb8cDteWOFsiL74NH7yAiW85k8NKzcOLiKmcQSV5FQayLb\nUmuSMigZ6jFXaLc7rw6zsAVWTgFedOIrRjYuTt3aW8nWAxzHkl+WY58/+TFtPcBwKPkgSI7ItP9y\nQvAA9ryV6Q6vmqBkTMV4i5/H45lNohJ4H1XVCf1CRaQ9KJUiIh+N6FqeashNQChVm2na6jaJIIVi\nokRoTMOWNCIvcfLlCVL/SzVXfIgQx9x3cVjb6urYjbm/GLASVjZbIkRBwgHt5bZzSpEpGbJr68Th\nahMW1l87xYzXBJX3HBXM4hZkmDYDSzHhG7qfrUl3XFh41bntOGaB6wT6YfMvWTeLH94fylJNE1LC\nJrxpwuLmUkDKCcEDWOHfHNXsrHGTFu11501PjG9QjgeeA/1T8MkQHo9n7hFVoePHRSSGfWGEq/F/\nC9dDtpAA9EwDM9//cQvAIyJbsISIx8P7sf3bBL0dWCnC4XD24JCVtVg5Rl08TSyWtl6qS13sUwIT\nFWnMiiTAIJzUDp1hEZAGRmB5Kxwp1ypVhOmIgQu7UKfSyosYJsyGyJRVyXRbCGLago4WDWTbaAUC\na5RsQsKoCCk31mpzttdbaQ8GsU4LwWOpmNu7za1hABi3h72hjhKWQGeJy88oRpURCrZBqy3c+n0p\nE4/HM+eIqg7edcBfYgVGw9RO42sP5HZ22FZEBE65bpOIXPU8rFprQulsgCEa3tTI8DbMEnQsuEaT\nsABY/RTn3p0iLhfy6Pcx0bKG3NdPHHPHKdx9a4HLjsGhYkJjOlpklXCbZgRd/kASGuIwHLYytmCC\nqZz3SiNwQJVeEdqwH1TDmOgbxB6joLl9AjJZonuCRIYwqvQCvSIM2P3Zfj/wCtkeuY2YWOx3cy7C\nZbaqoiL9I7CkhYlu1rlNuMerx+PxzFGictH+HiYefqKqmS8vEflORPN78pl5S13o0iSBBMilN8AL\n18HjrjbdBnOdjqbvgx1rQzXohmiswyxICy1IvuVKGEpBajfQ209LYPktYjEpN5FgtuLgMhToevbk\nfZg1rcnq6aXDyQojmAgbIdcVKGRj1/pC+wYBVOlxZT7Sbm1tWNurRWRj2w5gSQqTWaACAdcdJCyI\ncBBYDm+/CnYfhf3fcWvpzbrZO0dgUWAd9Hg8Hk8NEZXA262qhYKQ/iqi+T3ls2UXrBoW2fLWXEtE\nuO3XFC0UJ78XVjRjnUtCtNTDmQvhR8dCGm3bdbDhRs58DRiCze+E9GZ4o8BICngOGLmUB+6ioDgq\nC2ehqygrdTpquzUACcvk7c13PzYBR+DpY3DOErevDmtaPw6sxgRenc2RGUtgok2BnrBYC4mxw26O\nLkwUNmGWviCpoSRmjWNfXrmQcWCvyGMHoW/cxc11k+OOHRiDnuEyBKQn/INsFn+ceTye44eoBN4f\nisi/Az8kN6vtM8CZEV3DM5ENiOSWKCnzRKv7xmIstm1/oar6roVWI9AH8s7syIo3Q8vPrQdr+Olu\nqYe2Bji5BZ63OdC7YGUD1C8E0rndHOqCtlJQXZxTOa7XqQq5Okx4jpItihz0Jw0QsmU/XoOeYXsc\nJoz3qh79jgirMOudYHXYRkQ4hpV2GcRc2ClV+qzfbaYUyYRYNrACvZgYxJUQqdhtqsj/73JFn8tN\nrukJPy9HcpNkusYgNt1ZrPMR34De4/FMO1EJvM8Bm7EG6+EvhOURze+ZyBZMvKwFwpaAbV+HDTfC\n43liL791VysWSJ/G6haaNc5ZFZwAXIW9Rjqs2O9AylywdQmzvi2q/y36Hr9O9Tak5d1wxrNw721A\n66W8jn0MNAInWw/W/C4Q4AoHF8t6nUpz+8lEXVCrLRBlQULCILkaORB3gRt1gEzfU0YhkzGqWE22\nflWGRZ76JtZ+LMh2TQIDIQtZj1tjiqx7s8sd25dnSQsK+ZZbzHcYU92RuE3DpT4mZkCPKxyavUQJ\nkeszt2tfKGVFncfj8cwAUQm8dcBqVc2xAonIFyKav7aIysUyza4aEcu4DAmGx83ah2CCZBAn8ETo\ndpYg3HggzvuBBjitDX7SaVY7ERgaMzftwSE7vi0ZKh7c93qee8LdHpzYgzWHqBMgwuKuHnuNB6/L\nINu0yf3vJ+M6BWCJ2x+IvXq3vnGyCURBHFq+xfNgcMPVaTuIibw+t4ZwkkNQd28wEE3uOeqp/O7m\nosjl/TTHW7T/tQpPnYtN0V/n/j83q6uonLn4WHsK4GsdemqZqATeI9iXYf6X3uECx3qiId8il0dC\nsO4Nh5no2qvHrFOB8BoDThJhHDiEWZyayMZbDcPCRjixGepjsPQpeOgeuPhKePMy4FRY255npSuQ\n0br+8qklQVRcP64Ouz9Bp4UF2H3tJyv+xrHkAnXZpEFpllXY4zNItiuDAOlymsSrMiTCkJsvKFcS\njKVE6KX6FlslaammB+pc/KKaW9muXtR5PJ4ZJSqB1wY8IyKPkRuUdQXwzxFdYz4y1VgcK3tibp9d\nuUMdQbD+YhH683xrzfC2i6Fv1AmmIF4rgQX7wwSB1j0EaxZYm69ud/yOUEeIobFsr9Z8KhZ1RVys\nFblp6zDrZQ/OMuYE13JgP+ZyXYHFHwZWtKBWXJC4MBp0UBBhhGyh4MkRuWmI+roDrDh4Ci//PRNd\npkcp7p6eE3jrRQX4x8rj8cwwUQm8NwP/u8D+mi9kOn9oiEFbHXrwP28UAZa0AaOw+TJ4pVfQ/1Rl\nXIQmYBEMFIrRGscEeowJ+RppSrtaH7vH3ajU5bqqil6qTUwutAL3agZVukUYsTg5FBO2Ba1oqhO6\nJAwAK8m6cyeljrFUmphgQjPn8SzHCujxeDweT7VEJfD+TFX/JX+niMy12JhyiSoLrnq3jZVbCN0+\n41dhabP1Ak0ILG4Chs1Kd3IbcIpIpgzH0CR9VQsMBuJrQieGamLoJkuCaMDWOchEK1fMjSXJtYrV\nYVY5VwyZcQr0mFW1fS5z9YDrqFAOw9jjUq4w2xYnzVpefIppcsUWwWdoejweTyGOsxJFUbUq+xcA\nEXkTVrPrXqBNVbdFMf9xSTZD8HW4rhOZUih5L07LeF3ejLX5aoblDRB36i+l0DWMuVyDWLBqOoxU\nU2suoIxSJY0JzOo2gr0uj2CJIElMqAUtueowwdRAVuCJO/cgVvoFrA5cSRWrWpHwGsMEZ3nZqcFz\nJJluEB6Px+PxzBhRtSp7PfBdLL7pMHA+cI+IfEFV74riGjVGrQVMt5pxaWAEWAJ7fkzh/qDFhF2U\nmaylxFwHZmHLK5ny5Pcxt2s48aMXi51bRjZJImih1YUJuoAWrGtDHxYPCtFbzcaArqC4cLkEFsMZ\npNZemx6Px+OZBaJy0f4j8ElVvVNEtqtqn4hcDNwBzEeBFw2lvoQD91pgUi5yvkjQt7V/xHlWg+LB\nITFXKMmhKktcmMmsckE2aiDY6jHRFrS2qnf/R8gKtKXY+sdC3RH2u7ItbWStc0OYgG3ErHd9WP04\ndeVJZDLrXaW4GLruKOf0eDwej2e6iErg1anqne62y0jUARGpxhVYu5QSW9NHuEDqLoghQiIkgDqA\nNOwqkKBQdVmSPPFWcRIEmPgaJ1uKpA6z7g5jgu5VrO5cE1bKpM/dbiOvHpwTboNkkz/GMCteUIj4\ncCgTdqYtZh6Px+Px1BxRCTwRkYtVdUdoxwVVTPLbwNWYVWYx8C+q+o9u7ADwLNmaZA+r6h+Gzv0U\nJoYUuFlVvxwa6wC2Agsxq9LHi/TOLY8Zdn+liMW6aW+C/hisbcVq1r2GWcECtydU1v2hjLi4CQkV\nYLFvcSyubBgTcgnMohYI+iRmRTyKlV0JEhSG3F+nqwW3F7O2BT1VBzAr3gT3qiqjLkkk5axzw0Cl\nxXznP9416/F4PMU4rpLQohJ4nwTuEpE+YJGIPI0JtHeWPm0CHwYuU9VjIrIWeFZE/ktVnwDuUtUP\nFzpJRK4AfgM4B7PoPCUiz4Ti/24AfqSqXxSRTcB3ReTU/M4btYQIcaBBYdt+VjaeyJ5n4KK3QDKB\niaXVZBMOoPw4unxhFyQ2FKA1aXXvOodCxwbFkBdh7c6CPqjL3Tzj7rjXXLHffW6sL99tWsCNGhQW\nLpbI0E1uD1iPx+PxeDwFiCqLdpcTZFcCJwB7gNtVtdJG5B9U1WNuzhdEpAtYAzwBrhV6YT4K3BQI\nNhH5JvAxTHQuBH7JzYOqPigio26tt1a4vpmkGVicIsZhljYC/TCehv4hTAjVYVasSYRdye4PdXDJ\n22EsBTvvnDiciNlYLHQ8+12JkRGsUPARV1duBEuISLpjgnIkAyK8TOnnD3fsqAg9FC9Fkt+Rw+Px\neDyecjmuktCqFngish1zyX1WVX+oqr3ATVNZjKruDs3/Psz1eK/bdYaI3IG1m3oG+FwgBrGWXeFr\n/xS4zt0+DxhW1b154xcwGwKv/Do8HUDDMRYle1ng2sANBxmc5VjrnKUux00bw9yrgYBqgJd74JR2\ntx3Ul0sBaXjgdmAY3vZeV3blSFA3zsUA7gkmdiLvNQokOFSS8KBavJBwpRmsHo/H4/Ecr0zJgqeq\nl0S1kAARWQfcjAXcf8AJR4DdwO+65I2/wrJz3+jGlpEbmN+NxXLh/uc3cQ+P1xwiJHGu02UcfhSz\n5lFBksOJWCJDkFE7jlnQmskmKTQCXfDKACxvcsePYu7XFkxgvgKk4KGHsdi5/Mcxh6CtV5lr9Hg8\nHs9cJ1uzlZqPaztOLHcBU4lnmvSLXEQ+UfGkqrtV9SzgPcD3gmQNVf2IqgbxZtcD54nIhjLXU2hs\nUpfhlBC5CpE/LpV5K0KjSP3VEjrGibsWyCQStJC7/iLWu/XXYla7VZg43o+JtTp3QLPbHsDEY5xM\n2Y/X+jFxt1eVXqxkyR5M1I1gCRSHoi494vF4PJ45z+vcn6fGmIoF7xQR+eNJjvkg8LfVTK6qTzmX\n7O8Av5Y3NigincBJwONY+Y320CHtZHuGHiZb/DY8vpsCiMhWzHIFJoCeUtUHAT4L6wD+HG5zx25y\n63mwwPaW78KZw3DhL4eO/xb87lqoGxbZAu+8HRacCUd/aONnXAmva4e+ZugdgYY+aG+A23cA++BB\nt6xN7n94+8n7YONbLDHirvtV6RdZ9Q44fzF870EgBfFzYXk97Ntr900uBPpg3+1ADOQikcz6e4P7\nA7rDSpWUvL9+22/7bb/tt4+/7Wsy2yKbamA983rbsQmXV1AKUa3OoyaWAPHUJIedo6oLy5xvIbBJ\nVW8J7fs7LGnjH4A+Vd3l9gd9St+mqo+KyK3AE6r6JTf+eWCDql7t5j0ErFHVfW78BeDTqnpr6FpB\n/b7ilr1K+tiZ2fp9bus7qF4vgijyzV2wqp+6g5sY/UO4dDM8fQQO34VlxvbD+svstLJq2J2MuVsH\nMFdsC/CSKuPWwoxT3P4BVQ65osEnYRY5XzPO4/F4PJ45yGS6ZSoWvKdUdfMkF/9GBfO1Al8QkbtU\ndUhElgDvBv4SEyQXAR9xx/4O8ALwmNu+EfiKiPw15na+Bivdgqp2isi3sRIsfyLWYaMO67IRPVkR\neD0irwNIIxIXFgONKWLbvk56w42c+QIwCoOjsG4x5lodhopi2E51xwdlSwCGgiLITuSNYS7ZQ26f\nirA3VCjZUwscZ02wPR6PxzO9TEXgTSpEVPVDFcx3EPgecL9YGZM24OuqeoOIrAYuEpGHMAHXC1yl\nqil3nXtE5EzgB25dX1fVu0NzfxzYKiI73fnvUtXymsbnsgWAIkUSReSqG2DDdeY2Btg2QjLWwMgu\nzC0cP8jyxjRH4tDRAIxYZuyj/5o7U6kCxeuvdcfch8XVBdnBi7EM2MN5JwxgxYlHgh1e3Hk8Ho/H\nM7+ZisBbLyIP4MqkTHUhqjoC/JH7yx/bQ9Z6V+z8rwJfLTLWhXXImFHGSMjTnN2BWdAGgdgJ7PsR\nbG6HUZewUFH7rzDNWEeIUYCQpW4k77ghzD3rRV1tU/LHg8fj8Xg8lVC1wFPVjigXMkeYpEhiQi5n\n/GJgLSLnJ9EvAyshE+uWBsahbxSe+LdJrhXqOJHpBfsg2QwLyGTBZm53MLELxBCUWT/Ouwlnk+dm\newEej8fjmT9E1ars+CYbyyspAAANXElEQVRT5uTMBWl+HgvpqUVYXF2YcsRdMRrhyYdxfV3zCv8O\nYH1ac1znznJXrvXOW5FmC/94ezwejydCfF/PSGlv+L8sfBzYJuhfkOnduv5yZ4XbR8kuFJladieE\ndjZDMgYtdZiVLo4lieS07VJl1NWw83g8Ho/Hc5zjLXgRMUIyBo88tIHNsX4ej2NJFSHLWcmSJ6tM\nADbVYUWKg44QY0AKmpPuuC63v5WJlsEomDt9+rw72ePxeDyeokQq8ETkTZhb8l6gTbO9YucHxcXE\nljip2EucfPgUXv4HLNFhAdYBYjJWQdBVoz6OZcUqVhomARyEV3tgUaMqIyJ0Ye7Z6LtKeLHk8Xg8\nHs+8IBKBJyKvB74LLMfKdJwP3CMiX1DVu6K4Rq0iIlc9D6tWEz/kdg1hZUnyxN36a4tkzDYAdS62\nblTVLHMi9GKlYgbgxZtx7nSXNVtNiZf5ho8X9Hg8Ho+nCFFZ8P4R+KSq3iki21W1zxUUvgOY1wIP\n4D7YcTmrnz2NF36IJUAMhob3FalrdwYWR+esdCwGOkPjncBwKJGivEzYahC5yd16zoslj8fj8Xjm\nPlEJvDpVvdPdDlpnDARtNOYUIteXI3Ikkzlr9NCWJCvCSiRSZDiKibohVXpELAs2GJxhS91cLNEx\nd+IFPR6Px+OZYaISeCIiF6vqjtCOCyKae05wAbu2lnusKiJCHIvTO+b2zV4h4rlstfPJFh6Px+Px\nTEBUp25kE5HzMVdsH5ZksQezTr1TVUv13aoZcpr2liEaci14+r0yLrEKaAH2q1p8ngj1WNzd3LN0\n1gpe4Hk8Ho/nOCRHtxQgEguequ4SkbXAVZiQ2QPcrqp9Ucxfu8SAxniJA06DTLarkBefpzqhrZin\ncnyyhcfj8Xg8eUSVRXuLqr4X+GYU89UAZYiGhhhcsATq4nDRb8LOOwsc1IzF2i3HHutD01LexOPx\neDwejydEVDF4bxSRW4FngP9Q1Z9HNG8NExdIxKCrVMFhxdzW48C4S5zwRItPtvB4PB6PJ4+oYvC2\nqOo2ETkL+CDwOuB+YJuqdpY+uzaoPAaPOopnua7C2pQNqXIw4qV6PB6Px+M5zpksBi8SgZd3wTrg\nvcBXgA5VbY70AtNEqQdKhFZV+tztch6wE7B2YnuDhAqPx+PxeDyeqJhM4MUiusgdIvJmEbkRK9r7\nOeDvgLVRzF8DtCJyVZni7vWY9e4IuQWPPR6Px+PxeGaEqFy0aeAQ8C3g3+dKaZQwxZSwlUPR7/0R\n12f2fTF027EKazkWwx6Hfl/6xOPxeDwez3QxI2VSgHuAK1V1+tpp1SavAwawbNlh4KAqY7O7JI/H\n4/F4PMc7kcfg5UwucrOq/vK0XSBCSlvwzl2o+uQ3cvdTB5yM1bfrAQ77Eigej8fj8Xhmgmmz4InI\n14BPqOqgiLxU6BBgWbXzzwHGgb1Y8eIR75L1eDwej8dTK0zFRbsdGHK3e4BP5I0L8NUpzF/TOEHn\nkyg8Ho/H4/HUHFULPFXdFtr8kKr+JDwuIucCv1bt/B6Px+PxeDye6oikTArwtwX2vQn4UkTzezwe\nj8fj8XjKJKos2kJsBa6cxvlnBFW9TYSVs70Oj8fj8Xg8nnKZksBz9e/U3S5UIuWmqcxfCwTFjSUv\nR0WVglkrHo/H4/F4PLPNVC14QZmQbcCv5I31zZU+tB6Px+PxeDzziag6WSxQ1d4I5vlt4GpMNC4G\n/kVV/9GNnQvcAKSATuBaVe0KnfspYAtmUbxZVb8cGuvAXMYLgTjw8fxuG/n1ZIq1JfOWO4/H4/F4\nPLPNZHXwohJ41wG/BXxUVR8NibGPqOpPK5jnSeAyVT0mImuBZ4G3AD8Gngd+TVUfEpHrgTNV9QPu\nvCuAvwHOwRJHngI+qap3ufFtwM9U9Ysisgn4d+BUVR0LXXuCwCvUnswLPI/H4/F4PLPNTAm8h4Et\nqrontO8U4GuqelkF86xT1d2h7cOYcBwF/kZV17r9JwCvAMucGLwF+JGq/qkb/zywQVWvFpGFwGFg\njarudeMvAJ9W1VtD15r4QJmQ5CDLWpfrwU9V8JB4PB6Px+PxTBuTCbyoyqSMhsWdu+BLmDu0bPLE\n3fuAPuBeYAPws9Bxe7Eiw+e5XTnjwE+BC9zt84DhQNwVGC+1oOtRvX4FB79Syf3weDwej8fjmU2i\nKpMiIrJRVR8O7dhY5UTrgJuBJuADqtorIsuwbhlhuoGl7nb+eHhs6STnejwej8fj8cwrohJ4nwLu\nFpFe4AiwBGgFrqh0ImfFO8vF8d0lIu8KhgocHjZLlvI1T3aux+PxeDwez7whEoGnqj9ySRFXAauA\nPcDtqto3hTmfEpE7gN8BXgXOzTukHTjkbh922+GxI6GxtgLn7qYAIrIVi+8Ds/Q9BfqcG9vk1vag\n3/bbfttv+22/7bf99kxuOzYBa5iESJIsMpOZK3UZ8DQQU9VCxY+LnbsQ2KSqt4T2/R1wAvANcpMs\nVgMvYUkWnSJyK/CEqn7JjecnWRzCkiz2ufHykiwyY6xUZX8lj4XH4/F4PB7PdFFKt0BESRYiskJE\n7gMOALdiFrNdIrKhgmlagS+ISKObcwnwbuD7wN1AXEQucsd+GLhFs4WUbwS2iEhSRBqAa4B/AnDH\nfNudg4hcDNQBd1R7fz0ej8fj8Xhqmahi8G4EbgE+gAmvbhF5O9aqrNwyKQeB7wH3i8goJhK/rqr/\nBCAi7wb+SUTGgS7g2uBEVb1HRM4EfgCoO+/u0NwfB7aKyE5M1L5LVUervrcej8fj8Xg8NUxUdfC2\n6/9r795C7qjOOIw/r9ZUkGKMkAqioq2W6EVQDILUI14ICmqhQhQUVMRDFYuIeKE1gneeQDzkogcE\nFREKUiQUbIyHC2kwJuARVAQNgkrQKKIN9O/Fni8ZtzsH93x7Z/bm+cHHNzNrzVqz717Wu+ad5Jzm\neH2Sc4eP+84UrSRJmhVTSdECv6zBSxbtiY8GlizS+JIkSdpHi5WiXQNsqqqNwIqq+hdwGoO9cJIk\nSZqisVO0VXUh8G2S9c35scBqBm+9fgw8neSjRXrOiWsvdVaNrqnnd2glSVIf7C1F2yXA2wL8IckH\nVXVTkodH9DkpyVtjTTBlBniSJGlWTHIP3g4GBYgBLtlNn58EfbMgoUb97e/nkiRJ2hdd9uC9AGyr\nqi+AI6rqw6H2YlD0WJIkSVPUqUxKVR0HHAU8BNwy3Aw8mOTk8R9veva21ClJktQXk9yD928GRY3X\nVtWZSV4e0WdVko1jTTBlBniSJGlWTHIP3q+SrG2O795Nn0s7jC9JkqQxdNmDd0BV3c7g+7NHVNUV\nI/pcANzWYQ5JkiT9TF1StCuAOxjUvTsZ2Dyi28oky8Z/vOkxRStJkmbFxPbgDU3ySJIb9/V6Hxng\nSZKkWTGVAG8eGOBJkqRZMbGXLKrqxapaX1Wnjmg7s2n/z7jjS5IkaTxdXrIgybkAVfUXYCGSvKcp\nmXJOVT3b/RElSZL0c3Qpk9LO7b4EXAxs2EMfSZIkTUGXFbydOd8kG6rqqxHFjmduP1vVT4NSv0Mr\nSZJmSacUbVUVrSBu+FySJEnT16UO3v/5cQq2GJGSTXLgeI82Xb5FK0mSZsXe4pYuK3hbgFv2NDe7\n/4RZbw2naE3PSpKkWdNlBe+8JC/spc/vk7w61gRTthAJDy9CGuBJkqS+sdDxPjJFK0mSZsXECh1L\nkiSpnwzwJEmS5owBniRJ0pwxwJMkSZoznQodL6aq+gXwJ+AiBiVWDgLuTLK+af8UeIdd9fZeTXJX\n6/5bgdVN2zNJ7mu1HQb8A1gGHAjcmOSNKfwsSZKkqetNgAccCdwErEzyTVWdBzxXVSck+RRYl+Sq\nUTdW1fnA1cBKBquSm6vqrSTrmi6PApuSrKmqs5txf5Nkx6R/lCRJ0rT1KUX7NXBXkm8Amhp73wGn\nN+17Kl9yLfBUkh1JvgeeBK4DqKplwB+BvzbjbgD+B1w4gd8gSZK03/UmwEuyLcmTQ5eXAJ81xyuq\n6vmqeqWqHq+qw1v9VgHvts7fBk5tjk8BvkvyyW7aJUmS5kpvArxhTSr1oySvNJfeBC5NcgawHVjX\n6v5r4KvW+ZfA8uZ4+VDbcLskSdJc6dMevJ2q6mDgXuDKhWtJrml1uRvYXlWrkmxc6LKHIUe1jf60\nx85PlkmSJM2mvq7grQXuT7J5VGOSb4FtwDHNpc+Apa0uS4HPW22HDg2xlF2pX0mSpLnSuxW8qrof\neC3JP6tqCYP062+B7Uleb/ocBBwGbG1u2wj8rjXMic01gE3AwVV1ZJKtrfa/t+f1G7SSJGle9GoF\nr6puZxB0PlFVhzAI7K4Cjgaub3W9GXgf+G9z/jiwuqqWNOndy4DHYPDyBvBsMw5VdRaDGnvPT/wH\nSZIk7QeV9GPLWVUdD7zHrv1yCwWN1wB/a/4fzyAo3Q7cnOT91v1/Bi5v7nk6yQOttnah4wOAG5Js\nmfBPkiRJ2i96E+BJkiRpcfQqRStJkqTuDPAkSZLmjAGeJEnSnDHAkyRJmjMGeJIkSXPGAE+SJGnO\nGOBJkiTNGQM8SZKkOWOAJ0mSNGd+AK/DKtqlq/P9AAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x119864fd0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.close('all')\n",
    "mpld3.disable_notebook()\n",
    "def teff_compare_plots():\n",
    "    fig, (ax1, ax2, ax3) = plt.subplots(3,1, figsize=(10,10))\n",
    "    huber_compare(query='teff > 6500', ax=ax1, lw=1, alpha_lines=0.3)\n",
    "    ax1.set_yticks(ax1.get_yticks()[1:])\n",
    "    ax1.set_ylabel('Effective Temperature [K]', fontsize=12)\n",
    "    huber_compare(query='4500 < teff <= 6500', ax=ax2, alpha_lines=0.2)\n",
    "    ax2.set_yticks(ax2.get_yticks()[1:])\n",
    "    ax2.set_ylabel('Effective Temperature [K]', fontsize=12)\n",
    "    huber_compare(query='teff <= 4500', ax=ax3, lw=1, alpha_lines=0.3)\n",
    "    ax3.set_ylim(ymin=2500)\n",
    "    ax3.set_ylabel('Effective Temperature [K]', fontsize=12)\n",
    "    plt.subplots_adjust(hspace=0)\n",
    "    plt.savefig('document/figures/hubercompare_teff.pdf')\n",
    "    return fig\n",
    "\n",
    "fig = teff_compare_plots();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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IS64G+gx5aw3k3BSwjyFc666T/9ZjzYBs/KGsWhWYfF8/Gia+A7LVgJa2SgRQ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      "text/plain": [
       "<matplotlib.figure.Figure at 0x10f8ef1d0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def feh_radius_compare():\n",
    "    fig, (ax1, ax2, ax3) = plt.subplots(3, 1, figsize=(10,10))\n",
    "    huber_compare(prop='feh', ax=ax1, alpha_lines=0.1)\n",
    "    ax1.set_yticks(ax1.get_yticks()[1:])\n",
    "    ax1.set_ylabel('[Fe/H]', fontsize=12)\n",
    "    huber_compare(prop='radius', query='radius <= 2', ylim=(0,4), ax=ax2, alpha_lines=0.15);\n",
    "    ax2.set_yticks(ax2.get_yticks()[1:])\n",
    "    ax2.set_ylabel('Stellar Radius [Solar]', fontsize=12)\n",
    "    huber_compare(prop='radius', query='2 < radius', ylim=(0,20), lw=1, ax=ax3)\n",
    "    ax3.set_ylabel('Stellar Radius [Solar]', fontsize=12)\n",
    "    plt.subplots_adjust(hspace=0)\n",
    "    plt.savefig('document/figures/hubercompare_fehradius.pdf')\n",
    "    \n",
    "feh_radius_compare()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "prob_score_thresh = 0.3\n",
    "min_period = 0\n",
    "fpp_thresh = 0.01 - 0.0006\n",
    "lhood_thresh = -np.inf\n",
    "\n",
    "fpp_col = 'FPP'\n",
    "\n",
    "confirmed = fpp_all['disposition'] == 'CONFIRMED'\n",
    "known_fp = fpp_all['disposition'] == 'FALSE POSITIVE'\n",
    "candidate = fpp_all['disposition'] == 'CANDIDATE'\n",
    "low_fpp = fpp_all[fpp_col] < fpp_thresh\n",
    "hi_fpp = fpp_all[fpp_col] > 0.9\n",
    "med_fpp = (fpp_all[fpp_col] >= fpp_thresh) & (fpp_all[fpp_col] <=0.9)\n",
    "snr_low = fpp_all['MES'] < 10\n",
    "snr_good = fpp_all['MES'] >= 10\n",
    "on_target = (fpp_all['prob_ontarget'] >= 0.99) & (fpp_all['pos_prob_score'] >= prob_score_thresh)\n",
    "off_target = (fpp_all['prob_ontarget'] < 0.99) & (fpp_all['pos_prob_score'] >= prob_score_thresh)\n",
    "target_ambiguous = ((fpp_all['pos_prob_score'] < prob_score_thresh) | \n",
    "                    np.isnan(fpp_all['pos_prob_score']) | \n",
    "                    np.isnan(fpp_all['prob_ontarget']))\n",
    "not_crazy = fpp_all['lhood_tot'] > lhood_thresh\n",
    "crazy = fpp_all['lhood_tot'] <= lhood_thresh\n",
    "short_period = fpp_all['period'] < min_period\n",
    "period_ok = fpp_all['period'] >= min_period\n",
    "\n",
    "fpp_calculated = np.isfinite(fpp_all[fpp_col]) \n",
    "d = fpp_all[fpp_calculated]\n",
    "\n",
    "#reliable = (confirmed | candidate) & on_target & not_crazy\n",
    "#print(sum(reliable))\n",
    "#print(sum(reliable & low_fpp))\n",
    "#print(sum(candidate & on_target & not_crazy & low_fpp))\n",
    "#print(sum(confirmed))\n",
    "#print(sum(candidate & high_fpp))\n",
    "#print(sum(confirmed & high_fpp))\n",
    "\n",
    "newfp = (candidate & fpp_calculated & not_crazy & on_target & hi_fpp & snr_good & period_ok)\n",
    "newmed = (candidate & fpp_calculated & not_crazy & on_target & med_fpp & snr_good & period_ok)\n",
    "newval = (candidate & fpp_calculated & not_crazy & on_target & low_fpp & snr_good & period_ok)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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cZzciI2W39JPANGCa2dEWdIS0IfvDok5YnwME0mlIyVuYeQf0fRZmLg3WtXTF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\n8pz/B71l+VyXttVpAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x11ae13b50>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mpld3.disable_notebook()\n",
    "val_sp = sp.ix[fpp_all[newval].koistar.unique()]\n",
    "\n",
    "def validated_compare():\n",
    "    fig, (ax1, ax2) = plt.subplots(2, 1, figsize=(10,10))\n",
    "    huber_compare(data=val_sp, prop='Teff', ax=ax1, alpha_lines=0.15, ylim=(3000,7500))\n",
    "    ax1.set_yticks(ax1.get_yticks()[1:])\n",
    "    ax1.set_ylabel('Effective Temperature [K]', fontsize=16)\n",
    "    huber_compare(data=val_sp, prop='radius', ax=ax2, alpha_lines=0.3, ylim=(0,4));\n",
    "    ax2.set_yticks(ax2.get_yticks()[1:])\n",
    "    ax2.set_ylabel('Stellar Radius [Solar]', fontsize=16)\n",
    "    plt.subplots_adjust(hspace=0)\n",
    "    plt.savefig('document/figures/validated_compare.pdf')\n",
    "    \n",
    "validated_compare()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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x71QkEtnnvBbNCpHxYRzuHYGqQlcJespQ6NQVoS1HXBpmXRZxsx9nhZMS9XP7\nZPHp9bMaIc2ZTdlPnNgqesg3W4BygUQo2tQkrLkl7pi8xqcAVDue2qBtoUVE5mDakB9j3st/ih3w\np1T11U4bjkQikUhktBgjAUagVoNK0QbuMRNaiqRROK6s5O3ntzfTtBQw81AlWG5mfvGCyQjmoRUr\n4OlTYNIdI9TXgkWrYGoXDA6l57BYsHNbx6iGPP89Nm9QEfgo8EbgYODLHdQRiUQikT1kPM0pLgx3\nX0WY7nPcsbsBtlqDXUNQ3NOgj6bnMTUBLV0OR19ovzVPMwKpP0urhHA1V2/or9KsfHZOIk+g5fGa\nkVIBTrkQzs7xX2mVjn/jwtSEtLuali06LVZndGIemqWqbxeb+PC3gIWq+qKI/LjTRiORyIHHxPdd\niGTowvwNN+/rjsCeaVL2VPsiQhfQSxINs2U39HfZwN0RYRr9kcrgtBCSvy1ZbjbQN9PK0GQfv66Y\nsz1H0Cm7Y3jyZBiuWQRQbn2Q5GhZnyly/G+l1ZYKe2Ie6uQC9LjvS4GfquqLbrnJPAORSCQS2Y/x\nPgwHIv7Yg4G7VhtJ0+K0U1mhw5tgWrUV+Hm0FFpaRRY1y3bbSpvh0/4P5Wxz+xbEhAvv15KnAXri\nFDhnBSastEgqt6sK4s6FCAxXRziGBjq5Ia8XkQcwh9mLRaQf+AgW2ROJRCKR1xZCOhHefswxfXuw\nkw89zggNpZHMQ72YP8krmfUjaVrUrDpFJ2gkSWaT9nIiiVrhr91IPig+B0uWwDxUKkLVmXVKhXy3\nk2rNtC/NmHM1LHgIhmqpj/AYm4dU9aMi8i1gm6puEJEe4N+BhzptNBKJRCITnv1MaDm4B17MaP5L\nAn3lzFw8DYjQB2wPyuRpWnBCRSuKwEwRtqoyTKrpaMM8pOo0OV6b0cxU1MpHhaBMOz4tu8i3lgT7\nbN4Jg1WoFJyQkXMedw/DHV/Kb2LO1VbVoBNsusSccgEm3626LTTdjSjEdGSfU9WHVHWD+71LVW8F\n/ksndUQikUhktBlRA7An7DOhZc+cgPsr0JPZpyCp9iKsv8GheTL1L/H+2IP9EqEiQ18Jjulz2W8L\ncOF5cNRbg3pgZPOQr79Z3pRsHSMM7itWwEEX16/LVYS0cu9w7Q0GOxZlj4KHknDnYU0nhy4UOk0s\nB52FPDeLEroASxoXiUQikXGnUoBj+/2Smwl4yL3p7w0j+WKMJT2YmWVLump+D7zcYpCtFBtDkgs4\n59kcM88VD7rlAAAgAElEQVTkUCCrUH+sRfKFlqSMM9fMhNNmu3ZdDpWhKkwO86TkalrS/dme3dSG\npiXvugT+K1W1+4ICeI1PRxnl9ySs+aogrb9ftwpYaF2r1mDbMAy8Cv27YH5/a5NSPp34tKwAVgfL\nU926b3XaaCQSiewP7B+J75KB2dOLDYTDe9l/n311X+BnKw6Y3QM7chxGp7hxrJKTR6UoTjuSWd9X\ngtndkAgPWf8VL+gE5zURBJLKgWmwecCZO1z5oRp0Z2dZzhMyCkA3ZqIBaprT12yfwNQUeWN3IGio\nQneYOXdPhJY2g2xeaJWt/ir7Euz8DSsMD8Eru2FuLUfTMqqOuH+iqv8erhCRbuCfO6gjsp+zfzzE\nI5EDiXIhDUcFLFS5xcR1bdPKVBEU6RuLCCMhEFpMsJiUk5G2JHCE0zJVio3dLYibJ6fQuF+dYJEt\n4wf8YmpWqam1kVZOMsiKr6Nk2oOyL9fKPOQFM9cPJfVpqfk6O9G0BFQ1OL5w305oI2ns+tXtVSUC\nVXUTawI7Spb3ZqhjjU7bqr+swOKoAova2V9ESiLyfhFZKyK3iMhP3OzNzcr/lojcIyLrRORT7fYz\nEtnf2D/mX4l4Jt71atC0ZE0de1NxNoQ3Q08RDukdqSKR1i/IOefUR74Ey3malIJApWD+JIW87eRr\nWgoCXcWwUKaMbz8I8Q1T0Cf7kW5LNC1V1ydf1qfnz+LbdVqeWuDTkptczrc3SKKdacZwDXrL2L2g\nwDbYnhfWvBe0FFgOch+HiDnzerYNW38azEOjp2kRkZszq7qAY4AftlnFQcB7gVNVdbuInAdcKyLH\nqupzmbZOAj4FLFDVzSJys4j8gap+rt3+RiKRyNgQzm03ESgIFL1w0SRUd88qpnXKeLzQ0EZds0V4\nrlUET4YS9aapElRKUECEXqCsymYnsLmBPy/NfkFyErZhwkElK7SEx+GPvZgKDzUyjrgNah371MII\npFbmIa9Ncin8E6EozIXSTNOSZ7oRTJGAmah6yrD4LPud9TUZSxZd1ZhUzvu0eGrA/Zv35H/UiVpv\nHvCJYHkQeEJV72pz/23AX6rqdgBV/ZGIDABnAf+WKftO4Puq6jMxfhmb6+g1JbREU0vktcCBdx8f\n2w9PZp0n9yGJCcRHvIyF0NKiSNcIWpQRZyZuVnFG01J28/9QxISgbWYWK7rjLkpGE4Kdm1LOpIAF\noFwMBL2s07FP4pY5tmZCi2XOt35U2xVaQk2L1q+v5QktBYsK2rK7iRCSuSdfHcPEr838WBZd1Xyf\nrP9KbuTQqPq0/KGqrs2uFJF5WU1JHqq6CfhaZnUFeCmn+OnAtcHyg8ACEelS1ZiBNxI5wNjXglFq\nutDrzOmyvHNf9COfOhNIYNbYM5wmY4i2hJZSIdDyNK2S5rMJN62YBk1LwQslRWzs6A9MYyUnuGWr\nEddsZlulEPiM+POV9VepUefT4g4mzfkS+LTUvHNs1i8GV0ZycsWE7WqgySn4XWjQtIyFhm/RKvtu\nRxuz9gud1y8CUtiTRHJ5dHJjPyYih2Y/NGpJ2kJElgNPquptOZvnAFuD5S2QhIdFIpHIviIxU4wF\nIvR1mPmUwCwyKkILZvoPJ+YbQdPiQ4qbNlmg8z6VgNAvpMt8Igpgx+hmMi6Ic3ot5kdo5+dpCTQ0\noTYkfIkPHGlD3xIJGylRL0XkRSAFgk3u3EBV6jQtof9Ng09LV86syOPI46c037boKup8WEJ6ytBd\n3pPw5jxGco66HzhLVV8FniQ/s17H0pOLOvoYcGWLYnn1jobKMxLpmH39ph/ZMzq9biJMV2VTiyJl\ni8pIfSfcwFpRHZV52HoxJ8sOcqyIH5iDt/a9Elq8wOIH3BZ1lQppdM7xU+DRbTmF8hxdRyLrT9Pl\nHVxdXVUrU/I+KyU7B9kJDaWFT0shFKayx+k1LRmhRYMx8MSLYGo3MOS0CGXqx61suHj2+P1xeCEs\naLumgcnJ32P9sHOUnWnbpVVY85yr4fguTNh1eO0N2LEMDntNi/8vNnFm3+uMuBc7gQXgZlUtqmoh\n/AANJqM2+ALwaVXNzhLpeRHLA+OZih1MnikJEVktIh92n/c7LY7ftny0lp2H+4dGs37gpLHq71gs\nAye5z4Toz2thmf38fHbSf3Lun7E8/rz2Gsv3rBRhsg0M56wUKWb2l5PTxaOXw9PHeaHF6pp5HjCl\nWfudnD9YsQSmLGvneEToFjn8Qti+IDUlnLocLn8d6bO94/8rLFlCorF5y+kwu0V/tp8IG46ztntK\nwMmN9c1e5uqTDq6PE756V7jlsgktr54Iy5eSaCh2ngRPH0siIGxdkOnfAnjsKJLB39fvnXBnL4ej\nz8FpWmx7ZUW6/wVnwIZj0+Wnj02vT6UIzxwDLxzvnEzLcNS74bFL3ABdhJOXwoWLrXzPJVI/fhTh\nktfBW84kGayfOQ4uPjONHjrhHFe+YuWfO97q90LBC8fbx7PkTPt4/PZFq2DjQvsdbl9yZv3+efWF\ny7e4T7i862AnLBYa93/5BNg6FzbvgMFas/+H+3wYyl9kBEQ7yjeTU4HIaap6TwflPw08qqqfE5EK\nMEdVn8mU+QzQq6rvcsvvAD6gqqdmynnJbVw0MDLKb9ujXd94sD/2eTRwx306cPdoH/tYnNPxvE7t\ntiWZNyuXs+FSkMXQdY/qrmuzZbNvZZ0eTzv7idAN9GGT3B0EPKvqXnPlxN+GgWF43OU90XVw4Vvh\nZ8+rvvhvbv9JwDTV+tltReZfDiKqz35z5D5OLsL2a4HDgOeaaW3C43G+J11wxCo4fgb88P9gL3j9\nwKuqPL8n502EQ7A8L1Osfp5SzQ+xFTnkCjhxFlz/JTj7HfDAK6pbvpupbxJwBPA4pkGqpufX3xML\npsDDW1Wr33NahaPd7k+6fY6Gs5fBlgF44DYSoWz+6fD6ufC978Alb4ZHX1F9+Otp20e8HU6YCT/4\neqhBEzntKpgxCf5jNSYQzAEGVHnKpeM/0hWtwuJlFoED5s+0drUqgyJv+M8mawzVzNy07lZYcR48\neAIc+wDcfi1WoB8oQu+JVsf276syJMJcLPPvZGArLFrp6r8ZFp1tIcu3f0eVTSJMBWba+o0LYf69\n5oOS54/iBZT5GaVAuF9IWEeuf0uTWZu90+3GhXDiw3DzTda/kN4y3HccbN1F5tmZd2+K0AUy4Nbn\njusjmYfOabXdcTXwujbKISJ/5tq8RkQmY3/Qy0Xkn4DvApep6hbgS8ANIjIN8225ktdY5NBEIP+m\nOTCFkv2N19Z1mj4JZo2Y62MMCR1FE/8HESbDIVPgyc1B2R574y9lTQk5z9JimAukBX0lOLyX1FTR\n7kuYC5lNomYEG4CH2TvzkI9oCUwkzehyviSUrB9Z8wxYPRetgHuOhxdvAXbSkGdkcjkInc76hQQ+\nHj5SiGGgYsfttRrDtcYJDYviInGyjrhFZ+rx1y48Z/5cumOvZd/sXX9KRRhw5ppq5jwNO80Lg+k+\nk4oup00/JiCXSMxcdWaRvDDnSXDmObAx0PqNC00Eliyh2SykXDTT0OgxUvTQfwDPB8sHYTfbJmA6\nZn99qp2GROQYbI4iBd4Dia3yw5i0eRwwCdiiqg+IyAeAG7GLequqfr69QzrweG0NYJGJyN7eY/b2\nOq8bnhsI1s2CxTPh5Uk22V0rKgU4bLIIBf+W3qSdrj3wLXE+EfVCC0lGVm9KKLh11ZoTEjx+kM/p\nc08bEZq9JejzaeA78f1w7ZbDwbZIEvXSiHtj36ZKNW97ph4/mLaKHvL+NEUXkpxX1jm9FpyQla2v\n5ISd5DhCASNwfFWfkdY7sBbsHNecE23ehIYlcc6rOb4uVX9s3qHWXyt/3E6oaTBHuDYqBZO/IPU/\n8fdF1Tv2DpPkVTlumjmlMplUaBkGNtM8LMgfT2m0om9GhzlXw/w2y3bkgDti2ZH+UN9T1SsARORD\nwP2Zt/LfwFTmI6Kqj9Ba+p+TKf8N4Bvt1B2JRMaayUXoL++F8FK2uWO80HJwD/biA+wYgIPLOSGh\nAT0FOHwKMJv6F6kEEcrAXBGeaSXYBGW9mSIbdeMHigIMV9O391CLUPcoK2dXuNWF9jQt/V7L0KnD\nqtMSlAvBm26BNFw5j0nYi2citDhzTJ9qkrY9K4S16E+x4LQMxfzkbkk/cdsqjfUVnNBSCs57Xfp7\nt39VnWATnNOugmm+mmpafKhtjgZm2At3XqPkz4Vv2+0X3kqm0WoyA3XgtFsN61YSR9ttu4Eu107R\nrc/eq679mj9+MJ+efRE5dFBqblrwkB3/A8ePvJtH1V2fdksPZTPtZGkptHiBxbFKVT+e2X6tiPxJ\nux2KRCL7K/1lmFGnKWmGCMWcN3mByU6bUgCOmALssGnvkzlXvNo/h1LBDTJ9NBFasMnnnJ/HSGnO\nmYq9Ju+giXkIe7utpW/v5WAwaUibL41CV13W1RZM73GRLEUaM7Nm6C7AgB+8XC6TYsFZF/wA700T\nvnvZvmb7VMD5wbjBtFC/fyuhpVJ0bbuIqqymw/ezGpp2MsdXwLQ0deahMEzYra+pEwKDc1wppsJH\nrdbYfiKcJGOdHWPd+jB0ORCS8iKnEpNSE6HFU4OG8bUujb6faiEjpEtw7NZWcE3GG2cayma3nXN1\ne7sXxf7fo0snJ2KGiCwOV4jImSRvS5HI6CETbn6XAw8XUeMGr/5yO1oD9wZ6iAhZc4/TOlQKMMX5\nYYRvmI+fAtMvS5cnF+Hkqc5JFnsLt7dYEcT1LdsfN3FeGHrZlC5M6wDMv9AcKPM0LdXA5OA1AQ1m\nCG9aygyYleJI58zOV5cbcBPBqYWQcHS/nRvfP4qBpsU/zwNzyJQSHNnr2vKmkOxzvwiU3LWT9LNi\nBSxb0bo/RUn7nhdy7OuvaZoELi9nSqkQaElC4SUQEJI091K/r29/uNao6SkWcsxDWRNOKDyEpsJW\n6ffz1udpCbPZbj1N7tHc+YY60b6NEmHIcjvk6UfKBfjJD4C7R6VLjk4y4n4QuElEngdeBmZhqtor\nWu61nxD9QiIHEuZkys4R5oKZhg2AG2FKO4IAmLZjMpYIcmPYpCVl6ynAzG547GRYlPE96Q4G+OOm\nOOfcHmAgo/YX18YwzszhBJhJWCrzPiwhZXi8WV+YEqZNeMkeuHU5OzJCS8n1q+K2qWZ8N7xWIuct\nv1AYwQ8n1GiECd18vwUopJqrSaWgbTe4louBOcITmLQml4N1eZocL0z4wTsY5FVp1MxkjjHRdKiZ\naxoLmZmtKzzHmeZFAk2LPwfedOc1La69UMDoKqXmnzyf4XIhY2Zxv8ULwX7uH+8wOw17Ed9J5loY\nwzXSSQizSI5LRt65q1o7LVPyEwgwORqZZnhTzh7xbKNWJcuKdwMntC7j2z/2AWBEzWyntC20qOoP\nReRw4BJgLvAcNj/QK6PdqcjEJwp5o884n9OZWD6kXd4+nzOwloFukflnQ+U0mP9zW33k5Bb1ep+J\nXhFKqom5x71Ndxdh1iR4LGM+qtVsQPZUis7+3wdsNrNI3ZwuWT8SPzAPARmH3Tld2ED0clBegIpp\nkpKxyQ/ogVBQq7mMqzhNgU+3XoBUqCB9Kw+Oq+jNJd45Ng9Xd5KePvsW34Vz3LS2KsVAm+D6mkTI\n1D3PrXxJAmdgL7Rkn/tZocWfH0YWWkrFNHqnpk3MYc7M1uOvWaZMQay5RODxgknYdl50jdO8DFeB\noZyoLpxZ0UfoBPurulmHJ5NeG8GElm31ZUOSfSTHwbTQRFOSNZUOAJWRHVSTqKexMg01Mf+0opnH\nSV7ulFIBGHSpDTrtW1M60bTgBJSvhOtE5P2q2qaNa/yIg2pkIiPCDFVGFPhFLCyyg9lx28XN3cIu\nkodw4ogZmhJ2wFFT4BlSZ8lp3fX+G3XP1D7srTX7Ru+eNdO67I06+5CrquV08BQK8NiJsKIgsvb/\nWBbaajigZs0ceQNxzfnP9IM3M9WVVzsPiQNpAS5cDj87Hl78N1seqlnbkL7l15mHvKCRE2VTKuaH\n2zb0E3c+fJ8yWoGk74VMhI7z7wjDfusQO66KN/14gSx7rkJfmpppADwNWorsroF5aLgaRABl6h+u\nZZyNw0MUO+yeclq+TmgJtSvU/07krFdNMCoXnRaxrMqWJucmdHR9NVifnQSzRoOP1WANux4FJ8Bk\naIjwcX1vyJ0ymPFxySHxU9pL89D61Xu+b9YRd7jWeDmaIUKjwLbXtC20iEgBy5fyehJbMAAXYLla\nIvuW00UkCmn7AW4A6WkdLZMwE3vz29GivklATTVUxU4rw/SujLYjbF+AfhFehsMussHm0TBar5Cq\nr6cWbPAtujf3sh983ANpTjf0li0xFGVIQo4zg+9Q1ZJn5b1gVmupoy6YIKHAE6fCzDfBId7vw9eb\nDZ2tUP+AdG1Pq0B/d9iXIPLDCQhFbx5yfhmJJkNS4aqA01jUnNASmjIy2glP0Q3GrTQV3qxRgDRv\nR6l+e+If5MOKM20XqHc2XbTKJSl7PMidEgqRrYSWDNogdDlTXC09xt1OaBmqNc/TUs2eswDvr5SY\nh7pJr2VGaPE+Lf4YqaV5VBLzURmYJsJWW656Xyjn/N225kKpnwMvpJLjZPrq3qfZD1USdZqWPXhp\n2RNhJTtL83pc0jmALtg1bP+PtsOvRzVHC3SmaflHTFhZhmlbysC5wJ2j3anXMhNBAxQdXPPxg65q\nwxtXXtl2BI6mu5P/BtnQBhYNM4wTWtI5SNxLsdGPmUUGXJkinDzTCRfTaJz+ImzXhcw25NcIHuxb\ndsPuIXugdhXSCfKS5sswezL2fKjl10HJkkz1dVlW0yw2aDmBQgOfUoXJJRvQ6sxDWbV5ONAFbXcF\n0SV1xw+JdiTUXNSdhlJ6ON605QfJOk1Ltl6/yWshWg2SpUy4crZ8ASinZiiL0MmYpQjnqanvT1cx\nMD35+rPP/VDDk7kf64UW1+58bDB3/xPvTzNcS/1/6soXrEyyLevTIpl9u0mTvfn/SS3oT6hpKdQP\noEWvSZoEVILrJMDBwNM0DKSdzHIMgSaq3XxAHTwncpO0tTIvNqHVXEFA3eSGdcffxAG3KLC76oSW\nAlTb0KCo4s71aI53nQgtJ6nqMhFZq6ofAbC5AvjaaHVmLJgIQkJkT5mceQCO+bWskDpzNsUNrHNE\neL4TwcVF4nRhD7u6/BCWFfWgSbBz2JX1b4wloE8kcQwcAObCMX3wK297n4QJLa+kywXglV3AdBG2\nWtpxhHRAgGSgLBegXHCmqKmqvEwyGIdOff5tuJQRGKZ0OdX+NOof5JnBd3fVHngt8014bYOjWoMZ\nlfrso7kzGTuH3QT34K8UsiGvJFqkqsJt3zINgLi2XZRpw0zLBZy/RhiiHR5jnS+K3SONpgkRZgCb\nA/8hJ7RU/XFl/S/CyQsL1teuHHNB7mAnQcbaUDuWfe5XSIWlzLVJJgL09GOCNCTaP69NGq7abL7g\noscCB9eqOoVRci3sJeHwyaaxqNUCobWMOcJWsXt7d2O/fFW5IdZ+4sK+YJ3COWfBq6+He/8tZ582\n2bgQXizAkfeNXG5FF6y9iTqhZeNC01q0IyD5a3riJenEjFmy2pSR/FMWXdW+cBZSFDOH7a5SF6G1\n/g4zvtQyjvoCVHUMzNodOfj4B0JJRKa430LdZF8HLuMRontghQF3F2DBtMbBY0zxQkUTukowy+dX\nmEyjn0QDIslbMqRCkR/g3PoZFThttjmoHtznHtzzsYG46vo1l8SWjsK8XvsrJoJNd9DOVJsvB6xs\nMuh4P5ZQ05AILdgg400RTZ4NZWdCsTqsr5PKsHMQO3de4MiaFUomPGwaKX9KZkCu1kw7UykE45Yv\n4we/MImXx2taCt6sFJiF3Lf3IwnNOLWcsFqwMpVQ0+LrKlpY8IrlgIgwKzW/qbq2/UAu2H0TCuPO\nVyfRaGQ1LS4Xiz/Gai0jtGgQCZNzDpI8KqGQXMz8r8I09pnrPlTDkqH5e70PEyh6SNPohyHHoYbQ\nz60jQbiykwoR2z67J3NtAwfrRatgxUq3zhUohNqlnBBngDdcAGediZvE0rEDtg3ClG6gv8MsrRmG\nayP7o+C73MkY6wm1Z+4a1jL9Xb+atlPsgwkr7eZXyaNYMKFlVzXjjNsdTIkQkueoPCp0oml5QUR+\nE/gh8AsRWQecCtw/Fh2LjDk+k/HdMBFNRpNL0Fuhfv6OsaZCU6GlrwTT+qHXPYTpInVkBVJVeCax\n2hTMJ2U3dixe6Al8CKZWzN9j+5Cz0/djWosy6ZtxD2kYpvez8NoY/5ZdFjGPRhgIhYdQK+DbT7pt\nD52iBNuhqR9GpeDU+Bn/iO1D1Ds15jiUNszhkofTtPgHY52vg6cIF6yEZ7bCA/8PE+aamLcqxcB0\n4gft0BGzEAggYn0s+P2DOgtOa+F9WpIHd8UNnn7An4SFW7tjTUJkXb+TENtAa1T1gooXHjJCTXI8\npSBCJ7GfWd9qodBDKnhVCmnG2LoU/70i1FTZ4ZaHadByJQxjyfieD/oIMNkJZu44kjGqgAk3PVha\njN1BQr6qO6899vH3Xq0GxaJbnyUwjwjUCWbZDLgi9nKxs0lW4KIzr7YjdLTCayCzkxKGJKbBPdQ2\nbFwI5/XA+g7n3fPCSau+dUpR7Jny7HWwYqpNClkAu/8KjUJLgXxH5b2nEynwBGCZqv4NNl/QS8Dn\ngXd00qCIvF5EHhGR32lRZpmIPCQiN4vIWvf95k7aieQTzFY8wekpwiQvtDTFJz8TSZJjIUJFpE41\nXFfeRRf4ZacxkEvhzIuwt9BQnd9jZaaUbbBOBowhYKoI/cFbazcmbISEQkKFNHFV8LbcFT7wwYSW\nndhb+RBmrtpOQ8RM2Zt7/M5eKAoJhQeves9oWooSCCIlSVKM5znblZ1fRVKHuz4bF8Ki8zLtlty1\nKDevL2S4hgmDUv8QbIiX9HlTik4DcBD1pqFAUEuSi2WFN1LtRNG3574Tn52gD6HgVGeWKAfH5XO/\nBELFUFZoyQqNoaYlzzzktQwuVHnIR+gE17AuI26Iu65DVdeuF3DBHLznO5Ng6AAsOZaYAcxE6e/b\nGmYamhFcG2eafOJUmHqZa2+Hq9MJCInQErQZzjk0VMWE/OC873Z99xEsDy+AxefYtqrm3BsEzrdD\nlhuo7lCGGTlb8ijhhbm94UftCiwH7b02pRW33wK/vo7kBVLEXc/hfDFCCmMltHSiaSmp6rsBVHU1\nsLrTxkTkMuA3ae6RHfJxVb2m0zYirxWmdQUP26aRM8AsEV7CHnYDIgxgDndKfb4FzwxsYPR1zhTB\nzeJb9g/k8I2z3373lMz2nkTOKCZYzHPLW3BvsNTnAwkHKW/eCT/Uq393V10dW6gfiP3DPhiwSkIa\nNaOkUX2ho2HgzzH/Ijh+Otz8dVs+ZwU8uw3mhpoWP+BWGoUMkTR7aXJMXU3UwL7dXhoH4iYMVrFz\ntKN+MKp7i3P1qrpr4YW2Jsfc4MAbfHtBIRFaCkHa/sxg2FOs71MotAz7XC6h0OLaTLKuQpojJRzI\nXP8KXrjM+pz4e9FpWpJcJP4+GDYH55oXeoaCY3OalgGvRQl9Vvxs0H7ON3/OnKp/21CO6SUUmhXY\nAbu8xqKatjvDT/44RJ0fhoSCoNMiilh+nhpOO+J9WBy7huuXh6qpT1R1JPPDILzs/ud1IcdNIlpG\ncsj1UTTNkrdlE7vVAq1eiPdryWPtF1xbTbYnbV3l+uP7PEJ5sGPfE38WwDlDqzIs8ugW810qufut\nVHDPrYCx07R0IrTcLSLTVXVTuFJEVqvqVW3W8XNVXSMia9soO56+DPs53QXo7YXtTQeGzsw/B/eI\nMAvkjHBtowNs+4o654C4A3u4FevDc/Po64Ltg9hDbHOLgs62Th+pCSbX2969lfcDGkT/dFn5xMG0\nznHSbXdvgwO1zIBdwzQgs0SSUMpuqZ97J0yC5n974SBwFvUD664kUihDLdjHlS15zUkNewOaip3f\n0JwWDJp14a+kA3+y3g+o3hSROYd+lt1aqLWY1OTh5AfBDrS5g000LY+eZA/IqetIrk+1ljn+uo6m\nx1znwJsRWryTbLHgBC9nwirVOdUaXQ12+9RZeqgGXV6j4s9hLRByCk57589tMdjf98Wfr5or74S9\nFec6h+F/I/ELKof3QdWiuwrQeN87QWvIn1dXHkijzSYH+wVCS1UzQqs7Vh8Gn5C59qpwaD+5gkFB\ngv45YVPVzDnJvZb3QrszZx12v7yUcZrPmik6dasIHWU7SWWfJ8jkTdSYS4dJ3jqZYXnUEJJr/fwA\nzPdmVOdcX3X/sXLBrifA8Kg74UJnQksfcL+I3En9jfXGditQ1Q0dtPcmEbkS+0PdAHxCVcdEcpvo\niDCdJgO3PfhOmQ4v98BQ7h/EHoAFoObMQpUi9HXbW4t3QziuDzbstAH02OnAVHt4N7vxugtw/FRp\nnaLct1/AzCZD2IOzmxbpnU1lXSm4h2OQyGxaOXz7c/WWsHuzm/qHdl769FA97n1lnCakLv14MKic\ncz78ejPMc+aNbLhvUp8fsEpYDpZeLONsgdTkVAjqDwasuoEVcqMEkv38wIYbXEukQoofnMJzG2gd\nuorO98KFuFbVEqclmgZvOnKalrwon7If4L0zZ3eTSdHCiJ3sOWuF71/AoHu7nhqUSSJ4vN9PSCC0\nVArBmBcILVVN/UDCKJ9kpuBMf3PnEPKCSLb+LmA4M4B6f5Yhcp2da1AvrE4FdgeOrk6LkyS7yzgs\ne/+cxefCxlNg6kNp35IIpjL27A7bCX+7ezT37xw6dDvy/Dp2D7v/bc7/e7CKCTNdQAUWL4cXT4WD\n1rehNWmC381rOaY+1P6+ocZjj1Pft6Cao2kZMRQ5j+OBbXuZon9vUdxzRnVojQj3kdznyWSm2P+k\n5P5HWe3L6NCJ0HIG8IWc9aM+twD2x7oD+DQ2GH0fG/Q+MAZttYW9pYfa1bFuz2tG9HpMO7C1fnui\nKQv2jdIAACAASURBVOi1pFzPV6FUkLpskAkzYVYXvID5iczqszj7yV0w6EJd5/TCy7tNDe7VmlPK\nNiDtGE6Pe1rZ8lXUFOb2Ym9q24J+dQEl5+Dn6YILz4ent8IDNzDyfdcdvqWSqM0nl5yjKsE2wbQx\nfkAP/yh5vhCJf4BI4vRYCLK0Vq2/bLP1Plqm252XJC17Vpjz7YNdr8mYnd8Pwt6XxQ+owQOtbmBt\nhVI370nR1+3ffHfR6LScEVoEEqFFNTMYV0iFlhK5PihhBtTs5Hd14Zx+oPSmlk7eunLuj0QAcOet\n5jUtXTQKeV5bkRXi/bIzL3kTSphPJcl2m7l3EofebD8zkR4MY+cxe0GLrq9eUA774/H7eF+lShCB\n5DSKyTXJuwcL6eA/WAP6g/PWzg3mzmdeSnagqX9ZK3NHqK3YtMv1WWHZKnjqBOjWRl/VcJ9Wdbdi\nT/cbDfIEk05S5UOa5G39XdgY28lYPdqUgV2ZAINd2HO3GmjzHKpw1C9h7Q9aVbqnqSs6ORF/o6pf\nzK4UkV/vScOtUNV7AS+97xSRvwW+xTgLLc6c0OvyVsyz0NSXBjNlBJgPp8+EDdvdui7sIbND1R6o\nrq62omBMiJhSgq3+AehMFMn2Psz7301cud3Vm/g4zBNhlyq73YO7YqnMB3pg2iSzQ6uadmGu8+Kf\nXLH9u7zD5DAc1W9mmm274WdH2fwR80twaC+8MuC0Az5jq6dC4peQ0Gtlp/iZdWvuOCqquedkShCy\nC4mDYk8J+rNCi/d78YPzMGnYaBGoOmdD5yuwdIVpG279V+x6OBNGpWAzDZ85DHden9Zfctu8h7x4\n7Ub4lA2dCwet/9RIzUH+zdjts/AimNsH12/IGVhHwplDapiA2UD27SZwBE3CX53GqZoVWrypJSOM\nhFUlb1X+zb0Z7arG88jxp6mrN9R6hUJbXUcz7YcmLedDUXO/Q01LVUlS+td1qdBoLgu1LIkjrdek\nZNv2Trjev4TGNurKB9qeAS9Ih4JH3rXfkQpWO4dIQvLbzQ1yznJ48hTTloTak0Wr7H9365p8x1dP\nkjm1DcJDT7RJ48BoCDN7pC1pQZiFdmoXrF0LnOWEZ6+1mpS766jj75E601iZRk3/Tsw/cMhZjpww\nWnBaUAlNgaNK20JLnsDi1n8jb/0o8zQwSURmqurL2Y0ishp40i1uIRV4wOWREeGnwGaQswFU9Ra3\n7/JMXcvhlH74xV3AZLjgDSK3vgi7nrU5WLYfLFLZDtVee2hO2QVnzrYb7IQZIvPeCLO74RePAa+K\nyFGWJG3708BuKJ7i/qBeyjxJRLaB3q5K1do/rMeEjHs3WUTGMdPgm0/C/B7YtgAu7IUfrgd64MI3\nwIZjnStHAU5fBof0w3c2A89B7wo4d56plPt7YNNsu6l6NrgMpYvhEucjUCzAqyfBcAX4geXfePAw\ns1HOLsNLArtOgk29MOdB2DEER79H5IlNUP0EUIMTlpkj3o//LT2fq+Za2clleNNSGBgSuf5ZYK5I\nz9EwUEuvx7TzYOkc59sBXLYY7joCXrzBtB0vLxCZ/Jdw+OPwwLdte1Xh+3cCJXj9Mpg9CX54jzUv\ny+F1U+BnTsPz9LHuvLtkZFe8Ae47KhXWnjkW3rgTbvgXoABPHQvbt0HlGTtvTx0DZy2DO9w9tuRM\nmzPn+lus/nMX2nm84We2fMXp8Px2uO2G9HheWQCzn7L6e1fAnGOh3yWreuF4WLIdfnxnWj+kyxcs\nMZNdrWZC3GWLYdNAY3nPkjNgejesecIG3ieOgnPPhJvutmv+7AJ70BzyK1h6Ljy/ALrXwn0P2/67\nDnana4MNzM8eHwzQFbhksfXZk+3/ZYvtAfbqJNh4AhQzmtkXjrc2ejak5V8dTN/2w/YBViw2Adtr\nSvzx73AJzyZvN6HjtvV2fp8+1jmL3g6U7P46eWoqgFy22P4/sx+05Q3HOqFM0v5tLcFBv7L1S860\ndVOfsOt7mTv+wx6x5Te+zu7TNdfZM/uF4+GSYbjuOqAMS0511+NJ65/ff87D6fWb3g1r7rY+JP2/\nMe3PtgpmPhqC+e+F7UfDUdcBO9Pzyb2AwjPHBcvB/bGj1wbw4gAceY9dr22DsGWuuzD3pu0B9D5m\n/X/qGHjpsPR6+OuTLR/2F+z4Ni6E+cfDafenws+2efDcIPT+wrb3X2Lrj7ourf+FgfT8hMsbF9py\n76Pp9uT/TWP7efWF9264Pdv/jR+0788AtwDLXflb3PdIy39yVdrf8PheOB4Irv8zx8Fv7HTCQxmW\nnAZbB+G+B9L+AU3Pd/b/kj3+7POk7v4h5/lxJszogWu/BeF4qeuAITjuDCgcC/pTQGHj8fDqXCjc\nB9R8+ex422T8XQ4czgjsS5VTU0TkvcAXVNW/hc/F3mBzJ5jzjsCBySR0PL3ftBZMx/IK3O7VXFY+\nOXneHLPetdcHCFz/M2y2uEMsfG7uXNg5w5lHJsEv1wJzYNFZUKnBc3djb9ouEkJ/jEVQzALKsOBp\nuC803dyvqreIcLAIg6C32v7nvd38Rtb/AhtgC5aI6aQX3YC8w+r74a2wqAKvnGaD0t3rbD19FlWz\n/XZYcZXF1TME3YFfkSr0/wKuuw3OucD2n/1rl65czTbtb/bNi81cNOfXcOgUGCxZroNDfgXPv4iZ\n73bAQ+sI3grcsR0Ni862Nf/ubm6Kdj12rVNlu53/OV2w+V7gcVi01MqvWQdstN+VIsx7FPp2wiR3\nTtasI51PpAQ/WwfJHDgF1/5hJIPsnIecL0MPsBW+eQ/wApx8AWxWmPUQ3HBP6iR5xCPQs50kf8uh\nv4a195C8Kv7YCUtem3LTT9zxTbY+fPOn2FuJi/JZsw7O6oZht8/222HFUfBg4B/gHyhJ/QHXu4fF\n2eeb0LLmJ9Rl8PXl/ZvSj+/EtHIFszUf9CsTWLy25rBH0n298HLzOszERfrws6sJRzzqBtGiXefr\nfgKLSqmtfc7D9X1e49paeW66HerLV4MkfWt+asdHARYNJZc+Ye2ddm7PXmoDn7/+dceLlaFg12vL\nbvD5azY/BWyAxe7hvGYdrJgMO5x2Y97D7q3RmbTmPGxCaalggvSdd8KiXpJ7bM06O/6qu/+29Jhw\n7k07cx6G6+5057Po+jfZ+Tz1pPvXXb8+koihwx6BzYGg5/uDm9k4e/7qlnfC9PthW6DW8MKdp9pd\nvy683n47pFFQB/0KtgdaHj/Yhe1Dej38crh9zbo0FX7Ps3DUY2a6zmu/Z0N9HSMt13rcrM5+XqxM\n+z0bUgGkJR/MN+ksb7KcF2p82C9h3T3YuLUqbT8k279DfgXX/tQtFOHHt2Jj3+z8/Tf+Y/3ySPVn\nnydzHoaeqWlIf+7zI5kJOx0vvU/gr26Bi46AX6uVOezXsLPkTNfqy3tGWHZ1y5W0YEIILSIyA/gu\ncJmqbgFeB7wN+KqIFIH3AF9TbWpr9Wmj54vwnGpWXdxXJlXLThahhoX6iQivAttNi7FpNyZcbCdR\n5a+4BB7dAs/cC6/uTjUSRdx8K1NJzD4DQ5jAEiZE6wOmw2ln2x9/Vg/M2GmD4uQi7PDq/G5S/5CS\n+VIc2Ufi7ETBBqnNu0hNL4Et35t7EhW/H5hHSKJUA6im+9eFiAb4JF+VImzf7Rw6HZUCaRp1bwoB\nEmfZPMdVr76fBmy3c3HCdFdHVq3o2uoquUn3ugPnxPBAMo6qSebNIKqjWkvNAonJpmxhly/7/bx5\noGACTk/2f5I1wntTUNZUkUSDkM6N4yI6fLSKdwRtG6d2TXw6tM25UwpBSntvVss5rCGfgTeHBvNQ\n1unXkfTnTrfTrtSE6fvZVEXvr2szJz4n8CY+KQENZpDQhBJG0GwPbPDu3FdrmPMsQfh3UH+lBNWs\nGaqf5Hr7kOOhmjs/0+C2G7HnQJlGv7SDYNky98wI7vdFq6CvArddb+dgc8753Z4JJW4ayqr1vgZ7\n48g5XIMVq+CJk2h+bfYArY1OoOhezWS8h8y5Oj3383PObdmZtdtl/Y2Q5pDCxQ2TJuQbA/oq8PJQ\nY5K+BrJjwjA2VlXt3vfmIQjMqPvWPDQaiMhJwF8BC4A/EpGzXe6XHuA40mySXwT+u4hchWkp1tPC\nn8XCc5mCPaSmA8/Vl5jnk3TVMDtcCXMkqrn6p9qAuWMQkDRJln8Q9AZRJ7Wa+RJU1SUu6iHx6Rj0\n/gP+Ag9iWpuBVBCo1ZwfQTcsngMbtwWRJX4wqFhf5vZiAkqPrfdve3nUcInP/LF534pN+eWzVNX2\nb4hkcfiHeXfRvMKHgjIV5zdDyX+7Y+qnTguwbRDTOkwiFey6rewhk905ytzo5yyHjdttBuJKAbYO\nWD+7XVvLVpgwuf5Gdw5DgdH7tST9Cqr3wowbJLtKpBlbvd9KIcjbEVKgXhjMClD+hJUy25wTZoEg\nf0enfh9uMK16IbUFGxfCHDel/NqnbF3SbpPJ3hKBrtaYl6JWy0SzZIW3LN7HQ/MjkXLxuVqaCdtO\nI+JTx+exaBVM64ab/yVY6RxTG7S1oSPtVtKMsxkn26xgKT5yyQkV4b273ScE9AxRlyWXKixeYo6o\neVlLt/mBKue4fK6RTsJxR4NqzZ53bWU1HoGVK+Hxk4EhO295IfPjLYS0yiIbCoSdCH5Fl0enI4Ej\ndFr3fiFj6O9TKsCcn8MdtzZumxZOU1J33Z1F4xWnLMDdF84fbLjm/p/7v9CiqvcDl+es30Ca5AhV\nvQO4pIOqnWkCBfrNzDKlZGraQ3vNmTR5CPaQOmtC8tB5ZZdJnXle9pODsErF3sqrahqH3ERFYS6E\nV6m74MNO6PFv3LPDuUj8YFAyR9Rtg6Q3bTln8AxQ5+OQDII+tLDNQbFaM0GgWSSL1ix6p1yEgYzz\nbJd/yLucJ0lY8xTq3sRDabzubb5sDmgDOefSnEVTh9Ua5pjYU7b28pwjF53r3la/RRrBkp0nSEm1\nWMG53bgQVnbDzV8leXMOtUo+PTq1jIYjGyHjr6XXbHhBwTmrDfo044UW0RpZAmfSag2kk/+vczhN\nIn8ybdYIomiaaDpqmj5H27qvMvd+W8mtvEa01Tlxzn4FL+jn4OcVSqjSlgCf52w9VHUmh4CBvHw6\nrfIJhccz0CjEZR1Emwkl/hzmbR/NkNhsPTXsbbwToSUvJHo8hZGsIJJ3bpK+jUEo8R4JLYE/VZIb\nZQ8G/+x9kqQ1yGHHUNCmc7Av4DKSe5pdd6fx9ELLDbfAsVvN5/M1ILSMMf6kbgemwqJZ9vDZMQiv\nuFF4JDX6tkFyH+Z+ojSwh3q3e+PYnZcSOjtDcKa+qprQ47NbFv0bv39Tc+m267zp/QDbgqSf/ubz\nfiPl9u6dqprjbTNTRU1tLqCs4FRV6PfREl5ogTSKqFm/fSZXZ2boLpnfzaJa/fWpZYWxkJww1JUr\nzRns2AdIfU2amTz8tmL9cSd5LUqBGcaRnZiuTpuxNqjbRxSFb00AtYyJpZMHWjAQ1wgy+LZDKXNs\nrl8iqaml4E2DobYqYLBmWi2gqYmpob+dEmqomjFog/62JvlAEqZmTJ1t9McLb+Fs2EM1N2M2mcyq\nbZ77tsx3HZAVTvK0A2MR8rttwJ4DraJnOg3t7YQwygaaCEV3wTnnwK8WjGFHOiX4j4vYYu7cRd6c\n5MdlZY+Fliz9PpS9Qt1/uyGJoHsZbBBQm/13avAfN2MJ8qYABdPE766OxQzP8NoRWrInd1cma2MT\n/v/2zjRGrus60N+p6uqN3VxESrIpyVK0m6JoU6tlWxJJW7HjjBx5gmy2MzGcGQyCmQATwBhgMD9m\njPmRCeAfgxlgEsCOrTiWrcSrLHsSyxFXiVRIKqRNLZQsiqQoUmxuvXd1V1fVnR/n3qpXr9+rqt6K\n1a3zAWT1q3ffe7duvXrn3LPdpIdJzUMJFS7dkZln2XlhgVdamjxvoBiEcGckbTNotCG1MRO7T70y\nE1coorOtIHRqxkJItkYkUHJVbTwIYqiOQ8nHdsT7UFHC4q6xbuqvmhytZNqX0gYVGJ3eMhWl6C0C\naZ+t4gYJgj2u9ARFxisP0VlIZWVeb1HLRWYpaVUuZyh7wWIxRa1lw3/nFWtFR+1Do256auzaHXUs\nDTPo0M8QL3gV4mucN+2Ww7ilKCQTwWJZx8XULKmLzl2kvoLhKyKe3DRTyQ0MTWn/RhuVGUhQGitF\n6wrp/az3PYXfTzOWpWYsI62sObLQ6bzNEJSRtLGot/DfDMtTzJ1bzzIV37f+MBzaWw0SbkaGNCT2\nm32/z1J75f0JbUMMS9xCGLGwzop+fWbnfaHDd8aonZD4335NhWtvShWi79dRQIJiFSbdZb3eRJp7\nd94sF6VlESvlFku+NkjEPRQirSfmoElOl70bqlPP3RksFOHLT1qx1gvYRm6EGbLUW2gWwkoXFpKL\n96FY0jiYYNYMP/gdP6OqyCR9P1l0JhsUtQhRxbEUlMTYhwtKSTxouKJcBKUhatGJ4gMz7/+wptBG\nf5SlMCPpqFq8whhW0n1jzPhuwowpWOIiFrAaBaeJ77XCNDW/2WZrIRTLaKxXaH6pdl8x8qAph+s0\n6lNSIbuFIuUzNVtvJOk8qROJtM85SyHRSLGYTd8XwsUzF+VjPlaS+Fo4MFPZC7/poBgEwR0vSV/P\nnZNGZVxXzDKwPULWu2NeveSTAhaCEIjtqdu3LOpyDNmXDig7hxN56GE4461HHVlNQ46Ty1Qtp50Z\nIA97d/tzroBQ16vaGSpLNtQoLX4CU7Eqpz5jnKPsE1uC0uJgtAjnF6PoLLB8lBY/qAtthgU1iU/H\nhK5IuqCJW2qSCC6hYtl3PZrxkxTcGJkdN/Pwq4zDXj1f3B+/kJScpmZHZwOVYM5JkpUWBw9/XGOC\nXvQR84mL7nkyULOaMMANv2SmGy3Wr0qcTVBaog+MItCn181IbSn6YhmNfaJabCzcAyUHn9wKA3E3\nYBJZuGcbrOqGZ/0DvTNT0R8qgeNNLyxWosb9mJ8mdfG3KGPTwHhk5liu3qchpXj94cizaWTGKWay\naA+lhQkynY91QgS2bU3O3FmoazSi1UpHPSpZMgfhnnvh1Aeq++o951KR2j+v6PHVcueLV+KbngRA\nTaxbfydwAc4+DbxPy1jUY8aCkjHCStPBkr7+MGzfBw89nHZCVMkJruOIiyWsOVUswc0vwT/tnHn4\nipwmFExOe+t0nkrF70owWnhO+2KnpXJtXaIgf2oyHBtNjMJ5/d+FMpxZtJW0l4nSct9W2P+zxTv/\nxdgXkPajaHZmIEIlHqMYrBFRc1r8x+DjDOoJ9kT8bD+1uqin2XU7kmYJlaqq4YeGd690ogK2n5qK\nuZsf0WysrpgLrN46FeKVvGj7inso5ZiSoxpTM6qvD2/RAmeVeASvNBZKtUHA05Hg2ZLTuKigWBRK\nM5VY8LEe8dipnXr8UJ6KxaVQhvMhgHOk+l4jkgT5yJRmujVSkmfDrK0ZdVjISUS8QutcrBHxtWaS\n3D2BkmvNOi+tdMds/kJ6MGqwksT3rz+slpAMQLm6GN68iDyPstmqu33edDAr619PBzMD9JsUtre+\nrMkA51P2Z8SHD3iFoJLd2KEuy45swmQyKBbBShuRCfmiL7WRqR8DH57RmQzqvu2hmiQQXcTVZ+iV\nXOwZGol1C0tbNLS6BsusV14WJf62wjJRWppOp5wH8R/0XE2Qga1bVYDe8EugE+75qN5Ah/Yy4ybZ\n/IiuDVRu4GOdkU1RAnoaKy2BehakQNL+bAjK9IpYxdwYLByxH2fIRKgwUv87nC4Ba2uVtjKouTNK\nKfaDmaT6EMv7lPYovshfYtxD5OE1Gel/ySXPCstAqJlSEYjTkX2e1DiORaYZC2C8fTP70xSSy/U5\nZ92HuLsOdYOGlP65uCpqOJ1sAZmLVSQaiBoPxK2ndCwEnVlgUsdm3mMSoSMDE4X6mZFN490rU6XG\nz7L1h2HvXqCgCQgVwnpk0f50UYnfCmUAct3pk8j1h+FQcMsEK8ZK/3pRKzh3JmTwAdXA205qstNO\nj0FmJ2xYy8xMxQiFaVUCM9FzhWdt6G/EMl5yyeP0/HZ/nfAcr0cspmVxWSZKS5ykB3T8vdk+xOPM\nygRZ59iCD/qsKBYCW7dELAIRojP8pP4Xy9S6C5JiORpQz5pTLCcrQGNTqICejmSXhEJaCVWMZ+uu\nGpsGRhOCu+J9mYxcH2pnXaXmlbd2JSlGYC7nSHJpzOdc8XouS4kHt8CpTdTcK8/838vVGyW4Y6A9\nlD/w1pAp2LUTGKuv1Ibn0vrD6fdEyVX1gmIZDu6Azd661dMxy+erUF0C/ALs/X/wYeDYxiaOHfer\nnwtMFjV+JOruWOMXrqSAxoWUqkUYMzGTR40u4ZW8yo6gvORhdBq6p6HLK0vv6YNzwe0bhH/M0hLW\nvDv7DNU6UglMFGB1KFAXlJaOyHbAKzOlEIibRMOYFk8x0u9FDEVQlqnSElisH3xUeM7V/14zu4ta\nDPLJM/9mYihGgvIQKNN0cTlo7MMfLSQvqDWWFCle56FTKMO5eI2Ly0jagzVJMUy7p5KUgejMN0lR\niJ4//oCP7puve2Wha3fM9vfU7AQhaQybdZ8sZqrtQpNU8h3mVjNkIe6PZsh6gVtTsbUOvfXqSpX1\nGXr9LzUI/nyBmslVt1damr7PutEaOatQATpVW6ag0v84AoxWkwxGClAJLkUDW/PTqPIRrBMOXnwB\nOA8f/kzteXs6IzF2QjVwPrQ5rX0b9PW71q/ScSqVfX+DchOsPUnxaiP+nH6ZDVZRmSCKqJWpUmuo\nRLVeF9RaWrwSVSilKC2hgGaj8gOgFqHQV7O0tCfNxCDUiw0YjZtDozdNxCIQ98HPiRa4zuLMJy5i\nIQVsXAA2e+74sUvBgrCQsSiNSCoQNlulYSkpGZBu/Yi6ZZrdn6SU1EvNXSzqKQU3HlHBlwcO7UAF\nX3CLZtPjKoLVrau71poSyGWAohY0u2qFCtmhKSon7Mzq5KvfB692Z1WohmduLlPrSs74/nCRirW3\nsuxHzltK+lU52PiaCvRjd/rn77RzTImMTEFnLigtnqJaYIbDRDC4kM4CzjnyIvmiX6ctW61yXZmM\nBqUluJqccxpEX52uThQ0M3VkKqzVQ9XFkuaWGfWfr49qBXBv4nHOF0IM4xNd8T4aLBtMQuIXX41f\nI2phaVgLyjmN5fMWqiYSA+aHKS2zYi4Wm6SH0IyCPrOknhCdT6nvRsK5XiBj2rWajY2YLa2sXQEL\n68dfaJKsEUtNKZgN0YDS2SgOMLPtob1akHBwUvfd/Qis7tEV0F+/o3q+9ZFjGwUFJz0nLodSEohb\nR6PWmbT+9PhU/O4OqgK74P916xiVD2uw+QMfq3Vvgx57ehQ2vQ7PvACbP6TvZ70wH5uGG3Lwq0te\nCREV4OeBN4Zh0zpVXKZL0NelcWSru3ydq5wK+o6ML0dx0a83F6Jip0X2nIXM9VC4CJyGfQO6vlnR\nwYrbNaMvxLS9+F34xAp4MaoklGDPLtRSHdbZAph0LgjxyaJf4mUlrO2FtwqwoivEkzhHUaSiACTE\nI075ta6mipH1zaIulpnahFM3pkhNvGCk0KMDVrwA2/dFXF3BahJiDYNy5ItJ1lhaoq6sZrOHAssz\npkVE7gaeBP6Hc+6bddp9DvgzdBB2O+dS1x5aOKIPn3pCcaHcTqkzsVmSFFPQTB+THqSLIZzTYjFm\n83mbyRhpNqtkrlaJRrEbi1mivN2VkKBIpH3HcVdX3P2V9htYqN9aWhG4rV2wYzuVoMeuDnUJdDUR\nC5arU9a+0b2VNi6B3lxt7FdnpjkLbz0O7dD7d2UXFTfPmu7azLlsJDjzrRFfD+Qk0O3dJheAombA\nrevVvyu1p/zK7Vf3qTv75Lh3HV+EQ/tVMZjOAdMwXoRjg3B8TFePDwUezwyDK6pS8p5+OHgWbl3t\nLTTAnm/Dtj/UcevOwutDziXFzYFmvwxM6SryRQfD/nNOjMHed5yrLLuQ16rpk/GYD9/XquWhqrBA\nZDmRUVWmxqfglpdh73NUrVJRpSFGoQTDeTj4NLoUjfgxDrEo9eJDQqxKbJmActlbroKrP7iapqi1\ntvh6U5XickTeD8pNVHlphmiG0qLR6gUTPw18ltrVTpPabQS+Amxwzg2KyHYR+RPn3F+2op8Lx2IJ\n53ajXsXQ2Rw/1/3NkKZQLFu3xjXp91IjxTRt0bi4tWIhqbvycwrRoPqm6a3dFEGtB11Ah184bgi2\n/XbjU/V1Nm4TyEDdys9kgFXVqtMdGW/lAG56yQtCP2N/YJu6UabLfobeDzhVRs6g49LfCSc/oNYJ\nwjowRbiy12e/ndT3tn8TuE6vc+gFeDAHb2/WMuzHnhRBfK2QMQDnVLkT+eUTQMY5inDwcRFW+vMM\nwdlROJdXq8bAFGqtEFVSbl8HTDt36Qd6HnnUK2MZODteDcC9OKnxLoMFXSF8dbdvN1ltIwLDTaU4\nO+eerl7POZgsV/fhRI4MxpTCIlULhi85Ea9NNFXyKeAj8NIFmLwWLuRRuToUTq+fPcltUirDa0Po\n/ZelGgxeprHVIsSqBEsLsGOHc/zKr9MWrGNRhct511SwtmRTLhO1sMzG0gJQDGO9WLTa0vIvzrkf\ni8iOBu2+CPzUORc04a8D/xlYIKUl6WHeigyIdskESDNfz/YcaRUw6/Fus0Y0CrqsZ2Grp1QkpbjW\nrMFS55r1+jIb+nJaP6KRq/PQs/DhjtoSGM0oKQv+m+wHJrwg95+51IUGN16LCuZebdPoM2V98a2s\nzBzXiiVjGjY/rP2/4yhQrloM+nLqfrgv4yfh3cA5PV9PDt4c0jW9ujq88hJWrl+lM/yJAvT3+H1v\nA06D23s6tVjb+XEYGIG8d4+EwX/mu8BIcDMARREm/fUnYM/fAM/hXS1p5du9xSEqzMZRoT4IRwaj\nu3zb8yLnJuGmEpHZuHPuaS9kb4DXf+ic9lOk7zGYGnSu9LQIq+CTn4czI2qJGJrS8RwvwMl6E0d+\nPQAAFXJJREFUM/sDzQvQGVasoGSE82eYoXic+QlwI1DwwcQOzkwAxyPjG8YvJdZjcJqqchB1CxWd\na2hpCRaUEMRbgsp4B3dU1GoSPc5vVxY7jFJkbpaW5Zc95FdzboZ7gaci268AG0SkyznX5HoQ7RqD\nkCTsF0KQz0dgX65jLzfx2Aiov90odiJpu12CLheCQ89Ss+RCZ4emfY40+k32qLulJp0+W10Og9gy\nCuCFe6ZWuenzpQHyRT+Gz8H9D9UKnJVdWhE0kAn/5VAL7znY8ROgHx580GeHTKEBjgPAe4GCCsTe\nTlVwduygMgvOZdTCksvCG5fgmn4fF+kXpKvUAjoNXKtKyA2/hO07gDEdhy6v7HFOV6C/lPd9HIL9\n58ENQSkPF6a06rpzQN4LsTGRw5eAXXDNahjrqFo/Xv0O3JOD1yfgTB7KRThfCPs98dpGoErb+4AT\nzjEtwgBNF1lTnKMkErJj0mTceFGtJrWCzbtEhqixZIyX9B8ARbU8jfrvdWBCv4c3Ui32CzDbD0Gs\nQXAnuXhKvs/h/QPOjcWvO0NpUUVNIn/TQ61S5BKuFSfEtBTR30+aclFOeM3540UVlhkKejympiml\nJXafLRrtGoh7NbUupCH0S1mHPgxiBKE/XwHaSgG8lIX9QpO0YFqSNaGZlNkoSTEU0X1pRK/dKqtY\no8BIgOt+oe6AZlYQSL3OTrSY4Ucat+3N+SJTZbSyZhat+turCsTwpCoJ/Z2weyc6Qy/Cw5+AAYEN\nR2Eqp4Gubw7BDauopsxORx6WfqYfMilW+oBLcvovuEymShoHsKbbu3Um1IVQ8MKuOweDeS1n3tOp\nwn5VN1WX0Dk/Cz0jQp8GTZ4fRAX0aS+wz2gA5cEn4YoReNGhVo71+tn6u+DIea3rMTytfb1qBbw9\nomOyugfOjjnHhAhndWzKoM+wabWcuDL84pJzDIucH4f39gNDev1CZLY6WYbibtixO3nW/dqIVpZW\n9LMdfDxsSzVNpRGT/nud9OcZrN88Gef0+HDZuOLgrSYrSRDIztUtzTANP/k58JZuvjOp/xaVaFxJ\ncKekKS31MmaC4tPIagK1SkujiUA8EDdNaQnuobjlyFtTzv4UVchvjJ079CvEuDRG5FG94vJyD82G\npIFK+RV+AbjB/70andxu8ds7/etS2/6zL+jrwO36evVRFWzr/xTGboY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       "\n",
       "\n",
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       "\n",
       "</style>\n",
       "\n",
       "<div id=\"fig_el698945541228329848401154\"></div>\n",
       "<script>\n",
       "function mpld3_load_lib(url, callback){\n",
       "  var s = document.createElement('script');\n",
       "  s.src = url;\n",
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       "  s.onreadystatechange = s.onload = callback;\n",
       "  s.onerror = function(){console.warn(\"failed to load library \" + url);};\n",
       "  document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
       "}\n",
       "\n",
       "if(typeof(mpld3) !== \"undefined\" && mpld3._mpld3IsLoaded){\n",
       "   // already loaded: just create the figure\n",
       "   !function(mpld3){\n",
       "       \n",
       "       mpld3.draw_figure(\"fig_el698945541228329848401154\", {\"axes\": [{\"xlim\": [0.0, 438.0], \"yscale\": \"linear\", \"axesbg\": \"none\", \"texts\": [{\"v_baseline\": \"hanging\", \"h_anchor\": \"start\", \"color\": \"#FF0000\", \"text\": \"16/439 inconsistent (3.6%)\", \"coordinates\": \"axes\", \"zorder\": 3, \"alpha\": 1, \"fontsize\": 12.0, \"position\": [0.029999999999999999, 0.93000000000000005], \"rotation\": -0.0, \"id\": \"el69894739963280\"}, {\"v_baseline\": \"auto\", \"h_anchor\": \"middle\", \"color\": \"#000000\", \"text\": \"radius\", \"coordinates\": \"axes\", \"zorder\": 3, \"alpha\": 1, \"fontsize\": 12.0, \"position\": [-0.056003584229390682, 0.5], \"rotation\": -90.0, \"id\": \"el69894551024208\"}], \"zoomable\": true, \"images\": [], \"xdomain\": [0.0, 438.0], \"ylim\": [0.0, 4.0], \"paths\": [], \"sharey\": [], \"sharex\": [], \"axesbgalpha\": null, \"axes\": [{\"scale\": \"linear\", \"tickformat\": \"\", \"grid\": {\"gridOn\": false}, \"fontsize\": 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3.588], [436.0, 3.79], [437.0, 4.001], [438.0, 4.037]]}, \"id\": \"el69894554122832\"});\n",
       "   }(mpld3);\n",
       "}else if(typeof define === \"function\" && define.amd){\n",
       "   // require.js is available: use it to load d3/mpld3\n",
       "   require.config({paths: {d3: \"https://mpld3.github.io/js/d3.v3.min\"}});\n",
       "   require([\"d3\"], function(d3){\n",
       "      window.d3 = d3;\n",
       "      mpld3_load_lib(\"https://mpld3.github.io/js/mpld3.v0.2.js\", function(){\n",
       "         \n",
       "         mpld3.draw_figure(\"fig_el698945541228329848401154\", {\"axes\": [{\"xlim\": [0.0, 438.0], \"yscale\": \"linear\", \"axesbg\": \"none\", \"texts\": [{\"v_baseline\": \"hanging\", \"h_anchor\": \"start\", \"color\": \"#FF0000\", \"text\": \"16/439 inconsistent (3.6%)\", \"coordinates\": \"axes\", \"zorder\": 3, \"alpha\": 1, \"fontsize\": 12.0, \"position\": [0.029999999999999999, 0.93000000000000005], \"rotation\": -0.0, \"id\": \"el69894739963280\"}, {\"v_baseline\": \"auto\", \"h_anchor\": \"middle\", \"color\": \"#000000\", \"text\": \"radius\", \"coordinates\": \"axes\", \"zorder\": 3, \"alpha\": 1, \"fontsize\": 12.0, \"position\": [-0.056003584229390682, 0.5], \"rotation\": -90.0, \"id\": \"el69894551024208\"}], \"zoomable\": true, \"images\": [], \"xdomain\": [0.0, 438.0], \"ylim\": [0.0, 4.0], \"paths\": [], \"sharey\": [], \"sharex\": [], \"axesbgalpha\": null, \"axes\": [{\"scale\": \"linear\", \"tickformat\": \"\", \"grid\": {\"gridOn\": false}, 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3.588], [436.0, 3.79], [437.0, 4.001], [438.0, 4.037]]}, \"id\": \"el69894554122832\"});\n",
       "      });\n",
       "    });\n",
       "}else{\n",
       "    // require.js not available: dynamically load d3 & mpld3\n",
       "    mpld3_load_lib(\"https://mpld3.github.io/js/d3.v3.min.js\", function(){\n",
       "         mpld3_load_lib(\"https://mpld3.github.io/js/mpld3.v0.2.js\", function(){\n",
       "                 \n",
       "                 mpld3.draw_figure(\"fig_el698945541228329848401154\", {\"axes\": [{\"xlim\": [0.0, 438.0], \"yscale\": \"linear\", \"axesbg\": \"none\", \"texts\": [{\"v_baseline\": \"hanging\", \"h_anchor\": \"start\", \"color\": \"#FF0000\", \"text\": \"16/439 inconsistent (3.6%)\", \"coordinates\": \"axes\", \"zorder\": 3, \"alpha\": 1, \"fontsize\": 12.0, \"position\": [0.029999999999999999, 0.93000000000000005], \"rotation\": -0.0, \"id\": \"el69894739963280\"}, {\"v_baseline\": \"auto\", \"h_anchor\": \"middle\", \"color\": \"#000000\", \"text\": \"radius\", \"coordinates\": \"axes\", \"zorder\": 3, \"alpha\": 1, \"fontsize\": 12.0, \"position\": [-0.056003584229390682, 0.5], \"rotation\": -90.0, \"id\": \"el69894551024208\"}], \"zoomable\": true, \"images\": [], \"xdomain\": [0.0, 438.0], \"ylim\": [0.0, 4.0], \"paths\": [], \"sharey\": [], \"sharex\": [], \"axesbgalpha\": null, \"axes\": [{\"scale\": \"linear\", \"tickformat\": \"\", \"grid\": {\"gridOn\": false}, \"fontsize\": null, \"position\": \"bottom\", \"nticks\": 0, \"tickvalues\": []}, {\"scale\": \"linear\", \"tickformat\": null, \"grid\": {\"color\": \"#000000\", \"alpha\": 1.0, \"dasharray\": \"2,2\", \"gridOn\": true}, \"fontsize\": 12.0, \"position\": \"left\", \"nticks\": 9, \"tickvalues\": null}], \"lines\": [{\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data02\", \"id\": \"el69894702363920\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data03\", \"id\": \"el69894702366864\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data04\", \"id\": \"el69894726252752\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data05\", \"id\": \"el69894553781072\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data06\", \"id\": \"el69894553779920\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data07\", \"id\": \"el69894553778320\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data08\", \"id\": \"el69894680179856\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data09\", \"id\": \"el69894680182096\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data10\", \"id\": \"el69894748586000\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data11\", \"id\": \"el69894478322192\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data12\", \"id\": \"el69894736453904\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data13\", \"id\": \"el69894726128272\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data14\", \"id\": \"el69894755885584\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data15\", \"id\": \"el69894686297488\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data16\", \"id\": \"el69894755648400\"}, {\"color\": \"#FF0000\", \"yindex\": 1, \"coordinates\": \"data\", \"dasharray\": \"10,0\", \"zorder\": 2, \"alpha\": 0.5, \"xindex\": 0, \"linewidth\": 2.0, \"data\": \"data17\", \"id\": \"el69894755647888\"}], \"markers\": [{\"edgecolor\": \"#0000FF\", \"facecolor\": \"#0000FF\", \"edgewidth\": 2.0, \"yindex\": 1, \"coordinates\": \"data\", \"zorder\": 2, \"markerpath\": [[[3.0, 1.8369701987210297e-16], [-3.0, -1.8369701987210297e-16]], [\"M\", \"L\"]], \"alpha\": 1, \"xindex\": 0, 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1.5819999999999999], [384.0, 1.5859999999999999], [385.0, 1.5919999999999999], [386.0, 1.614], [387.0, 1.629], [388.0, 1.63], [389.0, 1.636], [390.0, 1.643], [391.0, 1.653], [392.0, 1.6669999999999998], [393.0, 1.673], [394.0, 1.6740000000000002], [395.0, 1.685], [396.0, 1.689], [397.0, 1.689], [398.0, 1.695], [399.0, 1.7269999999999999], [400.0, 1.7269999999999999], [401.0, 1.744], [402.0, 1.749], [403.0, 1.755], [404.0, 1.756], [405.0, 1.756], [406.0, 1.765], [407.0, 1.7690000000000001], [408.0, 1.781], [409.0, 1.785], [410.0, 1.795], [411.0, 1.796], [412.0, 1.8019999999999998], [413.0, 1.847], [414.0, 1.9269999999999998], [415.0, 1.954], [416.0, 1.994], [417.0, 1.9969999999999999], [418.0, 2.043], [419.0, 2.062], [420.0, 2.106], [421.0, 2.134], [422.0, 2.154], [423.0, 2.164], [424.0, 2.2319999999999998], [425.0, 2.286], [426.0, 2.295], [427.0, 2.483], [428.0, 2.52], [429.0, 2.69], [430.0, 2.741], [431.0, 2.867], [432.0, 2.886], [433.0, 3.2310000000000003], [434.0, 3.549], [435.0, 3.588], [436.0, 3.79], [437.0, 4.001], [438.0, 4.037]]}, \"id\": \"el69894554122832\"});\n",
       "            })\n",
       "         });\n",
       "}\n",
       "</script>"
      ],
      "text/plain": [
       "<matplotlib.figure.Figure at 0x10f726650>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mpld3.enable_notebook()\n",
    "huber_compare(data=val_sp, query='radius>1', prop='radius', lw=2, ylim=(0,4));"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "teff_prov    PHO1\n",
       "logg_prov    KIC0\n",
       "feh_prov     KIC0\n",
       "Name: 9366617, dtype: object"
      ]
     },
     "execution_count": 79,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "huber_sp.ix[ku.kepid('K04215')][['teff_prov','logg_prov','feh_prov']]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "metadata": {
    "collapsed": false,
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/html": [
       "\n",
       "\n",
       "<style>\n",
       "\n",
       "</style>\n",
       "\n",
       "<div id=\"fig_el698947367686561190315078\"></div>\n",
       "<script>\n",
       "function mpld3_load_lib(url, callback){\n",
       "  var s = document.createElement('script');\n",
       "  s.src = url;\n",
       "  s.async = true;\n",
       "  s.onreadystatechange = s.onload = callback;\n",
       "  s.onerror = function(){console.warn(\"failed to load library \" + url);};\n",
       "  document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
       "}\n",
       "\n",
       "if(typeof(mpld3) !== \"undefined\" && mpld3._mpld3IsLoaded){\n",
       "   // already loaded: just create the figure\n",
       "   !function(mpld3){\n",
       "       \n",
       "       mpld3.draw_figure(\"fig_el698947367686561190315078\", {\"axes\": [{\"xlim\": [0.0, 14.0], \"yscale\": \"linear\", \"axesbg\": \"none\", \"texts\": [{\"v_baseline\": \"hanging\", \"h_anchor\": \"start\", \"color\": \"#FF0000\", \"text\": \"0/15 inconsistent (0.0%)\", \"coordinates\": \"axes\", \"zorder\": 3, \"alpha\": 1, \"fontsize\": 12.0, \"position\": [0.029999999999999999, 0.93000000000000005], \"rotation\": -0.0, \"id\": \"el69894680234384\"}, {\"v_baseline\": \"auto\", \"h_anchor\": \"middle\", \"color\": \"#000000\", \"text\": \"radius\", \"coordinates\": \"axes\", \"zorder\": 3, \"alpha\": 1, \"fontsize\": 12.0, \"position\": [-0.056003584229390682, 0.5], \"rotation\": -90.0, \"id\": \"el69894700264656\"}], \"zoomable\": true, \"images\": [], \"xdomain\": [0.0, 14.0], \"ylim\": [0.0, 4.0], \"paths\": [], \"sharey\": [], \"sharex\": [], \"axesbgalpha\": null, \"axes\": [{\"scale\": \"linear\", \"tickformat\": \"\", \"grid\": {\"gridOn\": false}, \"fontsize\": null, \"position\": \"bottom\", \"nticks\": 0, \"tickvalues\": []}, {\"scale\": \"linear\", \"tickformat\": null, \"grid\": {\"color\": \"#000000\", \"alpha\": 1.0, \"dasharray\": \"2,2\", \"gridOn\": true}, \"fontsize\": 12.0, \"position\": \"left\", \"nticks\": 9, \"tickvalues\": null}], \"lines\": [], \"markers\": [{\"edgecolor\": \"#0000FF\", \"facecolor\": \"#0000FF\", \"edgewidth\": 2.0, \"yindex\": 1, \"coordinates\": \"data\", \"zorder\": 2, \"markerpath\": [[[3.0, 1.8369701987210297e-16], [-3.0, -1.8369701987210297e-16]], [\"M\", \"L\"]], \"alpha\": 1, \"xindex\": 0, \"data\": \"data01\", \"id\": \"el69894674546576pts\"}], \"id\": \"el69894553768656\", \"ydomain\": [0.0, 4.0], \"collections\": [{\"paths\": [[[[0.0, 1.211], [0.0, 1.159], [1.0, 1.166], [2.0, 1.286], [3.0, 1.317], [4.0, 1.28], [5.0, 1.365], [6.0, 1.471], [7.0, 1.517], [8.0, 1.525], [9.0, 1.5419999999999998], [10.0, 1.89], [11.0, 2.0], [12.0, 2.576], [13.0, 3.445], [14.0, 3.6], [14.0, 3.98], [14.0, 3.98], [13.0, 3.653], [12.0, 2.804], [11.0, 2.268], [10.0, 2.018], [9.0, 1.642], [8.0, 1.6469999999999998], [7.0, 1.597], [6.0, 1.541], [5.0, 1.4469999999999998], [4.0, 1.4100000000000001], [3.0, 1.397], [2.0, 1.3679999999999999], [1.0, 1.21], [0.0, 1.211]], [\"M\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"Z\"]]], \"edgecolors\": [\"#0000FF\"], \"edgewidths\": [1.0], \"offsets\": \"data02\", \"yindex\": 1, \"id\": \"el69894674545680\", \"pathtransforms\": [], \"pathcoordinates\": \"data\", \"offsetcoordinates\": \"display\", \"zorder\": 1, \"xindex\": 0, \"alphas\": [0.1], \"facecolors\": [\"#0000FF\"]}, {\"paths\": [[[[0.0, 1.172], [0.0, 1.227]], [\"M\", \"L\"]], [[[1.0, 1.169], [1.0, 1.216]], [\"M\", \"L\"]], [[[2.0, 1.3259999999999998], [2.0, 1.432]], [\"M\", \"L\"]], [[[3.0, 1.34], [3.0, 1.41]], [\"M\", \"L\"]], [[[4.0, 1.085], [4.0, 2.424]], [\"M\", \"L\"]], [[[5.0, 1.367], [5.0, 1.4709999999999999]], [\"M\", \"L\"]], [[[6.0, 1.4680000000000002], [6.0, 1.5330000000000001]], [\"M\", \"L\"]], [[[7.0, 1.528], [7.0, 1.6159999999999999]], [\"M\", \"L\"]], [[[8.0, 1.5319999999999998], [8.0, 1.6669999999999998]], [\"M\", \"L\"]], [[[9.0, 1.604], [9.0, 1.709]], [\"M\", \"L\"]], [[[10.0, 1.9169999999999998], [10.0, 2.044]], [\"M\", \"L\"]], [[[11.0, 2.044], [11.0, 2.3]], [\"M\", \"L\"]], [[[12.0, 2.4530000000000003], [12.0, 2.5989999999999998]], [\"M\", \"L\"]], [[[13.0, 3.161], [13.0, 3.514]], [\"M\", \"L\"]], [[[14.0, 3.1719999999999997], [14.0, 3.67]], [\"M\", \"L\"]]], \"edgecolors\": [\"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\"], \"edgewidths\": [2.0], \"offsets\": \"data02\", \"yindex\": 0, \"id\": \"el69894524181200\", \"pathtransforms\": [], \"pathcoordinates\": \"data\", \"offsetcoordinates\": \"display\", \"zorder\": 2, \"xindex\": 0, \"alphas\": [0.3], \"facecolors\": []}], \"xscale\": \"linear\", \"bbox\": [0.125, 0.125, 0.77500000000000002, 0.77500000000000002]}], \"height\": 240.0, \"width\": 720.0, \"plugins\": [{\"type\": \"reset\"}, {\"enabled\": false, \"button\": true, \"type\": \"zoom\"}, {\"enabled\": false, \"button\": true, \"type\": \"boxzoom\"}, {\"voffset\": 10, \"labels\": [\"K00276.01\", \"K00257.01\", \"K01613.01\", \"K00118.01\", \"K02792.01\", \"K00281.01\", \"K01618.01\", \"K01890.01\", \"K00107.01\", \"K01282.01\", \"K01621.01\", \"K02545.01\", \"K00674.01\", \"K01314.01\", \"K01894.01\"], \"hoffset\": 0, \"location\": \"mouse\", \"type\": \"tooltip\", \"id\": \"el69894524181200\"}], \"data\": {\"data02\": [[0.0, 0.0]], \"data01\": [[0.0, 1.185], [1.0, 1.188], [2.0, 1.327], [3.0, 1.357], [4.0, 1.36], [5.0, 1.406], [6.0, 1.506], [7.0, 1.557], [8.0, 1.5859999999999999], [9.0, 1.5919999999999999], [10.0, 1.954], [11.0, 2.134], [12.0, 2.69], [13.0, 3.549], [14.0, 3.79]]}, \"id\": \"el69894736768656\"});\n",
       "   }(mpld3);\n",
       "}else if(typeof define === \"function\" && define.amd){\n",
       "   // require.js is available: use it to load d3/mpld3\n",
       "   require.config({paths: {d3: \"https://mpld3.github.io/js/d3.v3.min\"}});\n",
       "   require([\"d3\"], function(d3){\n",
       "      window.d3 = d3;\n",
       "      mpld3_load_lib(\"https://mpld3.github.io/js/mpld3.v0.2.js\", function(){\n",
       "         \n",
       "         mpld3.draw_figure(\"fig_el698947367686561190315078\", {\"axes\": [{\"xlim\": [0.0, 14.0], \"yscale\": \"linear\", \"axesbg\": \"none\", \"texts\": [{\"v_baseline\": \"hanging\", \"h_anchor\": \"start\", \"color\": \"#FF0000\", \"text\": \"0/15 inconsistent (0.0%)\", \"coordinates\": \"axes\", \"zorder\": 3, \"alpha\": 1, \"fontsize\": 12.0, \"position\": [0.029999999999999999, 0.93000000000000005], \"rotation\": -0.0, \"id\": \"el69894680234384\"}, {\"v_baseline\": \"auto\", \"h_anchor\": \"middle\", \"color\": \"#000000\", \"text\": \"radius\", \"coordinates\": \"axes\", \"zorder\": 3, \"alpha\": 1, \"fontsize\": 12.0, \"position\": [-0.056003584229390682, 0.5], \"rotation\": -90.0, \"id\": \"el69894700264656\"}], \"zoomable\": true, \"images\": [], \"xdomain\": [0.0, 14.0], \"ylim\": [0.0, 4.0], \"paths\": [], \"sharey\": [], \"sharex\": [], \"axesbgalpha\": null, \"axes\": [{\"scale\": \"linear\", \"tickformat\": \"\", \"grid\": {\"gridOn\": false}, \"fontsize\": null, \"position\": \"bottom\", \"nticks\": 0, \"tickvalues\": []}, {\"scale\": \"linear\", \"tickformat\": null, \"grid\": {\"color\": \"#000000\", \"alpha\": 1.0, \"dasharray\": \"2,2\", \"gridOn\": true}, \"fontsize\": 12.0, \"position\": \"left\", \"nticks\": 9, \"tickvalues\": null}], \"lines\": [], \"markers\": [{\"edgecolor\": \"#0000FF\", \"facecolor\": \"#0000FF\", \"edgewidth\": 2.0, \"yindex\": 1, \"coordinates\": \"data\", \"zorder\": 2, \"markerpath\": [[[3.0, 1.8369701987210297e-16], [-3.0, -1.8369701987210297e-16]], [\"M\", \"L\"]], \"alpha\": 1, \"xindex\": 0, \"data\": \"data01\", \"id\": \"el69894674546576pts\"}], \"id\": \"el69894553768656\", \"ydomain\": [0.0, 4.0], \"collections\": [{\"paths\": [[[[0.0, 1.211], [0.0, 1.159], [1.0, 1.166], [2.0, 1.286], [3.0, 1.317], [4.0, 1.28], [5.0, 1.365], [6.0, 1.471], [7.0, 1.517], [8.0, 1.525], [9.0, 1.5419999999999998], [10.0, 1.89], [11.0, 2.0], [12.0, 2.576], [13.0, 3.445], [14.0, 3.6], [14.0, 3.98], [14.0, 3.98], [13.0, 3.653], [12.0, 2.804], [11.0, 2.268], [10.0, 2.018], [9.0, 1.642], [8.0, 1.6469999999999998], [7.0, 1.597], [6.0, 1.541], [5.0, 1.4469999999999998], [4.0, 1.4100000000000001], [3.0, 1.397], [2.0, 1.3679999999999999], [1.0, 1.21], [0.0, 1.211]], [\"M\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"Z\"]]], \"edgecolors\": [\"#0000FF\"], \"edgewidths\": [1.0], \"offsets\": \"data02\", \"yindex\": 1, \"id\": \"el69894674545680\", \"pathtransforms\": [], \"pathcoordinates\": \"data\", \"offsetcoordinates\": \"display\", \"zorder\": 1, \"xindex\": 0, \"alphas\": [0.1], \"facecolors\": [\"#0000FF\"]}, {\"paths\": [[[[0.0, 1.172], [0.0, 1.227]], [\"M\", \"L\"]], [[[1.0, 1.169], [1.0, 1.216]], [\"M\", \"L\"]], [[[2.0, 1.3259999999999998], [2.0, 1.432]], [\"M\", \"L\"]], [[[3.0, 1.34], [3.0, 1.41]], [\"M\", \"L\"]], [[[4.0, 1.085], [4.0, 2.424]], [\"M\", \"L\"]], [[[5.0, 1.367], [5.0, 1.4709999999999999]], [\"M\", \"L\"]], [[[6.0, 1.4680000000000002], [6.0, 1.5330000000000001]], [\"M\", \"L\"]], [[[7.0, 1.528], [7.0, 1.6159999999999999]], [\"M\", \"L\"]], [[[8.0, 1.5319999999999998], [8.0, 1.6669999999999998]], [\"M\", \"L\"]], [[[9.0, 1.604], [9.0, 1.709]], [\"M\", \"L\"]], [[[10.0, 1.9169999999999998], [10.0, 2.044]], [\"M\", \"L\"]], [[[11.0, 2.044], [11.0, 2.3]], [\"M\", \"L\"]], [[[12.0, 2.4530000000000003], [12.0, 2.5989999999999998]], [\"M\", \"L\"]], [[[13.0, 3.161], [13.0, 3.514]], [\"M\", \"L\"]], [[[14.0, 3.1719999999999997], [14.0, 3.67]], [\"M\", \"L\"]]], \"edgecolors\": [\"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\"], \"edgewidths\": [2.0], \"offsets\": \"data02\", \"yindex\": 0, \"id\": \"el69894524181200\", \"pathtransforms\": [], \"pathcoordinates\": \"data\", \"offsetcoordinates\": \"display\", \"zorder\": 2, \"xindex\": 0, \"alphas\": [0.3], \"facecolors\": []}], \"xscale\": \"linear\", \"bbox\": [0.125, 0.125, 0.77500000000000002, 0.77500000000000002]}], \"height\": 240.0, \"width\": 720.0, \"plugins\": [{\"type\": \"reset\"}, {\"enabled\": false, \"button\": true, \"type\": \"zoom\"}, {\"enabled\": false, \"button\": true, \"type\": \"boxzoom\"}, {\"voffset\": 10, \"labels\": [\"K00276.01\", \"K00257.01\", \"K01613.01\", \"K00118.01\", \"K02792.01\", \"K00281.01\", \"K01618.01\", \"K01890.01\", \"K00107.01\", \"K01282.01\", \"K01621.01\", \"K02545.01\", \"K00674.01\", \"K01314.01\", \"K01894.01\"], \"hoffset\": 0, \"location\": \"mouse\", \"type\": \"tooltip\", \"id\": \"el69894524181200\"}], \"data\": {\"data02\": [[0.0, 0.0]], \"data01\": [[0.0, 1.185], [1.0, 1.188], [2.0, 1.327], [3.0, 1.357], [4.0, 1.36], [5.0, 1.406], [6.0, 1.506], [7.0, 1.557], [8.0, 1.5859999999999999], [9.0, 1.5919999999999999], [10.0, 1.954], [11.0, 2.134], [12.0, 2.69], [13.0, 3.549], [14.0, 3.79]]}, \"id\": \"el69894736768656\"});\n",
       "      });\n",
       "    });\n",
       "}else{\n",
       "    // require.js not available: dynamically load d3 & mpld3\n",
       "    mpld3_load_lib(\"https://mpld3.github.io/js/d3.v3.min.js\", function(){\n",
       "         mpld3_load_lib(\"https://mpld3.github.io/js/mpld3.v0.2.js\", function(){\n",
       "                 \n",
       "                 mpld3.draw_figure(\"fig_el698947367686561190315078\", {\"axes\": [{\"xlim\": [0.0, 14.0], \"yscale\": \"linear\", \"axesbg\": \"none\", \"texts\": [{\"v_baseline\": \"hanging\", \"h_anchor\": \"start\", \"color\": \"#FF0000\", \"text\": \"0/15 inconsistent (0.0%)\", \"coordinates\": \"axes\", \"zorder\": 3, \"alpha\": 1, \"fontsize\": 12.0, \"position\": [0.029999999999999999, 0.93000000000000005], \"rotation\": -0.0, \"id\": \"el69894680234384\"}, {\"v_baseline\": \"auto\", \"h_anchor\": \"middle\", \"color\": \"#000000\", \"text\": \"radius\", \"coordinates\": \"axes\", \"zorder\": 3, \"alpha\": 1, \"fontsize\": 12.0, \"position\": [-0.056003584229390682, 0.5], \"rotation\": -90.0, \"id\": \"el69894700264656\"}], \"zoomable\": true, \"images\": [], \"xdomain\": [0.0, 14.0], \"ylim\": [0.0, 4.0], \"paths\": [], \"sharey\": [], \"sharex\": [], \"axesbgalpha\": null, \"axes\": [{\"scale\": \"linear\", \"tickformat\": \"\", \"grid\": {\"gridOn\": false}, \"fontsize\": null, \"position\": \"bottom\", \"nticks\": 0, \"tickvalues\": []}, {\"scale\": \"linear\", \"tickformat\": null, \"grid\": {\"color\": \"#000000\", \"alpha\": 1.0, \"dasharray\": \"2,2\", \"gridOn\": true}, \"fontsize\": 12.0, \"position\": \"left\", \"nticks\": 9, \"tickvalues\": null}], \"lines\": [], \"markers\": [{\"edgecolor\": \"#0000FF\", \"facecolor\": \"#0000FF\", \"edgewidth\": 2.0, \"yindex\": 1, \"coordinates\": \"data\", \"zorder\": 2, \"markerpath\": [[[3.0, 1.8369701987210297e-16], [-3.0, -1.8369701987210297e-16]], [\"M\", \"L\"]], \"alpha\": 1, \"xindex\": 0, \"data\": \"data01\", \"id\": \"el69894674546576pts\"}], \"id\": \"el69894553768656\", \"ydomain\": [0.0, 4.0], \"collections\": [{\"paths\": [[[[0.0, 1.211], [0.0, 1.159], [1.0, 1.166], [2.0, 1.286], [3.0, 1.317], [4.0, 1.28], [5.0, 1.365], [6.0, 1.471], [7.0, 1.517], [8.0, 1.525], [9.0, 1.5419999999999998], [10.0, 1.89], [11.0, 2.0], [12.0, 2.576], [13.0, 3.445], [14.0, 3.6], [14.0, 3.98], [14.0, 3.98], [13.0, 3.653], [12.0, 2.804], [11.0, 2.268], [10.0, 2.018], [9.0, 1.642], [8.0, 1.6469999999999998], [7.0, 1.597], [6.0, 1.541], [5.0, 1.4469999999999998], [4.0, 1.4100000000000001], [3.0, 1.397], [2.0, 1.3679999999999999], [1.0, 1.21], [0.0, 1.211]], [\"M\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"L\", \"Z\"]]], \"edgecolors\": [\"#0000FF\"], \"edgewidths\": [1.0], \"offsets\": \"data02\", \"yindex\": 1, \"id\": \"el69894674545680\", \"pathtransforms\": [], \"pathcoordinates\": \"data\", \"offsetcoordinates\": \"display\", \"zorder\": 1, \"xindex\": 0, \"alphas\": [0.1], \"facecolors\": [\"#0000FF\"]}, {\"paths\": [[[[0.0, 1.172], [0.0, 1.227]], [\"M\", \"L\"]], [[[1.0, 1.169], [1.0, 1.216]], [\"M\", \"L\"]], [[[2.0, 1.3259999999999998], [2.0, 1.432]], [\"M\", \"L\"]], [[[3.0, 1.34], [3.0, 1.41]], [\"M\", \"L\"]], [[[4.0, 1.085], [4.0, 2.424]], [\"M\", \"L\"]], [[[5.0, 1.367], [5.0, 1.4709999999999999]], [\"M\", \"L\"]], [[[6.0, 1.4680000000000002], [6.0, 1.5330000000000001]], [\"M\", \"L\"]], [[[7.0, 1.528], [7.0, 1.6159999999999999]], [\"M\", \"L\"]], [[[8.0, 1.5319999999999998], [8.0, 1.6669999999999998]], [\"M\", \"L\"]], [[[9.0, 1.604], [9.0, 1.709]], [\"M\", \"L\"]], [[[10.0, 1.9169999999999998], [10.0, 2.044]], [\"M\", \"L\"]], [[[11.0, 2.044], [11.0, 2.3]], [\"M\", \"L\"]], [[[12.0, 2.4530000000000003], [12.0, 2.5989999999999998]], [\"M\", \"L\"]], [[[13.0, 3.161], [13.0, 3.514]], [\"M\", \"L\"]], [[[14.0, 3.1719999999999997], [14.0, 3.67]], [\"M\", \"L\"]]], \"edgecolors\": [\"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\", \"#000000\"], \"edgewidths\": [2.0], \"offsets\": \"data02\", \"yindex\": 0, \"id\": \"el69894524181200\", \"pathtransforms\": [], \"pathcoordinates\": \"data\", \"offsetcoordinates\": \"display\", \"zorder\": 2, \"xindex\": 0, \"alphas\": [0.3], \"facecolors\": []}], \"xscale\": \"linear\", \"bbox\": [0.125, 0.125, 0.77500000000000002, 0.77500000000000002]}], \"height\": 240.0, \"width\": 720.0, \"plugins\": [{\"type\": \"reset\"}, {\"enabled\": false, \"button\": true, \"type\": \"zoom\"}, {\"enabled\": false, \"button\": true, \"type\": \"boxzoom\"}, {\"voffset\": 10, \"labels\": [\"K00276.01\", \"K00257.01\", \"K01613.01\", \"K00118.01\", \"K02792.01\", \"K00281.01\", \"K01618.01\", \"K01890.01\", \"K00107.01\", \"K01282.01\", \"K01621.01\", \"K02545.01\", \"K00674.01\", \"K01314.01\", \"K01894.01\"], \"hoffset\": 0, \"location\": \"mouse\", \"type\": \"tooltip\", \"id\": \"el69894524181200\"}], \"data\": {\"data02\": [[0.0, 0.0]], \"data01\": [[0.0, 1.185], [1.0, 1.188], [2.0, 1.327], [3.0, 1.357], [4.0, 1.36], [5.0, 1.406], [6.0, 1.506], [7.0, 1.557], [8.0, 1.5859999999999999], [9.0, 1.5919999999999999], [10.0, 1.954], [11.0, 2.134], [12.0, 2.69], [13.0, 3.549], [14.0, 3.79]]}, \"id\": \"el69894736768656\"});\n",
       "            })\n",
       "         });\n",
       "}\n",
       "</script>"
      ],
      "text/plain": [
       "<matplotlib.figure.Figure at 0x11a555a90>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ast = list(huber_sp.logg_prov[huber_sp.logg_prov.str.match('AST')].unique())\n",
    "huber_compare(data=val_sp, query='logg_prov in @ast', prop='radius', lw=2, ylim=(0,4));"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['AST8', 'AST9', 'AST54', 'AST10', 'AST56', 'AST55', 'AST11'], dtype=object)"
      ]
     },
     "execution_count": 75,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['AST8', 'TRA20', 'SPE3', 'SPE18', 'KIC0', 'TRA23', 'TRA22', 'TRA21',\n",
       "       'SPE26', 'SPE59', 'PHO54', 'SPE58', 'SPE63', 'SPE32', 'SPE61',\n",
       "       'SPE31', 'TRA64', 'SPE27', 'TRA42', 'TRA30', 'AST9', 'TRA25',\n",
       "       'SPE57', 'SPE48', 'TRA40', 'TRA51', 'TRA66', 'TRA29', 'TRA50',\n",
       "       'SPE5', 'SPE60', 'PHO43', 'SPE24', 'SPE38', 'TRA39', 'SPE12',\n",
       "       'SPE62', 'SPE35', 'SPE34', 'SPE33', 'TRA44', 'PHO2', 'PHO41',\n",
       "       'SPE4', 'SPE67', 'AST54', 'PHO16', 'PHO46', 'TRA65', 'TRA28',\n",
       "       'SPE52', 'TRA37', 'SPE47', 'TRA36', 'AST10', 'AST56', 'SPE17',\n",
       "       'AST55', 'AST11', 'SPE13', 'TRA45'], dtype=object)"
      ]
     },
     "execution_count": 72,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "huber_sp.logg_prov.unique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
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