{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "aa29e3c4",
   "metadata": {},
   "source": [
    "======================== Import Packages =========================="
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "f5b4199e",
   "metadata": {},
   "outputs": [],
   "source": [
    "import sys, os, pdb, glob\n",
    "import numpy as np\n",
    "import matplotlib as mpl\n",
    "import matplotlib.pyplot as plt\n",
    "from astropy.io import fits"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "74d06e1c",
   "metadata": {},
   "source": [
    "===================== Define Functions ==================="
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "4bfa268b",
   "metadata": {},
   "outputs": [],
   "source": [
    "def readfits(file):\n",
    "\n",
    "    \"\"\"\n",
    "    PURPOSE:    Read in FITS file and header info\n",
    "    INPUT:      file = path to FITS file (str)\n",
    "    OUTPUT:     data = image data (2x2 float arr)\n",
    "\n",
    "    \"\"\"\n",
    "\n",
    "    hdulist = fits.open(file)\n",
    "    data = hdulist[0].data\n",
    "    hdulist.close()\n",
    "    \n",
    "    return(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "85032184",
   "metadata": {},
   "outputs": [],
   "source": [
    "def crop_img(img, width_pix):\n",
    "\n",
    "    \"\"\"\n",
    "    PURPOSE:    Crop image to size for plotting\n",
    "\n",
    "    INPUT:      img = image to plot (2x2 float array)\n",
    "                width_pix = width to crop to in pixel units (int)\n",
    "\n",
    "    OUTPUT:     Cropped image (2x2 float array)\n",
    "\n",
    "    \"\"\"\n",
    "\n",
    "    xcen,ycen = int(img.shape[0]/2),int(img.shape[1]/2)\n",
    "    img_crop = img[ycen-width_pix:ycen+width_pix,xcen-width_pix:xcen+width_pix]\n",
    "    \n",
    "    return img_crop"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "a5d783b4",
   "metadata": {},
   "outputs": [],
   "source": [
    "def plotgas(file):\n",
    "\n",
    "    \"\"\"\n",
    "    PURPOSE:    Plot stacked images\n",
    "\n",
    "    INPUT:      file = path to file for plotting (str)\n",
    "\n",
    "    OUTPUT:     None\n",
    "\n",
    "    \"\"\"\n",
    "\n",
    "    img = readfits(file)\n",
    "    img = crop_img(img, width_pix)\n",
    "\n",
    "    if file == '../output/stack_nd_13CO_1.fits':\n",
    "        ax = fig.add_subplot(222)\n",
    "        ax.set_title(r'$\\mathregular{^{13}\\!\\hspace{0.1}CO}$' + ' & ' + r'$\\mathregular{C^{18}\\!\\hspace{0.1}O}$' + ' Non-detections',\n",
    "                      y=1.05, fontsize=14, fontweight=\"bold\", fontstyle='italic')\n",
    "        vmin,vmax = -15, 50\n",
    "        cbarlabel = r'$\\mathregular{F}$' + ' (mJy/beam km/s)'\n",
    "        clabels = np.arange(vmin, vmax + 1,10)\n",
    "        ax.text(-1.1, -1.1, r'$\\mathregular{^{13}\\!\\hspace{0.1}CO}$', fontsize=13, fontweight='medium', color='white')\n",
    "        ax.set_ylabel(r'$\\Delta\\delta$' + ' (' + r'$^{\\prime\\prime}$'+')', fontsize=12)\n",
    "        ax.tick_params(labelbottom=False)\n",
    "\n",
    "    if file == '../output/stack_nd_C18O_1.fits':\n",
    "        ax = fig.add_subplot(224)\n",
    "        vmin,vmax = -15, 50\n",
    "        cbarlabel = r'$\\mathregular{F}$' + ' (mJy/beam km/s)'\n",
    "        clabels = np.arange(vmin, vmax + 1, 10)\n",
    "        ax.text(-1.1, -1.1, r'$\\mathregular{C^{18}\\!\\hspace{0.1}O}$', fontsize=13, fontweight='medium', color='white')\n",
    "        ax.set_xlabel(r'$\\Delta\\alpha$' + ' ('+r'$^{\\prime\\prime}$' + ')', fontsize=12, labelpad=2)\n",
    "        ax.set_ylabel(r'$\\Delta\\delta$' + ' ('+r'$^{\\prime\\prime}$' + ')', fontsize=12)\n",
    "        \n",
    "    if file == '../output/stack_nd_13CO_2.fits':\n",
    "        ax = fig.add_subplot(221)\n",
    "        ax.set_title(r'$\\mathregular{C^{18}\\!\\hspace{0.1}O}$' + ' Non-detections', y=1.05,\n",
    "                     fontsize=14, fontweight=\"bold\", fontstyle='italic')\n",
    "        vmin,vmax = -20, 130\n",
    "        cbarlabel = r'$\\mathregular{F}$' + ' (mJy/beam km/s)'\n",
    "        clabels = np.arange(vmin, vmax + 1, 20)\n",
    "        ax.text(-1.1, -1.1, r'$\\mathregular{^{13}\\!\\hspace{0.1}CO}$', fontsize=13, fontweight='medium', color='white')\n",
    "        ax.tick_params(labelbottom=False)\n",
    "        ax.set_ylabel(r'$\\Delta\\delta$' + ' ('+r'$^{\\prime\\prime}$' + ')', fontsize=12)\n",
    "\n",
    "    if file == '../output/stack_nd_C18O_2.fits':\n",
    "        ax = fig.add_subplot(223)\n",
    "        vmin,vmax = -15, 70\n",
    "        cbarlabel = r'$\\mathregular{F}$' + ' (mJy/beam km/s)'\n",
    "        clabels = np.arange(vmin, vmax + 1, 10)\n",
    "        ax.text(-1.1, -1.1, r'$\\mathregular{C^{18}\\!\\hspace{0.1}O}$', fontsize=13, fontweight='medium', color='white')\n",
    "        ax.set_xlabel(r'$\\Delta\\alpha$' + ' ('+r'$^{\\prime\\prime}$' + ')', fontsize=12, labelpad=2)\n",
    "        ax.set_ylabel(r'$\\Delta\\delta$' + ' ('+r'$^{\\prime\\prime}$' + ')', fontsize=12)\n",
    "\n",
    "    test = ax.imshow(img, extent=[-1.0 * width_as,1.0 * width_as, -1.0 * width_as, 1.0 * width_as],\n",
    "                     interpolation='none', cmap='gnuplot2',vmin=vmin, vmax=vmax, origin='lower')\n",
    "    \n",
    "    ax.contour(img, levels=[3.0 * np.std(img), 5.0 * np.std(img)], colors='black',\n",
    "               extent=[-1.0 * width_as, 1.0 * width_as, -1.0 * width_as, 1.0 * width_as])\n",
    "    \n",
    "    cbar = plt.colorbar(test)\n",
    "    cbar.ax.tick_params(labelsize=9, labelright=True)\n",
    "    cbar.ax.set_ylabel(cbarlabel, fontsize=11, rotation=270, labelpad=20)\n",
    "    cbar.set_ticks(clabels)\n",
    "    cbar.set_ticklabels(clabels)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6533e6a6",
   "metadata": {},
   "source": [
    "========================== Code =========================="
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "67f68080",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 1200x700 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "### SET UP PLOT\n",
    "width_pix = 50\n",
    "width_as  = 50 * 0.03\n",
    "mpl.rc('xtick', labelsize=9) \n",
    "mpl.rc('ytick', labelsize=9)\n",
    "mpl.rc('xtick.major', size=3, pad=5, width=1)\n",
    "mpl.rc('ytick.major', size=3, pad=5, width=1)\n",
    "mpl.rc('axes', linewidth=1)\n",
    "mpl.rc('lines', markersize=5)\n",
    "fig = plt.figure(figsize = (12, 7))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "2ebccb4a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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ogmgBAIogWgCAIogWAKAIogUAKIJoAQCKIFoAgCKIFgCgCKIFAChC7WgZHx/PypUr09zcnDlz5qSrqysTExPHrfvggw+ydOnSfOYzn0ljY2NuvPHGbNmy5awMDQBMP7WjZf369ent7c2OHTsyODiYbdu2pbu7+7h1ExMTaW1tzcsvv5wDBw7k+9//fr7+9a/nxRdfPCuDAwDTS+1o2bJlS9asWZPW1ta0trZm9erV2bx583HrZs2alW9961v57Gc/m0suuSR//ud/nttuuy29vb0nPcfQ0FD6+/vT39+fnTt31h0RAJiCLq2zeHh4OHv27El7e/vksfb29uzevTsjIyOZPXv2xz728OHD+eUvf5kHHnjgpOfZtGlT1q1bV2c0AGCKq3WlZXR0NEnS1NQ0eezo/YMHD37s46qqSmdnZ66//vrce++9Jz3PsmXL0tfXl76+vmzdurXOiADAFFXrSktDQ0OSZGRkJC0tLZP3k6SxsfEjH1NVVVasWJHXXnstL7/8cj7xiZN30tGXngAAjqp1paW5uTltbW0ZGBiYPDYwMJC5c+d+5EtDVVXl4Ycfzvbt2/Piiy+e8OUjAIATqf1G3CVLlmTDhg3Zt29f9u3bl+7u7nR2dn7k2pUrV+bnP/95XnrppTQ3N5/xsADA9FXr5aEkWbt2bd59993Mnz8/SdLR0ZHHHnssSbJ8+fIkSU9PT3bt2pV//ud/zowZMzJv3rzJx3d0dKSnp+dszA4ATCO1o+Wyyy7Lxo0bs3HjxuP+7g9jZN68eamq6symAwD4f/wYfwCgCKIFACiCaAEAiiBaAIAiiBYAoAiiBQAogmgBAIogWgCAIogWAKAIogUAKIJoAQCKIFoAgCKIFgCgCKIFACiCaAEAiiBaAIAiiBYAoAiiBQAogmgBAIogWgCAIogWAKAIogUAKIJoAQCKIFoAgCKIFgCgCKIFACiCaAEAiiBaAIAiiBYAoAiiBQAogmgBAIogWgCAIogWAKAIogUAKIJoAQCKIFoAgCKIFgCgCKIFACiCaAEAiiBaAIAiiBYAoAiiBQAogmgBAIogWgCAIogWAKAIogUAKIJoAQCKIFoAgCKIFgCgCKIFACiCaAEAiiBaAIAiiBYAoAiiBQAogmgBAIogWgCAIogWAKAIogUAKIJoAQCKIFoAgCKIFgCgCKIFACiCaAEAiiBaAIAi1I6W8fHxrFy5Ms3NzZkzZ066uroyMTFxxmsBAE6kdrSsX78+vb292bFjRwYHB7Nt27Z0d3ef8VoAgBO5tO4DtmzZku9+97tpbW1NkqxevTr/9E//lMcff/yM1v6hoaGhDA0NJUkGBgaSJDt37qw7KgBwgRz9uj02Nnb2nrSqYf/+/VWS6je/+c3ksV//+tdVkuq999477bX/1xNPPFElcXNzc3Nzcyv89tRTT9VJjROqdaVldHQ0SdLU1DR57Oj9gwcPZvbs2ae19v9atmxZ7rrrriTJ9u3bs2LFimzevDnt7e11xuUs27lzZzo6OrJ169bMnz//Qo8z7dmPi4e9uHjYi4vHwMBAHnroobO6D7WipaGhIUkyMjKSlpaWyftJ0tjYeNpr/6/W1tbJl5SOam9vz8KFC+uMyzkyf/58e3ERsR8XD3tx8bAXF4/m5uaz9ly13ojb3Nyctra2yfeZJL8vqblz5x535aTOWgCAk6n93UNLlizJhg0bsm/fvuzbty/d3d3p7Ow847Ufp7W1NU888cRxV144/+zFxcV+XDzsxcXDXlw8zsVeXFJVVVXnAePj4/mHf/iH/Pu//3uSpKOjI9/97ndz6aWXZvny5UmSnp6ek64FAKijdrQAAFwIfow/AFAE0QIAFEG0AABFEC0AQBFECwBQBNECABThooiW8fHxrFy5Ms3NzZkzZ066uroyMTFxxmup71Q/vh988EGWLl2az3zmM2lsbMyNN96YLVu2XICJp67T+bc+NjaW66677pjf+cXZUXc/nn/++bS3t2fWrFm55pprJn9+FWeuzl7s3bs399xzT6688sq0tLTk/vvvz+9+97vzPPHU9fTTT+fmm2/OjBkzcs8995xw7YEDB/LAAw/kiiuuyKc+9al8+9vfrn2+iyJa1q9fn97e3uzYsSODg4PZtm1buru7z3gt9Z3qx3diYiKtra15+eWXc+DAgXz/+9/P17/+9bz44osXYOqp6XT+rT/++OOZN2/eeZpweqmzHy+88EJWrFiR733vezlw4EAGBwdz6623nt+Bp7A6e/Hwww8nSXbt2pU33ngjhw8fzqpVq87nuFPaNddckzVr1mTp0qUnXdvV1ZX9+/dn9+7d2bZtW/7lX/4lP/jBD+qd8Kz9vugz0NbWVj377LOTf/7xj39cXXvttWe8lvrO5OP75S9/uVq7du25Gm3aqbsX//mf/1n92Z/9WfWzn/2smj179nmYcHqpsx8333xztWnTpvM12rRTZy9uuumm6t/+7d8m/7x169bqT//0T8/5jNPNE088Ud19990f+/eHDh2qPvnJT1b/8R//MXnsO9/5TnXLLbfUOs8Fv9IyPDycPXv2pL29ffJYe3t7du/ePflboU9nLfWdycf38OHD+eUvf5nPf/7z53jK6aHuXkxMTGTp0qXZuHFjPvnJT57HSaeHOvtx6NCh9PX1Ze/evbnhhhty9dVX57777svQ0NB5nnpqqvu58cgjj+TZZ5/NyMhI3nvvvTzzzDO58847z+PEJMlrr72WDz/88Lh9+6//+q9az3PBo2V0dDRJjnkN/uj9gwcPnvZa6jvdj29VVens7Mz111+fe++991yOOG3U3Ysnn3wyCxYsyC233HI+xpt26uzH8PBwqqrKc889l5deeimvv/56ZsyYkY6OjvM17pRW93Nj8eLFefvttyff/zI8PJxvfvOb52NU/sDo6GhmzZp1zO8ebGpqqv21+4JHS0NDQ5IcU8hH7zc2Np72Wuo7nY9vVVVZsWJFXnvttTz33HP5xCcu+D+pKaHOXrz++uvp6enJk08+ef4GnGZO5/+pVatWZd68eWloaMi6devyyiuv5NChQ+dp4qmrzl4cOXIkX/ziF7N48eKMjo5mdHQ0ixcvzh133HH+BibJ7/ft/fffP+YN0yMjI7W/dl/wrzDNzc1pa2vLwMDA5LGBgYHMnTs3s2fPPu211Ff341tVVR5++OFs3749L774oj04i+rsRW9vb37729/mhhtuSEtLS+6+++4cOHAgLS0t2b59+3mefGqqsx9NTU259tprP/J5Kr+f9ozV2Yv9+/dn165dWbVqVWbOnJmZM2emq6sr27dvzzvvvHOeJ5/ePve5z+Wyyy7Lq6++OnlsYGAgN910U70nOo3325x1a9eurRYsWFANDQ1VQ0ND1YIFC6p169ad8Vrqq/PxXbFiRfX5z3++euedd87zlNPDqe7FoUOHqrfeemvy9uMf/7i64oorqrfeeqv64IMPLsDkU1Odz43169dXX/jCF6o9e/ZU77//fvXggw9Wt99++3meeOqqsxfXXXdd9Y1vfKMaGxurxsbGqkcffbRqa2s7zxNPXePj49XY2Fi1evXq6s4776zGxsY+9v+dr33ta9WXvvSl6r333qt+/etfV9dee231r//6r7XOd1FEy4cfflitWLGiampqqpqamqqVK1dW4+PjVVVV1bJly6ply5ad0lrO3KnuxZtvvlklqWbMmFHNmjVr8vaHe8WZqfN58YdeeeUV3z10DtTZj4mJieqRRx6prrzyyurKK6+svvKVr1RDQ0MXavQpp85eDA4OVnfccUc1Z86cqqmpqbrtttuq/v7+CzX6lPPEE09USY65/cVf/EVVVVX113/919WGDRsm146MjFR/+7d/WzU0NFRXXXXVaV1wuKSqXK8EAC5+F/w9LQAAp0K0AABFEC0AQBFECwBQBNECABRBtAAARRAtAEARRAsAUATRAgAUQbQAAEUQLQBAEf4XyaI82uwabq8AAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "### PLOT STACKS\n",
    "plotgas('../output/stack_nd_13CO_1.fits')\n",
    "plotgas('../output/stack_nd_13CO_2.fits')\n",
    "plotgas('../output/stack_nd_C18O_1.fits')\n",
    "plotgas('../output/stack_nd_C18O_2.fits')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "b317b252",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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TVrt27Xz+/uyzz3wMztChQwH4Bvnu0qWLTzBsug3QGx0aGJsyePBgAMDevXt90tu3b+/z96effurztwqQbtzvvvvu8zaOHEOGDPGur1271qdDoa6LIpSyN27c6JMWSAB0u3oAvte1a9eucDgcAOr3HgLuDt6SJUuwYsUKLFmyBGvWrMH//vc/lJaWoq6uDjNmzMCoUaNw3HHH2Z22IAgxRqg2Odq2dMOGDd71uLg4JCUlAQA6duyIxYsX44ILLoDL5UJ5eTm2bt0KADj77LNx991325bd0P0QQPoiQOPtiwRi/6Uv4kb6Ig1AA84Cxzw1NTVaXl6ej+TA6KBB0zStsrJSe+WVV1g36eFQXV2t5ebm+hz/888/98lz4MABHxlTXFyc9tlnnwV8DOpFkUo/tm/fzspMTjzxRG+e1atX+2x75JFHvNtKSkq03r17e7d169ZNq6mp0TRN8/nwnzq60jRNe+KJJ7zbUlJSvPvYYXS7P3fuXO+2vXv3+shQ2rRp491mlEm9+uqrbPnfffedtn79ep+0559/3mffkpISn+2hlG2Ujl100UV++Y3fadjVQ9PMr3l93sPffvtN27Nnj1/djAHuly1bxl4nQRBim1BtcrRt6YIFC3zK/tvf/uazXYUKUv9ycnJ8PNJG45wjifRFGm9fJBD7L30R6Ys0FDIT24AkJiZixowZmDhxojdtwoQJeOedd3D66acjLS0Nv/76K/773//i6NGj+PXXXyN6/KSkJMyYMQOTJk3ypl188cUYNWoUjj/+eOzYsQPvvfeeV24UFxeHv/3tb7jwwgsDKr+wsBCFhYXev9WIIOAeIRs4cCB+/PFHn31onr59+6JLly5e+chDDz2E/fv3Izs7G2+99RZ+++0373m8/vrrSEx0P87r1q3zlkFHxgBfaUjv3r29+9jRt29fpKSkoKqqCgAwefJk/P7770hISMDrr7/uI1Ohx+zXrx/atGmDAwcOAADuuOMOfPXVVzj++ONRWVmJLVu24Ouvv0ZhYaFXLqZQx1Lcdddd6N27NxISEjBp0qSQyu7bty9at27tre8nn3yCwYMH48ILL0RFRQV++uknaJqGpUuXBlwPwPya1+c9fPvttzFjxgwMHjwYAwcOROvWrVFdXY3PP//cmz81NZWVIAmCIIRqk6NtS4cNG4aMjAyUlZUBAO655x589dVX6NOnDzZs2OAnsS0uLsbbb7+NO+64I2rnHEmkL9J4+yKB2H/pi0hfpMFo6LdoQdP+7//+T4uLi2NHA9W/QAK3R/P47dq1swxUzfHhhx/6lLF27Vqf7Y8//rjfcYzBn7/88kvL2GB5eXk+rtB///13n+0ffvihT3knnniid1uwDiymTp3K1qF///5eRxqAf/D1Dz74wMf7I/ePC8i9cuVK9r707NkzrLL/85//WO7z5z//Oah62F3z+rqHRlf9xn8JCQnaK6+8EswtFwQhBgnVJkfLlmqapr355pvesEBm/6gX1bS0NG3Dhg1RP+dIIn2RwKjPvkgg/ZBQy5a+iBAu8hLbSPj++++1G2+8UevatauWkpKiZWRkaMcdd5w2fPhwbc6cOX5S00izYsUK7U9/+pP3+Onp6VqXLl20yy67TJs3b55WWloadJkzZ870Ma5GucyOHTv8ftxff/21XzmbNm3Sbr75Zq1Tp05aUlKS5nA4tIEDB2qzZs3yk0wZXf5TN+8VFRU+nYDnn38+qPOpq6vTnnrqKe24447TkpKStE6dOmmTJ0/WNm7c6HPMd955x2/f9evXazfeeKPWuXNnLSkpScvMzNS6deumnXPOOdrDDz+s/fTTT+wxX331Va1Xr14+nZPrr78+7LLXrVvn3Sc5OVlLT0/XunXrpo0aNUpbs2ZNUPWwuuaK+riHH330kXbHHXdo/fr109q0aaMlJSVpaWlp2vHHH6+NGTPGr+MiCIJgRqg2ORq2VLFmzRrt+uuv19q3b68lJiZqmZmZ2sknn6zdc8892po1a/xe1nr37u03OBqNc44k0hexp777IoH0Q0ItW/oiQjjEaVoDuKITBEEQBEEQBEEQhBCIb+gKCIIgCIIgCIIgCEKgyEusIAiCIAiCIAiC0GSQl1hBEARBEARBEAShySAvsYIgCIIgCIIgCEKTQV5iBUEQBEEQBEEQhCaDvMQKgiAIgiAIgiAITQZ5iRUEQRAEQRAEQRCaDPISKwiCIAiCIAiCIDQZ5CVWEARBEARBEARBaDLIS6wgCIIgCIIgCILQZJCXWEEQBEEQBEEQBKHJIC+xgiAIgiAIgiAIQpNBXmIFQRAEQRAEQRCEJoO8xAqCIAiCIAiCIAhNBnmJFQRBEARBEARBEJoM8hIrCIIgCIIgCIIgNBnkJVYQBEEQBEEQBEFoMjSLl9jnnnsOAwcOREpKCkaMGGGZd+jQoUhJSUFmZqb33759++qnooIgCIIghITYekEQBEHRLF5i27Vrh2nTpuHWW28NKP+cOXNQWlrq/deuXbso11AQBEEQhHAQWy8IgiAoEhu6ApHgyiuvBACsXbsWe/bsicoxCgsLUVhYCAA4evQoNm7ciH79+iEtLS0qxxMEofFSUVGBHTt2YNiwYWjZsmXEyt21axcOHToU1D4tW7ZEp06dIlYHQWisiK0XBKE+EVvfuGkWL7HBMnv2bDz44IPo3LkzJk2ahBtvvNF2n/nz52PWrFn1UDtBEJoKCxcuxA033BCRsnbt2oWCggKUl5cHtV96ejo2btwoxk0QDIitFwQhEoitb5zE3Evso48+il69eiE9PR1ffPEFRo4ciaysLFxxxRWW+40bNw6XX345APco8JgxYwDcAqAtADVCm072UOt09FZd7gSS5iLrtZ5lNbO9Fv7Q25fEpKeQNKUcryNpVZ5lBUkrIetOz/IoSSv2LOmPT63TczFbt4I7Rw563upaJpO0FCaN3ptki7QUJo3eLw56fure1TJp5UwavdfcNaX3Rt0v7nrSc3WQdTVymE/S2hiWdB9aDkXVp5SkHfQsj5A0p2dJnyN6jgp6TZMNS4C/h3a4DEu6HuizFegxDgF4D126dIlQucChQ4dQXl6OhQtfQkHBCQHts3HjZowePRaHDh0SwyYIhEja+h5YiHQUeK1sJsmv1qkFVtDWklrRA54lbTm57qyyUHT+h7baKj2DpClLX0nS1HHovE8Rs72OtVG0rXbXKJWkUYuprgH9Tk31OGpIWrk3jbbVTiZHKZNWRdJUHe36GJy94foRtOZc95jaEXVm9NiVhm20jrTedv0jrl+jnoYsksat53hTkjz7pDO56DPM9Vzp86xqQy256pk4SRp9poq9fQCqmNjtWdInkfYVFPSpcniWeSStlWEboJ+RfjbxTN+N681xaequaNiIWowWW99IibmX2MGDB3vXhw0bhnHjxmHx4sW2hi0/Px/5+fmG1LYAOkE3IbRByTQsAf1y08tey6xXMml2L7GcKUklaepnyjW41FA4ybpqaOiLuDoO3Uetc+diXLcilJdYtU7PNZVJy2S2c2lcOcG8xKprSk22Ml6lTD56r7lryu3DXSda7xZkXXV5OpI0td6BpKnuEC2HourhJGnKWB4gaRlMPnqOCnoP1THpM5zGpNnBvbCq9RpEBt8ORzQkhgUFHdC/f/cAc5dF/PiC0ByIpK1PRwEy0d/7SuEg21QryA230TTaKqmhYNoKxjH7q+20lckm66qlpz0PZa3o66h6paJDovQlRT82tTfKbtFaum0mfTnghtK5YXqNpMX7bQV8X2w4e6PSqD2xsokUzt5w/Qhac25YgtoRzt5UGLbROnL9OuO6sT7U/qm77CBp3Lpu/+M994vrKXIvtoDeK6JHVleFvoarMquZNDfqKef6wPSJdsIf2g9RfRM6fJNv2Abo568fL47pu3GOgLg09byq347Y+sZJzL3EGomPD8e3VQncP0DVsNFGj3sZUM2C2Y+Be4nlXjS5F1u6rm5rKZPGNbj0x3GQrDs9y8MkTRkauxcyO7hHzy6NGwSwSrODGiSzl7dgsTo23cZdM+4FmhoAzohb7WtXH7uXPbvZfYdn6WLyOUia3XNh1akww2pwJ1KzrhRjh8ZuYCMcKuD7+7LLKwiCHeHY+iS4X0i5Xz2nM3Ex2zh9VaBwWh/AupXgNDOFJI2u67NlTpKmXln8X6TKyYuSi9gotUZf3tU1S2PSqskVLSEvKS7WHlv1j5xMGt2Hwr2wphm2AbxdsoM7nrKpZjZDXV87exvoS6x+P6y0ZGbPVAWTxs3EOj3Lw0yam0OGJaA/idyAhd11pk+Qw7PsQFLctTSbYebgNHIV3jRO2RVpxNaHS7PwTlxbW4vKykrU1tairq4OlZWVqK72Ny1OpxMff/wxysvL4XK5sGzZMsybNw9XXXVVA9RaEASBowzuAbJA/snorBA7iK0XBKH5ILY+XJrFTOzs2bN9HDGkpaVhyJAhWL58OS666CKcddZZmDJlCmpqajBr1ixcd911AIAuXbrg6aefxjXXXBPikcvhHkVRl9FONqlGkjKZfAAveeRG9rhZvEDlktw3uGZyYrV+iEkLVOZKsZMBg0kLZya2vh5vbpyTqw+9PuocOdkxoMtyacOlnhu7kWa7mVg7KTMHN56uniU6gqzqWMHkCwUztQH3vFulcc89hbtO3H1V5xrNZ6sc/HdCZnkFITZoOFvvRrUi9FenWhPuIyHaqtJftGrp7WZnuRldWg4nHVb7OEmamnX19ef8G1nfweyl2nBuBkyvRZXPpyo55H83ajaMk1vT86JHKfaUUO7TBnNXlZuJ5Wb57Oykslv062Lu61Hukxezz7oUdjbDamaYOx6tD62vO53z9MHNjFM4Dx6cJJz2ULgPnlxsX5JT9zlJGjcTa/bJncJ9XdJJLZU2gHv2KNw50N+P/mSrX01wHoSDQ2x9uDSLl9iZM2di5syZ7LZPPvnEu96qVSusXLmynmolCIIQCmpwLNC8ghAbiK0XBKH5ILY+XJrFS6wgCELzQUZnBUEQBKF5I7Y+XOQlNiyq4ZazWMloOamJnRMhTkpBj6Eeeio1tZOYctuU1JKWw8lBwvGaC/DyXnUNOIktl89su5UzqFAcBdmlheLQh3PSwMF5NKR+A9V9r2Lyccej61zZnDCNwjkLoyhZE71HSt5kJ9/lnkNuHzNnBpx0mPMWqdLMnEtxYkBYpHEeKyONjM4KQmOiBm5rr1oT2ipZOc2hLSxnRWlLzgmKleMj+iun0lC1B62Dqht1uFPkPdJWkmonJ1ZtI7VbKrQJ3y5XeWpSQSSvyoKZBbxT0HNURywi5ZR7pcz7SU7VrlPJJxVNHzLkA/hPmVoalhQq3+Wk1Zy8l4vowDluouucZ2SaL8GnNMD3mgYaqM4uaB3nzoizxlwQQF4mTPuXxUw+dW/M+n3m/UsucBJ9triPn7gATb7WVv1y9nqWRYgeYuvDRV5iBUEQGhUyOisIgiAIzRux9eEiL7ERQc0K2c3ccVHUKNztUGXTkUQ1suUkaZzbeQ67uLSBzroGE6uNG/kMdPY60JlYu0c50FnZSMUTpaj7zY3EmtWFG/tU50/vBxeXjl7bBCaNc4ahoOXYxd61mmG3gwv1VMWk0Xy+8xb+261CMASqVAD459V4n6IRxkcho7OC0JgogfsXr2ZuuLA6nP6DC10C0F8t9zvX7YQ+s8mjyuHC7pT7lK1mXTeRNDorq2adnCRNnRFtB9VMmlkfwz33VcKE3aHzlVzoF26GsNxnXc1y0r2Uvabnup9Zp9u5MHAKeq5tPUtacxqrVDm00sMNJXjyUv2U1QwpxS4Mjh3c/gnMNi6Nwlk27rlX675Wmf6lXs7s7DE3E2u3j4v8D591Lo2u03Mo9y5pvdVM/g7P0jcYVWQRWx8u8hIrCILQqJDRWUEQBEFo3oitDxd5iRUEQWhUyOisIAiCIDRvxNaHi7zERpRwLyfnxIlzEaFkFZz016wcq+OZSZEDlQ4HejzOuYJZHFBjPrpuJ2nlygvFsRPnNkNh5+DH3yED7+TLzNkD51SDc/bAxSjmJNGcII2LUUudMNAYdFyMOiuJsZ2s2E62beVwCdDvDS2HkyDbyYm541g9KxkW2yJFGQKXZUsAdEGINkfgbn05h0wu1qFcDZPTLs61eTzRcmIHOClzlY9wUjkzog6OtnmWZo6dlOzWSdI4OTEXd5XaR//YqqUeCa6D5FK1NYtfmm5YulE2iNpMVZJZrPtDTBrX96B2TaHaeurs6XjvWornvPLJ1jzPksqJM735dTjpNCd95ZwQcZJeQD8b7vmwikFstp1ifWyzZ5zDyummmd3lPter9DuyesWjzpwo3Ada+lPjJKnqmdlv+DsaiK0Pl/iGroAgCIJAqYDbvAbyz+xrOXOee+45DBw4ECkpKRgxYoQ3vaioCDfccAM6dOiA7Oxs9OvXDx988IHPvvv27cPFF1+MjIwMdOrUCS+++GJIZygIgiAIsU10bX0sIDOxYZEA9yXkZuWsLq3ZuBfnxEmtB/rBPBD8TCw3c2W2PdA0O0LZx2oUL5TQN9x9oCPkVrOtZvc3EKdAFJqPnoMat+WcGQUDN3POjV5zTqO40Dl0jNnhWXKj2JxDM4C/Fq4A83Fw99Du2eScknChnrhyOPcRkaYMgT/PwY/OtmvXDtOmTcPSpUuxZ48+W1NaWop+/fphzpw5aNeuHT766CNcd911WLVqFXr16gUAGDVqFLp3746ioiJs2LABw4YNQ48ePTBkyJCg6yEITYWjcMH9m1dOXriwdFwnk7YTXJvIOc/zV3u4iF1yGba4cZI0NYO0g6SpGdidJI3O1HIOkIz1otA238GUozs7KvHMWFItmdrbLPQL7wzJff2qTG2mgrbb3Mwxp0BT0LKVretA6qA7durmtxVo7Vm2IGnqXOmssp0TJy58jdOzpHeIC+FEy+FmUEOxXKoXQuujr9upwOjZqutLnx+uX2cW1sj3OC5yNtWMEzRutpleM33dSVKdhq3RlPFG19bHAvISKwiC0KioQOAiGbfJ3rhxozclPz8f+fn5ZjvgyiuvBACsXbvW5yW2W7duuO+++7x/X3bZZTjhhBOwYsUK9OrVC7/99hu++eYb/POf/0RGRgYGDRqEG264Aa+88oq8xAqCIAhCUARv6wVfRE4sCILQqCiDexQ4kH/u0dnRo0djwIABGDBgAObPnx+RWhQVFWHjxo3o06cPAGD9+vXIz89Hmzb6bETfvn2xfv36iBxPEARBEGKH4G19qFRUVOC4446Dw+Hwpg0dOhQpKSnIzMz0/tu3b19Yx6lvZCY2LJScOFBJq5JacA58AF20wcVtrbDJZyeX5LCS1RjLtMLOqRLnPCdYqbIZociIuTK5tEClvJwTJ648KlXiIsVRrKTMVCSj7p3ddbB7PtRzZhbzVcl7OCcOdvfIzhmSVd3tHC6Fcv8pgT6bxuOFe1wrKhC46MstFFu4cCEKCgoAwHIWNlCqq6tx3XXXYeTIkRg4cCAAt9yYGkAAcDgcKCkJNESAIDRVfoNb3KqcvFBnL1ZyYtqOc+2pg0mjkkzVDpiJJNVvz0nSVMxXKhc+4FnSGKp0H84BnlX30M4ZJO1wu2PLViDHm6LOhkpsuRaPkxhX+UhNleQ30M93KHaOJP3vUR7ZqlrZDkxa6yRdwJuV6r4macl6WnKifmxXnXsuqbpWP3ZJpft8iiv0K6QsDnf3Ad0yc3JjM2dQgcI5mnJ5/yphcgL6s08/QVJOsriYsDSN9hkcniW976ps/XdR4dnOfZQF8I6d9KvF9aXr49Oh4G19qMyYMQOdO3fGoUO+jqrmzJmDiRMnhlV2QyIvsYIgCI2KMgQ+gOI2uAUFBejfv39Ejl5dXY2rr74a6enpPo6bMjMzUVxc7JO3uLgYWVlZxiIEQRAEQbAkeFsfzKdDitWrV+PTTz/FU089hZEjR4ZQz8aLyIkFQRAaFQ3nsbC6uhrXXHMNqqur8e677yI5WZ8L6dOnD/bt24eioiJv2tq1a9G7d++I1kEQBEEQmj/B2/pgPx2qra3Frbfeirlz5/rYc8Xs2bORl5eHfv36YcGCBZE5rXpEZmLDIhluwYISLVAvalaX1ixenOqQljJpdLSG8zhrJi22IlBZLYXzvsvJU0N5tOzkxMHGcuXKNjuO3T7GNLPz4zw5crFcVRp9Zug52MVR5faxgntW7ORUoXi8tvIgbYed12nOkyeto7qW9LcSaH3s4tbVY1Op1QJaXIB5taCLr62t9f6rq6tDZWUl4uPjERcXh5EjR6KsrAxLlixBSoqv5L179+4444wzMGXKFPz973/Hhg0b8Oabb+Lf//530HUQhKbFDgBxAA56/j5Mtjk9S7tPSHLIusNiHwpn32j7po5NJYL7DUuaz+zTIVVP7nMSKuNUctC2JM1hU44bzlOsmZBSnS21jqoWJT7HcxiWNCetT6B9FJqm2j9d2srFf6VHbpHgvp8tMvU+XE6627ttOpETJ8TX+R25ojrZbzuVGCfUuLfTa0aHMI94lkUkrYT1Xq2eObNIDIHaOnV0Kh3nrjMXvYBL4649wN9j/zoqH8L0l8J5ZfYd9rWS8tbDp0Mh2PpgPx164okn0K9fP5x99tlYvny5z7ZHH30UvXr1Qnp6Or744guMHDkSWVlZuOKKK4I6jYZEXmIFQRAaE3XxQF2Ahq1OA+DfIbJi9uzZmDVrlvfvtLQ0DBkyBLNmzcJ//vMfpKamomXLlt7tU6ZMwZQpUwAAb731FsaOHYtWrVohLy8Pjz/+uHgmFgRBEIRgCcHWB/Pp0LZt2zBv3jz89NNP7PbBgwd714cNG4Zx48Zh8eLF8hIbO6TDPTanxufo6JEaAaQjXNyoTxmzXmqTxjlhiMbsKzcjxcXQTGTSAp2x47CbiQ3lXEOJdRvotQrWKRBdN3PyZeUsiyvbbCSVO06wZQO88wX1TNLnXjl5MIvlZ+UEze45czHbqQMINbLMuXPg4sAa04314GZ+1dyAnWOuMNCCMGxa8C+xM2fOxMyZM02Ks57Zbd++PT755JOgjicITZ99cM/EqtlNJ9nGOYdRbQidceLaGjrXyKl4OEUOF6OW1ketc/0DeoyW8IdzPkXzqQiorUganZVVbo7akDT3DDQVMtrNbam8tJXVXRzRKKxqndaRrjs8S+5aREZp42PVPTOodKY1kUnjHDtxs7NqG6DPIDrJ9kKyvkPt4+PQSzn5onvZxcdNZdK4viBnW+nzyv0GOLtpFTPZrD6qHL1PoGLGlpA7wtXWxTrGpKjjqH59OpMnQkTZ1n/zzTc4cOAAevToAQCoqalBSUkJWrZsiY8++giDBg3yyR8f3/S+MG16NRYEQWjO1MV5RmgD+RegARQEQRAEofEQZVs/cuRIbNu2DWvXrsXatWvx0ksvISsrC2vXrkXXrl3x8ccfo7y8HC6XC8uWLcO8efNw1VVXReFEo4fMxAqCIDQmlNEKKG90qyIIgiAIQhSIsq1PT09Hero+k9yqVSvExcWhQ4cOOHjwIGbNmoXrrrsOANClSxc8/fTTuOaaa4I/UAMiL7FhkQ63VELJJehn/+YODngnTYAuDSph0iIlJ6bYOSlScDInrhyzNCupqt2x7cqJtAMpO2dGgTpD4hwXcFBpC90nUMkvJ1G3kuwAvGOnUBx6WYnCuFiH9DjcvpzsmJMGA/q1omlVhiU9tl2cXDvHTtGMC2tAiwvcsIXg2EkQhGA5AECDLst0km1ce8rZf9ruqDaqgtlO2xrOCQ/n2In2D7i2PNOwpHWk6Q6SpmTCVL6rHMlwkl29nHRyDlzvKNDWlEqQuXJKvPWhkmZunYtla9ev8Xc/xcVbpXewwuN8iTppUtJhKhd2Me17OdlH7e906c+PcthExcK/+dR2g2dtM0lVuanjL67fR58L9YmOg6Rxn9FYxbKn5dPr7GDSOLkwfULUcaz6RID6Dfg6EOOeNPr74eT6xt+Ck8kTIerZ1g8dOhROpxOA+4V25cqVYZfZ0MhLrCAIQmMiqNFZeYkVBEEQhCaH2PqwkZfYsDDOxNrNUnEzadxMLOe4gRtJNJtJs3MdHyjcjJRVeWb1sQsJZFUmV34wM6OBEuzsrBmBOrlS44Vms/JW157DzCmCGre2my1XI5J2QQ/o6KvR2ZFxOwc3Cmzl5MnMYZVVGJxgHFtZPdsN1DyKYROERoYL7rbLyilQMGG6uLZFtcF2ShI692dl/xxMmpljJ+WIqSNJcztpSiAzsWqNzob6R57k4dwacmF37Panc4YlbMgfbp3OVKt1zmZy90W3y1UkTJK6C1Q3p9aTy/2dAdHZV86JU2mlXp+ikmz3kmxXTpx20jJ9Zl3Xepa/kLQdnqXT73jmz4LDs6T9UDU7a6c25JwzcmkOksapBOz6l5wakd7jYOFUCerZKUHUEFsfNvISKwiC0JgISmIkH8UKgiAIQpNDbH3YyEusIAhCYyKo0VlxMC8IgiAITQ6x9WEjL7FhkQq3zIKTTVjJKs0kECVMGufYKdB4qYHKJu32t5OIGOtlXLeSRHMS2lAI5vw4yS+HlQQ3nH0B/vypTMzKkQInW6eS3kDvF1c3ztEBwIu9rCTGgcqKQ91uhZ3bELPYvFZ1MD4zduK3MAhqdFZC7AhC9EmBu21zeP62+8SEi5HpIOsq3e5TjECd+dE2TR2HtoNKBkqdNFHpcBfPnrpcVrlMak1yqa1mUbLLPctSJs3HAZJnSR0lURE19xGIy7DNt0ZUDmvn2MnJlO7wLK0/CaNXnnPspM47gThkgkdaXFWrp6WQOLG1nra+mEiQD3uWB0nZSk7sRDFJ3UTWlYx4A0lTjp3oHeHk5twzzMWJpc8oJ63nnGVxafTaun8LKeSp4ix4uU8q139S/Wf6JFE4Sb2VzF5JqOn1jjBi68NGXmIFQRAaEzI6KwiCIAjNG7H1YSMvsVGHc55jNvvGud23mtGzcxrBjTjBJo1i9WE+N7pmFgZA5XUyx+ZmxczqbTUzzLlkN6tboIQz68o5rrILF8SFi+Fc39Prk8bkc5D1VGZ7oOF7uPtptt0KbgY60PtFx765cBTc9bNzjBJMaCGz45WbZQwfMWyC0MjIh3vmUrUDXAgxTrlB2+oMsp7FbOdsGTfrys0WcmnUCY+agc0naV28a/mefTqQrdxMLC1RQVtCdWRudtJJ0tR2enbUQZSyav7ukXxRc3dVpjOx7T1LLjwbtYNqfwdJ4+6RDmdt1Fygz0yiZ1a2ukI/XkIcCbejxfvsC+gzsdSxk76+m6TuZ9ZpmgqtQ/sjdn0CtZ3Ot6cw+ayck9HtgakW6DXjnIXRZ6XKMnQOffroXtzvi3NYZSzbyRwrQoitDxt5iRUEQWhMiMRIEARBEJo3YuvDRl5iBUEQGhMyOisIgiAIzRux9WEjL7FhUQc9fhxgL5tU0gZOimSHnbMeO8mvXdw6BSfzDDSeGufMySyv02L/YM6LS+Oi0AXqdIurDwcnFzbbxyxvIHAuNPydIvBx3ug6LYc6E1Fwjp1onDjOkQKXVmNYGtcVgd4DM4m6OibnLsROdhxo3F8rKXsFooaMzgpCI6MLgOPBx3K1copnFuc6xWa7sWyK3Wccqn13kDT/eKotiB1RYmO6hxJYchaIWlZq6ZXkdQ9JU+vlXpEswNt/Km9t6amDXkfOaulbHSSVyom5GJ8OJo2LN6vy6fWyk7kqZ0+cxJrmS9D09l2lU/dB6prS2usWp4zJCfC2TsHFQXWQNC5mMJWeq31oOYF+bmWH+wrRa2svJ1ZPA+0L2fVn1Xb6JGV5cuUYUvQ9a5EePddOYuvDRl5iBUEQGhMyOisIgiAIzRux9WEjL7GCIAiNCTFsgiAIgtC8EVsfNvISGxYlcMtiOFmF8nrGySbtJMRc3E0waWbxudSxqWzCLLKb8XgUVT4nReW8CpvJSjivw6mGbWC2ma1zHnu5OKlmXmhrDPkAXazDSUjtJLShyFNDQd0neq7q/M28E7vXU4ishvfr5051sZH5AN4rZ61hG00LRmJkdV3MZMBKaEWlVVWGJd0nlPtFMdaRk6lFCJEYCUIj4wQAfaC3HfT3H6jndjvpMIednFiVyUmVqcdVh2GbL0oGS8Wpyk5wLR39mIJ60FXS4cM+0uGNnuUOkqbabS5WK6A8J5cQD8rVHtEztX66LaP2j0qCuU95nEyaOjbd1308ajvp1VM1p1ZSrdP4t5wnZopKpxJktW4WR9e/FoDeP3LY5FPSYeqL+jiy3sWzpNeCXl+FejbpU8N9ZsP1qfTfgrq6VEJMvVInGJYA4PL8VY5WPqlcTh3/T69SPDLiPJLL4Vmq56wcUYwUK7Y+bJrFq/1zzz2HgQMHIiUlBSNGjLDMe+zYMVx//fXIzs5GmzZt8NBDD9VPJQVBEAJBjc4G+k8QYgSx9YIgNBvE1odNs5iJbdeuHaZNm4alS5diz549lnknTJiAI0eOYNeuXSgqKsL555+Pzp0748YbbwzhyIfhHv1Ss2EOsk2NllrFnzKmqXG+DCYfN6JoFoOOix3KOXZSmM1GqbyhxGC1cyBltc1shplz4mR1rhRuRo+ei7r2dJxXjSpyM3tmM4RWzhUoVjFv6Xoak0bPVW2n95+OF/s/c1xUQ5c31UlS6QirSqfj8mo03WyW04pA4xbTWnIxlbmYy9wMvN1MrHn8Oj6NHxePCDI6KwgsDWXr09ECCWhDWj/aNnLtYKDtP4VzAWRXnlU5nCskvd1yEjuhWk46f8r1VtTMoNMndSdZ3+ZZbmDSaPxSdT7UltGZQXV99fOr8tQ3gXG0RGdLq7xuqgDeHnHRblWZ/o6d+JlfHXq3uOjhajudaeTmCjkXhfzsLb3nnAKLm0GlfQu1vQtJs5uJ5fqk6rl3kjT6u+Acdar66OWpWdcsJhfAP83qyT1MnuES7/ND60NJ8fyvl67mcWksZIfheFGbhQXE1keAZvESe+WVVwIA1q5da2nYysvL8fbbb+Pbb7+Fw+GAw+HAhAkT8PLLL9satsLCQhQWFgIANm7caJlXEAQhZOQ7GUFgEVsvCEKzQWx92DSLl9hA2bx5M6qrq9G3b19vWt++ffHII4/Y7jt//nzMmjUrirUTBEGAGDZBCBOx9YIgNHrE1odNTL3ElpaWIiMjA4mJ+mk7HA6UlNg7aRk3bhwuv/xyAO7R2dGjRwM4AECDLkDgxB+ckyYqJuEkP0nM9kBjf9F1MwdJCiUDpvUOJeaXKsfOsVMoElu7OLEpTBon+uHKpPtYXQvOYQcXJxDg5cSBSla5+2l3X7mfsH8UvyqfZ4pzduT0ye+bZradc/bEOVegcI7BVF47qbrdveGE0ly+QO8NTTM6C6tG1BCJkSCERaRtfQ7clkZ3dqS3yy5vu2UnJzZr67ntVtjZUc6W+TukchEbVu4RsJaz+3B2gkqDdzDr20iamjHnYsebOWFyeJaHSFoHT731a89JTatYiS21I5xtUmJW7rMsHd9Ypeal0XwpTD5OTkylyEpO7GtlVE7OiRcAHxm1gpNtq2venaQdT9a7AADSSdlcL7XCU2a5T4xZp08OfxwAfCW9OYalnsuNkmHTa5Fl2Oauo/uqlpLrQO+DykuPo2TE9MqpY3PnHHHE1odNTL3EZmZmory8HLW1tV7jVlxcjKws7hsJX/Lz85Gfn2+bTxAEISxkdFYQwkJsvSAIjR6x9WETUy+xJ5xwApKSkrBu3ToMGDAAgPvbmt69e4dYYhHc40NqBJEbac1i0uiME+d2n5u95WaFzBw7ZTHbubAz4cwq0pFNzskON2MXjgMkszR1reycT5mFEQoV7vwBa0dCZrOKCm6Gno60cuER1PG4UDMUOirKOWRwWqQB+v20m23gwj/RUWCXIZ9xPVqYze4HqjzgnFRECS0Iw6aJYRMEI5G29Qnkn3Uu4zoNJaK332qNc/ZjfQw9vAigz075hmJRbRS1wWq9kKRRN05qZvUgSVMubehsqFqnM7H022SaHgi0/aWzsqXMdjdmM5oKaiWrWAeJnGLH/KqbOW5Se1Qz22kdkg1LM6iFVvPl5aY5FPS8VL+P61s4yLq6zvlMGpDlqT2dseSGftR5l5BrV0HmNDmtUrCzoXQf7j74zsS6oU893UfVkpunp8dTdVP3MFBXlSEhtj5smsVVqa2tRWVlJWpra1FXV4fKykpUV/v/hNLT03Httddi+vTpKC4uxtatW/Hss89i7NixDVBrQRAEhrq4INzui8RIiB3E1guC0GwQWx82zeIldvbs2UhLS8PDDz+MDz/8EGlpabjwwgsBABdddJGPM4fnnnsOOTk56NChA8444wyMGTMmxPA6giAIUSDKseOsYm3axdaU2JtCQyK2XhCEZoPEiQ2bZiEnnjlzJmbOnMlu++STT3z+zs7OxltvvRWhIzvhlqSoy+gg27jYqUrQYOaEiIvLGoqcmJOiKlkTJ4O1c+zESYw5uayTpHHrdnJiTvJsVx/OiYU6V7PH2yr+LXdvOMk3hcp8VD2oAxF1nbkYaty5mNXHuC8tk6sDrQeVGyvJGJWTOT1LKh3jJOEcVKCj6uuwyA/wzzjFTv5tFWfXznGTXQxjK+kw9+xEmCg7e7CKtWkXWzOycbYFITgaytZXwt2qqhbR5fPJRqn/Dt6YproN5uJgppM0K9kpbdGrmXVqbYo9bVMVaycOkDTqfGmHYQnoMmEqEab2IRLYOTb0j3/OSbD5eKrhopxd+TuSosek9Ulk0hIs0mg59L46PUtqoXUbTu+2ncNPLo375CfBb81OEq3qTQXN3LNJUfvTHoOSETtIGt3O/R64NO46c3Ji+ptTx+Fi0KpyovqSJI6dwqZZvMQKgiA0G0Jw9kDjWdo5pjGLtWkXWzOc2JuCIAiCIBDEsVPYyEtsWFTBfQmtwn1QrGbXKPS2cE6BuHx2DqIChc64qRE/btSZc+JkFp6F2241s2c2E8vNAludq1koI84xPzfya+UgixtLBfQZUTrzqc7byaTRc7Fz/KTSuJF/M6da6ph0BH0/k6bWuTpSuJFzB0lraZEP8B1jNWI3403hHESpZyWFSbPDbvbfqH7gnGdFiBAMmzvkl5sHHnjAdLbKCrvYmuHE3hSEpswRAHEAXN65MSeTy1/hQVOotXEYlnQ7N8tkNsPFBQxSFqjK5+iqTaNtOm3/1WAWNzsbSti9QKHOnDqQ9faeZStvSoLHdpjNaCoCr61deDqX5389jTox4twscs65uBlCDs6xk4t1vuUkaXYONNXRa2zy6f0VFTqHWjgu3EyKYQnYX3uVl5bHPffc7Dbnhoseu5pJ42ZiA9VQqX3rAswfEvISGzbyEisIgtCYCEFitHDhQhQUFABAyOFB7GJrhhN7UxAEQRAEgsiJw0ZeYgVBEBoTIYzOFhQUoH///mEd1i62ZjixNwVBEARBIMhMbNjIS2xYJMLcSYySHXKOmwKVSgK84yIFJ7W1g3P2QGdSOIkJlaxYyWW5uHR0nXPsZOVYx2wfu5kfdc04EQw9prU0VsmXOOcbvmJiGifNvU856+yIe1Y4B1DuklTpOpy0nLtHdnH9rOTEnISYQs/BwWxX50rP38x5lUJdv2CaI24fTuBl5/JD7W/3+zE+M3bisDBooNFZu9iakY+zLQhNgzrshjuCpGonOcmmg6Rl+mwBfO2IGvbhYnHayYnLbbYrq1di+xkMhfskKpoyYiUdPomk0fXjPcsu3hSHZ0mvY2hwDhtTDUuaT8csZmwgR6NwQm9fZ2FOz5LG7eU++aHrVp9b0XzqvPcz+XQZ+kESuVWdt4PsoSw85wCKwkmruV4x91EWhXNuRu8B12PinmY7p1rGGLScg6qIITOxYSOv9oIgCI2JKLvdN4u1aRdbU2JvCoIgCEKEkBA7YSNXRRAEoTERZcNmFWvTLramxN4UBEEQhAhQDy+xEyZMQMeOHZGdnY327dtj4sSJqK52zy8PHToUKSkpyMzM9P7bt29fJM8w6oicOCzS4BZVODx/cxJSKmm1u9xKaknlIEpiwgksaD7OAywnebKLIcrJgDkPeHZe8YKJ1WnEzjuxnQRZnb+ZlJSTGfvfLyVboneVkzJxHvAo5ez9SGXSqJzIxWzn5NROz7KYpHGeiO3kxKF48eVi/drJ0qy8Lgf6fJihZFL0GHZxdq22c/JvteSkyxEiyhIjq1ibdrE1IxtnWxCaCr95lk5mG+dx3QHA3DYoqSK1J1beic184XPxO/VPXvQ2yuWto4PkbMmsU2/BysZHKjbscWS9r2d5GkkbQNZPBAC0JuegxK30WiipJ+fNFqCf+tB7pMqkcmIVlSCN5LL2Y6vLgDkBq/7ZjJXF8/2L2nqnYUnXaX/Nzh5zaQr6aY+/va4ifc5Cj/zb33czf2UB/Z7YnT+3nXve7eTE1YalWZl0O1e2Mf4v1/OOGPUgJ77zzjvx2GOPISMjA4cOHcI111yDxx9/HNOmTQMAzJkzBxMnTgyp7MaAvMQKgiA0JsTZgyAIgiA0b6IcEx6AN2oBAGiahvj4eGzdujX4ujZS5CU2LBwA8sBHfeM+e7eLaqZm4rjZUM6ZEeeYANBH3zgnBZyjILMYo2oMKtDZNzPs4uIq7BxfqeNwM77caCiN+UqvvVWsUj2fGomzc1zAHdn3TgfquIi7plx8NzoSyzl2cjLr3Mx5KI47OGdYoZwXnXW2imdsNgfBzfhyTqM4OLcaZg7ajGnqnJufYydBEMzYBve8j2q3qFVweJa03XDHN7XToASK2b6coxxVMzrLW+Kdae1IUqkdUW0n177vIWmcA0BO2eIgacqJU0+SNtCzpLOvfb1r+R4bTbvnnApKzcSZOQWq9ZTjYmw+vYNphiXA99boLJ46TjnJ6WL7I3pteLh+jVqn5XD9I+5+cU4K7fpMnFNJeo/dz0qRN36v7sSyBclFrx/nBFPBzXyazc5y21Vt7WZVKao+tI56TGWdakO+qAaQC8HWhxIT/rHHHsPs2bNRVlaGFi1aYM6cOd5ts2fPxoMPPojOnTtj0qRJTe7zIHmJFQRBaEzE6EzsrFmzgsr/wAMPRKkmgiAIghBlQrD1ocSEnzx5MiZPnoyNGzfizTffRNu27s8GHn30UfTq1Qvp6en44osvMHLkSGRlZeGKK64I/lwsiKZtl5dYQRCExkSMvsQ+/fTT0DTNJ62urg7l5eXIzMz0S5OXWEEQBKHJUs8x4QsKCnDyySfjpptuwtKlSzF48GDvtmHDhmHcuHFYvHhxxF9io2nb5SU2LFoCaA3dGYKDbFPrWSRNySbN4qByjpScniUVNSjBBBVqUJGEeiisY57xDgXsUOVwEmFO2gIEH4POTtrJ7Wt3DvT6cDLqwKSo3JW3c1LAOy6qMSztjmiX1+x6chIkTk5td/24OHqZhqVxO1c3Lg6tlaTXzLmGlVyLu87RjHkYYWJUTlxcXOyX9tNPP2HAgAE4evQoEhLcz8KqVaswaNCg+q6eENPsgK8Npu2cEiNSG+MEALhIe1dC2skSZg/ugx+rOJbGdAUnm6z2RKSt8kp7jXAyYNWvCUZOrNpt6jRKHfMEktbXsAQ6kOujRM95ZA8l/6XST+6aUdKY7WofKk9WR+YcRHFCW4B38VXCOvwL9DMXzrbaQY+n9uE+CeOcQTlJGrX/3D6lfvlKPPe1nAiKHWQPTk7MPc+cQyZ6zfn+U6CftXFx5PVrq54B+svOMuQKNB5wSDSAra+pqTH9JjY+PjqD4tG07c1nGF8QBKE5ILHjvBhHb83SBEEQBKFJEWVbX1paildffRVOpxOapuHnn3/G7NmzMWzYMDidTnz88ccoLy+Hy+XCsmXLMG/ePFx11VVROFF/ImXbZSY2LFrAPVrZkvyt4GZD1eW2CyHDhVCxmzW0c2zEhZWxg9vHambUbLZL1ZerI1eOGYHuo64VHQOsYLbT66jqpo8BVntG7ugRrEbL3fv4Ln2PHeiILMDPRKr7UcXkMxvF5WY5rUIimTUJ3Iwu59hJpQU6+0rrYRXSJhiCCflj9ew2UPMYozOxgtB4KYTbLqs2gZspo2kqjJk+I1lMtqvZHjqPZgztAWYbwM9icTONVAOmKCV9lHJ2Fo/2YVp5ljTsjpqJdZI0bibWQdK6eJY0xE5vAEBrZvYV0B065ZA0LkQKp9Mx06cp1PXNYvJx1572HDhLxvUFfK9tKHZE9d0cJE3dG7uQiE6S5mTSuNl0zvFjFZPmbztd5Aod9j4zgHq6fWdi1RWiV1WdD+2PcMpDrg9s5y6NHl0pIfV+cbnnKaCzyUWeZ9Lh+TuqGq4o2/q4uDgsWrQI9913H6qqqtC6dWtcddVVmDVrFsrKyjBr1ixcd911AIAuXbrg6aefxjXXXBP0cRoSeYkVBEFoTMToN7FmxMXJi7ogCILQzIiyrc/IyMDnn3/ObktPT8fKlSuDLjOSRMK2y0usIAhCY0JeYr1069YNb7zxhvebGcBtfE866aQGrJUgCIIghEkM2/pI2XZ5iQ0LJSdWUgQqpXB4lnaObjhZJSfj4IQsFBprkxO9BhoPk5Oics4KgiFYJzxVTD4gtBi1XB04KYq/xNjlOW8qX+KuGK0t54LAGip4CjSSICdlM7uvKi8nHeYIJearXRonVeLqy0nvzc4r0KbLTuoe6J2qx6ZS5MReHA4Hrr/+ep+0k046CevXr2+gGgmxySG42zFOLsulKclmoTelimwv8pHtulEOZKjDIbsYm1zrpfbhnEZRuWwysSNO77qD5Mhi0g5699DhPm+h+yjHTl28KekeoXBrkiuPWeck0cHEBlV5OYkxvT7qmtPro8pMZNIA/X75XlN/XMxdpPl414X+ThM5p0hVPjVSdvYQSVPr1DkXd0QnWbeKI0/35T6Po1Jnt2zX996oZ4WTE3MOqeg+XF/R7tfAQfuzRjdOgMvz7B72fgpQiKgRw7Y+UrZdXmIFQRAaEzE8OisIgiAIMYHY+rCRl9iwyIJ7xNHh+dtBtqmPx+kMaaCOfQJ1cERvH+ekiIPuYxUuxw7u0TF7nKwcMnEzhNwoHE3n0rhz5manjelGXH5roYz1+Y7equMFM+uq7gm9PtwYu8qXwqQB1g4Q7FxgUNSZ2zmS8HfFb+9AKlCnUXb7BBqOyc6Jk1XZdqF/IkAMj84KQuOkAu52w0q95CRpagasJZOmh9tJIO02N9PGhSmxc2bEbU82LAFfi6H2cZIZYpffVkBvl+kcKReezUHW/R1fqitGS6Ez0Kpudk6u1HZ6LrT3kGBYmsFde39Xj/bh9LjjcWnU2nLnyp03RwUptdwzu11M3GGVe68918cz69k4mTR1j8uYfPTMaD/UyqGjXRggu34hp3nj+oJ2CjROBebwLNXzuoPZL0KIrQ8beYkVBEFoTMjorCAIgiA0b8TWh428xAqCIDQmxLAJgiAIQvNGbH3YyEtsWCg5sRLFUElCoHFZg4kdquDkjpx0lvsI3855jp3s1m4fKzj5CicRMZOiqthhVODDOS7i6kWFS6nM9uBkomY/HCUD8j3TFL80HXo8zqEVJye2ixNLz5WT73KyZDvnXUrq4yRpKhYirSMnJ+YcO1G4c0hl0uzkxuFgJ483yrYDFXyFgEiMBKGR4QJg9lvj4m6rNo+L+a6vl6CNN8VKOsxZKppu1xpxctkEZju1UU6vrNJOxsnZTK4t1+1NKD0GLk2dTxWTBujOl7g4ulS+zF17LqIpvZulzHYubq+dlFv1YOwcTXHXjJ6rqsdhklbkkRY7iVMt/TmtYNIA3hmi1ac69GyrmHxgtnOfjJn1ha0+4qLbVDlOksZ9/kTTuP6Rel4dniW9ohFGbH3YyEusIAhCYyJGR2dramqwfPlyfPvtt9i8eTOOHDmC1NRU5OfnY+DAgTj//PPRpUuXhq6mIAiCIIRPjNj6aNr2pntVBEEQmiNavG7c7P5pTb8J379/P+677z60a9cOw4cPx/z587Fz504kJCSgtLQU3333HcaPH4/u3btj6NCheP/99xu6yoIgCIIQHs3c1teHbZeZ2LCIh1vkEagPvEClw3aeUhVmIqMkw9KsnBSLfHSdkxiHE7OTricyaZw3RLpuJ33hoOVwvhH9rwUn1UoxbAtku1qvICKiKu86FxOYrnNyYurFL5HJF6i0mru2ZvJmztOgSuPuYShy4mDuYTixbrm8XGzdTCZNeR2nwrIIUxeExKiuaUuM3n33Xdx0000YNGgQHnvsMVx00UVo166dX76amhqsWrUK77zzDu644w489thjWLlyZQPUWIhN0uBu3a0+feDaHTNPqTV+W9U6Z1uopUpjttt93MOJOClKllpO0hI8JbnYiLN2n59wtdDbbBU7lVoYemzVunKtPCfvLSZpTrKuLA8tm6uhWrfzb89Jh6tN8hoxkwZzV1Rdcbu+BX1+OItU7d2meyx2eT0WO0lO2qdQcH2PDJLG1cjO9qrtVhEijKjfF+0/c7Jlrm9B+x7q86dDzHa6rzHWMVduhGjGtr6+bLu8xAqCIDQmYkRiBAC5ubn47rvv0Lt3b8t8SUlJOP3003H66afjsccewyuvvFJPNRQEQRCEKNCMbX192XZ5iQ2LGrhHhNSoEB3N4lwSqBEdOjrEzcRx43ncyKbdDKrd/vUFN1vKzUqretORX7oPF+ss0Nlteq1UOXSmzT3WTeP2qVrYjZBSXMx2zhWQGiHlZ2fdNXETyk+U24eWrcb1M0226zXyx8zRkoK712brxnK4Z5ib8aDr4V4fzoGUui4OJk2NRDtDOG6AxJCzh3PPPTfofVJSUnDHHXdEoTaCYEYbuNsAq7iSDpKWyeTzt1/crCu1fqpEf0vlm5drvbkZRN/45TpqFs++l8CpvOxiniv0Ga1ST43pDGo6/Mli0uisqtrfSdKKmO1VpoonI3aOLbn+Buc2St9X2XUz9VayN59/WjDuAznnVCqNXtsS1r7ReMbqKaHzzup86Eysw7AEfJ9eTmHFqe0ChVM1OElagmGbEW6f/Uy+QLZFiGZs6+vLtstLrCAIQmOiGY/OCoIgCIIAsfURQF5iBUEQGhMxathuvvlmy+2apuG1116rn8oIgiAIQjSJEVsfTdsuL7FhUQJfaQKVX3BxYtV2M4c5Su5AJSuBOrCxk2dw8d3s4Jwvce4nrI7HlWdXD07uSddDcSrFyYT8JaRc7Dh6J9U6zcc5WqDOHtIMS4CXb9H1ch8BmYKT6nLXmZM80aNz15GTTtnJxAJ1qkWxcqTkYNI450rG/YOFe76443D1yTD8HQWascTIijVr1kDTNJ80p9OJffv2ITc3F23btm2gmglCF/hKLu0+P1B5qfzSP5Z3ul+Kr4RWlZjHpNEjc60hld2qXobLZDtnzVWZLltHk2auhhSqX6O7HlL2zUn2tYvRqrZT2+o0LAFfiXKVN8YndeajclM7yfVrlM00O1fOyaUSduv2VpVcTkTfocTJVSWa7cvFzOXi//KSeM6e0TQrO0mfca7fSwm030cF8lzfRD1T9L6qevhGO9ZReRvRa0+M2Ppo2vZGdDcFQRCEWBmdNbJu3To2fdOmTRg1ahSefPLJeq6RIAiCIESJGLH10bTt8hIbFofgHnlS45x2Tm8UdHyxikmnaVaOi+ioll2YEw41pmc2OmZ1DtzxzAh0ps7KyQ6gj7TRsWqV187lvz90RNN//FQfJbdL45wv0LFAdVft3DZxI6zlPkdSpXKu7wN1bU+xGw/mZs7twhtx95pzyEXvq8OwpOvcaDBgHwzBKo0b8aXPlNVMrKoDHX2OMDEyOhsoPXv2xNSpU3HvvfeaGkNBiC49AHQkf3NOFWkL7/AsWzFpgGpPOJVPDklTM7CtSVqLBL1Ny0x1t8eJ8XXetFpP21FaqbeXCS53Hc1mX4N3s2On4qGo+lLHl+5ZscNow+6hLB1t/ZMN2wDdttLZ2SqfHKpvdpCkqdlZGpSGm4nlnBnRO8Y57zLv6/g60krxS6fnoDt+9D+ymaVXR6baPnW/eU0VPVd6jtwRVBo3E2vtvMwe/34fdbBpFVqoHB1IqlI/0OeR3g/OsaqTSatHYtzWR8K2N91Xe0JNTQ3Gjx+P3Nxc5OXlYcKECait5RuTm266CcnJycjMzPT++/777+u5xoIgCCYEGvw8mFFcA3v37sWIESPQokULtGzZEiNHjsTBg+6OXjDtaX2RmJiIrVu3NmgdhIZHbL0gCM2GerD1jZ1wbXuzmImdPXs2vvnmG/z6668AgIsuugiPPPIIZsyYwea/88478cwzz9RjDQVBEAKkHiRGd911FwBg586d0DQNN9xwA+6++2689dZbQbenkeKrr77yS6uursaWLVswZ84cnHrqqVE9vtD4EVsvCEKzIUbkxNG07c3iJfaVV17BX//6V+Tn5wMApk6divvuuy+ina7CwkIUFhYCADZu3KhSAdSBd5QTaBxLLnaqnUMdTvxjF4OV22YnA7LCLl4axUrSSeUnStJiJm5SsVx1wRUn7+X2dpmsG/ehjjY4J06ZFvnMjsfFiQ3ULZaL5Kxi5daVhj0Ac5m5VS25q1LKrFM5MSdXDzS+K5UltTQsAV16R2VOnITP7vfDSZ45RyWcTCqFyafuRxQNSggSI71NAvLz871toRnbt2/H5MmTkZnpPtdrr70Wjz76KID6aU85zj33XGiahrg4X9mUpmk4/fTTsWDBgqgeX2j8NJyt7wWgJ8llF59cWQX+c4gETztCbUK6YQnoHzk44nS5cItMvV1WcuIEIieurvVv8yvK3PXgPmkxg5/fNraDNI3COafkJJv6vofRwrI+nGOjBDZN/8tl2VfiPuXijmh2rzknV/qR/Y9XyW5V0mLOGlP5t3ou7GLU0324D9T0+lB7yvVi6Hau76FsMxcblsLdA32fFM92TqgN6L8Bet664y+97CJ0BkDj4Brra9UX2kHWD5llijwxIieOpm1v8i+xR48exZ49e9C3b19vWt++fbFr1y4UFxcjJyfHb58FCxZgwYIFyM/Pxy233IJJkyYhPt76QZo/fz5mzZoV6eoLgiD4EsLo7OjRo71JDzzwAGbOnGm527333ot33nkHl1xyCTRNw1tvvYXLLrsspPY0Uqxatcovzel0YtmyZVi1ahWysrKYvYRYQWy9IAjNihiZiY2mbW/yL7Glpe7RPYfD4U1T6yUlJX6G7e6778YTTzyBvLw8rFq1CiNHjkR8fDwmTZpkeZxx48bh8ssvB+AenXV3GvfBdwSPG/Xh0sxCxFiN7HFhbsyI1G21mm21c6LD7cvNpNmFTfEPxcKFIKCl2M3EVjNpah862seFxlGjofSp4ka3Odf4ZiOoHOpK0nKqvEcK15ECd2/UdabPM3V8UcqkqZFlbpbTwaQB+p2is65qBD6fyWc2E6vOwc4xmqqb2Wg6FyZBYTWjy43cR4gQRmcXLlyIgoICALCdhQWAM844Ay+++CJyc3MBAIMHD8b/+3//D8XF7gAVgbankaR///5s+rnnnouHH34Yt99+OxYvXhy14wuNm4a19ScA6AvrdodrL6h10Ntqq/kqar+8Yd6Sdbc/yYm1fuvUsZPL03bQNGOtAN6REE1zWdr6JJ+c/tD2VtkJembW39g7PTaBuxZcGu0T0HM47HWsRZ1KqXXahlvZiSSTdc6pJDdjqdbN5r7d168qQPdaVTbb6Vnp14Lby6wfyrmQ4s6Ls52cYyyK+1px6jYHSaO/ZJXOzRXTe62coO0hM/qFOI3ksHIcSvsj+z3LSrLcwRw9AsTITGw0bXvTfbX3oORwqvNF17m3+/79+6NVq1ZISEjAaaedhsmTJwd08fLz89G/f3/079/f21kUBEGIOCE4eygoKPC2T3YvsXV1dbjgggtwxhlnoLS0FKWlpTjjjDNw4YUXBt2e1hennXYaPv300wY7vtDwiK0XBKFZIY6dwrbtTf6q5ObmokOHDli7dq03be3atejYsWNAswZ20iJBEIR6JcqG7ciRI9i5cyfuvvtupKenIz09HRMmTMDKlSvhcrnCak+jQXFxMV544QW0atXKPrPQbBFbLwhCsyLGX2IjYdubvJwYAG6++WY8/PDDOOOMMwAAjzzyCMaOHcvm/ec//4nhw4cjKysLq1evxmOPPeb11Bk8+wAUk7/t5BeZhqVxO7ePlfDIzDET58zGSoJsF+eTSmyqmHyBxufkztUu3iyNF+Y+b3r1lISEjsNzsl1OOsUJbKgwSB2Hlp3DpNk5laqw2EbhHDtwab6OC+xCnwTq5EutU9kVvUIlTJo6NvfcUzgnTm1JWlvDNrqPmVyai/mm7l4Zk88OLp4cJ4lTac4Ayw2BKEuMWrZsieOOOw5z587FAw88AACYO3cuOnTogJYtWwbVnkaSbt26QdM0n7Tq6moUFRUhPj4eb7zxRtTrIDRuGsrWt0QykpCCak8bU03aNP0DC9oWcXZSh/9cxD/NawdIe8Ct0zTl2Km8WreEqo60t0LXnZ6lr+ulUiaVaxsp3Jlx+yQxaTouz3WuINdZlUjtu53TRFWOE+1JqpVkmKsj/aSFW3eQNNUz4Ppwes04t1jcOQQTv9eqz+AL99kara+6BtznX3YOvTj8Y77SPpO6YnQYqgWzzn14Rn9dDkN57nX92L9hEADA5XMP1V40XvEBz1I994chcuLwiKZtbxYvsdOnT8fhw4e90p/Ro0djypQpAIDbb78dADBv3jwAwHPPPYfbbrsNtbW1aN++Pe688078+c9/bpiKC4IgGKkHZw//+c9/MGnSJLRv3x51dXXo168fPvjgAwDW7Wk0ueyyy/wMXWpqKjp27IgRI0agY8eOUa+D0LgRWy8IQrMhRhw7RdO2N4uX2KSkJMydOxdz587126YMmuLrr7+ur2oJgiAETz2Mzvbq1QufffYZu82qPY00AwYMwCuvvIKTTz4Zf/vb36J+PKFpI7ZeEIRmQzOeia0v294sXmIbjsNwC3WsZJUOkmYVL9UsTckh7GK6BhqP1k4ubBdjk/NIaycntjtHI3z8MrVm552Yer5TUDlxFZOmoGIZdRxaNne8rAT9XFW8PirvSnEl+pXNwV15XmKsl1Tu83x5a0HWOVmbVTxVKr8NVB7HeR+mabSObQ1Luk5FROrqc+dC07l4hGDSzJ5xbl/u2TSWfZjJEyFiZHQWcIdNWb58OU4++eSGroogmJIDt/3R41PqqJaohJG+mqE8/9I4l6pM6v9drTtrdLFpQrlu4biYsCWV7r5HEdmn0LAEgCKyftCzrPJp15yeJbUDXJ+Aa1vpWah2m/PoTsumV819DuXkmnL2mosgkMLkoxbbCW7WR0lMqY3hIkw4yHpLvzT1yZOdNNgu1m0Kk8YR6CdIVT5XRd0vs0+RuE94rD5hM/NI7L5+9Mjc/eI+28pitjtIGvfJGNdfo8dR++zESd60Eq/3aio33+tZlnr3AD5kjhgBmrGtry/bLi+xgiAIjYlmbNiMXH/99fjLX/6Cr7/+GscffzzS0rhACv5ommYbC1cQBEEQGi3N2NbXl22Xl9iwKIF7FIqbieVmpOgYESy2c46f7KKfUgJ1tGQHN+pqlRYMnKMAda70w3v9WqT5pfCjdNxPxS5OLOc0QpVDy1brmSn6jGU6ieHHzcQmexxsJFTpI5zcqKlvjD7zOvqmua9fFfts0dx2z4QaJaczsZXMdqsYs3Sdc+YE6LOtXJqDpNk1eNyofo1hCejnyMV1BAK/PsaZ6iJEjWYsMTLy4IMPIjs7G++88w7+97//oaqqyu/bGQ55iRXqkxSYt0iqZaDtd7l3RqqMyalTQtzZOD1LLi45pYLYkWTPOrUJav6ItlB7DEsA2E3WXd4t3ExsKI4faRurrgE3o0tn/eg+6rwc3pRyz7Wyi+/u69jJja9jxxxPeRQ1j0dnkDnHTvocYYKnHM7JI519TDYsjXXkZmKtOuZ2sX45d570OSpnn2R6H6z6c1xMWM4BFJDAzEqr9XQmjcsH8M671P4JcXos5BQt3i8fd53p2e/xOHQq9HHspH4LTs8yiqHlmrGtry/bLi+xgiAIjYlmPDprJD4+Hvfffz/uv//+hq6KIAiCINQfUbb1VVVVGD9+PJYuXYpDhw6hffv2uP/++3HLLbcAAIYOHYrvv/8eSUn6QMSWLVvQrl27oI9lpL5se9PuAQmCIDQ3tCDixmmx0YTX1dVhyZIlDV0NQRAEQYgMUbb1tbW1yM/Px9KlS3Hs2DG89tpr+POf/4z//ve/3jxz5sxBaWmp918kXmCDIVzbLjOxESFQ+QXnKMBOHMvF9LJzrsDVi4usZQe3T6CPjJ3ElDtXh19aChHmZBmWZmmqZE5WRNc5MTYrJ07SRTtZqW45aWaqLrVNTvS/plROzEmMMz1ON6gciIqpOOdTXHxbPY0KmKgMWF2FRGY7rXeVYZtx3eqqcQ7NeEm4tfsFzmkEV0e6TtPKDEvAOtYhLd8urdKwdDJ1jRB1QUiM6pqWxMjIOeecg/nz56NHjx7s9p07d+Lll1/Gq6++ir1796Kuro7NJwj1ARfTk/swRoeT2gKqHaGt6UGfSJnw2U5FrtTWqWPSkjk5sXLodNgn5w6yvt+zdJI0dVROwMvVEuDbR64N5j7Bou2t/8c8xZ7rQ93/KftnJkVVVoZKh9VVdpHrXcU64jSWojtuoqmcnJhzNGVWR7UeqBMnsz6DultUqstbbf9PkHy327kl8y3HTAZtJRO2k05z8ZO5D4hSyIsdJy2n90aVyfVM6TU7jA4AAKdnybsUixAh2PqNGzd6k/Lz85Gfn2+6S0ZGBh588EHv36eddhrOOeccfPPNN7jwwgtDq3OA1Jdtj41hfEEQhKZCoCOzwUiRGikrV67Epk2bfNJqa2vx7rvvYvjw4ejWrRteffVV3Hjjjdi6dWsD1VIQBEEQIkwItn706NEYMGAABgwYgPnz5wd1uMrKSvzwww/o06ePN2327NnIy8tDv379sGDBgoidWn3ZdpmJDYsU8OM6dJ2bdXWQNDr62tKQz7i/wjgrZDw2N2YVDnaPCbc9lVnnnP20Imn+Dn64uVtuDo+b60uOC3xkR82W0llV5bCJzrqqmdjkxFpU1lVgX+1OFNX9jrK6EvRPG4yWCW5X7RXV+nigmoEtJ2mJnplYOiIZqFt+zrWC2ayzjpWTIoB37GTn0INTCah7ncak0fVAQ0KZhfzhRvet0sxmmLnfEpdmLIceI8I0Y2cPRi666CLcdNNNGD9+PC6++GK8//77eP311+F0OnHppZdiyZIlGD58OOLimvZ5Ck2bGgQ7H6NmYOnMp5PJp8+xVnnalj3EyYxqZY6QPTi3PNyMnG8QMOWsZi9JO0jWVW4652vl9I5Ct3NtsNOwpPtQ20DbW/+Z0SpPKDYn6TMpu2/mzAfMdtU/8L2fKZ5a+QfoobN0nNOtNGY7tw/nrIimc2FjzBw/cmnceXP9A/uZX7s5YXO4/gqnWqCoX4iZReXCWnn7eCSNOy+6ru4JvWa092ksR923GgCHTOoWNiHY+oULF6KgoAAALGdh/XbXNIwdOxbHH388rrzySgDAo48+il69eiE9PR1ffPEFRo4ciaysLFxxxRXBnQdDfdl2eYkVhCAorN2JFRWf48fKpfi58kfUGmTcfVIH4uqcmzEw+dIGqqHQ5Ikhx04LFy7EY489hueffx6zZ88GAJx99tlYtGhRvX+bIwiCIAj1Rgi2vqCgAP379w/qMJqm4c4778TmzZuxdOlSxMe7yxo8eLA3z7BhwzBu3DgsXrw4Ii+x9WXbm3YPSBCijKZp2Fu7Fe+V/RV/OXoexhSejRedD+Gnyu9RixpkxeegZ8pJODG1LwBgfeWPmHHgLqyq+LJhKy40XWJITpyWloZZs2Zh7969eOedd3DRRRfh22+/Rd++fTFx4kSsX7++oasoCIIgCJGnHmy9pmm46667sHLlSvz3v/9FTo7/t/cK9XIbCerLtstMbFikwVdSTC+nw7O0c2ZEBQ3cPkpWQyU7nLCUijE4BzncZ+0cnCw5lBhidB/l5Id+Zs/FC3VfixRy/g6yVe1NpTqcpCfT44gpjcRvTYzXpcVKMpzApLllwuXYUL0CP9d8gR8qlmNv6U5vvgQkYEDGQAzJOQtnZ5+JzimdvXLh/dX78bfC5/DpsQ/x1yN/xtudvkViHHcveAJ1p2C/r53DJk46bJXPWKbCSk6cwqSZocrmHH/Q+pQw606SVmFYmpUTqJyYcwal0nyjDEaUGJITK5KSknDVVVfhqquuwt69e/H666/jlVdewd///nf0798fN998M2644QY4HI6GrqoQg1QAqINuZ2h7y8WJ1Z3LOUkaFSWq9oS2jU7DEnB6LKCTdfZorKGxHCooPmRYGuvGtYOcs0hOYsx9dkHLPmTYRvc3sw1qH1qO01OK3gnnWnwqMeVsKidzVT0OTp7LxSel6WbyVWMdwrHvdH/feMQ6FUwaJ0G2i61rJSbmzsHuvDgnTVyEek6ADvCxZTMt0uyk5RT1S6L9R6NTTfpBQMSpB1s/fvx4fPvtt/jiiy+Qm5vrTXc6nfjuu+8wdOhQpKSkYPny5Zg3bx5efPHFkI5jRrRte9MexheECFCr1eDX6hX4Z+lT+H8Hr8b1hSfhwcN/wvvHXsfe2p1IRBIGpZ+J/9d2NpYWfIH53V7AH1vdgM4pnX3KaZvcFlPyH0R2Qg6cdYexpWpDA52R0KSJoZlYjvbt22PKlCnYtm0bvvzyS/Tq1Qv333+/yIsFQRCE5kOUbf3OnTvxj3/8A5s3b0bnzp2RmZmJzMxM3H777aipqcGsWbPQtm1b5ObmYtKkSXj66adxzTXXROFE3UTDtstMbFg44J5lrDTZRpd2aXSdzsQGGubGzglPKKjxKbvyuBk5uxloNQPbhqS516nYgXPixDpSIE6c1AxsFnHIRJ0zpSTW4ojrIH6s+hjflS3H2oofUKH5zqy1S87HWTmDcFb2aTinRX9kJrhnk92zt8d88lInTkAqBmYMwBfHvsDayhXoldrPu4WG2OFC6NiFAeLGwPXtdLyQG+ekz2gZk6bymd1rLpCEWqezzZxjJw7O+RgXbsFsJtbJbFfXgJsnMTsO9+xyROo3FQAxOBNrxpAhQzBkyBA899xzWLRoUUNXR4hRSuBusbhZJ9WSVbFOnOjM536yrtoyru2kM6gOwzbjuoKbDbVSkgD8TCvXNnJtXzAzsVYhduzKrPBL48LOmTndsrKjdk6IuDSrYwB6bbkZXapNotutHDtx4XScJI2bvaRXzCqMIBcGiG63C6ak1rmQf3Tdrl8TaO+S6/c5SBrXyzQ7RwXXYzDWMdwZdEuibOs7d+4MTdNMt69cuTLoMiNFpGy7vMQKMYOmaVhd9SX+XfoP/Fz1AzToP+7chDwMzDgVp+cMwKDMgeiU0hEpSe7mKzkhuBeYvun98MWxL7BVZmKFUIghx06Knj174uKLL8all16Ks88+G4mJvqYpOzsbt99+ewPVThAEQRAiTAzY+mjb9oi9xFZWViIuLg4pKdx4hyA0LBurfsRrxx7BxupV3rSeKb1xduaFGJRxFk7K7Ir4uHhvWJ1waJHo/t63tO6YTU5BYIgBw2Zk0qRJ+PDDD3HZZZchOTkZw4YNwyWXXIJLLrkEeXl5DV09gSC2XhAEIQLEgK2Ptm0P+SV2+fLl+M9//oNvv/0Wv/76Kyoq3CKG9PR0FBQU4PTTT8eIESMwdOjQsCvZeMkCkA1d+sLJaR0kzWHYBuhOj2g6TVNyI06ybBYnNtjbSiVNVGLEOZAybqP7czFxAf28qRMn5dgp3y+Xg+SirqDUR/xcbDDqxEnJiB3pbonwkpIFmOd8AHWoQ3JcCm5oNRLXt7oWPbJzyT6H/MpRzp7iiQOoOk9DQiXE1GlURXUyspPc96/M8xJbXZvoswR4pwGcFIfbzuUzj6fKRWFTeUuYfHZyYk4mzDl2snse6Zlxgh3O2ZOdIyq1D302uXjNXDzCWps043WJosgoBuXE48aNw7hx41BZWYlly5bhgw8+wJQpU3DLLbfgtNNOw6WXXopLL70UJ554YkNXNeYQWw8Ue5bcr15vRWnc1f2GJQDsJutl8IeLp+5g0gJ1lMe15dxnPnZwTu+cJtutPs/gbIJZfdRHRQ6S5rarnOzWzGpxTresZKJ2cdkp3HC3Oh4tmyvHLr4pdwxOTuwb1VfZSs4VkT7gVOW5zlwMVZpuF7e2wiIN0B1MuXxsuHru7WK56/1Ql6d/WUWee+XorNDbjwTSPefVmpRCP01T50jPW9WdfkymfutOzzKqHxLFgK2Ptm0P6m2npqYG8+fPx9NPP40dO3YgLy8P/fv3x+jRo5GbmwtN03D06FH8/vvvWLhwIf7+97+jc+fO+POf/4xx48YhKSlwT62CEC6apmHRsb/hzWN/BQBcmHUZ7mx9H47PVsaSGxgIH0eCu+k8Vldsk1MQGGJgdNaM1NRU7ygtAPz000/48MMP8e6772Lq1Kno3LkzLrnkElx66aW48MILG7i2zRex9YIgCFEmhmx9tGx7UC+xxx13HKqrq/GnP/0JI0eOtA24u3r1arzzzjt45JFH8OSTT2LHjh3BHE4QwuKtY3/3vsCOaTEeN7e4E3FxcYhqeBQAeYluiYTTddgmpyD4o2lx0AI0WFoTHZ0NlH79+qFfv36YMWMGDhw4gCVLlmDJkiW48sorUVpaal+AEBJi6wVBEKJLLNv6SNn2oF5ip0yZgptuuingb2EGDBiAAQMG4MEHH8Srr74azKGaCA4AeeBn9Dg5MScXpvJMzrOrlSdiO4kkVy87cQQ3gh6ohJSeFxUCOzzLFiStlSdXgl8uzgsdoMtb6NOn1pX0F3B7Iv656nvvC+ykNv8PE7pcDiUUaZHp/oFkZ5Ifikd6DPpNLJEJe5M8MuKMcl2AQ70OJyfWok1cNgCgUitHqesYXHXul9pql7+cmMqF7KTDnAxK34fzSEzX/b08BieJVfeJk7LRZ0HdkSST7ZxHTE6YVGvYBvheITtvysb6mMmbud+IlRROPTP+z0akcNXF+zxTdnljhTZt2mDMmDEYM2YMqqvD/3ZdMEdsvREngMNw+tgwhVLc0EFLJSOmEuIDhvKMZBqWAN8OUtuq2mWuz0DvndpuJkvm2nXVVlPps9OzpNJp2l5aSZm5Pgr9xKgLWT+eSesAwFciqs7KTvLL2Vk7OXEKk0bhvPNaRSqn0PomGJYU33qrIzlJKr0P6j5RG6vsMO2buT/hKiHPMidv5iTRXN+Dvm6U+OQo9Cy53wWtt9OzpM8ZZ5fpM+of3aLc86zsIM9MOnne1XPDtWhUlq2LsouZrZFFbL2bcGx7UC+x48aNC6pwRXJycsj7CkKwlNYV469HJ0KDhstyrsK1eaNhDIsTTTITMtA2sQP21+7Bluqf0drHEAuCNXVBGLa6ZmzYrEhOtgt8IYSD2HpBEIToIrben2Bte1AvsZqmeeSYghsH3CNCVqNGnBMns+hVqUyacRugj7RVmGznHNyoNLtbbredG/lV9XWQNDparEb8WnlT0j37cHFg6Z7cCCFNS/OEv1HOnDRNw0slk3HItQ+dUjrgoe7jkZFQinyH07tPqlonad6ZWBJP1jsTSxwyodJznY9le5OySeNS4tneK7UP9pfuwZaaNciPvwRmcPHJjOvGtGo21Sw6HDfurJ6fQGOo0nXOoZddPg7OIRM362p2XlYzsJyawMx5mcIudqwan1W/s+gZFJcWF/jobDOSGN18880B59U0Da+99lr0KhPjiK034oRvzFeKSqdOnNT6ASYN8J2/UnBtWqphaczH9RmUBXWQtBZ+aQnE+nJOb5Sd8f34Rp3PHuZ4tB7UsqtzpfVW29uStC5k/SRPfbp7Uzp6lq1ILnpkBTePE6gTJ+rgiOtv0HLUcbi47VU+Of0dF7lYG8TZKC72sJNJo8ehNVL3g141VQfdvpWS+W2rVwh6bdXRfGdf6XOxw7OkaoS9TD71+3GSNCt1I6DPxHYgaWrGVy+n3PvUAOXeZ43rX9PfoypH1WsPokWs2Ppo2vaAX2IXLFiAe+65B9dddx3GjBmDgQMHBnwQQagvfqz+GF+ULkE8EvBkt5nISEi33Sca9EkbiC9KP8bykk9xdvo06RAKAeOqi0dtDEqMVq9ejX379uHo0aPIyclBq1atcPDgQRQXFyM3Nxft2rXz5rUK4C6Eh9h6QRCE6BMrtj6atj3gq3L11Vdj7ty5cLlcuOGGG3DyySfj73//O44cORLUAQUhWlRopXi9/P8BAK5z3Ip+mb0brC7nZ12C5LhkbKvehN9cqxusHkLTo84zOhvIv7omPDprZM6cOcjJycGyZctw5MgRbN68GUeOHMEXX3yBnJwcPP7441i/fj3Wr1+Pn3/+uaGr22wRWy8IghB9YsXWR9O2BzwTm56ejlGjRuH6668HABQWFmL58uV4+umnMXv27ODOqNnggLmcOJHkUSjxC+dwge5DsZJG0n2p7CTRkA8ILa6lEtnQcjh5k5JJc86c9PUEct6q5nSeVKVROQt3pXwcP3kcMWWmVmKx82EcqStEx+T2+HPnP6JDnt7pSm1JpGCtizzVcupp2e5vZneXHcH6vYdRVetCreZCy4xUnNq+PTJTPLUq9UhaiCMpKjdu4ZETd8pqi2GOC/Hh0SVYWvMc+mbOQ1oSiUFbk+x3rpy8KbrY/fzpPeYktlxMWAWVNFHplHoOubi2nJzYrBwO7rcSaBMXqMxe1ceuLqETq84e7rvvPsycOdMv3uiQIUMwa9Ys/N///R+GDx/eMJWLIcTWc1TA3U4Z2wFAd1JDndVwEkm6zsWWt+pHUIvAxZF1kDR/pzdcDM08ss7FYFfWirq1KfKUWUjK9nXOpOpB5avceal8VE58HNnqlj93Jltbe7fpqKtCZa5c9HNOIkuvKPcpk7rKZloudRwns62alK73zOh18I3w6oaLS87FU6VHpOuqfGqbOMF1qt+2cvJMJXvqzvUYqYXWj1xIUneQ9W0WaVSiq2T2TpJm9cwA+nNDrw/nVIyTY3PxkWk5hwzL3YgWsWLro2nbg5YTjxo1CmPGjMGAAQMwatSokA4qCJFme/Uv+LDM7RVzasfJSI1PRaDOnNbvP4BnP/kWn2/ehZ1H/T3RJcTHoV/7VrjltF4Yc9KpSE4M7BXzxlajseToR/i28kNcXH0LMnBxwOcjxC715ezhgw8+wIwZM7B161bk5ORgxowZuP3223Hs2DHcfvvtWLJkCdLS0jB+/HhMnz495OMEyvbt25GTk8Nuczgc2LZtG7tNiCxi6wVBEKJPrDh2iqZtD/gl9uqrr0ZiYiKWL1+O66+/HqmpqRgzZgxGjx6NvLw8+wKaJQ64HSZUMdvUpeVc2ocy+8qVbeaEJ8EizW5GlnPcw7ni58Lp0HP1X7dzmpDCpHHbaTmO9HJomobHSiejDi6clzUMIzv1AuD0nX1tu99vfXXpZkx/7yd88vNe76b4eODETlnITk9EYkIcft9fjl0HK/Hj7iL8uLsIT3z5I2Zf0R+jup+qf+dKGpdUTwie1uXpaJ2djxuOXYKF+5fgtdKpmJx2JhLi3PektNidj47/cYFxuNlZ/hXa7JnhRvLV8xeMYyduBj7Q+WI6MqxGWOmZOz1Lu5lYus79BtSzHe48tiqTCzuh6lDGbIsMdUE4ewhVYvTpp5/izjvvxMKFC3HWWWfh2LFjOHDA7bRlwoQJOHLkCHbt2oWioiKcf/756Ny5M2688caQjhUoJ510Eh577DEMGTLEx+AdO3YMjz32GE488cSoHl9wI7aeo9bzjwsHptoCJ0krNSwB3pmdnUM5/1kzX9vr8CzpjGZbzxZdx5TvWVI3OHRWVpViNxOr5twcJG0PmS/Vw7ZQh1bqmlEb5S4hgczodiRbOxiWgO6ainO0RJ1Pca0/58qHlqPKzmPSuLlMQL8uRcw+O0naTo/TJF8HWdSWWSmRuNB43HNkTDdu55wi0vz6carZmUr/2vChpajzM/W07CBpe5g01TezC5fHzbrS3woXwpIL/8TZdfqUGx07HUC0qA9b3xiIpm0PSk58/fXXi8RIaHR8W/0v/FyxFqlxabinzV8AWH8YXuuqw8PLVuChZSvgqtMQHxeHq05rhzHndcbpJ2cgK933Z7F7Tx3eX1mIR97bjN8PleKGF7/GZ/0PY96VFyAtyXrA4S+dx+LfRV9ha9Wv+Dcew1Wp08I9XaGZE4rEaOPGjd60/Px85Ofnm+0CAJg+fTpmzJjhlffk5uYiNzcX5eXlePvtt/Htt9/C4XDA4XBgwoQJePnll6P+Evvcc8/hwgsvRKdOnXD++eejTZs2OHDgAJYuXYr4+Hh8+umnUT2+4EZsvSAIQvSJFTlxNG17yFclPz8fo0aNEqMmNCjldSVYVDYTAHBLy3FondTGMv/uY06c+Y+3MfPz7+Gq03DNKZ2x+dER+Od9p2JYvzZ+L7AA0LFlOu6+pDt+m3shZv2hHxLi47BgzS846/m3sNtpLVlulZyLP7eeBQD4sOoprK/5PLQTFWKGOi0wRw9uZw/uJnz06NEYMGAABgwYgPnz51uWX1ZWhtWrV2Pv3r3o0aMH2rZti2uuuQaFhYXYvHkzqqur0bdvX2/+vn37Yv369dE8ZQDAoEGDsG3bNkyYMAHFxcX46quvUFxcjPHjx2Pr1q0YNGhQ1Osg+CO2XhAEIfKEYuubItG07UHFiRWM5MLtwEDJJalkwyqeKiduoVD5pZ202Hg8ug8ncw4GTorKSaK5mLj6OicTVml2clmfmLCeZU6aLsz5zPUYnFoRuqZ2xMRuf0BKvBO5Skbcmgh92u3D9sNODH3nX9jtLEFOehKen3Q8Rp3bBoBTd/KUzESZK3cLmDMAzLizJc4Y3A/Xzv4Fq/cewBkvvIH/3ToanXM9EgmPk6c21XrN/1Q9GL/VXYmFRe/hxcrb8Fzuh2hV2xcAUFWmXyd6t9QZUuk0LzFWThg4CRpdp1Id9XzYxaqjZabYbDfWkkLPzMo5BefEwgxO8ss5mrKTGFvJ67nzU2nBBeQOBlddELHj6twSo4ULF6KgoAAAbGdhjx49Ck3T8O9//xuff/45WrRogdtvvx2jR4/GzJkzkZGRgcRE/dwdDgdKSvy/FY8GrVq1wuzZs1FeXg6n04nc3FykpaXZ7ygI9QLnmK7SsA2w/1RDQduvTMMS0KWRnDMnuq6nqRjsVC7MyYlpK9HCE289jdg/1QaVVul1VEfhHCABQKHnr2KSqmwZ7fWorbSOXN04yXNCXJ1eR0/HnrZOnDNIemdUy92CpOV7zp86g2yTcwTbqjZhr7YWmys342DNIdShFnXQ0C65LdrH90KPlAL0KT/b+2nR1oOt/cpW57qdxGI97HPflUMwaqOURD1Qh4MA369UV8DB5KN10O26y7Ck+PYo1XNPrz6122VMGiezt5MRB4qqTxWTRo/J9Xvo50HqfFT+ckSLUGx9UyVatj2oV/tevXphwYIFqK7mwknzVFVV4dVXX0WvXr2CrpwgWHGkbjf+few1AMD0LncjJd78xWLHkWKc87z7BfaEdllY+9gwzwts8JzXrwV+fHA4erbLxu7D5Tj3hcXYW2zdyZ/a+R70SO6DkjonHjp4O6q16DWMQtNGxY4L5J8ygAUFBejfvz/69+9v+xKbmenuVt19993o3LkzMjMzMWvWLHz55ZeIj49HeXk5amv1jkVxcTGyssy+DIss33//Pc4880xkZWWhQ4cOyM7OxpAhQ/D999/Xy/EFN2LrhVhle806LCidgWt2DMXY3VfggT2zsOjQ2/i8eCmWFS/Hl8Vf4c2Di/H4gQcwdtdI3HNkEN4pexKHXHvtCxcEQii2vqkSLdse1EzsTTfdhHvvvRf33HMPLr/8cpx//vno378/unbtivR095xRWVkZfv/9d/z4449YunQpPvzwQyQnJ+P//u//wqpo46QF3E4UONfeCs5xA53NoqNv3MfqnPv1CiaNjptZhf8IdISYwtXXLtRK6JP8nAsiQB/9daS7XwDfLn0ANajGKRmn4IYuBYiLc7ozqJlYjwOng6XlOHf+Yuw6WoYe+Vn4cm5P5Lc86jtTG8BMLADAc+wuia2x9OmTcPakNdheWIzzX1uEr6degFZtPedNwu509azPq3wYV2+8Eduqf8E/E27FfY7nUE3yVZAR7wrDEuCdYam9XT6jsNSxQY0hJy2VG2vlZvSN+xvhnkOzWVWnZ0kdQBxi8qkRVM6ZE8A7mspk0qxmU43lW+UzqhKiNxMbbWcPDocDnTp1Yrf17t0bSUlJWLduHQYMGAAAWLt2LXr3jn7M5TVr1uC8887DJZdcgqlTp+Lhhx/GU089hX/9618455xz8OWXX2Lw4MFRr4cgtt6fFLjblUCdxlkpReh2u3A5DiYf5+RJ386FolNbacmtSci31p4Qc5mp/s6BSiv1eqcdywagh4gDfFtCVTPq6ocbBuFmYrmZYzVDTOuWGK/PxNZ62sk0onzKInVTc3LUOiolF5117dbqAL4+9g2ePfoSvnFu0MtKTMUprTujb8sO6JLVAsnxidCg4bfig9hw6AC+KdqKA7U78a/yJ/Bh5TO4ruWNGNPqNuTv6ektw1HivmZUVbWT1KjQMwdd5XN3uFlMZbfpTKOdYyfOEafDsPQNf5jsTdOxdgdq1p+1+g3Q55lzWEXhwlW2NCzpds6ZKi2H1tdKjWbtSjMSxIpjp2ja9qDeNO6//37ccccdePnll/Haa6/hjTfe8MoolPxMjeBrmoaTTjoJs2bNwi233ILs7OyQKigIHAdcv+N/Vf8EANzTdqLuKdiApmm4+Z1P8HtRGbq1zsCX085BfsvDbN5gad8qBcue7IuzJqzHpn3HMPK5b/D5qOOQmMA3Su2S2+KZbo/ili134X8VH6B3yukowD0RqYvQfKgPZw+33XYbnn32WQwfPhx5eXl48MEHcd555yE7OxvXXnstpk+fjrfeegtFRUV49tln8dBDD4V0nGB44IEHcPnll+Ptt9/GmjVrMHv2bNx11124++67cfXVV2PatGlYtmxZ1OshiK0XYgNN07Cmajn+3+ZH8UuF2zleUlwi/tDmdPzxhAEYlt8bKTkmn2WVp6O8tgrv/LIFL+3+BN8c/QWvH3oZS4s/wy1JC9EloV89nonQFIkVx07RtO1BT5dlZWVh4sSJmDhxInbs2IHvvvsOmzZtwuHD7heDFi1aoGfPnhg8eDC6du0aUqWCpaamBpMmTcKbb76JuLg43HDDDfjrX//q811XKHmFxsvHFfOgQcMZmWfixPST4Bs8W+flVT/jo03bkZwYj3//+Uy0y4vs93Vd2qbhs/vPxaCZn2L5xgOY8vlyPD78XNP8p2YNwL0dxuPxPX/Dy8WzcH/iJWgdf5xpfiH2qI/YcZMnT8aRI0dw8sknAwDOOeccvPHGGwDcngTHjRuHDh06eOPERtszMQB8++23eOWVV9htt9xyC0aOHBn1Ogg6YuuF5syGqhVYeOxx/Fq9CgCQFp+GcZ0uxvjOI9A+tSUJ0WfuWyQ9MQXXtz8Ho9oNxZKilbjz5xext2YP5tRcjFtTX0T/pEvr4UyEpkqsxImNpm0PqzXv0qULunTpEk4REWH27Nn45ptv8OuvvwIALrroIjzyyCOYMWNGWHntyYHvJ/x2jh0UnFyYwkkcaD5OfkHXuRhjXNxNdRwqr6Dyi1pDPjsCf5wCvTo+ziA88qeElH34+sgiAMDdna9Gq+xjSCLSICUn3hW3A5OWuEd3HhnTFb0HVgMo0mXEPnJiJd/pQY7o+c41cx+pnH/Ne/Vrh1fv64VrZq/HE/9bidN7Z2JEayKy8sixOniW03KH44uj3+PHsh/wtnYLZmZ8hLi4OB8HGuoLWyc5jiqRc1xR5SOhsXPJkMLkC8W5Ahdvjqs5lQ7vZ9Ks5MQUO1mSsV4AH3vRDqu80ZMWKepDYpSQkICnnnoKTz31lN+27OxsvPXWWyGVGw7V1dXIzc1lt5WVlcnLRwMitj4e9r99zgGiWcxNTiKp+hKcRJLm4xzy6MfmRJCcc0XqxElJddWnOgCQ4JHtppN8Kg1OUh8i3+XcWXKu/jh3Q3RdyZJpHVU9kokNVu1kFpFB07ZT5aXnhfSNeHjvY/j60NcAgNT4ZNxVMBR/6XMxWnUrgTuG6Q6gdRGOlldi6c6t+OyXvdh1uAzx8XFIjI/D2T3aYvRJJ6NdTiaS9rvj8l6JdJzX+WFc+/3f8Nn+9fhH5Wg83GY6+uPP7uOW6AoFznnlYfKsVHjWq+Dvt8Nc2mv+eZDds0DXuae8mtnmYj/poVJ39RxzTpxSmXxmcmKV10HS2hqWgO4ajF6zVmRd7c99TkSfWKOd4Z7gyBArcuJo2vam+2pPeOWVVzBt2jRvfMSpU6fi5ZdfDjsvpbCwEGvWrMGaNWt8YjIK9c+3FZ+gSqtEl6SeOD2nv2m+OZ/8jNKqWpxxXGtMvKqjab5IcPVZbfDnq9xB3+9a9D1KqsxHb+Pj4vFAu9lIj0/H1tpV+LH646jWTWhaBOpyPxgpUlOgQ4cO2L17t0+apmnYuHEjpk6diksuuaSBaiY0FsTWC6FSrVVhUfFz+MPmK/H1sa+RGJeAWztejA1nvYwnT70WrVL1F7BfDxbhhgWfodXUlzBy3nK8/L+t+PzXffhsw158tH4P/vKvH9Fx1iu4/KUPsOuY07tfTnI6lpx1P65reRU0aHhw1xwcqPutAc5WaArEiq2Ppm1vulfFw9GjR7Fnzx6/uIa7du1CcXFxyHmNzJ8/3xuHcfTo0ZE8BSFI/lf+EQBgaPofTL+FPVRehle/3QoAeOiK/khIiP4o1uybuqN7qyzsc5bjwa++sszbNjkf1+XdAAB4r+IJ1Gl1lvmF2EGNzgYWO67pjs4aOe+887B06VLv33FxcTjuuONw0kknoVWrVnjmmWcarnJCgyO2XggFTdPwv7JPcNu+YXjd+RQq6yrRP6MfVp3+D/y91wS0T9VnvvccK8Z17y/GSS88h0Wrt8BVp6FXOwfuvfBELBhzFhaMOQt/GzUIZxzXGnWahg9/+R39X3sWS3ds85aRGJ+AGZ3ux+lZp6JSq8IrlXeiTrN2jSTEJrFi66Np25u8Pqu01C1VcDgc3jS1XlJSgpycnJDyGhk3bhwuv/xyAMDGjRs9xk3FiVVQ2a2VV2EzGScnp1Blch7pzOTEXPwurj4KWjYnHaaPicrLhdywlqRyzbidf1yj/KlMO4r15d8BAC7KOwctMj1SFY93RbX++k8/oqLahQHdHRg6KBVwHPDZ7rcPLvcsGTlx4hqy7zr3knhDVN6LUwH87daTcOkj3+OZlStxz/Ce6ODIBErd0qCMUl0u1Lo0E/ekXYm3D7+Fna5fsDPxE2SnXOvdnu6RFlOPhlYyIJqv3EfCpq4mJyfmnil6/wPdHqj3YbpuJyfmPHXXmqxbEY6c2MoDd/Q6JbHi7MHI1KlTsW2buzPYsmVLjBkzBh07dsQpp5yC4cOHN3DthIamYW29EbsY25ycmPscgtZD+eTl5MTUu6x/OXZCZ7vWSnn8TSCef5OZT2eUbLeCyHMrinWLxHkiVtamlkkzk7F6Y5WS9o1r65TcOIXUlUqQs9JKMGffY3jniNsJZNvklnjq5OsxquOZiOu4F8Amd8YOe7D14FEMeWERCp3uc7zyzFaYdkNX9OujalbriTqQjLtvPwG/buiJPz69Fmt+O4ZL330Nvz00Cu07uO1DQXk6FuXeipOWr8c21woUZi5Et4o7vPUqd/nbIzsJtsLsmiVYPAWB9r0A/R7Se6ny0k+Zyr3Ho884/bxO9UNpvVReLnqBWSQCLn6y+o34RPs1bAPMZfgK9TumcWIdhqXG7BcZYsXWR9O2N/mXWBXzsLi4GC1btvSuA/CLbRhMXiNKkiQ0LNtdK+GCCx2TOqNDcme4v1/xZ/lvbunCDWd1NJ2tjQaXDGiLMwta4JuNh7Fw1SZMvmCgaV5HUjaGZlyOj0sXYUX5UlyIa03zCrGDih0XaN7mQrt27dCuXTsAQKdOnfDCCy80cI2ExoTYeiEYKusqMGvXn7H82JeIQxzu7ngDJnS4Ad3blfrl3X7YiXPn/xOFxZXo1T4biyachpMHqFc3PqZ7r05Z+Pbx03HmpB+xetchvLP6N0zsfLJ3e+f01rip43l4bsdH2FC5BoOicZJCkyZWbH00bXuTf4nNzc1Fhw4dsHbtWnTv3h2AO65hx44d/UZbg8kbGGnwHSGlcM6V1EgTHQPjnC/Zpan96ewrN0PGzfLaxYnltnNuAbiZXzrSpde31jOCRs/aamTYbCY2PbkaO13fAgAGZPZFVmolUpVDB+LYoS65At/tdAceP6NPpnsbHVVmRpj10cASZhtBjVTTMmhsvfRy3DSsLb7ZeBiv//gr/nJ5AeLUbHGmbjyVo4khOWfi49JF+LHqS/whpcr7wp1c5T/Czjns4GLH0hz6rCwX85WmqbrR54h7fuh9LzUsAeuZVrPtXDnGugaaDoTmpIrb3+oY3JxDZIgVZw9mHDt2DCkpKUhJSbHPLMQMDWvra+C2q6ptMIvVqVDtrtnsmHqRpjNJStUVTOxLdzptqdQROb0XbbUqiJqo3LOexjlxYqDbEuLI7K3mbreoPbJqKc16Ql67RuqYYDFbTOvdIrMUlXWVmPjbOKwrX4+UuCS8edoEXNVhEIBj3vjxaOd22HiwtBznPv829hSXoVfndHz51xPROreKjx1PFVi1iUhNB248qwtWv3kI/1y7DRNPqPTZZ0CLzsAO4LeaDRhKZ4gr9Dum7iy9FkpZ5aNEM2yjaQDfP1Bl0nugXsm5CLSA3gPiZmJ9+22q/0DbaQf8oX1kNTjE9WfNYtSr/engk8OwpOv675vWTF1Lrh9a5ZOqrozTszRzOBU+sWbro2Hbg361P3DgAPbv3++XXlpaiioLZzbR5Oabb8bDDz+M/fv3Y//+/XjkkUcwduzYsPMKjY9dtb8AAE5KP9E0z5HyShwpdz+LfbvVf8zCa85si/i4OGzaX4wDx6w92w1IH4R4xKOwZi+KtQOWeYXYIFacPRjZvn07Bg0aBIfDgYyMDPzhD3+A0+kEACxevBgrVqxo2ArGGGLrhabKf52fY135euQkZuKdPk96XmB5Fv70K3YeKkOnFulY9vTJaJ2bbJqXIzXJ/fK185D/IGzLFHf/40htZGLTC82LWLH10bTtQV+V2267DePGjfP+/cMPP6BXr17IyclBeno6evXqhQceeAB79+4NuVLBMn36dAwePBgFBQUoKCjAGWecgSlTpgAAbr/9dtx+++0B5RUaP07N3anKTzaXeyXGN+yPPTsjES0z3SNNdi+xafHpaJXodgl/WNttmVeIDWLF2YORcePGoaioCM8//zyeeeYZrFixwhsOZdeuXXj00UcbuIaxhdh6oany5bHlAIBb21+JwY4+lnmVauuO849H27zgXmCrquvw2EfugfXbhh7vt335Qfe2Pukn+20ThFix9dG07UHLiVeuXOk1BKWlpRgxYgSSk5Nxxx13oLa2FmvXrsXs2bMxd+5cvPrqq7jssstCrlygJCUlYe7cuZg7d67ftnnz5gWcN3gS4ZY9qMvIyYq4NCpPoB+Uc7JKJe4IxQlPoPWxk2zSstU6JyemabrkyeWRariIXISXp/jjI6eNr8PROvdLbJvkFm5ZkZIWEYlRSiKR05bFITkz0eOQQVXTU7dyIsxJ/8JTDnHipKglDqAqPftQWREzQtY6OxVFJZUoKi8DcjzXnEiQlQwqIb4ObZPycaC2EEe1nUiIH+Bz3pycmJpZdVZUVsRRRYQ1+jXnHCnQO0KfL/Uccs+rk6Q5LdLoPmZOyaxIZNZD+SIiULmxVb7oyYljxdmDkRUrVuC1117DVVddBQCIj4/H448/jr///e/o06ePeCeuZ8TWU0rgbsc4p4pqoJKLcG4mA3Z4ljTOZUvDUt+fOu3hpMOBxvmkX3eWkviuxR5bSKW61R6bSduYEo/tVEsAqNb07eo4vGTTHzv77yJluyrS/bZzzqcSEqrwXYnb+eOV7U5xx8ClcWLVZz2etNX73H2Kk7pm+NpyZeNp34H0Gcr2Z2Lc/LX4/WAp8rMzcN/ppwO73TOvlaWZqHRV4/09PwIA+iQNQcUx/Xpz14LetzTDEuAFtPTpUqXTctT94Fwvmkm52WfFs6zyqTn3+Q+tsZIEO5h83OdNnDMngPstqbtAj5ZmyA3w/Sd63upcq0jOUo8cudyz1HAY0YodESu2Ppq2Peir4nQ6vUFrlyxZglatWuGXX37Bc889h3nz5mHFihXYsmUL+vbti6uvvho//PBDyJUTBCO1nmYnJd58xDQ1KQGdct0N3vINh0zzRYua2jr87pEWqRlZK1Li3R2C2ii+GAlNh7og5EV1TdiwGWnRogUSEvTORK9evbyzfCkpKbahUYTIIrZeaKqol/5AQtf1aut+xmcs/hXHyuwHOKtr6vCP9/ehx4TP8ebXuxEfF4e/XnEmMlKSfPLdt2ketlcUIic+F6emnx3CWQjNnfqw9c899xwGDhyIlJQUjBgxwmfb0KFDkZKSgszMTO+/ffv2ReDMfImmbQ96GqNly5ZeLfMnn3yCW2+9FRkZvs6Nunfvjo8//hiDBw/GQw89hA8//DDkCjZuasG72gf08R66Xa1zznEA3dmNk9lO97GaabVKN4Ob4QL0sSv6IsY5duLq478eykyscXuSZ7yxus5zLdUPm4yWxtWk4KrePfDXr9fgna+LMKJPd8Dp0AtRo7d0NlU5Z+KcPtW21tfVCDQJl+OzXpmKlb8eRllVLVpmpuLkNm2B/Ym+dYXvqFpVnfvYiVqGNz0Ux1d2eRXlAd/DMmadc43PpXFlUwKdVfV3YuK7zm03e5457H5LCuNscfS+CYw1Zw+Ku+++G3PmzMF5552HrKwsZGdnw+VyweVy4dtvv8Xxx/vL9YToIbaecgC+8z527YVyQsOFBQF0h04dvSkJnpkfB8mljmjWinEu6LgZOWVPaEtNv9JMKHHPIFYRO6rC1lDvqcoZlJPM4h4h5TgNS0Cf5eOGaDkXljQvTfPaRDIjq2aOqWMnR3oaBmaeiuXHvsTnB9ejd0YvpFJbr2z4Mfc5z7vkUvTb+TJ++t2J3jevxoNX98ag41qiTV42HBlJKCmrw6GSKvy69xi+WufE4h+3Y/cRtz3s7MjG60NvwpDM44EtAHZ1AgBMW78MLxd+gjjE4ZaUl1F0+DgUkrA69Jqpe0KvD2e3rRw7Ar4On8z2BfTrSK+9k6wfNix9/6JPEKegok+iaivo70b9HvQ+JTeryp0XF1qQpqkSgwk3pWab6bVX5aj61AA4alNmqNSHrW/Xrh2mTZuGpUuXYs+ePX7b58yZg4kTJ4ZUdqBE07YH/RI7ePBgLFy4EAMHDsR//vMfXHrppWy+5ORkjB49Gg8++GDIlRMEI8lx6YAGlNWVWeYb2df9EvvuD3vwQGEJerS2zB4xNE3DE/92x8M6r2c7xMfbNzyldW6pbmqcmadrIZaIFYmRkdLSUhw8eBBdu3bFZZdd5h25veuuu/Daa6/hpZdeauAaxhZi64WmyuDMwVh+7EvM3/0+RuWfDyv3jh1ysvHxXRfhupeXYfuhY7hp/krvtrg4QGPChLbNScO0IWdi7Cl9kLK/ize9wlWFiRtexguFnwEAJrS9GyeVnRehsxKaG6HY+o0bN3rTAgkHduWVVwJwe2fnXmLrg2ja9qB7QNOnT8fGjRtx5plnoqqqCs8//zx+/fVXNq/T6UR1tUgkhcjROqEzAGBXlbUTpEGd2uKC3m1QVVOHy5/8Hw4Xm82YR5YXP9+JD1btR3JiPP7f8L62+Wu1Guyq3gEAaBN/XHQrJzQJXFocaj3x4+z+uZrRTOyTTz6JoqIiVFdX491338U///lPtGzZEhs2bMCLL76I0aNHN3QVYwqx9UJT5VLHZeie0h37q4/ghvWzUF5rrZw5pUtrrJt6NWZeeRL6d8mFI90tDVYvsOkpCejZLgu3nNEDi287B789PBJ3De6PlMRETz4N/9r2Ewq+HI8Xdn2GOMTh9tZ34KaWN0f1PIWmTSi2fvTo0RgwYAAGDBiA+fPnh12H2bNnIy8vD/369cOCBQvCLo8jmrY96JnYPn36YMuWLViyZAkGDRoEl8uFoUOHYsSIEbjsssvQs2dPJCcnY+nSpfjrX/+KAQMGhFy5xk8F3DJL7jIqoQ8nyaSxSJ3MOpcWjDzTKs1uOy2bE/1yMmklTMlk0gAl0KhlnQsFdjTA7WiibVwP/IKvsaVsF8qzklHjkQklUSdNx7IRB+DV6y/A4Mf/jc37SnDx/b/iw/vPQOucVF1GTOK2emPBcbHxOGcPxLEFSjNRV6fhxc93YuLLGwAAjw4/CyfndAWOQXcGQfZRsqwtZftQo9UgLS4DOVoXr3TLSm4djJyYi8Cmw8m/6X3jnC9xTseCeTZTmXxWz24wcmK1HqiEGOAlUVYO0VT+KMaJDWJ0tjl9E3vs2DH7TEK9IbaecgDuVjSJ2abaHa59akPS6IxJFwBAC9IyK4ExLYWTiFKbUMWkKTgHP04mH91+mEp1mbKVdaA9GM5pECcT5upoFk+2OsA0V5knTq6PY8daANmY1uJl3HPgcqw+tgmXLPs75p94H9qntkKGajNpn+FIHjIBPHBCdzxwgjupsrYGRysrkKM5kJ7kqemxbPeJ/OTep9JVjZc3bcJrhe/ixxK37W+V0BbXJbyAgpLzsKIE2Oq5pjtJvYvIOheXlbPrVs4eAb7PoO6Dkzl2IUmj83MlUN8n0vBaqgTOXnIOywD9SdbT0j01ppGalfCeyonpc89Jh+2uhYLrS3KWm+ZTx1HPbbScOgGh2fqFCxeioKAAAGxnYe149NFH0atXL6Snp+OLL77AyJEjkZWVhSuuuCKsco1E07aH4toTbdu29Ym3tnz5ctxyyy146aWXEBfnHi3QNA05OTl46qmnIlNTQQDQMeEkAMD6inW2eds7MvDJ+Itw1lMf4IdtR9D3L59jxlW9cMvlLZCcFJnOv6ZpWLn5CP6y4Fd8/av7u5ER/Tti4lmBdeh+qvgeANAj5UTExzWfFxIhdGJVTiw0PsTWC02Vdkmd8Wy3p3Drtruw/MhaDPzuNtzd+SpMyjgLLVKybPdPTUxCfmYSUOn7SllaU4kv9m3CR9u24N19K3C42v0amhKfjGtzbsMox234fX/3qJyT0LwIxdYXFBSgf//+ETn+4MGDvevDhg3DuHHjsHjx4oi/xEaTkF5ijfTq1QsrVqzADz/8gJUrV+LIkSNo164drrjiCh+PVM2PowAOgg9wosbAOJfkTibNbrvdR/Rcut3sLJePjqpZ3TtuXLXGZLsKseMiKe6yueA9nIMHACivTka3ugsAAD+Xr8eB8hpvaICW1LmScuKUWIsTk1viu7E34Q9vL8aWIifueGkN5vw7E2PP6oGLBrRC38657u9WlUMnu5nY2kSUVdZizbYSfLOlCG98/xs27nOPXKYnJ+LR4WfjrsH9EO/M868PqaPTU++vS5YBAE5NHYaKMt1YWo2sc663zEYk+TuoSudmJMuYNLpu59CEm0ENJqyTItWwBPhwFXQ79zzbhbhKZNICPdfoEKuOnW6+2Vp6p2kaXnvttfqpjMASu7b+MNytqWovaFvEtTsOz9J/9hUAWntaZrpVzcQ6SJqyCNzsK6DbRy5ESi2TVsykAXqPwyo8j9nx6KysSqf15VpRzgkP7UWpc/Sx/0yat89Qon/1Wk6cOOU7LsWcvOPxUtk9+KVyHR7e/gae3vEOLm8xHJe0HoCB2SeiVXIuG6qnujYRpbXl+PHIfvxWuQO/lG3G6mO/YkvlJtSSs8qN64AzEm7C6Yk3ofRod/zvqO/MZpFhCfjeB3Ve9Jqp68JdZzPnXFwcBFU2dSSl6kHrWOXzl4r7TGdi1dFpLZXtdZA07jeg32V1j+kQgvol0dlX+iwEOutqBzdTzT1TKk1d+2j2AhqbrY+Pj86geDRte0ReYhWnnnoqTj31VFRVVeGDDz7A2LFj8dlnn6GiosJ+Z0EIgJbxXdA+qTP21uzEqvJvMAi9bffp2aol1k2+Fi9+9yse/uxH7DhUimnvr8G094HcjGSckJ+F4/Mz0TonBVnpCchISUSdpsFVp6G8yoXislocLavG7sMV2HmwHLsOlaOOeHtIS0rENf27YdZlA9ElqX3A51JYdQA/V7mdSJyWdiFKrH1VCTGCqy4ergBn5ZvTTOyaNWugGbyoOJ1O7Nu3D7m5uWjbtq3JnkJ9I7ZeaCp0TDwBz3d6E1+WfIZFR17G5qpfsfjgv7H44L8BAFkJGWibkoe8pCxoAFxaHYprS1FUdRTHXLxRzk9qj75JF+CU1AvQuvwyxMe5X6u4yKmCYEZ92Pra2lrvv7q6OlRWViI+Ph7l5eX47rvvvGF2li9fjnnz5uHFF18M6ThWRNO2R+wlVtM0LFu2DG+++Sbef/99lJSUQNM0r+RIECLFWRkX4m3ni1hW+iHGB/ASCwCpSYmYMKQPxgwuwJvrNmDJ+t1YtrEQR8uqsWLbYazYdti+EEL73HSc0rUFLu7TAdf26YnsNPXNTOBlzN//OurgQp+U05Cf2MlnRFuIXRrb6Gx9sW4d/4nApk2bMGrUKDz55JP1XCOBQ2y90NRIiEvA+dkX47ysi7A97kt8euQL/Fj2I7aU70SJqwwl5eYjyK2SWuC41K7okd4d3RMG4MS0PmiX1AH7i93xZQsrmrMCQYgm9WHrZ8+ejVmzZnn/TktLw5AhQ/DOO+9g1qxZuO666wAAXbp0wdNPP41rrrkmpONYEU3bHvZL7OrVq/Hmm2/i7bffxoEDB5CamoqLL74YI0eOxIYNGzB79uxwD9GIOQK3wwd1GbnP7KlM0elZ0gaTc5Fg5yhHYSYD5qSWVk5vaL2p4wquHE7cwQk1OKdBelq1Z38fx02GJaBLOwDdGdIZWSPxNl7EirLl2Oa8H7mJDuQd0+VE8ZyTJs++6QBuPaEFbj0BqI6vwC8HDmHbISe2HTmKI+WVKKmqRnl1LeLj4pAQH4e0pEQ4UlORk5qCDjmZ6JSVi+4tHGib5tDLPkyuj3IWQeqj5MSHSKzajUdL8c+DHwAALk+ZDGd5OipI7D11DUJx7MTJknxR98HOSRMXEy5Qx01m24Mth3uGAf9obmblcHFgufpwmMU9ji51dfFwBeg4vjk5djKjZ8+emDp1Ku69915TYyhEn9i29SVwt7ZWdpRzcNOSpOitcWvDEuAdO6lWjpMGA9Yzf3QfTrLqZPaxc4TDyS99HC0xZaqz5pw4mcU2tZJ+cvFNqTz3SJV+HwoPuGd4WhzS70NmakcMwY24KKUaFcklOFpXCGfdAZRpR6FpiYhHPNLicpBY3RHZcW3gqm7j/lKqxC3f/d5wbLs4ueoemTnD4mLies+FrKvrZ+cAiZOe0+tT4k2lEuIdZF25fKID+8pO0ueei8vuIOv+ESEC/UAtUm4TaTmc60ruAz5dOK220l5oZKkPWz9z5kzMnDmT3bZy5Uo2vb6IhG0P6SV2+/btePPNN/Hmm29i69atSEpKwvDhw3Httdfi8ssv9wZE3759e0iVEgQrOif1RNekXvi95ld8dOS/GN16ZEjlJCcmoF/7NujXvg3/LazC8E2sexnSId3FaXV4pPAB1Gg16Jk4GL2Szgi9MKHZ4QrCsDUnObEViYmJ2Lp1a0NXI+YQWy80Z9LispCWkIV2CT0A+LanJbXul2GRCAvRQmx9+LY96JfYwYMH44cffkBSUhLOP/98TJkyBSNGjEB2tlU46ebKIbhHozi3+wo6GqVmYGmzSMffgp11NXN6oxyY0zE7NaZL6xpoCB7O/QIthxtfo+eixr7041V56sM5pKBpPo4NXO79SytTcXbSaPxeMwWLiz7AJRl/whHiNKllqmfUkJmJBaCH02GcOfi8sKp19iWWXDtatgqjQ+pzyDMru+eI29nT/APzsKLsGyTHpeKKuGdx2JOXjtQGGjoh0SIfTfcd2Sw1LAH92XQy+QB9JJaLt0tdStg5V+Jmao370nxmM7HBhtOh9ablcKGDGtbZk4odF2je5sJXX33ll1ZdXY0tW7Zgzpw5OPXUUxugVrGL2HorOAeJGSRNtf85fimA7tiGOrhRltVudo0emZux5GaxONtq5yBKt0E0Z6VhaYZ/38RFLJdao60pFxKIs2u0pVb7UKdJ9Pqpa57l0q9amicsTwIRxHF2knOkxDmx4q6ZXWigKjYQjr9TxSpyhVTZJabKJ6uQiVwgpEMk7SBZVzOw9B4r+xlKKEcddQ3o3Ka6EmbhAq3CMdrBzUrz95POOqvr4vQsfwvwaMETK7Y+mrY96JfYlStXIiUlBdOmTcNtt92GVq1ahXxwQQiVM1KuxqLyWdhatRmbKzfiOCLbasx86vwE84vmAQDuyHkE7SpObOAaCY2NoJw9aM1ndPbcc89lv63UNA2nn3561AKxCzxi6wVBEKJHrNj6aNr2oF9in3vuOSxatAjTp0/HrFmzcPbZZ+O6667DlVdeiby8PPsCBCECZMbnYkDycKyo/g8+P/YxLsGNDV0lSzRNwxsHF+CZ/X+FBg0XZ9yI8zKuwU5x5ikYqNPiAzZYdQFKkZoCq1at8ktzOp1YtmwZVq1ahaws+9iOQuQQWy8IghA9YsXWR9O2B/0Se+edd+LOO+/Ejh07sHDhQixatAi33XYb7rrrLpx33nm49tprMWLECOTk5NgX1uQ5DLcIyMpZEufsqJRJo9h9PM/F5+LWORcRVtJngJeLUtT+VtIVYzlKyOHvNKqaSFHLDUuAlxaXeCS7J8ddgxX4Dz4t/hjOijFI8Li5z/E4V0qicmIq2bCSEQcqHSZplUROXOqpm4oDCwA7izU8WjgTy0o+BQBcmH49LtOeRaEzHoeJEwrqfCFSMcp0pxH0OeTcGRxk0qh4ykrAQ4Vg6nzo/adyYyuBtJ1TsUDlxHaxYTkRGy3H6isoVU70PFLWIXC5lMWX3E0OswDu5557Lh5++GHcfvvtWLx4cT3XKnYRW09JgbvNsfqUh36+k+rdi5ag4OS0Cs65khmcm0VljexaRl5WyclOudjhZpZJnaV/p7QW/s8JF/OcwsWENXMqxZWjrkUKk8a5prSKF2pWn8DhZNkA7w5KrXMfGZkRbB+P3lcu/itFSeXpM+4wLGk+mlcvu4Jx6MnVgI+LbBd92O51hpNtq37PAZJmdGy126bc0IkVWx9N2x7yq32XLl0wbdo0/Prrr1i1ahXuuusurFu3DjfffDPatGmDyy67DN98802oxQuCLb0ThiMr3oHDrgP4saTxeS2tqqvGa/vfxjW/XYxlJZ8iEUm4PWc27nI8hvgAJSSCIACnnXYaPv3004auRkwitl4QBEGIBuHa9oj0pAcMGICnn34au3fvxmeffYbrrrsOX3/9NT766KNIFC8ILElxKTg1bQgAYLlzRQPXRmdf1UE8v+81XPjzNXh4919x1HUEnZK74JFW/8LFmX+SeIqCJa4g/4VDRUUFjjvuODgcDm/asWPHcP311yM7Oxtt2rTBQw89FOZRwqO4uBgvvPCCfJPZCBBbLwiCEBnq09Y3RiJh28OOE0uJj4/HBRdcgAsuuADz5s3Df/7zHyxatCiSh2hkOOGWXgTqsY2LWcnFr+Q8ztE0JdmgN546NnIYloC11ITzwgroshNOxhGojJPiL9ksJ0IfJT6h8h1OWlxB5Lv9s87BsrL/4MujK3B324nukj2S3lxONgzw4XQYmXCZpxx6vHLPejXJV1GdjJ1VO/H1sW/wpfMbrCn/AXUe8UeLhDa4IvUvODvlOhQfy8VOzz5KRkzjwHGeD+1i8HHb6D76tXSSVOV9bz9JO8Dk42S1djFhkwxLs+1cmVT0lWaRZkw3wsmXab3pExZsE6ieqeYhJ54xYwY6d+6MQ4d0T5UTJkzAkSNHsGvXLhQVFeH8889H586dceON0f3uvFu3btA0zSeturoaRUVFiI+PxxtvvBHV4wuBE3u2Pgtue6raPPqpjlqn7Y5/20jFoMqu0RZNfU5Cf/uc9JUjgVmn3l7NPL/qqKNSqSXnsd5OTqyuhX87z0mHuXpTOFtGa6PH8rSL8sDFuuegV5/zxGwnY1VlpzHbuYgNgG75nSRN2WbqNVjdD7NPvjibqWTd3Kc4Zp/qcHDnpe41lRA7yLr/eVd5l5yw3cwPtDrvQD1im9l07nM+ZfdozNz9hm3Uc3FkiRU5cTRte0RfYimpqam49tprce2110brEIKAfqlnAQC2VG5Fce0x5CTWT/iH/dVF+P7Yj1hR8iNWFK/BvppCn+0npZyCCzOvwdD0y1Ba3jQ8JwuNg2BGXVW+jRs3etPy8/ORn59vu+/q1avx6aef4qmnnsLIke5Yy+Xl5Xj77bfx7bffwuFwwOFwYMKECXj55Zej/hJ72WWX+Rm61NRUdOzYESNGjEDHjh2jenwhNMTWC4IgBE8otr4pEk3bHrWX2NigHOZOYLh4mRx2o4bcyG9LwxIAWpB1NUPrYMqho5BqXIyOCnJOHMxmahVctLpAZ6r0UcMKzznyM4nEsQOZBU12tUPbhK7Y7/odq4o34fSsM72zpWlkBpUbZ6wxzKYCutMowNdJU51Wh/UVP2GZczl+KP8KO2t8Y4clIBEFSaehd8JF6Jd4EdJqCoBSYGcpUOqZdXWS/GqdOnPiZmI5Zwec0wOz2etyb24aE069cNOZWOPoI+B7rzlFQCaTpqD3387RhCqbi2FsNvtK063g4sRS1JWj5alrxkXk5WInR5ZQRmdHjx7tTXvggQcwc+ZMy/1qa2tx6623Yu7cuair08d4N2/ejOrqavTt29eb1rdvXzzyyCMB1ih0/va3v0X9GIIQGg647W0i+Vuh2j/afrnbGzo/SNto2u4rdCd8Oso9oN2sKm2N1D60DSk3bDPWh2/PagxLgI8XnmSz3f8IyYalcV1dC27u0uVz9bgZy2BmZY2141RnZg4r1XlzNpH217jjUdvKzXg7mTR13pxdpsd0kDRuJlZt5xx/AoGrpbjz51SE3Kyrk6SpPgedCKCznyov1/fkzt9u1p32cfcblnRd1cvK0WN4xMpMbDRtu7zECk2eHkkDsN/1O9aV/4TTs86MaNkHqouw4OASfOB8DwdrdQ92cYjD8cl9cHLK6Tgufgh6Jp2K1LgM/WXYzsmzIJjgQuBeqZUBXLhwIQoKCgAgoFnYJ554Av369cPZZ5+N5cuXe9NLS0uRkZGBxETdNDgcDpSUlDClCIIgCIIQCqHYesEXeYkVmjwFSafi68p/YV35TxErc3vFbsz5/XV8enQpXJ7mIzM+C4PTz8MZGeehIHEIsuLdIQPo7K0ghEsoEqOCggJTN/ZGtm3bhnnz5uGnn/x/L5mZmSgvL0dtba33Rba4uFhitAqCIAhCBIkVOXE0kZfYsFDjKIHGrLJL4ySbSr7BfTzvIGmckyd9ewIbn0tJKGkdOMcGdFrRSmJjJhtVZVpLe6o8chAqh+WkxdUkOHR1bSKOiz8DAPBzxXqU1dR55cbUIZOLxH9V63S7iuv627EyvHTwH/jA+a735bVn4mBcmHoLBiRfhMqqHKAUKKxO9opfKmqI4ydDXQFdJsy5LaBpnHTaLmaguj50nsxXqsZJh/d6ljtImnJs4CRpnNOxTGY7TTPmB3iZOX1WAh2L5OTGdtj9NlWZdjH4jM999ExKtCVG33zzDQ4cOIAePXoAAGpqalBSUoKWLVvi3XffRVJSEtatW4cBAwYAANauXYvevXuHcCRBaC4ox06crJKTLKr2RG+ND5M4qardprZO2QLammYxaVQSzDl+4hw7qX2oPaXbdTGtXbvKOXukBDagG+hHGZwk2veTF2W3qBTVSda5dj2Uo3NwDpIcniXn+IteW05ia+dUk4PrP9Jjq/q0JWn+/UPfffyvDxdN3bjNiN6Hoeeqeir0Hu7wLKlzJbqu8nJyYu46O0ga9zxyjp0OWaTZOZQKnViRE0cTeYkVmjztEo5HXkJLHHEdwsqyb9Ept1/QZdRqtXiz6J/4+74XUVbnbuROST0XN+b8GS1qT/Xmi15zJghuom3YRo4cifPPP9/79/fff4+xY8di7dq1aN26Na699lpMnz4db731FoqKivDss882eJgdQRAEQWhOyEts+MhLbEQJdEYpmMuuZkupnE+NAtNRKDpT605PIGNk3BH1H49ZyB+1zrmnsHOeQI+oXv24GTvdoY7LM4JWQUa56VG40Ws1m3p+5hX4Z/GLWHDoJQxv8ZJfLNYEElZHzdQqx01ry37Cg7sfxe81mwEA3RL74saMWWhReSHgBLZX6aN5ahzRzJFStcV2u9lZOkrOzcSCSeNmYl0+ThHUd7y7SdoOz5Ib+XSSNHpf1TVwMDXi4Bw8GNeNaXTGPxyJNvc8cgoDus4991ZOPqI3ExttiVF6ejrS0/X5nFatWiEuLg4dOnQAADz33HMYN24cOnTogLS0NIwfPz7qnokFoXGTBreNtWqRaWvOtXN6u1PisdclxCZyM7F2odZUr4CbVaU1sJqxpXn59oTTA5n1dQLrA9m10Grd1/mUmtXmnBTuIGnU/qmryqmK7OyS3blwTjcdniUX8pDr/5gdRymEuH3MnEap49BZ1w6eZRuS5vaZkE6egGAchxkxU4upfUpYVRb9rTg9S7OZWKUis5uJdTD5uOtHrzfnvFShrm30Xh9FThw+8hIrNAuuyr4F7x97Hb9UrcFnzv9ieO4w232Kag7g7/v/jo+cSwAAWfEOjEqfhnNSb0B8XDyKZNpVaADqe3R26NChcDqd3r+zs7Px1ltvRaBkQRAEQRA4ZCY2fOQlVmgWtEhsjauzx+Ct4ucxY/dMdE7pjFNSu7B5D9UcxguFb2BR0Xuo0txznhdljsTYvPtRWyGxKIWGJVZHZ2+++eaA82qahtdeey16lREEQRCEKBIrtj6atl1eYsMiBW7JATdlpyQLZh/zcwQaW9Yu7qZblukislwXs8bH7KLrXJwsTp5jJydOYbYrqBzGXXa1T+xYHVaWS2K5jkiZgo3JG7G2ejn+tG0Mrs67DsOyL0F6fAaqtWpsqdyIr0qW4dvSr1Glue9ZQdKpuDn7AeRUno1Dh4GDZbr8RImSnH41NHc+xcmguFiuocmJuWZMlUpreYCs7zAsAV2qw8VGM4uJpu5Tok1aoM8w97uwek4AX7mxVfn0SqtrZhbrWK1zLra4fGpp5wgqdGJ1dHbNmjU+AdF37tyJVq1a+UifFcbA6YIQXVR3k3NsCCZNrdN2hYvLqX8mpKTFJSTmOycnpkdR7QSNcq1aRp/PbgxL43qVtz1zklQnk8aF2qL9EWUT/D/F4GSn9LyoZJWz9fqxaX0OGJaArxSV668oIiUndpA0JSPmngWaxslcM5g0Ti5MsZMyKxmxHnYty3Ol6TNDJcThvBRwV4x+1uZiPxPirg8nN+bk+pxM3OxTJJVuFzvYYVgWA9hiUmZ4xIqtj6Ztl5dYodmQEJeISTnz8GTJaPxc+SMWHn4FCw+/wubtmdIH12ZMxsnJZyMuLk6kw0KjIVZjx61bt867/t577+H6669Ht27dsGTJEiQnc19qCYIgCELTJFZsfTRtu7zEhkUyfEdwIvUmZPdYqxkpmq+KWecee1pHp2d5kEkD9LlIOvpaZqgDhRuRNdZToUbnaH3c465c2AG6TmuY6Qlvk3ws25OSjcnpH2N10qdYXrUAv1R/i7i4OCQgGS3i89E/+QL0jrsCneP7obg4A7979ipyuX8KRaRsdfY0ZI2qm5mjDW6EWd0NLsSOyye1jKxzI8jcNedK50IQHGC2O5njmTknUev0flk9p9wIqdl2LpyA2k7H4mk5vmP0vvtbzaAGsp0LeWDMR+9wZIkViZEZixYtwp/+9Cfcfffd+Oijj3DNNdfgvffeQ0KCXUgMQYgW5XC32qq95do3qiRJs0ij6TRNzao5vSlOz0xaNZlx45wd+s9n+OZTLRq1b06fHHsMS4C3E1y7S51OmjvK42aQzZwCqfOq8kl1GpaAvZqMa8sVdt1fu36Yuid2M3ucAyguL91HPRfBqNwchiWgQi+mMOFyKHah/Lh9uUBFds7CnGwd1Qx0MM4gudlbtU7vNdcPpeVlMvmMoYr2A/gfU4fwiTVbHw3bLi+xQrMjLi4OA5MvwunpF3jTaJxY5ZVYEBojsSIx4nj55Zdx++23Y9asWZgyZQruvfdenHnmmRg9ejQWLVrk53VcEARBEJoisWTro2Xb4+2zCIIgCPWFK8h/zYW5c+fi9ttvx5NPPokpU6YAANq3b49ly5bh66+/xq233trANRQEQRCEyBArtj6atl1mYsNCxY7jsHIAYSeVsCoP0IVCnATSbn+6zyHDEuClxVTmaiWZ5iQ0AC+jUdJjKqdyH4dKbGkcPVUbWppXTV+hC6rUTKtPbFiXfp2VlJdGk1Nn7Su38pRH0jihtl0sVz2yLpVvqdLp9aY1UrW0i8dbw+RzknVOEmYVG83s2eScJljF2wvlGaf1CUVewrnQskqjx+Rk0lbxZKNnUmJpdJYyceJEzJ07F7fddptPerdu3bB06VIMGTKkgWomCE64RbuBOgqykikCgcqJ1Xo5ifNZTpz0FDNOehT0gwe9RDMHSIXMdrUX5yiPnhfnaDKwL/24D0gAWneu3aaf1XDy5UDrYVdHu3ts1cejcJF7uf4R3a724SwBtY3c80P7pIl+Naw2LM2Owh2Rfr2ojkyl7Fy8Ylpb5Wy0xBu/FtD7KIeZNMDamahV3HmzdU6Jxzl2UnXczuSPDLFi66Np25v8TOy3336Lk08+Genp6ejbty++//5707w7duxAXFwcMjMzvf8uu+yyeqytIAiCNcqwBfKvKRs2I6+++qqfkVMUFBTg008/recaCY0JsfWCIDQnYsXWR9O2N+mX2CNHjuDSSy/F+PHjcfToUdx111249NJL4XQ6Lffbs2cPSktLUVpaig8//LB+KisIghAAsSIxMjJ69GjL7f3796+nmgiNDbH1giA0N2LF1kfTtjdpOfH777+P9u3be/XUt956K5555hm8//77QQXXDYTCwkIUFrolNxs3bvSkpoCP0AZYx46lBBpj084Lm9Pm2CqNehpW8g0q3aDrqkwqqLXyxGcnIeauD5ULqePo8mUnKUf5QOSiidJS0jTP2IxLH6Oh0hl1FCpeOcykKa/E1Fty4A0JJyjm5DKFJM1OysXFJuXipdl52lVw98jMq7DDsAT0eHQ0jZNG2TUz3FVVzwA9Z7vfhS7c1rHzTmzl5dAqTeTEkcauzQ42CLrQfGh4W18E96/Nqj3lPqcx+8SGi7GtLJuDpKnPTahd1u1EiSdvCWsVaTuo9qefr1B7o+wQ9cVvdY5mn3skGPLp63ZRwPlPdOxawkD7HnZ9L6t8ZqjjOEgaZxMdTFomsx6Kw0k7f8AVnhRd8l3ORgOg91pt9482UY4cvxpQObGd/229tnos5BIc51njYsPSunH9x2Ak/Fa/SQdJa+9Z9mbyR5ZYsfXRtO1N+iV2/fr16Nu3r09a3759sX79esv9TjrpJNTW1uLUU0/F448/jp49e9oea/78+Zg1a1Y41RUEQbAlVmLHGTEGRAcAp9OJffv2ITc3F23btm2gmgkNjdh6QRCaG7Fi66Np2xvtS+yll16Kjz76yHT777//jtLSUjgcDp90h8OBkpISdp+WLVti5cqV6NevH8rKyvDQQw/hggsuwC+//ILs7Gx2H8W4ceNw+eWXA3CPzrqnx5PhO75IR65UupnrAgX3MX+SyXaFGikzc7LEpXPx1DjHTtxMLDdzxY1wmcVB42KMqnUump1eRxcZBSvyjALSq6hmSY+QNM7JBZ3PVE8HHXPWI+LS+8WNunOjlHYjump/em3VyPdeksbF6ONmwYNxpKT24RwXcDOtFG6Uk+ZzGLYBgY+3m80cW9WBws2WqnJKmTRuVtW4bnXMYEbowyPWYscpaEB0yqZNmzBq1Cg8+eST9VwjoT5oGrb+MNxtgNOTy24mNtOwNG63cpTHWSaq4rGbxeNibDsNS2OZKj3QmKfUyjqY9RYkLcdvDzV7ZxZjlE9V14dzZtSSyQfwdsJK8Uaxsw3cLJ6qBz3/Vkw+um5nMxV2rT0Xw5fb106dxPVxlLMo/ZpU+JyjG3omas6W3sEsJm07OgMAqkzro6DPIefIlOuHcr8/Wo46L/r8dPTU0V0vDYejNgsaK7Y+mra90b7ELlq0CNXV1abb8/LykJmZiSNHjvikFxcXo1WrVuw+mZmZOPXUUwG4DeCTTz6JN998E9999x2GDx9uWZ/8/Hzk5+db5hEEQQiXWJEYBUrPnj0xdepU3HvvvabGUGi6iK0XBCEWiXVbHwnb3mhfYu1GSwGgT58+eOaZZ3zS1q5di3vvvTegY8TFxYUcYFcQBCEaxMrobDAkJiZi69atDV0NIQqIrRcEIRYRWx++bW+0L7GBcMUVV+C+++7Dyy+/jD/+8Y944403UFhYiCuuuILNv3LlSmRnZ6NHjx6oqKjAQw89hLi4OAwePDjEGqTDLZBQsgsav4x75Owkiep2ULGFKpv7uNxOksk5+HGSNKdFGt2Hk25wkh2z7VbyFVq2EqNwEiJdOlxFnAuovTmHAhROtOwrRDts2EpzcPfSzHmAgl4TVSaVE6vj7SdpdD1QOTEnJ6MSGpXXwWwPJoYxF4NOXXXuips5jbCSEwfqXMlsu9VzZvfbCzT+rSKUOLaBEaujs1999ZVfWnV1NbZs2YI5c+Z4Z9aE2KPhbb0Tbvvu9PxN2xhOGhyoredkrnZ2m5P3cu0RZ/VKmTTjMRWcbVG2l8ov6fdsHT1LPQ6oEp1mkVzcJz+0zdPPxt+5EC/fTWTSAOvPf7hPuezgyqH2VtlHWscsJh/XZ+A+PbOKDR8IqkzOJtIeUBn84T430u9clefO0lrTOLHqrOm9VnkTmLQtOIGpI4VeP6dnyf1+zD7x434r3L1xANCf2xoAR5naRIJo2/qbbroJixYtQnKyfmc+//zzMNrB0IimbW/SL7F5eXn48MMPceedd2L8+PHo0aMHPvzwQ+Tm5gIAdu3ahV69euHXX39Fp06dsH37dkybNg379+9Heno6Bg0ahP/+97/IyfH3uCYIgtAQxOpL7LnnngtN0/xmzDRNw+mnn44FCxY0UM2EhkZsvSAIzY36sPV33nmnn4qlvommbW/SL7EAcOaZZ5p6KOzUqRNKS/XRxlGjRmHUqFERPHoK3KM7amQnlNlXitXt4GZnzY7DheCpMCzpds5xE023Owe7WTOrGTKzMEEcyl28nk+F4HGyo5y0DnT0Uo06cqPSdHTSKqSN2Uwsd2xuFNxpUQezfTgnTdxoMDcrS2dQ1fPDPW+c4wqazo1y0n24MDcU7r5zDrS4Z497ToPZR2F2jsY0KwdadMw5ssSqxGjVqlV+aU6nE8uWLcOqVauQlZXF7CXECg1r62vJPyDwmVaztibQsB3qOGazplZ9BjsbTLdzTm8cniWdae1iWPquJ6ANAKA1U4rd7Cv/VbSdA8m2TFqgzqloGjcTy/WzuLpxNtGubHrmylZy4fTM+jBW2M3ocn0LzrETFz6S7qPqqJ8/PVO1t4OpIWc9aa1/w8nkL3Ut6Qy707PknFmZ3Tfu+qla+j8f6lyiOVAciq3Xw341ne/3o2nbm/xLrCAIQnMiVmdizQKen3vuuXj44Ydx++23Y/HixfVcK0EQBEGIPKHYere3dDcPPPAAZs6cabnfggULsGDBAuTn5+OWW27BpEmTEB8fH0p1Qyaatl1eYgVBEBoRdL4nkLyxwGmnnYbHH3+8oashCIIgCBEhFFu/cOFCFBQUAIDtLOzdd9+NJ554Anl5eVi1ahVGjhyJ+Ph4TJo0KeQ6R5pwbbu8xIZFMtzSg6Z6Ge0c2Ng5k7IiUCc8nNMoCpWlKhmwnTQo0PrYyZs5R0oJhm1m2znHRlT6EqgsjWIlUfN3TOCmJbOdc9hhF6OYczqmoOeq5NhOksZJfuyeBSuJMd0/XCdOCjtptVFGHmhsv+CJ1ZlYM4qLi/HCCy+YhlMRhOiTDne7aRUn3UHSWhqWxu1W9opr5+xiW3NwdTT7DEal02+G1e+tPUnrYlgCDmJblDMcWgoXE1a1b+UkjY8ZS1NVHemnMbBIA3R7ZueQUKUF4+yJk61yklVOLsx9TsPJe+36IxQr28zJibk6cPsC+rWin1tVekrmbaGqDRUlJzNpVvsCwB6Pw6dyH1m707PkfhdmDlY5R53cJ1puqg05okEotr6goMB0ZtMIzXfaaadh8uTJWLBgQaN5iY2EbW+qb1+CIAjNklh9ie3W7f+zd+bxdVTl//8kaZImTZrbvWkLDZRCW7a2qIALFEELssguQr982aSCoCCgfNkLBQoqoBa/IKIIFb/ID0VZ3ApW2ZVCWUtZWyikTbebJs1+m98fM8+dz8x95s69ublZn/fr1c7Jme3MmbnnOXPOZ55nZ3R2dvry2traUFdXh8LCQtx33329VDLDMAzD6F562tb3tIxYyKdtt5fYnCiEM2aUbbiNbD48z/QR12YGtc/s+XjaKJ2GFk4nbCYyXdkydUjB2/EIWdxdRjkXyrQ8mtMErb6j6lEb3dZmGrVjh818Vyjrg+sAb3Q/Rnk8+j9KWS9pLTBR2EyshuZ0ROAZ9HiafYHMQzBFzcSmm93OJiSUNmsRzDPHTt3NEUcckZI3dOhQ7LDDDjj66KOxww47KHsZRk8wFk5bqoUn0xzPyKzROMqLUVqb+dPaPJm94xAoUaH8NDSljebEaRTlpYbLKXXXs4hxpHIUtiyaNinK/V9wX2d/KS87gdHCG2rXyNcqs7KeHdWC+2ktvDab7HdO5RypVe1naSGPAD3UYboaCpstTuewMZtQPdq22jU4z2szzbtrzrm4hOWBZRi8j9ylejpPg5vWHINxHs/0A/XukkMdan2Xdt+avubYKRt+97vf4dBDD0VlZSWWL1+ORYsW4Vvf+lYXjpQb+bTt9hJrGIbRhxiMM7HTpk3D4YcfjiOOOAJf+MIXMGSImSbDMAxj4JJvW7948WKcffbZ6OjowMSJE3Huuefioosu6sKRuk6+bbv1FAzDMPoQg3Em9sILL8QjjzyCO+64AyUlJZg7dy4OP/xwfOUrX8GoUaOiD2AYhmEY/Yh82/p//etfXdire8m3bbeX2JwYAkfCocky0sUYC5M2atKYdDFow44pRH0+HzxH8DgiwdEknV353D0qfqdWnqg4n9p1a9KprqAdW2Q+XLdcxnTScl4nAqYqbUN4da9JsDUZmCYhBjznHDHKEzkVy7I0NwxRsqR0Dps0yXcU2TgvycXdQrr4r5xOJyfuv46dWltbcd5552Hp0qXYuHEjJk6ciO9973s444wzAABbt27FN7/5TTz66KMoKyvDeeedhyuvvLILZ8qc+fPnY/78+WhpacETTzyBP/3pT7jssstwxhlnYL/99sMRRxyBI444Arvvvntey2EYOjsAmABdfiiCR3Y8M17J4zZaaz9EqhmnPEnzeaNimQtRn0jEKC02wxMKFynSYdmK48CyFRHroclu2VroMWE9ZH++goTqxDAqvqt23U7ds6RVyl2SslX0x2IsWfVEwLxXR2AtkLmcmC1BlCRciOrWa8eJsjjh19BMknmtLnxXUOBYrJIhnv0u6nDKW9Tpfa/J9yHmLvmpbwss+Txhou1Nbl+rztfnWq9smXCPI3l+UXJ3MhhUV/m27b3zla9hGIahIoYtk39dMWwdHR2orq7G0qVLsXXrVtxzzz246KKL8Le//Q0AcP7552Pz5s348MMP8dRTT+Guu+7Cvffe2w1XFs3QoUNx+OGH484778RHH32Ef//73/jSl76Ehx56CHvvvTemTJmCb3/728myGoZhGEZ/JN+2vi+RL9tuM7GGYRh9iGzmmGXblStXJvOqq6vTxo8bNmwYrr322uTf++23Hw466CA8/fTT+PznP4//+7//wzPPPINYLIZYLIbzzz8fd999N0499dQsryR3Zs2ahVmzZuGqq67C+vXr8eijj+LRRx/Fsccei8bGqPBchmEYhtE36YqtHyh0l223l9ic6EC4h7d0EuOwxzEX78RMUWAJeLda80jLkhRer8Uv02KMZeqxOCpWa1QctHSPq+axL0zGqklIs/UwzbIaTbatHU/brjhkvSbV1bYTaVWM8oYpae0ea16Xo2TA/IxK/WmemsMkT5pQLJ2kN5u4xZl6J46KMyxpbZ908XK7h65IjObNm5fMu/rqq3HNNddkfL6Wlhb8+9//xsknn4xVq1ahra0NM2fOTK6fOXMmbrjhhoyPly/GjRuHM888E2eeeSba2qIEiYbRnewCYGd47TK3b9LG8sCR49G3iKSWLLvVPN964kX+9de6yzjlcVrEk1qbp3m7ZymuJ28W6TB/iCKSYc5LFwfWOY6D5iG2TdkuzAJLmutJ4pEmfHvJ9YR5J05tr8XC8bElXa7khfmh19povVXSPA2zOLYxsF3Y0YWwWtM8Xmv7CGGxirVPuOT5So06wM9rPZUn7i75+al0JcNF20k67EqLK9u9mtY8GvNxpDSaD2i+B3FKy5PCx671eQ8X5H7I3g3KNt3DYJATZ0Iutt1eYg3DMPoQ2Rgr2XbJkiWYPn06AKSdhQ3S2dmJs846C1OnTsWxxx6LZ555BsOGDfN5EIzFYmhoyJ8hFzZs2IB169Zhzz339OVv2rQpxQFESUn+QhwZhmEYRr7piq3vj+TTtttLbE4Ex1GiZiK1MZeuOLCJGmlLFy+MkbEpHiNuUNZrTgg0Z0/pnDUFSXfdYfWYbh9tFk9zihDcVkgo22Vy3kzWa8eUOudZ1Rilw2b4gWjHFVGzrtqMd9QseHFgCeh1FjXGLuXRysuzBMF1XEZOZxonNuyY2qyrNgscXJe/mdgEgM7IrRzEsE2fPh2zZ8/O6jydnZ0499xzsWrVKixduhSFhYWoqKhAU1MTOjo6ki+y9fX1qKysjDha7lx88cWora1NfhPz7rvv4ktf+hLWrFmDmpoaPProo5gxY0bey2EYqewAZzZW4N+/OM/zZnW0WUxu3WQ2UHNCs4mOvcmd0U347ISmltLaPFbVxAJLoJxKJLFe2WGTdg2yN5eAu5zabJjmeioqGrsWR1TOk6AtJZ2ga406tqZT0/KiZmLTzxdxKaQGmpU8QL936Zw4hdl6zZalO0fYem0+XYthHHeXtcmcTRRTWJ6pGO0hdVmV8MpYqtwwrccQFbdXiNLI8X2TbeM+9Zpc47bAVt1PV2x9fySftt0cOxmGYfQhesLZQ2dnJ771rW/hhRdewN/+9jdUVTkCwd122w3FxcV45ZVXktuuWLEiZQQ1Hzz77LP42te+lvz78ssvR0VFBR555BFUV1fj4osvznsZDMMwDKMnGCyOnfJp220m1jAMow+RAFCQ4baZjuIGOe+88/DMM8/gySefxIgRI5L55eXl+NrXvoYrr7wSv/3tb1FXV4ef/vSnuO6667p4psz5+OOPMWXKFABAIpHAn//8ZyxevBiHH344tm/fjtNPPz3vZTAMwzCMnqAnbH1fIJ+23V5ic6IN4RLaTCUIuThu0hwYICRP20ckq1FSVM7TpJaNSl420mIhncw1jEwf4ahYpdnGlg2Leas5SyhS1mXqfEE7ThR8DVr9yTPXrmzHeSzGSSe31tDk7ZyvOR3R9o+KHavdh6h4xJlKhzU0lxLdTQKdeQyBvmbNGvzsZz9DaWkpJk+enMyfN28e7rjjDixevBjz58/HpEmTknFie8IzcVVVFeLxOABn5LaxsREHH3wwAGD48OFobs6frMsw0jMWIKkkt1nlrpSVpbgipWQprhaBu0nJ0+SODb42sjkkLWgxvyXtHYePWBlYcpq3Kwssg2hy4rbAumBa0OSimgXSjqOJd8POnc7tZdSHMYwmJ/byWHYr92gb5WmfTEXFbZc7EdZfSycj1hwyMrxeyqvZW/7cbGOgXECcxMNr3XwtIjI/9yIdD+tZpJOHa/dLe2YA/RmXksd9T3ncXco9zKcTwfza+r5CPm27vcQahmH0KRLI3KF+9oZt8uTJ6OwMH9cdPnw4fvvb32Z93Fw54IADsGjRIgwZMgSLFi3CPvvsg4kTJwJwvqHZYYcderxMhmEYhpEf8mvr+wr5tO32EpsTrdAdy4ShrU/nwAfQZwa12b6oW6k5e9L2iXKAlK1zpah9wvZPl6et184dNmKZ6Uy2EDUbyMjzoI2QauerUPKC+6dDnp8wRxHa7KR2PqkTHqeMCkUj59bGxrOZQdfuV7Yzo4DuYCzd9UedR7vvPdFkDg7DFuSGG27A3Llz8dWvfhXDhw/Hn/70p+S6tWvX4qyzzurF0hmDmyI4v32njSql+SUJN8Mtecxd8qwQOytK5+JRn7HkNq1V2UJrqzRFjnfERISqJt3MZ9i8iTdz7NGo5MncluZOCPCskDbTppWRa0Sbp9ZqLAqtZnlfuQaeVWxQUt7MHt9D7velm3WNUZ6ktb4Mozlk0hRJXFPFSppnjqW82p3X+y21mOamvN+K1JWmUMhGh6Y5eypVttOcivH60sDS2ac4sGU+XQcNDlufT9tuL7GGYRh9ig5kbtgGTgj0KVOm4J133sF7772HCRMmoLzc6/ZfffXVvVgywzAMw+huBoetz6dtN+/EhmEYfQoZnc3kX/8dnQWA+++/H/fddx8SCec6CgoKsMsuu/iMXJD33nsPZ599dk8V0TAMwzDywMC19T1l220mNifSOXbSpJZRjmkEvi0iiNA+jw+LoSnnHhKRp6HFAeVzi8ylQ8kLI5cRpCiJseaSQcQmpUpe2D5C1P3S5N+cp8m/08m2eZ0WSVA7Hp9Png8uNzuVaAhsB+iSIKmfOOVpLhC4TqVs/BuQ8/E5Mo3lGuVwKUrerkmnGpW8XOL+9oxjp8EgMQKAmpoanHHGGbj00ktx/PHH49BDD8WnP/1pjB49OrlNIpHAG2+8gWeffRYPPvggnnnmmR5xNGUYHk1w2jZpt1PtMVsTTYrbpKznllrScd8+0m5vpFxOp/tcQusTeGyiuLaaoxwNadW1a+X1fK2NSl6UYydJs0XUHADJcbTzAf66FJqUvHSxbNuUPMCzdJt9e60PLLkULDHmI2nSYbk31ZTnrC+iGtA+2kqo0Yfjypa8HUuHBa2f0aHkpbdBtahJputd8X0VrY9y7KQ9m9JbieqhMHLfNTdN/nNLv1r7BK+7Gbi2vqdsu73EGoZh9CkGrmEL8tnPfhZvvvkmfvvb3+Kuu+7C4sWL0dnZifLycsRiMbS2tiIejyORSGDMmDE45ZRT8POf/zzprt8wDMMw+icD19b3lG23l9icCDp2YrQZJ212VoPHhdKFfNFmWqVcmZBpOBneTkaphkWUJxvnOgisz9SZE5cnyglRpk6DtFnKdGFqguvTOYTXxgjDHGll6u5AGyHlupcR1jjl8Vh18NxcT3yPtYALWhgcqT8+X4OyPmpmVJuJjXJ2lW6mNptQPelmi3uCgWvYNAoLC3HKKafglFNOwYYNG/D0009j1apV2LRpE8rKylBdXY19990XM2fORGGhfQFj9Aab4cyuOb+3VrKJzW67zq2qFi6GkVmhesqrc5dxn/1e6y5rKS9Oaa39F7hE0m7zsb02uA7jAXjXwntvoj00q8RnllkutqJyrVpLxcJCLeSPtp7rNpEmj88NZb1m6TlPmxnkWTzPqq2l3I+VPJk5DwtfJ7U5mvIcb62VNGcpqbCZRrmzjbRFXN26I7llahkYTd3FdjsqDJ6kvZpqcmeWm3yzzprqTFO3edcizwXP6MoRNT0boM/a6z3lYEjEsBrvDga2re8J224vsYZhGH2KweHsQWPMmDE45phjersYhmEYhpFnBo+tz5dtt5dYwzCMPsXAHp01DMMwDMNsfa7YS2xOdNWxUzYxNGV/TQ4bFq1NQ4t6FuU0SSunFtNM25fLq8mJJc2yEU2eoh1fk+Bynpw7TFgS5SxJ0Oo3XVy+sONp0ew01x8aYS40gufmsrJMaIO7jFOeiNi0cofJiWPukl0paIIrT9TkwXLiemV9unKEOXZK54JEk1ZnE8M4k9jDUYLBXDDDZhh9i0/g/PZTbUIckwH4WwRpnXhrzQFS3HccaTtZiioyYhb1cnuqOeTRkHYrzEHUOvfInqTVS3uizXTOlQB29RPlINGxxzHKibJ0Ur+aRFRz1sPrWUIqFqg1RFqdiva5DODdk3WUJ/eO61ZsHduT8ZSWexNL5pS7dc5unSS2Kve8NEdTWv00+PpCUp6wT6y0vpDUgVZPUf01Ruo86rOk9McTOXITPa+b0ziNArznS/sd+p836R9KGbW+bndhtj5X7CXWMAyjT2GGzTAMwzAGNmbrc8VeYg3DMPoUZtgMwzAMY2Bjtj5X7CU2J5rgSDOy9YqajfxC0GS3TDrpK+CJKTTvcmEyTU12my4OKssuouJ3arKUdHLZKDQPymFxYjVvc+k8OnO55D6ElUvzsKzd93QS63TH5zLwcbTYcIAnWGM5mkidtHsQFre2XsnTvAVL2cLKky5ua1RMWEZ7DuU+RcWbRcT6dJ6RRWKdT4nR4HH2YBj9g08AsPdM/v3HAACNPiGjQ5jXXGkFG3ztpMhSWYoaT27pwRLiKDuSDs17f/pPSJqS7X9Ye5quj8Pnc44dx6RkTgn1PaQmtQ9wtLOxnJh7QmK1OJZrazKG6wbKlTqNimnO6zcGlpyOK6WNUZptuNTLqGTOSHepyYnDnintA5em5NLr8yTUT3WYTKNWRHn+l7rSvCBHfYKl9ce4vPGUY7e6NVRHtVZOz5TUD9eZ9qGXVw7tU7Xuxmx9rli8ggHCCSfsgqeeOhYNDWfjgw9OTFl/++2fxocfHoP6+mOxdu2RuPXWWSguLuiFkhqGkR4Znc3kn43OGsZg44QTdsZTTx2FhoZz8MEHp6esv/32L+HDD89Bff0FWLv2XNx668EoLrbunmH0LczW54rNxOZEOsdO6UYko5wrIWJ96jG3bGnG4sWvYNy4clx44Sw4I1TeCNLixStwySVPo6kJGDWqFA8++EVcdtnOWLDgFUTHUC1W1muzcFEjclxX8dBriY4hGhb/VdBmhqNmENPFZdWuK5sGRXNiJWkeN+YZ4nSjgNpIfJgjJdlWGy3WnCuF1a1sq9VjVJ3xebKNGRyFpiLQZlBblDw+j3bdMcqLBZbZOFXLFpMYGUbfIg6nXYi5f6e2t000E6s5kdFjjGrtNrdVnqskZsuWVixe/AbGjSvBhRfOTCnt4sUv4ZJL/oKmpnaMGlWGBx88DpddNgsLFjxGW2VqW7U2P6zPoNkCqY0Y5ck1esdpxjhKO4TNsCKwni1enNISe7fV5yzrPXf5kbIXz8lpdpvXxwNLwLufXLdanXGfyqnfIqrnmLvkuX1J84wr1488IfxElQaWANAUGYM9nbPMqGeGnxWZ1Y9RnqQ191MIyUvXZ9Dsv1e3TaQsaFLVU5rDquB58mljzdbnir3EDhCWLv0QAPDVr+6srl+5Mu6mhqCgoADbtwNTpw7vmcIZhpEFZtgMwwhn6dKPAQBf/eokdf3KlZsgL1+Ove/E1Kmj1W0Nw+gtzNbnir3EDiK+//2ZuOKK2aioKMbGjS249NKlvvVlZUU4++xdcNxxE7H77sNRWTkEmze3Y/nyrfjd79ZhyZJaJAK/o8rKInznOxNxzDGjMXVqGYqKCrB6dQsee6wOP/zhatTVhTm/NwxDx76TMQwjN77//c/hiisOQEVFCTZu3IZLL73Ht76srBhnn/05HHfcTOy++3hUVg7F5s1NWL58LX73u1exZMmbSCS2+/aprCzBd74zE8ccswumTq1y7X0jHnvsI/zwh6+hrs7aI8PIHLP1udKvX2Jra2sxf/58vPjii6itrcXLL7+MmTNnpt3n4YcfxiWXXIKPP/4Ys2fPxi9+8QtMmzatiyXI1rGThiY70ZwCRd0qlr50IvXH0YqbbnoaN930PKZNG4FTTpmG2to4REYxZUolHnvsYOy2WxX+/vd1uPHGN7FxIzB2bCkOOWQs7rlnT8yYMRzf/75IcMowdWop/vrXqZg8uQS//3097r57HdrbO7HffsPwne9MxumnT8KRR76N55/XnB3ItWpS0ygHUFqdabHNwuQyFcENkf4+RTl2ShdjLuqYLE/SnBlozrL4fJ6LEI9tynrNuVJcOTbD9dSi5ElakyJ1xdFIprI0Xs/biYxIi1GsScgZ7fnQnJzIbMbWiOPlgo3OGgbT+7ZePh3KriOpOZHx/9URuoWD9vkOt4OlAAoAJQ7oTTc9g5tuegbTpo3GKadMRW3thuS6KVPG4LHHzsNuu03A3//+Gm688ffYuHErxo6twiGH7IV77vkaZsx4BN///v3JY0+dOg5//etZmDx5BH7/+9dx991Po709gf322wnf+c7eOP30KTjyyN/h+ec/hu5IkSW04izKs2U83N2m5GkxPcVxETtuqqN0Q9K103uU+5a7ZImx5uywK46L0jkpTN8f4QjskuY4pyIj5qNoT0yRkvZ/lCT3I+zTIXmWYsrRNTvK2/Fs//jAkrfl40ifSuu3cFpzSqpFF+Z9uV8YRyrS50onVW5Q1nUXZutzpV+/xBYWFuLQQw/FFVdcgX333Tdy+1WrVuGUU07BAw88gEMOOQQ33HADvvrVr+KNN97AkCH9uiqy4q23tuCVVzbgvvsOwhe/+CiGDi3Co48ejJ13rsSxxz6NP/zhY3dLpxN/882f4FOfqsSnP+3Jj8vKCvDII7tg4sRiHHnkB3j8ce+Hftddm/Gzn32CpUun4Y9/3BV77lmPujrtJdMwjFTMsBkGY7a+67z11ka88sow3HffKfjiF2/G0KHFePTR87HzzmNw7LG34A9/+A+4vbn55j/iU5+agk9/etdkXllZCR555DxMnFiFI4/8OR5/3HspvOuuV/Czn/0bS5eehj/+8UTsuefPUVfnn8E1DEPDbH2u9OvWfNy4cTj33HMz3n7JkiU46KCDcMQRRwAArrzySvz0pz/FU089hYMOOijtvrW1taitrQUArFy50s1N59hJiHpANSczmTp+0l4MO+DMxAbdIPjdphcXA7vuWgWgHWedNQXTplVh0aJX6AWW9ynFiy+24cUXN0LGCM88czx2220obr55Mx5/vBPO6J1X1uXLW3DZZZvws5+NwyWX7IxLLvkY/rqSEbSokU1OC5qjiZiyXdjsqzYTm+4lWxud1WZng/lBNGcF2uxi2D5ybr63kuZZXG0mO9O8bByNpQtfExXSRkO7X3yvNAdjmvMJLXxB1O+QzxMLLAFvhFnyeNy8uzHDZhhM79v6Ijhtjuakx5l1ZFc1XQvKoR1bU7tw+1bpni1GeantcnHxMOy66zgAQ3HWWQdg2rRqLFr0CP7wh5fd7fzOc1588Q28+OKq5P5nnjkXu+02Hjff/Dgef/wF+NvLIVi+/ENcdtnf8LOffRWXXLIvLrnkOVpfnNwu3bVqdaZZP81lYJzyeFbWC1vETpxkBnY15aWbiY1C669poepilMdpZ7KAHTZpjsESSh73BFoDy3BkllxTGgH6dZcp6+QaeV/+Rnuiu/RC3lS6V6aFCfJfixYmME55mpJB0PpHvI/W79GOI7/ojcq67sJsfa4MKp/rr776qk+CVFxcjBkzZuDVV1+N3PfOO+/EPvvsg3322Qfz5s3LYym7RmFhAUpLi1BcXISCAiddUuI0GMOHl+K//3sPVFU5P8o99xyNK67YD3/9q+MM6vjjawAAP//5KvXYGscfX+nuEw/d5p576tHW1onjjhvRhSsyjMGKud03jFwYyLYeAAoLgdLSQhQXF6KgwEmXlDjdueHDi/Hf/z0VVVXOq4Jj7w/EX//6DgDg+ONnAgB+/vN/ZHy+44/f193nn6Hb3HPPcrS1JXDccdO7ckmGMQjpWVu/evVqFBQUoKKiIvnvyCOPzPm4vUmffYk94ogjUFBQEPpv9erVWR+zsbERsVjMlxeLxdDQEK15nz9/PpYvX47ly5djyZIlWZ873/zXf+2Jlpb/wYMPHofJk6vQ0vI/WLXqHABAZ2cn5s3bHe+/Px8NDefj4Ye/iscf/wDnn/8vAMAee4xAfX0bPvggc+3/HnuUYuvWBN57L3wGs7m5E2+91YaddirFsGF99lEzjD5GpkYtG6cQhtE3MVufPf/1X5PQ0vIVPPjgpzF5cjlaWk7AqlVfAQB0dgLz5k3B+++fjoaGc/Dww0fg8cffxvnnO+F19thjAurrm/HBBxsyPt8ee0zC1q1NeO+9utBtmpvb8dZbG7HTTiMwbFhx6HaGYQi9Y+vXrl2LxsZGNDY24pFHHum24/YGfVZOfP/996OtLdyz7ciRI7M+ZkVFBerr63159fX1qKyMlgZWV1ejuro6kJvuwUr3wGmOm4L52RwP+PWvX8avf/2yuq6hoRlf+pIYYzYujpRn+PASrF8vsgtNLlqm7FOIdesScCQpmsFyZoG3uv5vqqrKsG2bdn38EpypnJgRqU6UrFuTMrGASYvHpzkF0srD16+NlqWTKmuOiRhNZKU5g4pq4KIkv11pCtJJp7pybK5nkfJoDkIAva60deniGoetl2vgdqE0sE6LOdddmMTIGDz0D1sfg/NJQYz+Tp4NgC4HRWie/KU512GZp+YoD/j1r1vx61+/AM+2SDswHg0NLfjSl16HX34ZBzAOQCGGDx+K9eu3we9wR4tv6pVr+PByrFu3Fd5nFdonPcDWrU45qqqqsW2buF2KuctRtE/w8wz/EbkuhXRyWr8Ule2jvKjHKS+u5GnOg4QwW6bZDu3zJs3BEdeFs63moqgJ6eH1cgVa7Fiuz1L3TK0YQ7lsM4uSW3qw0yVBrp+dOXly4nL3GsfSWvkl85HlieOe1SZ6GiSd8NljGYzicsm94/vPT4ZsG6c87bmX65IyZD7Ykz3Z23rvE4ewtmpw0WdfYocP7/4YpnvttRdWrFiR/Lu9vR1vvvkm9txzz24/V39i69Y2VFZmN3K6det2DB8ePbs6fHgBAKC+3hw9GEZm2EusMXgwW9+zbN3aispK7TUx3T4tGD48ysO7MyAOAPX1FlrPMKLJ3tbzJw5XX301rrnmmqzPuscee6CjowOf+cxncPPNN+fgtb336bMvsZnS0kIu2tva0NLSgpKSEhQWpr5gzZs3D7fccgsef/xxHHzwwbjxxhsxevRoHHDAAd1Umq44AtDyw1y6B/PCbl+69akvq6+/HseBB47HTjvF8MEHmbmGf/31BA48sARTpgzFe+/pL8BlZcC0acX44IM2bNtWFDiONq7alZlY2YdnO7U6i3K1keksuHaPotzyy7GjHOJHlUsblc/Mfb/uuCjsPFqedpx0Diu0sDtR52OkXrRZVU5zXbSn2S7s3NpouuY0qiflcfYSaxhBetfWj4Izkyazad7sU5E7r6SFNon+dWqO6Zh0DnXC0Oa2JD0Rr7/ejAMPHIWddvocPvhA8mWWSnNSWOT2ESZiypRP4733GuCfS3PKWFZWhGnTRuKDD5qwbRs7+IkFloDMRFbScTicjFy1NjupOXvyOzPK1NFipnYgLBSNpKMcTY5zlxMpj2dBnf35WmWGlYcatBBDPFTQFNiO4eNUJPO8um9KlhFIJK9Bm/nks0uJx1CON8MsM7A8T1jlLvlea0+r9luqS+7NpdDcWGlOoTjNjprShe+RmvpEOUd3kb2tX7JkCaZPd747z3YWdvTo0XjhhRcwa9YsbNu2Dddddx2+9KUv4Y033sjLYGJP0O8/VCwrK0NZmdPk7bvvvigrK8O//uV86/nUU0+hosJrYHbbbTcsWbIE3/nOdxCLxfD3v/8df/rTnwady/0gDz20BgBw1llTM97n979vcfcJl1WeemoZSkoK8PvfR72IGobhYY6dDCOI2fru4aGHHM/LZ521S8b7/P7377n77Ba6zamn7oiSkkL8/vfh380ahsFkb+unT5+O2bNnY/bs2ZEvsb/5zW+SDpx23313VFRU4DOf+QyKi4sRi8Xwwx/+EO3t7Xj22WfzdoX5pt+/xHZ2dqb8mzNnDgDgC1/4Ahob/S9QxxxzDN555x00NzfjmWee6dfT6N3FL37xDt56qx4XX7w7jjpqvLrN7NllOOecUbRPM955pwPf/W455s5N7RjMmjUEN95Ygbq67fjBDzanrDcMI4z8O3tob2/HeeedhxEjRmDkyJE4//zz0dFhTqKMvovZ+u7hF7/4EG+91YiLL56Oo46apG4ze/YYnHPOXrTPm3jnnTi++909MHfuxJTtZ82K4cYb90BdXSt+8IMP8lZ2wxhY5NfWn3LKKUkHTm+88UbKenGe15+xYcmcGILMpT2ZINtGORfIFE1imhpDs7k5gSOOeAKPPXYw/vjHffHXv9bh73+vw6ZNQzBmTAkOOmg05s6txM03b4CIVZqagKOOiuMvfxmBxx4rx0MPtWPZsgQ6Ojrxmc8MwX/9VzEaGztx9NFxrF+fLqZXNlLd4LXwei1ua5isSDuPiHDYe2U8sAT0yHRaLDJGk8YKYY6dNGmsto8maeLyxNylVvd8nKh61qTDqc45dDmxJtGK+l2kc4YF6PWsPWfd9WIWfKby+cKXfznxwoUL8fTTT+PNN98EABx22GG44YYbcNVVV3XpeIYxsBE5capjIxFlRklfo3+pUU7ooKxPZ1sYLzZ4czNwxBEteOyxUvzxj3Pw17824+9/b8CmTQmMGdOJgw6qcO39egCOxNCx9x/jL3/ZBY89NhcPPVSPZcsaXXs/DP/1XzE0Nm7H0Ud/jPXrJyDK2VGpW2us4+K09kGHkF2dyrn56FKOFmU7bd+oePO8XpxyxShP5LY8QeDJ0eX50WTCcaVUYdevPXMlgWXYcdhBVL0r221SnzNNvjtESelo5ZEjszRac+eofYym9xW1PhzgyYg3KuvTyYk3IX/07KdDL7zwAoYPH45dd90Vzc3NuO6661BQUID9998/52P3FvYSawAA3nuvAbNmPYL58/fGccdNwOWX74qKiiHYvLkDL77Ygv/+749w//1bwI3zW28lsNdem/Cd7wzHsccW4ytfKUZREbBmzXb89KdN+OEPm7B+vTl0MozsyL/Hwl/+8pe49dZbk9tdfvnluPjii+0l1jAGAe+9l8CsWbWYP78Cxx1XjssvH4WKikLX3je79t7vlfWtt1qw115v4jvfGYdjjx2Br3ylEkVFBVizph0//elm/PCHG7F+ff+e1TGMnqVnX2Lff/99XHHFFVi3bh3Ky8ux77774m9/+xuqqqqid+6j2EuskaS5OYHbbnsft932vpsTCyxT2bq1E9dd14rrrguO0EWFvDEMQye/Hgu3bNmCtWvXYubMmcm8mTNn4sMPP0R9fX2/NmiGYWRGc3MnbrutAbfd1gCeqU3H1q3bcd11tbjuOn7B7S0HeIbR3+nZl9ivf/3r+PrXv57zcfoS9hKbE2VwJAfZehUO207zNBslA9XQjqPtG1WeTOW9Gi1KurtknlGy5NbAEvBLTLT9NZmwJj8R483xybTrytTzYRRhXoeFKI+8IsyJimUXJWHXvBOnkxPzdnwczW+n1Jkmy+ZyaR6oeR/Nu7XWOYv6zcm2fI+DnbMG5I9svn9xtsvGY6F8OxiLxZJ5km5oaLCXWMNIYTQcOWjM/bs0ZQstPie3cv5h3nSyTK295PYn1aMvyzMl7ffwWuqWR/Pw6qX5GiTtL6lsGfUJDSMlSW/zNIvA5dEsh35mFqOKvJdjmUrZtTaf86Se2UtvlJw4ncd+zvP8i2iuMaWEWqCiqNrmZ0GOzd6AtXpsUta30nOWSB5Ji8vq2apWqr9N7rMWJR0W+Ini9fL8+S2iZteDnrYBv51uDCw5rcmJhahovbmQva03/NhLrGEYRp8i+9FZ8ViYCeLFtb6+HqNHj06mAaCysjJ0P8MwDMMwugsLp5cr9hKbE+UIn4nVRoq6MiOZ6ayqtl6budNGeUtD1mvHlPIOozxtFq9dWR/lrEe71q7MJsuYHo+4RTm5igeWALBeyZN02Mxe8BycznQGHfBGf7WRX+04zcp2nOa8mLuMU572bGp1xvc9FlhyWnPTwWj3i9HCMrUq6xuU9dpIa9jvTHvmGpU8SbcHtskH+TVsI0aMwKRJk7BixQpMmTIFALBixQrssMMONgtrGCri2KkiZY20Ov5fouZkLip+aXhs7FKaV9Vm2iqVPM05jubgB9BnXTUr2uCWo5HqoVVtl7U2vZVS7kCaMqPNcC3Jlh0h64UiqqtE0h6Noi3kCJVKXpTN02ZlS5X1qc6eiqjOeGZUmzkXtPn6MOSY/IRqvQitHusprc1TJ5L3lWXk4vCIS+6tb8AOAIAmTKY8hxjtIdfP9zJO6cbk+qgZ1CibKeXUZs7T9Z/DfjXdgb3E5oq9xBqGYfQp8m/YTj/9dFx//fX43Oc+BwC44YYbcNZZZ3XpWIZhGIZhZIu9xOaKvcQahmH0KfJv2K688kps2rQp+R3tvHnzcNlll3XpWIZhGIZhZIu9xOaKvcTmRBkcqYjmhCbdg6lJjKPQpI1hsluRQUQ565H0NmU7ho+jiYxEoKLFOQV0R0uZOkCKkkRrZZTriSvnY1jyJNtyTLCNgXV8nrD7my7enOY0gqVImgw4puRp8du4gWOJ7bDAktN87Exlt1xGOY4mZksvE9NFYZqTprhSRk5HSYy6cr/kWjU5uuZQqrvJv7OH4uJi3H777bj99tu7tL9hDC4q4bSXqe1aImnXtHYn7BMaaSdT44QX0Tk0GTDLhDOVkEpemDBSWmB/vFD/Ol7vl7nGKa05PpS6YNlpzD1OLJlTB88hXZu7rRY7lI8i68O797JXjPJka64huU+aCDvMsZOs1/Ypo5yilK00R1xRFlODj5POpRSXWvbRnHgBXv36LUvcXa6mvI/dJT/3FSnrE+QYsxY1AIDNJO9OFej7y+P1ZrT+owb/pmKUlv4p3wmx4+kcrWluqLoLc+yUK/YSaxiG0aew0VnDMAzDGNiYrc8Ve4nNiXI4o3TpQr5os7NhIWvShdPRZlq7cvuiwuVoM6jaubXZUm2GENCdXGjbacfhcbp0s7fadXFoHJ6d1GbO48o+8cAyeB5BC50TNcOsueSIKenUPHZcoV19wldnmpsPSccpT8qWTfgnLSZgVIOs/S6kHA1K3jYlD9BnYtOF0wlzWKXlaeEWpGxynHy63TfDZhh9iUKUoMAXcoR/d9JeaE7mmPTOF0vd42szdjzjxk6BtBAq6fKiZmK1MEGc5zkAWku5qykts3NxypP6SXV2BJp95bY+jonuuT1bJim+Bq2MfqTOuVY1RVNw+7Dtovo9pfS/g3YPtfvpD4kUDq/j40hPIkZ5VYF1vD9bMO25SPieYekXfUx5b7lLtsFcF+vcZZzynG1bMSWZ04oxbrnC5qK1IDtanyqm5Gn9Ga2PG+aAzSlZ/jBbnyv2EmsYhtGnMMNmGIZhGAMbs/W5Yi+xhmEYfQr7TsYwDMMwBjZm63PFXmJzohSOdEHkB1FSXU38GRUzNlN5aqaSVkbOp0kyAU88pMmJWWKhxUaLcj4kdcaSVNlH+9SfyxYVd1Sre75G7brj7pLlxJqjICHsp6PdG7meYUoeX2uqLInXi4yYRTdSsywHavLFyZP9tedMe96yiX+qOS2JamjFkQLLhOWc8QzzgPRxmDN1lgbodaHlBZ1PZRPBL1tsdNYw+hLlcFp2ka36PyaQ36oWZZXtW2lKupTyRPqpyYDDpKbpYowyicAymJbr0j7oqKO81mTs9FWU+y6lRWbMdlTqh+3b6OQRU7fzaHJlxU55HVtWlrKV382eXwYbFf88mBf1eVPYJ1N++GyaVJdLIEcpU/K07aLkxFVKnlZnYRJsLz/qc6t1Sl5UvHXpA3G/x/mNJJLPBOC/Stmf+0/a+aJsZrrXHc3+p+tvdhdm63PFXmINwzD6FGbYDMMwDGNgY7Y+V+wlNidK4IzMpQv5os2QRn14rs18auFXwmbxNIcF6c6XjaMp7RwyY6uVEdBD8KQ7Zlj9aKSr+7B9Zb02ExsVniXdTCuntTx2ryD7a/OqQHRdOUQ3a+2BZVheuhnJ4LaCVkZNbaA5UtDqPiqETtS9STfDHDVzHhXCqicxw2YYfYmh8Ld2TeosHLcXWggdr/0vdW3CSFobc5ea5cwGLVyO1rPgFkZaWQ4wV+suG8idk+fM510lD/BmYjXlk+akMcyOyv6eYqfVrdMOpe79jraiwq6lc/aXmd2Vs4av8e6czGyGOdXSQuxojri0mVhtH57J12bqNTeb+pWkc1jK6bA+g6aMCnfSxA4r+RoSbj47rGxNpqMUUenDVWkawdTfTz5trNn6XLGXWMMwjD6FGTbDMAzDGNiYrc8Ve4k1DMPoU5izB8MwDMMY2JitzxV7ic0JcewkcHVqoo2uxKwU2USM8mJKXpTwSGQX7AJBpDphkk3Jj4qNqsUY1dBGkqIcVml1FRW/VCNT2alWtkzl3YB+b7R4c5ocLUwSJWsdxwZNPslTuji5gOeqI055cSVPexa6IifWttccnmiOnTKN+crpKOlwlJMzLeayyYkNw/AYCr+FZac4TaGOCAG2DeV0BJERj6UtY+5Sc/CjOWHiNOc1B5ZhcKusyYk3JXNZOrzaXXKc2HWUjrtLbrfT9XGinE8yzhUlfDWUzkkj57PLKg3t3JqN1voemhjVs38ifWUZq9a683pNGqw5cczUyZf2/IQ5+fL25ydenuNRlMeOmDRigX05PSxlu0plK0a7hjal38vXz09KuZKnSbzl2HH6u07ZrnswW58r9hJrGIbRpzDDZhiGYRgDG7P1uWIvsYZhGH0KM2yGYRiGMbAxW58r9hKbE+KdWAQM6bwCM7ydFtOS18fc5SglL0Z5UdHTRL4ZV7YLk2ymi7vJeSL+CJMGaZHQ0sl3NLknnzNTuWimcXKDae3cwbwY5XG6KrBd2LmlQWJZLQu8RP7EdaZ5ec5UTsznibvLKC+OmoSYkXJExWrTvApHnTud92FGu0ddkRNr8njtGe4JzLAZRl+iFP6WOJGyFmhVpI0skWQLnk5OrEkc2ZKzMFakj61KHkuMtTix7L24MZnH7fJqd8nSYYkJGldKCXhtpiYhZfnpuMAymJZtuV0We6P5VdbsCZdTa0/5fml2Qs4X1a+LijDhHIelr5qUV/M6zM+CJheOkg5rkvKONOv4PKU+b8ASrzeunInjxDIxd1lDeXKcHWgr5yr496FJ6jUZveabWPsYD/B+i5yXrtcs9dAEkxP3Zewl1jAMo09hzh4MwzAMY2Bjtj5X7CU2J8rhjOtoTpXSzfCEOc/RRjFj7pJHMUcr23EZZMSGx2zjgXMA3mwXz9JlOmOpzWyFzehmOoKkzexps2ZRcVslrUVH432irkEjyrFTWWA7RptpjJrh02Zdo3622nn4WUjn0CusoUzn5CrqGrriVCt43rB0pg6ZspmJlfU9OfvK2OisYfQlZCZWi9UpMzaac5yomVjOk2352JoTHkbytZlazpPj8OxrwjePFXeX7KRJ0jzTJkcNm+/S2lPpr/BMa4273IHyxqfsU6S0wf5ySzvJ9o3TYtdYVSQ2lftMml0X50PafB2fOyoGbYubo8/EpkObdQ3r1WjPgnYeydNm6gHveeYYxrWYqhwp5i43hBxJ6jL1vpcmFWveUapoK3ZoJWjuITULrTnI4tLEQtYLcpfalHXdj9n6XLGXWMMwjD6FGTbDMAzDGNiYrc8Ve4k1DMPoU5hhMwzDMIyBjdn6XLGX2JyohCNO0KJaiTgoNR5WuOxWkxOLFEdz7ORtp0tM6im3LGWtJ8pg+Q2fW4sTm6lzpUzRnAJFOWSKii2rSZoYzbWBbKvdm6jzhcm6051P7kOYIyWtwcpU3sr7as65omKwCpnWqSZ5zma9RtR22n3I1KFX1LObrp41FyndjX0nYxh9iaFwJI6awx1NkijrWU4co3SVkqc5dNJaG805E1vw+mSeFnc8Tnna50YcKVZz4iTH1GwD4PV3YpQnkuFJlOeki0hqynWVzrlVg6+tFpvJYlP+PEr7PEjuGJ8xtdyl7t3msnCNtrp2QrcE3C6nbqeloyyKtp0WH1hz8qUdJyxPrF/Mt96pi03Yg/Kq3VScttT6s96Ritx+LEuVpffEEmLt/oeVNwjvy72xMmW99tsNOtrK70dFZutzxV5iDcMw+hQ2OmsYhmEYAxuz9bliL7E5UQH/TKw2qxijPBn51BwT8P7aTKx3nEp3bIhHlDRnEA30qXwieR525iPl4TLyKCbnC1r4kShnR+lCluT6w8x0JlZ71HmcTu4J3w8txEyU8yltX23WVQsNEBViRiPqJ5yp84mo46Vz7MRqAx7dDp4P8MaLtfulXX8Y2jOV7awqUxyxPircUHdihs0w+hLFCJ/B0UKkyLY8u8QWUfK11olnz9LNtHKa8xqStoydNMUDy7A052n9FUELAwh4ijF22FQDACjC5GSOhBbiPaOCBMoccYOqO+Mtua3W1FRi91MdaJZTn0DWhs3Eyn1qpH1a1ZB3Q3xnBTJ3hRg1k8rPhRcmyUNqRZtp1Z5Xzuf7IfeLrXuTe68bSSWolZePLXXKx5HzhIUO0n5f6WZJo0IQRdV9cMY7vxbWbH2u2EusYRhGn8IMm2EYhmEMbMzW54q9xBqGYfQpEgAKstjWMAzDMIz+hdn6XLGX2JyQOLFaPDFNxilChmzkxBXumTwRhPaBepRQtyEp3ImSE0dJh9I5AAqTE0v9aJJN7YepxRXldNRjKzUwVMlj+DhSq1FR1rTjadelSZq47jVHG5zW5MTprj9TWXEYUc65NOlwqtRdl9Yzct2aUxHNIUdYuUWcFRVHV7vvXTEGcsx0Eeq6i2wcOJizB8PIN4VwfvHpZIxaq1Om5DFsbTT3f3F3uZnyNinpBp/dXusua5UtOeZrXEmHfd4iiB1gR5Ns60VGPCWZU+46cWK3TiJP5T25PyN1wCVki+EhtcbXr/WvWMwrNoMdYzppjlUaS67T0SxBs/tXm7JXSUha669pMmBNOB2ntNxhvoOybVQvk+W9muRX5O8xypNaZglxWFrQfhdaTyHK+VTweJmsz/Q8wZjKUR825YbZ+lyxl1jDMIw+RTYv2TY6axiGYRj9D7P1udKvX2Jra2sxf/58vPjii6itrcXLL7+MmTNnhm6/bNkyHHTQQRg2zJtNOu2007B48eIulqAIThVqM3FDaBtBc12Q/axa1Nwlly71L56dlLG2MSFnknJoDne0mcgwt/taWBatxO3KurB0ujwNbcZOc+KkOefKxgFS8HhhaDP1muOnrszEdiWMTVTooJi75GclXfgnTZUA6A6tZNu4sl3Y/U33++pKsxb1bAXvpxZKqbtIAOjMcNvtOZ/tsccew0033YTXXnsNxcXFOOCAA3Dbbbdh0iRv7uThhx/GJZdcgo8//hizZ8/GL37xC0ybNi3ncxtGJvS+rXeQ1iZK65Fudo3TmqMgTaPCM7F1lPZmYNdSrszAro/I02Zlo0LMSZvPtoHXS75nJyScyljaqjqwdRBp/ZvVtVqtarXL26YPxVYeWAKeNQlr6dM5SEo3Cxl2TJ4/llJrLhHjlMfPRVOy1vges52VYw91zzeatvJsuNwbtuCakyu5nrDZV20WWHPSFFwXlh/1Cqf9NtMdL+zYch/SP4PdRc/a+qh2NF/tZj4p7O0C5EJhYSEOPfRQPPzwwxnvU1VVhcbGxuS/vnxzDMMYjIizh0z+5T46W19fj+9///v46KOP8MEHH2D48OE48cQTk+tXrVqFU045Bbfeeis2b96ML37xi/jqV7+Kjg6TNxk9g9l6wzAGHj1r6zNpR/tbu9mvZ2LHjRuHc889t0fOVVtbi9paZzRzxYoVbu7b7jKdw3wt9DTnaaMrPAZW7m7ljYGlc7/OR9S7mNoXNVHfyfCZpOza1wZhYabThXFnh/CS5rEvPrc2MizH5u8ppf54XFVzcM+NQoeSl24MMOqbSO2+8xi7pONKHqCP1aebiY1yLK/B22lfuPDs43ZlvdQ5Pz8yu8/1rY2c832Pu0u+flkf1nBr4+ClSl6mRH2FE/zVOfMhzc35GKfN3litXLkyma6urkZ1dXWarf2cfPLJvr8vuOACzJo1Cx0dHRgyZAiWLFmCgw46CEcccQQA4Morr8RPf/pTPPXUUzjooIOyLqthZEtv2/pGOL8v0fNEtbaFadYx/EuX1pZbRmlhtVk6B2mPtBnWzUoe2/84paXt5fY93bwZzx5pih7PdrS5NprnBLe4y7DvDaVV5X28knENfOAuP6E83ku2rVTW19NWMQD+epb7EKapkrJrll7bh3t6mucRXq/1UDQL7e89Son5Hmv2SfpMMTqOl5bzcI9KnudiJU/z/gF49cPXIOXl2TPNkvN62UfrmWm957DyyBPLNSJPKx+nPrBdq/vbHwi2vifb0Z6iX7/EdoXGxkZMmDABhYWFOPDAA3HzzTdj4sSJkfvdeeedWLBgQSD3nPwUUiGbCJqGYfQML7/8Mj73uc91y7FGjx6N8vJyNDU1RW9MFBcXY968ecm/r776alxzzTVdLsc///lPTJ8+HUOGOObh1Vdf9UmOiouLMWPGDLz66qv2Emv0WbrT1r+GeSFbG1HUBZZ9kabAcrDBL361gaXhMBBtvUZX283eos++xB5xxBF47LHHQtd/8MEHqKmpyeqY06ZNw4oVKzB9+nRs2LAB3/3ud3HkkUfixRdfRGFhemX1/PnzcdRRRwEAXnjhBZx77rm4++67036X0xdYuXIl5s2bhyVLlmD69Om9XZy0WFm7n/5STqB/lXXFihU488wzu7WcO+64I1auXImNGzdGb0wkEgkUFXnj2NmMzAZ5+eWXceWVV+LBBx9M5jU2NiIWi/m2i8ViaGjQ/YUaRjaYre8e+lP7aWXND/2lrP2lnMDAtfUaubSbvUWffYm9//770dYWJpgFRo4cGboujPHjx2P8+PHJ9M9//nNUVVXh7bffjnRSok3bz5w5E7Nnz866HL3B9OnTrax5oL+Utb+UE+hfZR0xYkS3Hm/HHXfEjjvu2K3HDPKb3/wG8+fPBwBMnjwZb7zxBgDgtddew2GHHYbFixfjS1/6UnL7iooK1NfX+45RX1+PyspKGEaumK3vXvpT+2llzQ/9paz9pZzAwLL1YeTSbvYWffYldvjw4Xk/R0FBpkGGDcMwBgannHIKTjnlFF/ea6+9hkMOOQSLFi3yyZUAYK+99iI/AEB7ezvefPNN7Lnnnj1RXGOAY7beMAyj+9FsfTb0h3azb84PZ0FLSwtaWpyvRNva2tDS0oLt23VX1P/4xz/wwQcfoLOzE5s2bcI555yD3XffHVOnTs3qnNXV1bj66qu7fSo/H1hZ80N/KWt/KSdgZe0t3njjDRxyyCFYuHAhTj/99JT18+bNw5NPPonHH38cra2tuP766zF69GgccMABvVBaY7Bitj49Vtb8YGXtfvpLOYH+VdZMSNeOdle72ZMUdHZ2ZhqkqE+ijRT84x//wJw5c/DUU0/hsMMOQ2Oj443ulltuSYaJGD58OA466CAsWrQo71P6hmEYfZXTTz8dv/71r1FeXu7Lf/PNN5Nt4x/+8Ad873vfw9q1azF79mzcfffdfVZeZAxMzNYbhmHkRrp2tD+2m/3+JdYwDMMwDMMwDMMYPPR7ObFhGIZhGIZhGIYxeLCXWMMwDMMwDMMwDKPfYC+xhmEYhmEYhmEYRr/BXmINwzAMwzAMwzCMfoO9xBqGYRiGYRiGYRj9BnuJNQzDMAzDMAzDMPoN9hJrGIZhGIZhGIZh9BvsJdYwDMMwDMMwDMPoN9hLrGEYhmEYhmEYhtFvsJdYwzAMwzAMwzAMo99gL7GGYRiGYRiGYRhGv8FeYg3DMAzDMAzDMIx+g73EGoZhGIZhGIZhGP0Ge4k1DMMwDMMwDMMw+g32EmsYhmEYhmEYhmH0GwbES+zixYvxqU99CqWlpTj66KPTbjtnzhyUlpaioqIi+e+TTz7pmYIahmEYhtElzNYbhmEYwoB4iZ0wYQKuuOIKfOMb38ho+5tuugmNjY3JfxMmTMhzCQ3DMAzDyAWz9YZhGIYwpLcL0B0ce+yxAIAVK1Zg7dq1eTlHbW0tamtrAQBbtmzBypUrMWvWLJSVleXlfIZh9F2am5uxevVqzJ07F6NHj+6243744YfYuHFjVvuMHj0aO+64Y7eVwTD6KmbrDcPoSczW920GxEtstixcuBDXXnstJk+ejAsvvBCnnnpq5D533nknFixY0AOlMwyjv7BkyRKccsop3XKsDz/8ENOnT0dTU1NW+5WXl2PlypVm3AwjgNl6wzC6A7P1fZNB9xJ74403YsaMGSgvL8eTTz6JE088EZWVlTjmmGPS7jd//nwcddRRAJxR4DPPPBPAhQAmAShxt+qgPVrc5RbKiweWANBMadmfb4uM/pYqpUpQms+zyV3WUZ6M+DQqx6mgNMutprjL3ShP0pMpzxmdKkaRcmygHW1KGesCSwD4JE0epzlPu55MGUvpGne5i5K3A+WNdJeVlKf9jPhZaA4sAa8uGpU8wHtGeL00eK3K+bRnBgDK0+TxM6XdO36+mgJLLtsWJY+3a6O0nCdGeXIf+NnbQcmrorRcLx97nbvcQHnr3WUcOlIvfJ5qd8mGYhQAoNj9qxMr0YF5qKmpCTlu9mzcuBFNTU1YsuQXmD59t+gdAKxcuQrz5p2FjRs3mmEzDKI7bf0kLEEppie/vyqm7YsCS4Zb0BZKiyXYRnnScrb72jRp6/lIfCZpw0uSOdo3YtuT+zdQbpzS0obXU5604XxuOd9QyhtB6crAksvG5ZZjsp1oVtK8XuqCbZ3cCT7faFobSymhWBHeQ47STnlyZq4RtnQtyfvEtr7UPYd3rRPd5RTaaidsT6arY3EAQKw89YWmocWr59p4DADw8Xbv+j9SysbPmezN84di6SYWeuUeXek9F+UlznUlOr0naUvjMADAhy3lybx33eU7dOyNvmfqPXe5nvL4+RPkeviODFXSmf7CtoesF/g4cj38ix4W2P4DAJeZre+jDLqX2P333z+Znjt3LubPn48HHngg0rBVV1ejuro6kDsJTtMkPzJuAsU88Qui/GBKKI9fUrSXWNmff9TB7QG/6ZJybKW8dLea15VTepS7nER5U90l//Cq3RLoL7Ge8eGXi4/dJdePZn65YY+7y+56bPk+DHeX/GIrDQW/2I5zlzHK4wZQ0J4FvtcyqBCnPO1Z4fWyP5spQXtmOM0NsxgLfqaiXsQbA0suG983rUvH5ZXzxChP6pyfMzH5NZQ3itJS53xs6Z5UKNtpvx/Aqxc+j6SnUp5z3+VKxUzmQ2I4ffokzJ49JXpDAP5usGEYQnfa+lJMRxlmJ1s1thzSokV1sbmVlPajTV3Pg5TSvnFbzG21tGvegGSBUg6vJHHKYymj2OZNlCcvHHwVcj62J2MoHQsseR/tJZZfarRXerY3Uhd8/XLdfD7v3hW6NoPvl1hW7TWb70fwrM7xGLlPbOvL3BJ61yo1xS+Skwq8F63Jxc59GFWaOiAfT3j9saKC0W4ZvevnHp6Uhu+/WCce/pW7NanAe6aqh8ST6YoS54oT272rrSsa7p7Ds63yxPh7P/z8SB2wjYwjFTlCjPL4+ZL9M50sSISsF7S+Eg/o85NBpTBb3ycZdC+xQQoLc/FtFYdjCOSHoFUn/8RlO/5hcec63Q+Ojy3NqvZCAXjGaV3I+iDavpzP55E0/6A63P+9hts//iWNfKuSp42+aoaL09pLXFfg+tHuYYuyXcxd8n1jIybXyNcldRWnPO2FlNPasyDn5Je0WGAJ+M2ltl6OE2UUuDzS2eBza8fRnldtoIaPHQ8sAe855PNxJ0gMCtdzOrg8Wt3ysylPb4uSFzZQ0500I3OFQabXbxiDm1xsfQJ+m6b96ni9vAxxq6Jba57n09RSmQ5Yep3+RLITzm2nEKM0d9zFZmhXljpLVUTH5i6/HJ27+9Jicv2INamn16sGX22xzRWk3dbUa1zGeDIlL13NdK1tgSWTUNKatXDQ+jVybK9+tF5NnGY5q5qcF9WiQp5BdKhv8l5iGxLOfefXfq33FDX3KC/sZSVeDfAs8MiKVNtTOsSphbYO79lraHXsPz/BzTTQHMc0N8V9pbi75Odae9kdoqzXZl21/hP3xzQFg/Yyqk1E9ARm63NlQHgn7ujoQEtLCzo6OrB9+3a0tLSgrS21iYrH43j88cfR1NSERCKBJ554AnfccQeOO+64Xii1YRiGxjY4XZVM/tnorDF4MFtvGMbAwWx9rgyImdiFCxf6HDGUlZXhwAMPxLJly3DYYYfhC1/4Ai677DK0t7djwYIFOOmkkwAANTU1uOWWW3DCCSd08cytcEZHZJRPk/nElDweIY2afdPWRUmMckEb2eKRogYlLw4ASPiuVZPTarOTPIopab6uKDlILvCxZeQ3aiZWBV+e/gAA7TtJREFUk6VynWkyKC2vI7AMnluekRjljQ6sAzx5M3+3y7JcbR+t/rSRTR7zlf3jlKfNxA4NLIP7pJtFj6pHTSbMI6gywhqLOJ+mhNC+Odf26YmZ2Cbo3w6FbWsYg4PesvVNCLfOMtfDr9LeF508ExSntMy6blDWs03UZl94JikWWHKJGKftLKL2q5TaU5lZZdmtpPkDI80qsVRVZmX5OALXj+a1Yy21wXXJGT2tHeT6kX5Eu7IdIO16nGyi1B6XUbu3icAymE43V9tEdSsWjIW2Iyldvs3Zlmc5hfpW+ibWXXKdcZqPH4SfIu3pKBniXYN8E8t5QlObV2uN68c7S1rPd+Z9t28S9z0tG5QttdrX1G2NynqtzxD2Sw37pCgM+a3kc67PbH2uDIiX2GuuuQbXXHONuu7Pf/5zMj1mzBi88MILPVQqwzCMrtCEzCVGZtiMwYPZesMwBg5m63NlQLzEGoZhDBxsdNYwDMMwBjZm63PFXmK7BZE0ak5vNI98YXJZTRKjOQqKK/tqssts5RNBNDmx5qRIZEBhkp50jo00uZQmTwV0MZPmKKgryHG0UTHOk7KF1X06OXE6uTigPz98/SINnkh54kGXPSinyomLFBlswicskjJygzpUWc+y24rAEvDucYzy2FmYVhdSp1Fu9aNky+kcTXEZ+d7I8cPc+/uRUneGbtEd2OisYfQltsIvKtT8nyZU6XCc8jSniSwn1rzYaxELuA1uDmzHcNvptH+aNBiA6gpK8lguLCLfGOX55MRFTjlYiipebhvbPSmqyGBZ0ss9gU1uSRK+z0Vki7iSx3XG92GIm+O17+JMimtRJMZcYyJ/jvJ16+/3tLv7eOWJu9fCcl/N5Va8NdXuxCm91l2uUfIAoEERCre5V6RZ6GaSBmtSZnY0VTnU6V+NIqdPjS3OkRrqY3Q+2t9dbqCaFlk332tPWKz1M7nEXPvSTwnrcwrpPXnrIaOC9yGfr0lm63PFXmINwzD6FDY6axiGYRgDG7P1uWIvsTlRCWdMMub+zaFNujIbqjn7kRlGftC1T/h5JlJGfGOUp80QRqHNxMrIcTAgNOAfPeNHSwvtns5hkxZCRtuOt41TXrp4qmHn0e5XOgdIYaFoNAdJ6WZguQyjlfR4yqtxlxy/VNzYe7HGKumYktJGmJspt0EN/6S5gNDiqWmx2uKUN47S2mxDsLSA7rBES0eFkZD12mwwoM90hM+2ezWiBWjoLmx01jD6Ei1ogBNMJF00WC1smOa4CfBsOOeJjdec3oTFAZeZSnb2JLY5tf3m0rP2RGZYtVlXjs4tDolGlXrXyuFZKtwZu1KaiW11Z/k4XEyRO3vHvRquKbEy/tZN6iVOeVo7yfN8csVenYmtK1PuJc8Ma9ZPR5ur9fo68eT5UksFeJaEZ8nlKBy+Rhw78exrk68vyDZOzj3R3de7frmf1QnvmRrb6K2vcu+nFvKHw/LIdmPpvrbRbLtcY8xXHgfdVWjqPQKARPLZ51nXluRaDy1MTpSST9Lcr5HjyPm6Pz6sh9n6XLGXWMMwjD6Fjc4ahmEYxsDGbH2uDIg4sYZhGAMHGZ3N5F/XDduf/vQnzJw5E8OGDcOECRNwxx13AADmzJmD0tJSVFRUJP998sknOV2RYRiGYRhMz9j6gYzNxObEaADV8KSfMVonaZYzRMWiFGmE9tl7qlQkXGIs59bkslHSBS3uVpzy1rtLTWIRo7Qm7dDkvVrMO00CwuVhiW08sI7PE+XsSZMOR8mJNUdSmhOnKDmxFjOY5cRyjVMoT2TE0yjPWR9T5EKAHq9Pni6/IFbEP0OUPC5vlCOl4FkA3UkD15lsy89MzF1ynXiyZIlxyNcnpW0mUVyrWsY4peU3xLIkKU+669qirOsutiHzzxC6FgD9L3/5C84991wsWbIEX/jCF7B161asX78+uf6mm27CBRdc0KVjG8bAoxFOuyGtDLdVIjtsDWwfzOPfqmajtDjpGqmOhKL3ceAWPSombFlgCQDlBY7EtJxkpSwx1WKMSlocPAFARYtz3ZXkzEgrj7/brjlx0vpFjBY7fLR7FM9SanYyczmx9jkN49iROp9lTt2D61nOrcmJW32C4o8pLYJsfjZb3H33SOaMcp8CPsqoeCyZFkk4o91DkYxX0vaj2lNrUuvhxSlP62XyUbx6S9ePAnT5b9QnSk6fXHO/6pWMhffdTf5t/UDHXmINwzD6FM3I/DsZrdMUzZVXXomrrroKc+bMAQCMGDECI0aM6NKxDMMwDMPIlvzb+oGOvcTmRDUcZzupH4wXuSM8PPeqjfYxCXc8qMn3UbuMqmkhdnjETXM40ZXbq80w8minFlZFOw+PXknZhkbkxdxlWNghLdxQurywUEZDAktOa/XIyLHDZmKznQXWQuhwmsPl1KTklbv3ge+GNqLNs65eSAhGuy5tLDp1dr+UnnLtGedztybPExWCSI7pPUdFdG5tlkCjNXkcLjcrGDSnLN7eqfvIGTdHnDkXtiH6OeRtgZUrVyZzqqurUV1dHb7Htm1Yvnw5vvKVr2DXXXfF1q1b8YUvfAE/+clPkvstXLgQ1157LSZPnowLL7wQp556alcvxjAGANvgtAHdPSujhc7R7GlYCJBKJU/6BdyGFKXkJJQ0t3javGdRpzsT18jtKR3Hnanj2dngujCiWzytrdYcLUY5fnTSTTQzms6OhM/Iao44ZetU54F8nFo6t9Sz5lQq7ssTpQzPvvJ8Km8tSP/Ju19rXPUWzwvHOr17U7LR6Xtw2J1KZXa2yQ3Rww6gyoq9+16hzMqWBJbBtKA9m5t8DiLFeRk/sVJeT4nFv9YKJU+eOT6fWPrN7h7bUR4ZyKfrZG/rDT/2TaxhGEafQkZnM/nndIHmzZuHffbZB/vssw/uvPPOtEffsmULOjs78fDDD+Pvf/873n33XZSWlmLevHkAgBtvvBHvvfce1q9fj0WLFuH888/HH/7wh/xcqmEYhmEMSrK39YYfm4k1DMPoU2wDkBreQMcxbEuWLMH06dMBIO0sLABUVDgjzN/+9rcxefJkAMCCBQswdepUbNu2Dfvvv39y27lz52L+/Pl44IEHcMwxx2R3GYZhGIZhhJC9re8qzc3N2HPPPbFx40bE43EAjhPH5557DsXFnqrz7bffxoQJE3I6V09iL7E5MQ6OtDNcOqw5nmE02YSfdmWt5GlOIThfk91EocU/7UocVJY3ifSDRTuZyne1WuFza041opxcyLm12GDpnDnxuVmSqjn00MrIyPnCnFjFAkvAc2zkbafJYdqUtFbCBt9e8cAS8Jc7VXAlknmOLShSnbB4e03uPo1U9w2usCnhK6XgbafdGe3pSKh/aXJz5+wOLNWR62a5flD+nU/HTs3I3K2Ic4enT5+O2bNnZ7RHLBbDjjvuqK7r7OxMySssNMGOMdjZDuc3KbaA7Za0E/ybLQ0sAX9sdc0maI4fNbvEdkKOGaM8SXtttmYntA+UNDvBLiOlfa8i+WmsYXgyPcpNV1AcWXH21EFy4mZXisrl0Z1OaY4GOS9TR4taPNUYbaU7XQL89jShxoTV4pdqeYzXp4irsUo1QfEGJY+vlfODeCLaBvdTpffIcvusuysDbt4wNplVVea42OL4v4LIigG/ZFzuEvcF5ArblDwuA6c1AX+b+xvgT4y0KLB8V2U9Oy+TWtZcpMq6duTT2mdv67vKVVddhcmTJ2PjRr8ztP7uxNF6J4ZhGH0K+f4uk39d+07m7LPPxk9/+lN8/PHHaG5uxrXXXouDDz4YHR0dePzxx9HU1IREIoEnnngCd9xxB4477rjuuDDDMAzDMAB0xdavXLkSL730El566SXU1tZqB01h+fLl+Mtf/oLvf//73X4FvY29xBqGYfQp8v+dzKWXXoqDDz4Ye++9N3bYYQc0NTXhvvvuQ3t7OxYsWIDx48djxIgRuPDCC3HLLbfghBNO6I4LMwzDMAwDQL79XwBAR0cHvvGNb+D2229HSUmqG62FCxdi5MiRmDVrFu69997uuawexOTEOVCOkqSkMogm39FEA23Ker9kRWZaWPAQV/KiYpVmKidmtNipWnzTmLscQ3njlfW8jyYiyVRaHOa9OLidJvnyzh0l/xZ0ea4mvOK05gE3s1h+XEbdb6J3zQ3udvzEaA7bdQ/BGyg37i6jZvZiyZQmF9IkO4xcDde93CWWGHu1m6C81OdD+/20+mpDpDOanAzQr1uTE4tsT8qQzb3Mks4OoLMgw21T5b+ZUFRUhB/96Ef40Y9+lLLuhRde6NIxDWPgI62eFgddszda9E9Ga981CS1vx62niC21mPCpHoS5vYxTWqyVZoE5T/P1zpJNEaCOpfivVW6a7YSUI6wV9bblM8m18vVrXVju68TdJbf569ylJ+9udY/TShJbrQ+n2/qoT7mkLuJIjxYvlAcpWeAqaDWoxa3l6/8IAFBL16rZa47RO6rZ2SIqJgWfuS2wBLiPm7pPmKhW+wVUKnljA8tgWq5Wew7rlPNK/AHtI6duowu2Phv/FwDwgx/8ALNmzcIBBxyAZcuW+dbdeOONmDFjBsrLy/Hkk0/ixBNPRGVlZb/yf2EvsYZhGIZhGIZhGH2YbPxfvPvuu7jjjjvw8ssvq+sHghNHe4nNgXI4463aiJP2CbY2H6c7CtBG++KUJ2NDPHukOVrqymwRxyqV2VQtVukulDfFXe6g7AuUuyOnPGomo2E8yhs1sidxdBPq2HAqmkMBQJ8tlLJFOd+SEWueNYxTWhxE8DysPmIrI6R8dM0ZFI/ESprvuzN62+QbxY2qSe2Z0mbvteN4z2Zr0iGThzaamhqtUK9n/9Oq1ZmHnqv9fuLukkeitRloreTFSlqeFG3UvJvYXghsz3B0dnsnMvduaBhGbmg2NV1c17AIk1oLqDlxSo2XrSujUtv/IuUcPLvm73totkWL3y1lY+eCXvxOmRfinoDkjaQ8KVnYxxCeRWVnWHJOzUGk5nwRynbBtCAWxev/JNQ2XnMg1ays1+473w/N8VNUd1z252eB75fm5EpIdePlxZ0Faukeylm4Dyt780ys9J/C9HOZxh6u95UqdT0/s4I8HzHKE0UA91arCzzbOKrCOSrHtW1oce8xKQdkBlb6j3m1rnm29U8//TTWr1+PXXfdFQDQ3t6OhoYGjB49Go899hj23Xdf3/b90Ylj/yuxYRjGQKaz0DVuGfzrtCbcMAzDMPodebb1J554It59912sWLECK1aswC9+8QtUVlZixYoV2GmnnQaEE0ebiTUMw+hLbC9wjFZG29osrGEYhmH0O/Js68vLy1Fe7mkOx4wZg4KCAkyaNAkbNmzAggULcNJJJwEAampq+qUTR3uJzYFiOLIGTTosEorouGLa+mYlT0OTFXGaxR8ik2GhRqo0yC/GEMnwNMqbpuQ5240iYUmM1srRWd6riYCEsJinmlMAzYVTOkcAgPeBP+dJGTVxMstZNCEu115QiuJsW+Erq4NcueYUAvAEyZoYh9HizUZJizXpmOaQQovHlxrXtp5ce2j1x/dG7qfmkizhezY3KVtGuVjQ5FSyf5zy+Lo1GbEWcU5+PyKTr0fekJHXjLbNXzEMwxAkRqxmwzU0K8SfJ0gbo0mHy5TtSlO2AnRHhBq6Q8I4pdcFloAel1TwrGeC+gxr3b7AZkxO5kkLzD0LLfYn49kMzWGVZmW0T7AAr+xRzhdlO80hZVg3WeyoZpf4XqdzBgbogly5Rj53OrdIvK3m2lFzMOZt10Ay6k1uebRSaRJjzTUZn4V7LVLjmylvU2DpL5lXu1we6XFwjHpZ73M0ObQlJc1y4mQZSE4cdOiVfzlxz9n6OXPmIB6PA3BeaAeCE0d7iTUMw+hLdGYxOttF78SGYRiGYfQiZutzxl5iuxH/DKE2DhUVakVuhzZ6O0TJYzqUNM+axZTtZD07c6qhtMy27kF5uwEAxtIIqThuYFf7UYFzpCa0kb2w+bZ0M7GM5jyIR+dEXBGjPM39uqBdS1hIm/ShlbRR8DjlscOhbcp6zWGD5uxBm5XV7oI2yxtW+9ossHPMJno2xW2/NkIKePfbP9Iqs5pRswBhI9BBtBBMYdelje7H3CW7r3fmEcSJSSe25W+ENqvRWTNshtHzcFuk2WMtr1RZn6psKVXmIcOcFKazrU1Knn8GOU5paXvfobyPA+sAzwbxDCnPXm50z+3ZqvfdPgMjoU/4urSeko7mDJEtCpdX6wuJk7845WnuhaRHE6M8zalUlNMozflWmZKOCmAjaLozQA+ApIWL0xxWeTazzT2m1jfj+xUVEFFTXdUFlgBQ6y4TWEu5PC/b4a73nvy6pOswr6chPSAOq9Pc5pW4rcOp05Ih3rW2unn+EIT+paa07DbM1ueMvcQahmH0JcywGYZhGMbAxmx9zthLrGEYRl8iK4mRfRRrGIZhGP0Os/U5Yy+xvQILgjxZicR109wWJCiOV2vSRQLLeFgSLNt+THlxd8lSS5Gd8HE4/qsjA6oklww7u0t20iCim6gP/FnwIxITlmo0KduxJEqLrKo5dtLKwXUq5/THoA0nKnYsC1WlvH7xrUhjapU8jl/K6bi75NrQ5MQiDWJnRTFKS5y9qNh6chXNSh7vw3mpUt1W99mrC5VgyTnjlCfSYZYQSV1EXT+jybsELVIw4NVfjPLk9zAxmRNz9xGBcTOA1RGl6TJZjc5aiB3DyD9FcNqVIfR3EK3dCZOaSrvjtUsih9QcEmox1rkUmjNE7TOOJp+slKXFmsvCtYElb8fXwnarI2W9xDBfQ86epDzcEmt9Ab3912K1chnWKeu18saV7bTPshiuP80Rl/Z8hEvH/WnvWdD7HFXKWi6PlIPrLPV+6I4/U88dFd9dy9NkuewCUWTEa339iLcCS0CXsHPM4Knu8WYmc0rcvgdfVUnCu+5EPAYAKCvxStnoOnTinoeUV3siuh2z9TljL7GGYRh9iaxGZzMMlG4YhmEYRt/BbH3O2EtsN6CPUjl/JZR5Qc1xA+CNunKeNqvY7I6abaKRzTpKex/I80zshuRaDznTOMqbmkxNcs8zhdbKDCx/PM/l9croEXeXPEono138gb+MhsUpL6E6W9fGxrxHOe7OqjVSPWuheqDkaa7/eV9tvFpz3t/qy5WRX22mkUeQ2bFTcDwQ0K9bC9XAI+yaY7B0Lhl4hFQ7d1xZv03JiyllZPgJ0e58XNlOmxkuisiTXxDPxPJdlnKyWzLnKWe3TtWBZT1sJtYwBg9VcNoIrT3NtBuV2lZpTpp4plXS3A+IcuykOaKRFriB9k6oM4iMFrIsnmY7wJvl41mzCvfc3kxkQpk1Y7zZO7aZcm7N4oaF2NHKuFFZrylyRqXZjrfVnCpqz0dY6LtUBZ42w45kXlityTE1LR+T2tOsTLvWS/N28vTwM6gpAtixk9fD4VnXF93lCsrTZv+5RGsC64C1+DwAYIivP+vR1OnYykoKpyO9C+55BYP75fVLVLP1OWMvsYZhGH0JM2yGYRiGMbAxW58z9hJrGIbRlzCJkWEYhmEMbMzW54y9xOZAkftPJD+69MMTW2jSIBasjFXyREChfTzPQht2GbTWlUPW+QSRmqMckZ1421XTmXZIWeulY5Qne2hOmABgs7tc7Ssj3DKyRHRdYBksr+baSc7OteqUroGcXTWQ3FpkIlxeyWO5jHZf44El78sl9EtfRY6lOY1g6a8WBzUq/q8mVdLkTZoESYt2qwnBAd2pUqOyrl3Ji1FacyqlXatsp8Vb5HwtJi5L2TRxVCwlXUS/urGBJac1gVm3Y6OzhtHHGAe/O0OtrQ5ry8P3aSV7Kynt0xfO02SnYZFDg8dhaxr3OYOMuUu2HdqnKkKYxFhsd4zyJM3OnlrcJbeo3NbLMTN1dhjl9E8j6lMdKU+M8ri8qbFK5d5ExVBl0j0puvPJqBjF6WLVAlJKvtNVSjpKYlyunEW7Fv8HQSIUX025r7vLFZT3LqU1ObEmCS91j/ylZE4J/VrkNxRTysuftcWT6+S83FPsZszW54y9xBqGYfQlbHTWMAzDMAY2Zutzxl5iDcMw+hI2OmsYhmEYAxuz9TljL7E5UAhHNqL5gtPkJCK/YOkGSxarlTwRr5QUecKSZjf2FcuJWdqRKlAC6pLSoaEpW7K3ZL6WEt9WDiK/aFLy4pTH8ub33eU7lNeK99wUy0ZWK0eKkvxoctmYu2Qvdd4x61xZWCNJg0TkwvdGk8uISFgTOYeVUIsJ6EleWQbFEmTtSJqcWK47puRxPu8jsjd/NFsHFgRpkrEOZT03I3Jdmp9n3rZUydM8OobJxLTjpJMO63LiUnd/vu+VgSWQ+lvIqzkxw2YYfYqxcNoA76MLzyp6rTa3VZnKXL12ucltO1uprUrnNR/wbBR/TKN9YCOtNothm6nV82LPa3HLOS8qnmrcXbJ3WbY93tkd+GMlbsulVvncWl1qn9NkiuZ/lyXWEi98B8rzojfE3PLGaC17lhZExtqq5AFeTfD6hCoobk+u9UgfqcF7Grw8qWUua7mS5uenTNlO8rSPuxi/xFg+vtLi+q5V8hjudcn18P2ST8a8nmYt9kim5Xq1Xk9cPUsisMwDZutzZkDUyuLFi/GpT30KpaWlOProo9Nuu3XrVpx88skYPnw4xo0bh+uuu65nCmkYhpEJIjHK5J9JjIxBhNl6wzAGDGbrc2ZAzMROmDABV1xxBZYuXYq1a9em3fb888/H5s2b8eGHH6Kurg6HHHIIJk+ejFNPPbXL55fRJ21uidFGs7SP52OUV1XmzHkWFW5P5pV0OEdvpXhX6UYAHWR8KfWD+FYaA6yjsVptJrYtsI7zeGZ4DaXfSx5/BeVKmmdi5d7FKY9HX7UZu4rAEvBG5zSnEF66CTXJnNXuSHRMieGr3ctWJY+3TajOjHi0uCywBPw1XRpYOkdN3U6eGnZmxOeWq9BGuTm+q6DNtHJaiwnIyPWEOVKSe8O1qs1axJU8Lf5tZrPSRXT92mgy52kOvWT0Vove2+3Y6KxhqPSWrR8Jfxvht63SOsQpT9Ls9k+zGqm2jG3HJre9bPTNmnqItdYiY7ONFivBbRqrqWrTzsTGKS+dgz9Ajycu94mvVUrCNiimHFs7n2brx1OeNjPMebI/O+qapOTVuMspyZyxZEfSObnU6rme8uJIJaHGaNecWLEdZLQYxqkOHTuSzxmfOxXNWVhUXpSSTy+jV7LM0ZxBtgaW/l+f1KQ2W8yzs3mcd03FbH3ODIiX2GOPPRYAsGLFirSGrampCf/3f/+HZ555BrFYDLFYDOeffz7uvvvuSMNWW1uL2lpHJLty5cruK7xhGAZjzh4MQ8VsvWEYAwaz9TkzqF7tV61ahba2NsycOTOZN3PmTLz66quR+955553YZ599sM8++2DevHl5LKVhGIOaTOVF2YziEqeddhpKSkpQUVGR/Pfcc89lvN4w+jpm6w3D6PPk2dYPBgbETGymNDY2YtiwYRgyxLvsWCyGhoaGNHs5zJ8/H0cddRQAZ3Q2yrhpwgjtA3+W9LQqeSUtjlyS5cQNrmMnjm3ljxPrEPcJfGVE+WPKE1lKjMrjOTF425XRbCJJisiXWAQrUgw+2ybfXyvc5YuUJ7HBWE4sH/OHOcMYGlgCXtljlKdJTbQYfrzeeQbi5Ggi7l6tJjUNiwMnNVVGW7S5UrAmn/sgKS/Lt1iMs95dchy4dNIqviOag6Qo0sWl5TQfT+5DjPLEmVYN5XlpkWv75ehOvfjjyYk8LFPHXoDUBTsq06R1UTEV5Xcapzz5TW4K/J0XekBidO655+K2227r8nrD6Mt0t60vhyPJFZvr//1LW605polzqSittaeacyGnPW2lNrSOJK/SfnH7prV52udGLJtsc23PJl+7HVfKrX1Wwteg2RHtUyZpt8Msqfapinwyw/UT9ZnLRmV9zF2ydHiXwBIApgEAxlL/ZzKtlZ6C5nSL5eZxdxkm5fb6g1zP0qOLU55Ir8PiEWv9o9RPbES23KB8OgboHwTJ9URJbTVpcZlvi1hgCXhScL4f3NfR4sRq8u/RKdtpTlejIjibnLh/MaheYisqKtDU1ISOjo6kcauvr0dlZZjvP4/q6mpUV1dHbmcYhpETXZAYsezR2ipjsGO23jCMPo/JiXNmUL3E7rbbbiguLsYrr7yCffbZB4Dzbc2ee+7ZpeO1w9Fjyxiff2QzNU93pZ6a5vG4ik73AU94D7o4COBxX/5yJ54MX8MSwDfcJbsul9GuGOVNpPR0AMAmGp3clBz54n3kytZTHs+wrnCXr1OepPkqUp1O+dEc98ioozZyxyOS/Kjz7KYg18COJuIAgCYa+ZXZVM05EJB+ppbHESW8QUNoaABttjjuLjXHDmEzqFoYnObAOj5mmHMFbZRX6oWfmRoAQCk5w+Cx0pHuUnNXxXMkcXeLetqSR7ellJojCb4fcp/Cxvvl3Jo6It3veTvySBdGZ1kZcvXVV+Oaa65Ju9u9996Le++9F9XV1TjjjDNw4YUXorCwMOP1htGXyYetbwPbZnZdKNb3PcrTnBRGzcTG3CU7KZL9vdYoQS2chImLIRVuG1MDrfiR9q2RwtJ5s79aQLmwmU/N5Z2cVbNLYfNeckxN+cP2W7syTakV5dipJrAESt264K042I4Mc/hnGh3Ylmn9Oijr/c+KaH64vybrw46kOZCMBZaAPF8JqpNNdN+1EE2aG0qtr1OkrPc7L3WeygbfjP80d8nXxeWVZ4V7ULL/HpQ3LbDO62/w3jzrnN6hlea6qpuxmdicGRC10tHRgZaWFnR0dGD79u1oaWlBW1tbynbl5eX42te+hiuvvBL19fV455138NOf/hRnnXVWL5TaMAxDoTOLb2TcQa4lS5Zg+fLlWL58OebPn5/28N/+9rexatUqbNiwAXfffTd+/OMf48c//nHG6w2jtzBbbxjGgKELtt7wMyBqZeHChSgrK8P111+PRx55BGVlZfjyl78MADjssMNwww03JLddvHgxqqqqMGnSJHzuc5/DmWeemVN4HcMwjG5lexax47Y7EqPp06dj9uzZmD17dqQUcvbs2RgzZgyKioqw33774dJLL8UDDzyQ8XrD6C3M1huGMWDogq03/AwIOfE111wTKp/785//7Pt7+PDh+O1vf9st522AI64RSQKPB7cmc7UIVJ7cYwOJfuRTfpZfaDErNyWXLL9YTunnA0sAeMtdsjxF5CQxyquhtEim9lDWj0IqcUqvprRIq/jcWgy6KDS5TLo8RnM0oUmrtynbcT07192EMZTn3UMtZnCJkifbtVFuq08uo8mp2pNbemiCGM3RBtePXGv2MQx16flUynOelZ0ph51hjHWXWuzhOOVp8Vs1iRYfR7bVJE+MJvHn367I9Vt99z0eWLJcvpvpYYlRlEzYZMRGX6E3bX0HgHiydXiL1q5wl6soLyrmuaB9nsHbFQXWAWyPEq490mScmhyU2z6tDeY2dm3yMyIuj9gTlvRqklfN8RPbtyolb5iS1r5h5u28yOw62udGck6WbYuc1hMPi4UfS1vx8KCsLy/wPi5JuLNlXLdiY9gW+XsoWl8x7i6j+kxaPfMzJfXM/ZXUuOwJ+kRJHIdxf0WLWi/XyDZae774DkuvsYE+N/KeOq4V/rRM++xN7tNulOd8/lZNtc/3TnuS5NMhXTCcCCzzgMmJc8ZqxTAMoy/RmcXobBecPfzud7/D1q1b0dnZiRdffBGLFi3Ccccdl/F6wzAMwzByJM+2fjAwIGZie4tGJOCM0mhOgWS0NE55PNLm0ErjpXXuOFedOmbEI4kyOqc5TwK8GVjOC3PYA/hnGtcp+XxuGTVjFwcy8qfNXPH+UaOGmsMCHseLBZac5u0kHeY0SRsRlzztGnhUcHRgHdBE47MJdYa6K8jIKJdnm5In8DXxcxZzlzwuL/eBn9cohx1yv/j65BmoSebI+CjPvvKYqzha4JFPuRpt1pTRZg44T5u91Y7J4Q20mVhvBnY15UpoKplhYccu3UyeR2cXL16Ms88+Gx0dHZg4cSLOPfdcXHTRRRmvN4zBRh2krZEZ2BW0Vpwm8uysFmJHa1tjlCdtLM+6apoTr12WNo97DLHAkrcLm1PSwvu1uees87XgAs+Gcnnj7jK1r+O3QVK6cZQ3RlnP59HqQkoe1vfQFE3SP+BjxwJLz9KxxWNHQaNKHZtbMsS7r20dznkSrd49ktKEhXnzYDVUQ2AJ6DOxbPfT9an42JoTR69+xHFYnRKCJ11IuuB67W7JvHCM+mtxdwbV/xTHlTPFKO3MopfS8yO9MO0p4nJwedM5cfTqNvWb+27DZmJzxl5iDcMw+hJ5Nmz/+te/clpvGIZhGEaO2EtszthLrGEYRl/CYscZhmEYxsDGbH3O2EtsTnwEYDg8eUZqjFE9ThzLODjmpxa/NLgvoMuJ3wpJZwuXTaSTLBeSNEs/WMorFCvrY8pxoGzHaI4vtONwniYh0tDi9rF0WHNIIedhGVQ8mWp1JbZ15DSi3JWJs5yoLbk9y3ziSprz0jnD0mLDAd4zqcmyWpTtouLEasI1715GSbBiRc7xiwop0mq7UzMsQNMcSfB6kQZxnZYoeZqMTpPU+QVDcXf5MeXJb2q1u6xTjtJN2OisYfQpmtAAx+XbO24O215JZxPzXIsTq9lJsSPeJytFioSSHQ6JM5sqypN2NExOLO1fs5KXIPu3KenkkVv4TZSOu0stBjn3CTTHTTFKyzk1J4Xa50BhdqsjzXouj2MpSkn8Kp+lsPWvJCdOlUPD5cTNbZ4VKnWdPUV9LqP3V/iOadeipTWZMPd1KpQ8fl6dp6WJrG+du48mF9aeMy6FJsZlYXmD+ywlfNevyaRjyZyYWxJ23CRPJN8vLSasJh32u7iUPllcWdvNmK3PGXuJNQzD6EvY6KxhGIZhDGzM1ueMvcQahmH0JWx01jAMwzAGNmbrc8ZeYnPiQziCBU2eqXkn1rz9hklDBNmWjyPSD5Yv5SNu5ZDAkmFhSamyPkZpkRNp183H1rzuajJZPnZFYMn7aFIkLod2v6LKKOdhL86blLQXb67JlX81+aRTcuw45fEx17tLlvmkixMX5uU5pqwP7gvodaKR6iWziPKKlK18aVdGnKAGWX49LKzWvWXqaSGdB8Ww8gTL4BB3lxsoT35r8jurR94ww2YYfYxNcNpnad/jtE6zHRpso+QTjBrKk7is0yhvd3c5M5nDvoLFC/wkyqt2Ja8VQ1PLI3JXAGht98SWYpk0OTFT5raejXTGZkq3JltS7VMdDe47sLxXyqnFd+dPsGR9s7IdoEdGkDQfxzmf9ikKe7svK2lLSfOnMWLXfJ/LJFLb6CL1L83XvhZ1QfcqrOcNDSzD9uG6kE+L4smceLI8XhmbU7bSJdN8ZxqUPA+tDwfIM6J9wMay5CjPyVo8+riS59l96Y9tQt7oAVt//vnn4+GHH0Z9fT0qKytxwgkn4Oabb0ZJSQnmzJmD5557DsXF3m/v7bffxoQJE7p0rt7AekCGYRh9CYsdZxiGYRgDmx6w9eeeey7eeustbN26Fa+88gpeeeUV3Hzzzcn1N910ExobG5P/+tMLLGAzsTmyFkDYg6WNEGb6YT6PoGrxSzMd+e0K/EhoTpMkzeNikuaxMB5V1RxfpYsdGzbSqM0MayONMrqrlSF4/GCeFm9OK0+M8ni2NB5Y8nreR3O4wDOxGwNLPibnpZst5uNrI7HaTGxU3fN8qXPsBOU1u3XPT71vztId/eeZz82BJeC5TeI8zb2CFnuvVMnTHFJwmq8KKY4dOC11z89yN2MzsYbRx2iD00Zq7a0W81WLVc7rZfayhvLEadJMyvsUAGBXasF4nnZXOVqxN+cUK3f0K+xwSGYI403evKKmTuH2VHOzKJae20ue7Uq4R2ojdz+t6nb+ZRDZtkmNKJ5Q8rYpecG0EN5vinIUyHWqIfXclqAZb3epXT/g1X1CjaPLDjDl3HxnNAdIUTFxKwPrAN2paFzJqaS0s3+posRi+FlJJK+82ZfrwHVbGpL276HN6DYp2/G2ccrblNxuPeWKQ8d0jjS7iS7Y+pUrVyazqqurUV1dHbYHAGD69OnJdGdnJwoLC/HOO++k2aN/YS+xhmEYfYlB4uxhwYIFWW1/9dVX56kkhmEYhtHDdMHWz5s3L5l19dVX45prroncddGiRVi4cCG2bduGUaNG4aabbkquW7hwIa699lpMnjwZF154IU499dSsLiET8mnr7SXWMAyjLzFIZmJvueUWdHZ2+vK2b9+OpqYmVFRUpOTZS6xhGIYxYOiCrV+yZElydjVqFla49NJLcemll2LlypX4zW9+g/HjndBdN954I2bMmIHy8nI8+eSTOPHEE1FZWYljjjkm+2tJQz5tvb3E5kQtHMGC3ASWPYg0RJPdMiyhEMFDqmRTl4NqkiYgvQMgDZassIuIGiVPi8alOQ3ishUreRrpYrqlyw8ida85nOLyaMeOkh9pku908mTAE8KOoTxN0suOhBoDS05rcnMo2wF6vD0N7TjafY1RWp4zTwZd57oaqQ05S9xdssxHJD28j6Q5GmsiIPoFgFLlHmuSJpaE+eVNqSnvd8h5QcdXqWXpNgbJS2x9fapzrJdffhn77LMPtmzZgqIi507+5z//wb777tvTxTMMogROexhz/9ZsZozyNOnneErXuEt207Snu9w7mSNCwKm01a6UnlzqtEdjh2/1SqpIXutdGTE7dmIppkgwo2J6prr3iXaU1xZY8vm4DFp54MvTbGa6T7CC2wpyHO4HiJNCD/W6qL2VuuQ8kWvHaR9p5dgq65JXTQbMz4zYY/40ShMm8x0rTZOnOdJi2MaJ3DbVyVG0Jcy038a2nPvKzhka6PfV5l6rFjue0Z65hO9OaA40pT8Td5d9K07s9OnTMXv27C6dbvr06dh7771x2mmnYenSpdh///2T6+bOnYv58+fjgQce6PaX2HzaenuJNQzD6EsMEjmxRnC0NizPMAzDMPo1vWDr29vbQ7+JLSzsuUHx7rL19hKbExsBbIc3Wqa50I9RXtSsmDYbKKNAccqTNI9uaA6AolzNSzm0cnOa83hEL92xNQdJ8QzzolzIa84ytFHMGOVp4XaiQtFImutWm7HUrjsecm5B6pH3jXJ8pc1Ua9sx2sxy8Hhh+3NdyHn4WmLu0ns+Nrkz9e/RM8WjzuJWRJuJ5VnXeLLcH1Mu170zctdK97jWnRHRHDfxTKw2OhvtaEKQ69fGfbuJQTITaxj9hxicdk5mXeO0TtpJbms12xo1E+s4duKZ1p2VrdiJ06gK55wc+kVobPHa7wY3vYkcDnF7K2mtFdTCzmjhTgBd+yTHYTsgNcVzXNybibtLf1st18Nn0drjKGeQkk4fdkbKzWXgOk06caLZ7Tq3fqNURf55Kc1GiyMmzdEmo6n/tLBF2vVrKkDA64dofTitTxmlDGPk3Fq5+UmKUVrqwjt3q3vvWtV+XVh5NHWbPIGaYzBNGdnN5NnWNzY24sEHH8QxxxyDqqoqvP7661i4cCHmzp2LeDyOZ599FnPmzEFpaSmWLVuGO+64A3fddVfW5+lN7CXWMAyjLzGIZ2IBoKBg4F2TYRiGYfjIs60vKCjA/fffj4svvhitra0YO3YsjjvuOCxYsADbtm3DggULcNJJJwEAampqcMstt+CEE07I+jxdpTtsvb3EGoZh9CUG8UzszjvvjPvuuy/5jQwAlJeXY4899kizl2EYhmH0M/Js64cNG4a///3v6rry8nK88MILWR+zu+guW28vsTkhseOkGjVnDzWUJ+tZNqFFsGRpRzywBDwBZlzZjtMs1hFJhCb30KQmXE7NwQ9LMrSYuOwAQD6UX6vkcWzUeOB4XAbO1/K4jFLP4ygvRmmR2HBdyLm5PGuVPNkuTKabTjIe5TyIHTYIYfcmSJgzi3SxiTOV/gDe9UbJtp28WuxOe3r3S6RpfNXx5F/8fHzkLjl+Gz9fcg9Zouc843X0m5O4hZoI3n9ETTKkOU6Ta8njd5qD+CU2Fovh5JNP9uXtscceePXVV3upRIYBFCKGAoxCAhPdHG6rY+5Si1rJwltuq+Q4nsum6sASAMa6yyrKqxzqtdvixImdCzW3Oa1s3dbhybxaNz73GjoOt7ZirVk6Kz2TKiWPJcZ8hTFZX7A9mZfodMqmuavkXkI5pb3YqR4Sg7xJjVvPealOZPTPYNLLibW4okWdXj0XtQ71bQd4kmGuW0mzxLhVFU+zPRb7xrWbGo+4iGS5Un9s67Q46XKPudx+10Vic7mPI1vzp1VyRWExeoWomMqSDvskSn5r25Q8fkLSSYM5ne4zISaPnwwJZut9eV2x9fYSaxiG0ZcY5HJiwzAMwxjwmK3PGXuJzYkiOFUoY5U887cbAKCcwtNoo6o8oplIug33Zq4a3HQ9HachOfrEo2IcniXuLrURKe3D/DCX7QKPXMmxeRyvNbAuWLZ0M7HpHA9xGQHdIYGM7Gmz4Lskc0qToYH887iCXE2T6n5dKzfXN48xS9n4p6W5tNfQXN5rjqY0h0uM5mgqUzf3YceR6+ZzS01y3ac6pGjw/S5knFibtf+I8sShU1g9S51qigDv3JvcZ6EyZFRVd+wk8D7BmVjtd9JNDOLRWcPoi5TDaVXi2EFZG3OX25R1w5TtAJlvLaeZNFnLM2nSP2Br0kqOhMTREOdJOJ21NGv4nrt8n47DVq0h2bZ6fYEit60bS9vJWUZRHreSZUVOG1xBs8VDCp1Z2Q5qq6TcZeRoivtCAreyTcklz1XHA0vAbyc0FVm4woxnomVery5kvZSNz1wbWDr7S3m4xnkvsT1s/2NKGR07OkrZCvD6lTx3my7sDJfA7+RrtLKFwPZW7PbGkPWCppKLCsvISP3x70vKxv0DLVyO1t/V1GSaQ9OYu2SNQDdjtj5n7CXWMAyjL2Gjs4ZhGIYxsDFbnzP2EmsYhtGXsNFZwzAMwxjYmK3PGXuJzYlKOJKDMe7fntSoyJUxTqatReTKchC/nNhBE1rGfXmOSGQzyTT9zg7igWVYnhbTVJNfaB/Ha3ks49DkxOwgKRc0Jw0sWXVkxGOppifRWsnV6p6dENW56TqK0hdXpUGafEWTubI8V2RbLH1i8ZQmHZayaU6cwmKjdUVGnI64kubrF0kPi5r4idbkxOlk22ExejVZb2lgHSD1x5Jmvyu1dLJgFvYFnViZnNgwBgvlcOxFsyvabPW1InF3GfVZSWocTM0JDyPST3a8U9TsyRvr3TSvFynrO5T3trus87lSepfSLMt0SLiy3Vr30ygAKHWvgT+J4v6MUE5xa8X5FFPq5hU1kVSzPVVQzHtK7TZTTW1K9rlYasp7iU3g9jpcTsxWSVwvFSl5XB7Ok7pv8NXz6sDaYHkFlp6nOguVmorRViysHqms1yTaco1h7kXb3L/iqjNMJqrvob1eaPGTY4FlcL30lbhPJc/re5Qnz/NqyotTWsrL52Fna4LUuTzZW5Rtugmz9TljL7GGYRh9iR6UGDU3N2PPPffExo0bEY/HAQBz5szBc889h+Jir+Py9ttvY8KECTmdK0h7ezuWLVuGZ555BqtWrcLmzZsxdOhQVFdX41Of+hQOOeQQ1NTUdOs5DcMwDKNPMEjkxPm09fZqbxiG0ZeQ0dlM/+XAVVddhcmTJ6fk33TTTWhsbEz+684X2HXr1uHiiy/GhAkTcOihh+LOO+/EmjVrUFRUhMbGRjz77LM477zzMGXKFMyZMwd/+MMfuu3chmEYhtEn6EFb3xv0hK23mdiciMGRHgTlB16KPfuNTdlKl7T6Y3b51wF6nK9W8nKYUKWoQwJLQJe5arFT4xnmhcmJedtc0GKMiUy0JpkTc2t4Cm21M6VFgpPOSzHgSbnZc1+tW8+1dPQNlPbiv2nXz3IYLaYZo92bdGhxYAHvfkbFhM0UTTrEeVKD/BTzcygiLK6LeGAJePXHeZpMmu+i1KUmifekfgn6reiIuIq3E6mXnE/zZtxNdGZhsFwPpCtXrkxmVVdXo7q6OmyPJMuXL8df/vIX/OhHP8KJJ57YpaJmy0MPPYTTTjsN++67LxYtWoTDDjtMfUFub2/Hf/7zHzz44IM455xzsGjRol4NzG4MboJxCPizk6ZkmuXEWsxvT9lQpIiHtc+JpCUrUvKcczuweFViwb5Fea14xU2toFyWE8fdJbfV8hGOd8bV+DwAoIpK5OvjuN6G28hbcpkrLS4q3I4gHN+W021yHNq2ObB00s4daSL770euR5O58rU69qSVeloNyj3iHKn7zb48uRNct6vdJX9OpZWHPeTK5zje1cq5WYLOsm6tf6nFR29Osw7gj8xilCv2j2sgnVwY0PtrIt/lD7xq3CVfPx8n7i43KXmrKW+Fu+TPkjS0+8CyYjm3fCbI5+1mumDr+ws9Zev7V60YhmEMdLYXZDE660iM5s2bh3322Qf77LMP7rzzzshTdHR04Bvf+AZuv/12lJSkfjm1cOFCjBw5ErNmzcK9997bbZc2YsQIPPvss1i6dCnOPPPM0Bne4uJifPazn8Wtt96KNWvW4LTTTuu2MhiGYRhGr9MFW99f6ClbbzOxOSGOnWL0t4N8hM/jVkVp8gBvJJZnXTuUvDYlz++gRkaXeDYsnUOmOOVp6UzztGN3JzF3yaNmMuPkOdWSEUke62PBZHWpUz+xci9KqIwS8whygxvLrq7VG7EdG1gC/nG/WndstM43RiqOi1KdZ/jvIo/ea/PEGtoMOyNPUHc51dLi1vK5iwPL7mRISDqYxzOoQ1PyeG2H+wtM+Mal5XfMeZKW+xI2g94NdMHZw5IlSzB9+nQAyGgW9gc/+AFmzZqFAw44AMuWLfOtu/HGGzFjxgyUl5fjySefxIknnojKykocc8wxWV2Gxhe/+MWs9yktLcU555yT87kNo6sUuf/ErvOwj7QIbdSySDrM/Zvsr9n/JsrbpOTxMcXKsg1anZwRfp5yn3KXr/i2TD0S2x2Js87KnhgAYA32TuawLZRZwIoWz06IY6eyEp5X9a8LpivdmViedY25S/9MrMNH5Lgv4bOjYhO0/ghfa6o6R0rblLLGf+4m3wy8KIjY1m8IrAP0mVht9pEVRA78zHCpNcdPFaWpCqxkH4di9HLtSM+llI7emrSJ7LBRm9FmtBis0nerobwaZTtGrpjjyIv95Sc/agZWQ/bhGpDrCcaLzQMD2LFTT9l6e4k1DMPoS3TB2cP06dMxe/bsjHZ59913cccdd+Dll19W1++///7J9Ny5czF//nw88MAD3fISaxiGYRgGBo1jp3xiL7GGYRh9iTyPzj799NNYv349dt11VwDONykNDQ0YPXo0HnvsMey7776+7QsL8zMCfPrpp6dd39nZiXvuuScv5zYMwzCMXmUAz8Qy+bT19hKbEyInFtmFJ/QQEYjmmCBOef74XKnrxWkAf1ruxY5lYVGtuoWH5ihH0mEyYJGiaM6FtA/4WZ6jOYjqCuOVNMtOJO3JdysCS8CT2gBA5VCnbBVDvTJK3LoOaihE3sQOKSRGnxbTL4y6ZBlZ5iRPSJhDJkGT0Gpy2Sg5cXfdj5iS1u7HaGU7QL8GKaP27EHZDtClSpIek5LHJWApoPeb4y3igXNwWupbi8DXTeTZsJ144ok45JBDkn8/99xzOOuss7BixQqUlJTg8ccfx5w5c1BaWoply5bhjjvuwF133ZX1eaJ46aWX0NnZ6cuLx+P45JNPMGLECIwfr8XwM4zeQz4q0BwysjUWWx8WBVzQ5MTNSl5cOTbgOR3c5OshvOgun6Y8kRavoDyWt2rIWVkuOs5d432ss1ZxaFlGMV8lFiw7bhKbquUBuhMjaYH5Q52mwBIA6nwfEslnLVrcdo7LGgMAlNId0T7/0tFsb0JJhznQlP358y9Je+WWa0wVZTsky1vg1aP0YUpJqt3U5tybymav3Fpfieu+VZUMZ+rYiY8uT4jXtpe6zxTfV75GzzbzJ0pSL7l+JqX1PQQ5b6WyrpsYJC+x+bT19hJrGIbRl8izxKi8vBzl5d6wzpgxY1BQUIBJkyZhw4YNWLBgAU466SQAQE1NDW655RaccMIJWZ8nildeeUXNf+utt/D1r38dP/zhD7v9nIZhGIbRJxgkcuJ82np7ic2JMvhH87xx12Z39Elzzs0jXDzKpwUn0WZiG5Ln4VEoLaRLPCJPRp/Cwq/I48EjaZrbdNmfR7N4hkzOyWXUzi3n42PzCI32ob1TnqgRbR6pFYdNPPLbNiR1FjShNC4yf+ib2aW0lMw/t13kloHvfGlgCfjrWeqCRx9Lle3k7GHOFbSZ2K6E3Ym5S81Jg+Yuv4byeB+5U+wYSa5Bm2Hm3xePbksd8Lkl7Z17lHs+Djug/eYSlNuQPDafO+ggqv/OxAaZM2cO4vE4AOeFtrdD2UybNg2XX345vvvd74YaP8PoSRLuP2nBuc0vom0EzSlQs7JeQ1Nv8YyuP6SLOA1cQbnPB5aczsbh4mp3yTZ4SmBdyEws7VHkOkbUwu4wvllZdzaxhMKKiM3lupf64aNx+17vzvI1qU6DvC3lmJplDWvp5Wra6DhNSrhFr9/DNlqzvfwEyR1vSMlr8zlc0vdOhxbqSMN/PK3PoDkL1fZh5MmIJXMqUnKCM7FBFRTTXQ5EuysEYZYMkpnYMLrD1g+IWmlvb8d5552HESNGYOTIkTj//PPR0aHH1zzttNNQUlKCioqK5L/nnnuuh0tsGIYRQmcWbvf78ehsOoYMGYJ33nmnt4th9DHM1huGMWAwW5+zrR8QM7ELFy7E008/jTfffBMAcNhhh+GGG27AVVddpW5/7rnn4rbbbuvBEhqGYWTIIBmd/ec//5mS19bWhrfffhs33XQTPvOZz/RCqYy+jNl6wzAGDGbrc7b1A+Il9pe//CVuvfXWZHzEyy+/HBdffHGoYesKtbW1qK11nCetXLnSzS2FXzjjCYbi7lJz3BQmT9HkxHKcBOopd2NgyVtyWnPYxKImGcHWPsYHPKGH5lxIc3fA4hY+t5RHK6/mcIFFPZqDID634ywpQeeud+U2dbQV13mzK2+qoviv5a58iaU2Im9qI0mTyMPCpDtSMj6fpJt8cll5blhWq92HqHrWfsKa5Cem5EU5ReBnQe5DlHTYiS1YRJF5NSlvM93jeDLGH5dR0iyk5+sSqS/HRN3NPZ9Xz1JaTf4HeL81n9w8eWyWchcF8vLYdA4Sw/bFL34RnZ2dKCjwjzB3dnbis5/9LO69995eKpnRV+ktW5+AY520DzpE5qqJQbl3wHbd+4zBQ3MQJe1Soy+P+wIyg/EW5b2u5HVFdin2OE55Il/2YnI2uO0uANS5NcNOepK2kOKSJlqcdqtE+YwH8OxwacJr36TOtT24TWfbK/emSbGjRcp2UXLihLKejyPS6laKW+/ZeO57MemkrKlRgbkfwXdVnq8G6q8UuZ9O8edSIutmm6cex3duLf7tusA6QL87fPTUOpD6DfvMTuq5wdcfkWdJf36yR/vcSo6dqVC7C5itz9nW9/uX2C1btmDt2rWYOXNmMm/mzJn48MMPUV9fj6qqqpR97r33Xtx7772orq7GGWecgQsvvDAyjMSdd96JBQsWdHfxDcMw/AwSZw//+c9/UvLi8TieeOIJ/Oc//0FlZR69Qhr9DrP1hmEMKMzW52zr+/1LbGOjM8oTi8WSeZJuaGhIMWzf/va38YMf/AAjR47Ef/7zH5x44okoLCzEhRdemPY88+fPx1FHHQXAGZ2dN28enFmZUnizM6kzkXEa25OZWM0JEa9v9R0nHliG5WnhSZqVPGZIYAn4Z99kRkpzXaQ5IeJRMT63lHM95WmzydposTYzzMgopzer+BHNAgo8Ci4zg3xVZe7oZQmN/Mp94tqRK2THA5xOP2ZXnHZtbvvw/dVCw2jOuThP6p6vNkZpmYllJx817nJaMqfUrfudaSueiZVRV346ZK61lu5bQ3Ivfmb4+ZBr8MoTc6+H52blKHyl2uyHXx2h1XkeR2ODDJLR2dmzZ6v5X/ziF3H99dfjm9/8Jh544IEeLpXRV+lNW98e2EbT1Giqq7DwLNLKsqWXfbQQO2y//DYzdWZUnyHLhSi1T5xSTkvLc8ViZ9kZYpHMFpKzJ56VlZnYMu5TJFLLoZVMm2HVHCB1ZSaWaUyz/j1fH0RzisQ2Ju4uNcVbap9K07gBnh31hZBz66yI6q4tsD3gV615wRr5mVrtLtcoeWGKLik79xmkv8Z14fxu+X6UKekGX39E69fk4uRJC38UT545b5itz9nW999acamocBvNeq/ZlLT2dj979myMGTMGRUVF2G+//XDppZdmVHnV1dWYPXs2Zs+ejenTp3dT6Q3DMAKYswfst99++Mtf/tLbxTD6EGbrDcMYUJitz9nW9/uX2BEjRmDSpElYsWJFMm/FihXYYYcdVHlRkChpkWEYRo+SqVHLZhS3H1FfX4+f//znGDNmTG8XxehDmK03DGNAYbY+Z1vf7+XEAHD66afj+uuvx+c+9zkAwA033ICzzjpL3fZ3v/sdDj30UFRWVmL58uVYtGgRvvWtb3XxzJVwJJciu+XqTLj/e0KWBp8ISWChS0tySw+RX2hyYRY5dYSkBSkb7zM0sA7QneuMozwRa7LDJU3mGyUnFqnKR5QnApcwWYiUk6WdcmzvOLJ2NTkhipNYReQyPHYvV8CSpzIlL8rNUnrRqXa/wu6hJv/WIhJ2xbFBOhk5y7djlBZJ0ETKk/rdJZmzc2AJAGMpLVInlmCLlImforXuX3URcqFSWi8pTYqU+sv0p/1RC7X4d/KblPvCd72bGSQSo5133hmdnZ2+vLa2NtTV1aGwsBD33XdfL5XM6Kv0lq1vhdPSar/6osAS8No5th2abdDsiR5DNtXBjz+t9Q9ydXoj7TvLQWPuUo9LLmXnHkxTYAl47XJpp95+iZxYjWmqyIrDrlTqV/vkR5Ovan0C7rVp+2gycr7W2qTNDHPgJHXJVxHe02CHS3W0nec00UNzPiXPMMcbXk3puuSzxI7B3g0sea8o2brm0DO1LriMXOdyDXWRnzdFOarMFJMTdzf5tPUD4iX2yiuvxKZNm5LSn3nz5uGyyy4DAHzzm98EANxxxx0AgMWLF+Pss89GR0cHJk6ciHPPPRcXXXRR7xTcMAwjyCBx9nDkkUemGLahQ4dihx12wNFHH40ddtghZE9jsGK23jCMAYPZ+pxt/YB4iS0uLsbtt9+O22+/PWWdGDThX//6V08VyzAMI3sG8OjsPvvsg1/+8pfYe++98eMf/7i3i2P0M8zWG4YxYDBbnzMD4iW29xgNR14rwhOW2EiahREiA2HZCMtJNamirM9VGpRufy6jFqOVR0kcr3vscTbmLn1e8eg4DUlpKMcYFYkyH2m1u2S/eZqUg69FpC+b0m4XJylK3D2nJh3iPPnKiqVImoQoc7+1vKXca44TG1fWM+nEzJqcDEh/3zU5Md//mJLmbxec+zmKylXtW+PPA7wnjZ9wkdxpdeoXjlekrI+S4zWnyQM8KTN7Z/Sk7uydUaTw8cAyDwzg0dktW7Zg2bJl2HvvvXu7KIaRMSIPbQ78DXg2ISyeqKD1BKDkcVuVKhYNku7TIW7L4yH7C7Itt9zymcg0yqtxl2y3+QMOBy3qgubRPzTeuisjTlA7mJQWd8FRfKa7cC1LLZaErBf4uqTPwLVT79Ztk0/6yjZajhr1iUrcXXr+g2vJuja7x2FbJs+cJnmOU17c50/6NXfJcuLV7pJtYpSMWM6QmdRd8/gN8FPMn7XVuMtdKG9FRHnSwX33HpQTm63PGXuJNQzD6EsM4NHZk08+Gd///vfxr3/9C1OnTkVZWWoHWKOzsxPXXHNNfgtnGIZhGD2F2foUsrX19hKbE+MATEKRO4YU5gBAaHNzW31reSZWc7gTXJcN2oyu5oZoqLId4F2Ft15mKnmkUdJhj6iMY/EsZ6074tvki5cmaT4Sj/aFOUYIrpNrjFNeagy2JngeLWW0VXP6w2ixYxPKesYbqeUySq1wGTdQWq6BRyy1Z0DW87EzdfKhxaULi8s7OrAExKkCPwtjA0sAGFvmzVuUurEAWyk+YKLZmYvl8U5xOhEWo0/qp8l3DU7t8/3gWVeBz+ONab9OuSuUPBmBDo7S5oEBbNiuvfZaDB8+HA8++CCeeuoptLa2pnwro2EvsUbv0gCgHg2uzeAWVnPiJIS54BM7obVvvJ0ck/sWrWobrbXVk5Ttwpw4yiwh7yOxTmsoT9KszvIsgHY92gyzpLk3UtTu7Z1Q2rVm16ETt99xd7lZyeO05tiJy1oeWMdpvh9Rs+nafZWab/LZTs15ZZzSmgIvruRtorUV7pJLqcU8l2OzCoydIq12lzzrKudO1wcLojkOlRryyigprjPuAcbcJfczNilOJT3FAM8gZ1rGGOVJeeVadVdr3YLZ+hTsJdYwDKM/M4AlRoWFhfje976H733ve71dFMMwDMPoPfJs61tbW3Heeedh6dKl2LhxIyZOnIjvfe97OOOMMwAAc+bMwXPPPYfiYm+w4+2338aECROyPleQnrL1/evV3jAMY6AzyGPHAcD27dvx6KOP9nYxDMMwDCM/5NnWd3R0oLq6GkuXLsXWrVtxzz334KKLLsLf/va35DY33XQTGhsbk/+64wU2G3K19TYTmwNVKMEQlHoxz5RtWC4jogQWkjT5ZECauxoZIdE++tccBfEZ4koebye3Pyw+mchNvH20EooMhK+EHywtVqewlj7Wb/VJmQWu1XigFIAnBxlGeaWBJW8HiPsFljfH3OVIyhsVWAfokmlNJsV4peU7LzIglvGwdFqTG6WTm2cjJ9aOozkD0dKpeZyjxdYtL/FqpWRIuEOHKMdOCbX+vOM1uUdqojtbm7zv/GzFKf2eu2QJ0gp3yTHxgjHoNKFyN9GZhcEKibPYVznooINw5513Ytddd1XXr1mzBnfffTd+9atf4eOPP8b27UqcSMPocRoBxNHo2g6WtGqxr8PcMAWJii0rrQzbnVbV4V7qZx5+pJ0cGrKdxDKtobwdlO3kPJ64k+2oFslcriGe4XYAUORKh6OOoznmYxeP4q6I743UBNez2DCWrIq1qaI8vlZBkyozcl9L6W7776FcGdso6XuxzZOS11JeV1xWaWgOJrW+YozytBjF2vPFz484hvRqUuqHn3G+N1K/0XLiPdxlnPK02LHc75H908VCDv+oKWe6YOtXrlyZzKqurkZ1dXXYHhg2bBiuvfba5N/77bcfDjroIDz99NP48pe/3LUyZ0hP2fr+1QMyDMMY6GwvyGJ0tn/JiV944QW89Zb/m6WOjg489NBDOPTQQ7HzzjvjV7/6FU499VS88847vVRKwzAMw8gzXbD18+bNwz777IN99tkHd955Z1ana2lpwb///W/stddeybyFCxdi5MiRmDVrFu69995uu7SesvU2E5sDI+CMHmkuEwR2xa/NrfE4Wqs6WqZ94C8jZJqLA8AbfdqorOdSaKNrPPpWlrJe3MQ30CynrOVrKVXSPKLZGlgCnrOnhM8ZAY/syeidNquohYbxRqdL6ewy2+pzPqTkycgfl1sLEcM1KqOGPDLcoW4Zd5c8UshpzYHC0MAS0GfTu+LEScvT0pyX2XwDO+mQdAflSWl5JF5+N/7ASR9TWpxOaCPVmiMJfjr5d7HaXXJjK2nNsYU8Z12I85ApA9jZw2GHHYbTTjsN5513Hr7yla/gD3/4A379618jHo/jiCOOwKOPPopDDz0UBQX96+XcGOi0AmhJtlEckCTVVY0+d6PNump53LKIBfYHy4nRX5LmmVixHbxXcHvA78SpJrAEJKRJER1HC4emXSu35XF3qYXdiVNelJJNC6Ync5J1vqPzTKWERktVzjRQXTS4M4R1pAyT+S0tnCCg3y8tnJBuKTStGs+GSr+P7ZvYrTjlcbolsOTzRDkD05x7xiivRtlOZi+18wHe85Uaoon7Y1KKMMeo2kytF25HCwkVp7wYpTuUvJrAko8pv6moUEI50AVbv2TJEkyfPh0A0s7CBuns7MRZZ52FqVOn4thjjwUA3HjjjZgxYwbKy8vx5JNP4sQTT0RlZSWOOeaY7K5Doadsvb3EGoZh9CUGsGOnJUuWYNGiRfjf//1fLFy4EABwwAEH4P777+/xb3EMwzAMo9fogq2fPn06Zs+end1pOjtx7rnnYtWqVVi6dCkKC51z7r///slt5s6di/nz5+OBBx7olpfYnrL1/WsY3zAMY6AzgB07lZWVYcGCBfj444/x4IMP4rDDDsMzzzyDmTNn4oILLsCrr77a20U0DMMwjPzTA7a+s7MT3/rWt/DCCy/gb3/7G6qqqkK3lZfb7qCnbL3NxObASDgCV5E5sKymTckTWQlLjHX8ImMHTYrKwhpNlspySJFEaKLmGKU1uXFqDLrNmJLMEZEvyz1YDqLFAZN9NNkNS3oSPvlK3F1mJieOUSlYJiwCjElKXnWRd+xRFU5dVAz15DJFhc7H581t3tXUxmPJdJPrkEKLGajLv1mqosXE5Z+oJg8bGpEn+2hy40wlxgwfx3k2m0kIpLkUK2nyaqPMdfLU2OKdp17ZR57shO8ZX03pdwJbAulj4rLkietZfiOrlTwN7ffTzfSAnPj888/Hww8/jPr6elRWVuKEE07AzTffjJKSkry63ReKi4tx3HHH4bjjjsPHH3+MX//61/jlL3+Jn/zkJ5g9ezZOP/10nHLKKYjFYt12TsPoOh0A2tHqWqkmsi1abFBNLqzJZTVHgXwc2YftSREdKZG03eNoC2n/2F7IPmMoryYlXUTHERktl0f7eEVzbMjiXbF63FLL9fCxtY9TNFnyJl//aLW7ZCd8Wr+H2385E9eFI41NUL9mrVsnjVSPLCOXe6c5JORyS51oVskPO3bSYt1r/Tru98m2Wv8oRnlaTGAtzrD2xLLkWWwhXy1/CibHYedLTpodaGoSdQ3tt9Tqc8hUEygXlwHQ5cRSB1Moryaw5LvezfSArT/vvPPwzDPP4Mknn8SIESOS+fF4HM8++yzmzJmD0tJSLFu2DHfccQfuuuuuLp0njHzb+v41jG8YhjHQ6czC2UMX5cTnnnsu3nrrLWzduhWvvPIKXnnlFdx8883J9T3pdn/ixIm47LLL8O677+If//gHZsyYge9973smLzYMwzAGLnm29WvWrMHPfvYzrFq1CpMnT0ZFRQUqKirwzW9+E+3t7ViwYAHGjx+PESNG4MILL8Qtt9yCE044IQ8X6pAPW28zsTlQCmc0Lub+zSNFMvrGY4aaAwT/6JyMvkXN2G1Q8nhEbrW71EYk40glRmkesRyqrHdGtppohGuT+5F+2EysRqrLKN0BQj05AGhKptndg/MIs/t62YpnX3nMcbK7rOG8UU79TBq5GQCwvXM73i94Ai80LMfKltfx1rb3sB2dKC4oxujiETiwYi4Ojx2O8SXjk7OLABCvdX6M2hh4k+8K5R7zqKHmpEibaeWfreZwSRuJ1dBmFcNmYmWUOHVsPE6j9zLa7hOsJLzjlDQPSTmKOMHikfrNyRQ/w5xeo+RpYaQ6Auu8cjusU9b3Ml0Ync3G7T6ApGMIwJEbFRYW9glvwAceeCAOPPBALF68GPfff39vF8cwAjjtSbNi4bQZS95Km3WNcpBUoqzjWVnPOVGMcsU+ctg50T6xm6KJyZTMwLLNrEyu8xALFjYTK+16q8/WaXOQpSnHZtKHpfuI8iRE2mrK0xzyaf0anqWrUbZrdY9Qk8xpUEILaWo7bXY64eu38Hm8WvPQNE3ShwuzibIt13c6t6NspWuUNM/ua0+vZm8ZqWdvtnSUe9/5KdSOnFDSnOc9N9zTkvPwMxNTjs55WqieGgBAuVvK7YiFXmHO5HkmdvLkyejs7Axd/8ILL2R9zO6iu2y9zcQaBtG0fRse2PIrnLLmUJzxznm4c92v8K/4f1DXvhkb27egtq0Or21bhcXrf4KvrDoU13+8EInOaKGQYWRMF0Znu+J2f9GiRaioqMDYsWPxyiuv4Pzzz0+uy5fbfWHatGn47ne/iyeffBIdHam/n+HDh+Ob3/xmt5/XMAzDMPoEPaC66m3ybeu7bSa2paUFBQUFKC3VdPSG0fd5rW0ZfrXmAqzrcEK5VBQOw5dGHIR9Y9Ow+7CpKCscipZEAm82vYPfrfs7Xtz2Iv7f5gfxUWkjLhpxO4oL7Nk3uoEecrt/6aWX4tJLL8XKlSvxm9/8BuPHOyPZ+XS7L1x44YV45JFHcOSRR6KkpARz587F4YcfjsMPPxwjR46MPoDRa5itNwzD6AYGcDg9Id+2vssvscuWLcMf//hHPPPMM3jzzTfR3OxIIsrLyzF9+nR89rOfxdFHH405c+bkXMi+SjEcKYnmxCGRJs8vlWAJSTywDMsTWU1YjNGNSl46uSQfmx+JmLvkj+clBpt3bJETV9JWWvcmnVwK0N0Wadu20dGlflmSEnOXLFnhbn2Nu5w6zrmGRGcHHkpcgN81PAQA2HHoWHxv56/htOmzMWzIUCDp2Gk70FGMwzEDF8U/iz+uex4nvXwTXmj9M25p/Dp+utOPUbd1uHPubd7VSNmaVPFU1Cyu5tgpRnkiCeIa4GOKpEf7qXOe5kiKkeeUHTvEAQCbSXYk0mAuDUurSpQ82Wcz5TUln9cwx1frAktez+IfLXZeo7K+D9EFw9YVt/vC9OnTsffee+O0007D0qVL8+p2X5g/fz7mz5+PlpYWPPHEE/jTn/6Eyy67DGeccQb2228/HHHEETjiiCOw++67d9s5ja5hth5w2sViyGcVTT7nSg7cuhcpedrnMppFiMrz21GRDMcoT9pqLQ4ob+elRaIcFetW68NwW96qOiSS9jbV1vnrhG2P9hmI1q9ZHVgG10s5NJuofXajxUb3ypWgD2G8eL3szEgjygZJnfFHNun20ewboPcltPte4y6nU96+yVSlK7HlPpM8Sf5P5pwelubEitH6eFwaTU6sSdT12Lta/2icksfbsow81clVqXtdIq1vhT/ycLcyCF5i823rs3qJbW9vx5133olbbrkFq1evxsiRIzF79mzMmzcPI0aMQGdnJ7Zs2YIPPvgAS5YswU9+8hNMnjwZF110EebPn+/zdmkYfYX7G2/EH5ucF9hv7ngkrpt6OiqGlGHokHja/b46fj88+ulr8NX/XI/nG1/AnevvwqdxW/4LbAxseiFObHt7e+g3sd3pdj/I0KFDk6OyAPDyyy/jkUcewUMPPYTLL78ckydPxuGHH44jjjgCX/7yl/NWDsOP2XrDMIw8M4BjwgfJl63P6iV2l112QVtbG/77v/8bJ554YuTI//Lly/Hggw/ihhtuwA9/+EOsXr06m9MZRt55puWP+GPTzwAAN0++HudPy2426+DRe+P6Ha7Dd9dcjHs33Iedh34Xowp3zEdRjcFCnkdnGxsb8eCDD+KYY45BVVUVXn/9dSxcuBBz587tMbf7YcyaNQuzZs3CVVddhfXr1+PRRx/Fo48+imOPPRaNjX3I+dYAx2y9YRhGnhkEM7FhdJetz+ol9rLLLsNpp52W8bcw4mjk2muvxa9+9atsTjVg0LzU+W9PnNIil9mk5G2gPNknzLNtlNe4dGhSlTjlxVPyEu754kiV0ALRnooFzaMjP2maHEs7h8hXuAwsdR45zClvedWb+N+6CwEAF+10HC6YNhPFE8jb32i37ilOLNz4sIUVXn1/s30GHt66F/615VUsLbgSF4+81ScnlnNv8pVCSqfJl5gYpUUGM17J43053pzIf7XfrCYnjoK3iwMAWunZ2+Q+A2FyYslnCZI87XHfeeSvsGdck1u1KNt1KNvl4ohL6r4d/t9p99HZWYDODA1WZxdGZwsKCnD//ffj4osvRmtrK8aOHYvjjjsOCxYswLZt27BgwQKcdNJJAICampq8u90PY9y4cTjzzDNx5plnoq1NE6oZ+cJsfZAiOO2lY4USZI30z0QcouyXJkHWvN0yfplvWWAJeBJKzSNv+hlybhm1c+ufRDFie6JksGyjNDQ/yOm8z2sxz4PpdHlCqn3zy5O19VGqA+1a+TMysYZajUdFIohRukJZLzLZmZS3n7uck8yZQp6Kpwb2DJ5FkBaZY2mwXW9yl5pX4SFKHm/XRGk5Ph9bt+Dya9P6WXzWGOXFUvIqAstM+69dId+2vr+Qi63P6iV2/vz5WR1cKCkp6fK+hpEvHt7yEFo6m7F72Z64btf/7vJxCgoKcP1uZ+ALz1+Afzb9CadVfR+AzcYaXSOxvRCJDA1bptsxw4YNw9///nd1XXl5ea+63Q+jpET7Qs/IF2brDcMw8ku+bX1/JFtbn9VLbGdnJwoKBu5oQK5ozg54TEFGlPzxQuNKeqOSxw510o1IMpqjhCi0OKHaY8LndsrWTDOxPBemjbRpeTI2yXWmxaPTxmm0GL1h6yuHtqCzsxOPb/0DAODMCcehbHS9s3JsnbehpMtpXLDDrQuKDTu0qRyfHzsCB7y/G/5Vtwr/TNyJnfCZ5Hrxv7ba52oqFlgCuqOJ9E4IvLywmdi4sj54DiC7mLHB83jPZr37DHAsQ+2+8z2qD5TUf8yoGWJt1F2LmauNaPPxo0b35T5Mc5cNyNdM7PYsDNv2fmzYTj/99Iy37ezsxD333JO/whg+zNaHIW1Ds7IudSatlSxPB9lHzfGTpLW2M1yFJHvxnK+0b9oMIOd5s4FNbtmiYt1GO6cqVnK1+TetbMVKmreLKfsIfP3szCfuLrl9H6Jsp8VTlXsdpzw+Tro5Or6WdP0oPg8fT3PYJbZ+iJLHcJ9B7NU+lPd5AMCnKWcPSu/qLqur4sm8spLUXlWzq0qLN3lPbLzde4KkR8G/FHnitL5ymIMoSfPsrOcQVevXht0X7VcneM9Zwn2Won97uWO2PpVsbX3GL7H33nsvvvOd7+Ckk07CmWeeiU996lMZn8Qw+hqfJN7B2tZaDC0sxdwRB8IfNLxrXDh9Lv5Vtwq/3/R7XIA7UdR9EayMQUSisyDz0dl+LDFavnw5PvnkE2zZsgVVVVUYM2YMNmzYgPr6eowYMQITJkxIbpsuYLvRvZitNwzDyD9m63O39Rm/2h9//PG4/fbbkUgkcMopp2DvvffGT37yE2zevDl6Z8PoY3yScDyxTi3bGWVF2iylx8sfbsR5v30G1z/+Mv75zidobtNntY+YNBNVRVXYkojjQzzb7WU2BgeJ7YXoyPBff5YY3XTTTaiqqsITTzyBzZs3Y9WqVdi8eTOefPJJVFVV4eabb8arr76KV199Fa+99lpvF3fQYLbeMAwj/5itz93WZzxVVF5ejq9//es4+eSTAQC1tbVYtmwZbrnlFixcuDC7KxogtMOROmhyAxE7sATCE2xq8S45rcmJNWc1DL+IadG45DiaPJO3G62kWXajOTGQ2HkeDcpWLBfRBB2abISv2nMUwDXe4eZ5ciLNeRBTVLgd6zvfBQBMLZ+I8pI2TzIci3sbjtyMmx97A5c++BK8waEXMbKiBP88/1jsMcGVB8djAJwf05dHfQYP1v0dHxY/hM+UOB49PSdPHHlN6pZjmmnSWL4fIiOeSHlyzDAXIuLkQHO1xXlaLD8+Zsxdpn8W5Lnn+6/JidmtxebkdizPjbvLMMm8Jh2WMmrPeJS0Puo3JcfexV1uALBc2Sd3tmcxOru9H4/OXnzxxbjmmmtS4oseeOCBWLBgAS655BIceuihvVO4QYzZ+nSkaztY+poaPZbtVtx1pKOJbrX+hB4jM4pw90tSCm/tEF+5GM01TknIerEZTT5bp1lktgDBowPppbq8bzywBPT+U6afXmkD2twL4fPI/dbqVnPYqMmXeT07JCoOLAHPBoV5bpX1/LmRIxSupn7G3oElAEwn6fCkkY5FHkXOK4sKtwMAWju8e9TY4pS7iuTElY3edYnMuCHh7dMcWAK64yauUW0f735GiZU1GTl/mif1692vuPu8lrnPYJQLslwwW5+7rc/41f7ee+/FyJEjce6552L58uWorq7G17/+dTNqRr9ky/b1AICJpeNCt/nNs+/j+79zXmCP228Cvva5iRheNgSbG9tw0R+eUfc5eKTzLew7CX29YUQhzh4y/ddfef/991FVldppBoBYLIZ33323h0tkAGbrDcMwegKz9bnb+oxnYo8//ngMGTIEy5Ytw8knn4yhQ4fizDPPxLx58zBy5MjoAwxAtsMZ89Fm/GQMq57y4skUh8vZqKQ5L1O38mFu14PrO5Q8HhVkRwGTlDw5Np9PRr68kbtGOqaMIvPorTbqLGn/2BpvER46qJWuudkdDdacAwgtnc6xqopLUTKkw3PU5IbTiTe14hu/eh4A8L3ja3DTmbsBAN5fuyumnbMMf3vrI/z1g1WYu+dEgEYsD6muAd4CPtr+KsrLNqOkYGhyJjZGo8vxZJ3yveZRV6lfdgYlM7A7UJ4cJ2wmNhY4Hm/LI78yHqrNm/JxxlCeFt7HIcxJQ/BszhnlV1JLufIbiVOeNqqqjZxXRGwX1expjjjkWuU3kV6CnguDxdnDHnvsgUWLFuHAAw/0GbitW7di0aJF2H333XuxdIMXs/XpaA8sAa/N1MJ96W6REm5+va+tcuD2UlOu+PsbrcoWmrM6LfQNX4Momjy0WVmxGOx8itNSdnZo1ezasOgQKR5ioaJmqr3zabOznOa8dOHZtDy2Vnyc1sB2DN/XmLssClkvtmQYUuG+V1S/z9l2FN03cdLELekexU6t7TreUwFOHu31Q2QGVmZfAc8zbkNLqt1ro9nZNgpH2CG2ifYZkki1vVKLYQ7EJO3vR8h5+L5r4fS0e9OsrE+db63DZABAPr0xmK3P3dZnJSc++eSTTWJkDAhaOh1JybAhZer6x99cjea2BGZMqsSNp++azN95fDnOP6IGtzz8AW7+8+vOSyxRUzYOY0tiqGuLY03HG5havE/w0IaRlsEiMVq8eDG+/OUvY8cdd8QhhxyCcePGYf369Vi6dCkKCwvxl7/8pbeLOCgxW28YhpF/zNbnbuu77D5VJEaG0R/p6HRG7UoK9EDlGxqd0bq9JlehsNDfeJzwuWrc8vAHeH9D6rcpBQUF2K1iIuo2x1GXWGMvsUbWDJbYcfvuuy/effdd/PjHP8bzzz+Pt956C9XV1TjvvPNw4YUXYvTo0dEHMfKO2XrDGPi0bW/Di40v4cW6f+K5+ldQUlCEMSUjMGPYzjh30ikYVqQP+Btdx2x97rbeYoDkQCscYYIW+zIeWDqsd5cfUx6HdtEcO4ncQXNqw0RJKNM5rgmTE49T8sIlpCztaCVpbKsacU5IddIULgfRHBoMSdmuzRUjpZMsdbrnTcZCJOkMADS1O3uXlxb51xVux/hRzrXV1jehsyCBgiHemQpL2jB52Cg8tRloKFyDyqEtSXFPjI4fT0qD45TLkmCpP/5xi7MM736Uu/uweUlQPbe5Z29S5eYsDdaeMy6PnCFGeRUp28nd4N+C34WH3MM45cnvgn8LH7lLdnzG91+TCQ0NLDmtybcAXTqs5cXcpci7w9yG5c72ziwkRp3917ABwJgxY7Bw4UI0NTUhHo9jxIgRKCuzzpLRVxF7xe2ktAXsMEZzB5MqfeTPZerctprluVrfwv+JjfbZRVzJ02wnt4lSdo6X6dBM8lT5ZfKemuOnqPjukg77eKUksAyuTy2jZ4OayIlRo5v2f76i2SBJs3NBsT28tyZbjoplLrXFA+YsHR4dWAKejUp1dsXPBwu+pXcwhfIkSuz0UV6fcqorI97BdeDUlGjBbzf+Fret/gM2tPEHcA5/3vQMPmiuxc+mXemzSxInlp09sbQ4WWrqPxUl+Eocol5CtF+c95xybjpJOO/DhMebTSTvQX7iwQNm67vD1mdVKzNmzMC9996LtjbtKzed1tZW/OpXv8KMGTOyLpxh5ItO90uHAugSjZIi56exvj7VQK1e73RaCgsKsF2JaTW+NAYAqN+ev8bPGLgkthdk4eyh/0qMAOC5557D5z//eVRWVmLSpEkYPnw4DjzwQDz33HO9XbRBjdl6wxjYJDoTuH/dY9j/xZNx+dv3YENbPcaXjsDpk76E38y6BP838wrsWbETAOAfW/5tsbrzgNn63G19VjOxp512Gr773e/iO9/5Do466igccsghmD17NnbaaSeUlzvjQ9u2bcMHH3yAF198EUuXLsUjjzyCkpISXHLJJTkVtC/SAGf8RsZy2NxvSi55rHFtYBmWjlOe9jF/lLOaisASEdvFKI9HA2VEk93ly7Z8bBlX49GsuHJubSRMc0/fEZKW/XlEM3WWV0ZveR7R5yCicDuKCpycju2dzkiYjCC6o4tf2nkKgGew9NUNWL0aqBnrjn92DMHNv3sJAPDf++2Korby5D6yvqDTOXZBQSeKCrcny+F3kyF1yi+6fD+lxDHKG+1el3dlchd4dJaRZ7OM9ml272uTL7xPKlxnsneJtiHhhUnyuwjxEOdN6ylPnvuPKE/Wa+ESAG+EVXNyEfWM8yi4jARq4R20kXM5jvbb6h4kdlym2/ZXXnrpJRx88ME4/PDDcfnll+P666/Hj370I/y///f/cNBBB+Ef//gH9t9//94u5qDEbH2QIe4/sUesxJBZTJ7t1GY+i5T1vJ3TpjSpqiq2g1rIF24nZXaWbYvmuE9T56TaaFbxVLiWgK+EbY+0ppqTnmxmYiXN9qZE2S4RWAJ6+JZGX55Tv+xUqyl5/TwzJHXOe2uh2jSVHG8n1jNGedyncpwFlit2na+/PLAOAMZSerK73LXIK8/0CZ8AAHYeW+dtN3oj/rX5VXzjtTuwov4DAEBN+Rgs2P0EnLzj5zGkw6mDrY0V+NH7DwEAThh9LOqbh6E27l3DJjecTj2F2GmivpDMyrKNStfbCwsIpa3XKQosg2hHkKdFu1/yO9oSeeauYrY+d1uf1Uvs9773PZxzzjm4++67cc899+C+++5LyjGHDHEO1dHhPHKdnZ3YY489sGDBApxxxhkYPnx4lwpoGPlgiPuC0t6pi473rB6Nz+86Bk+/vQFzrngaN8ybgYqhRfjHq5vx55fXo7CgABd/eS9130SnI58Jm+U1jHQMFmcPV199NY466ij83//9H1566SUsXLgQ3/rWt/Dtb38bxx9/PK644go88cQTvV3MQYnZesMYmCxe8zAueetOAEBVcTmu2u0EfGvXL6G0yO8f5Pn46/jP1pUYUlCEU8ee1BtFHfCYrc/d1mf9TWxlZSUuuOACXHDBBVi9ejWeffZZvPXWW9i0yRn1GzVqFKZNm4b9998fO+20U5cKZRj5prTAnU1I6N82FhQU4L5vfhYHXv93rNnQhFNuXe5bf86B0zFljN5Z+7DZGcEbUTRGXW8Y6Rgszh6eeeYZ/PKXv1TXnXHGGTjxxBN7uEQGY7beMAYW967/LW5Y67zAnjn5YCzafR5Glw4HivyD+fXt2/CNN24CAHxt/MEYXTwq5VhG7pitz93W5+TYqaamBjU1Nbkcoltob2/HhRdeiN/85jcoKCjAKaecgltvvTU5YtzVbaPYDEdwKGIK/uTfE2+splyRTXI8THZcI5KguHI2TSLJaM5sNKkl7ysCVy32J6e5AZNIcZpkI+yDes1pEJQ87R5oMs/Uuiii65ISsjAoKIOtKHSufVPbNscxgUhitnovpjVjJ+HN/5mHH/7zP7jzX6swqqIUsyeNwYG7VuO0XfcHNrojYySx2dpUjlfqHVnshII90NRWkiw1y64q3dyGZNxR71oCJU1Ja9cV5gBD8llIw9Fhg/to+4YhkrAGJc8vwWLJ/OrAktO8nfZbiIoTG3OXUU7OuAYqAtsBupx4SCAvfz7xBkvsuLa2NowYMUJdt23bti61yUZ+GOy23kPslebgJ0550v7xIKkWB5zbJflkgVt4kTZqAsuwc0s6Kt685riO5cRSXq+9bHRFq1osW0D/lEfgGtPkxIwmJ840dizbWWndNYlxjPI2uVvWqXJi3ltzLsh5cj81h4wcjs+z+6PcK+PypJMTa86cAKDGXQalw7K866PHcMPaxQCA/5l2NK6febyrrmjxPqcC0NxcirNf/TE+bFmHiSUTcMG4/8Gajc71rN3sxYmua3D6Sn6nWalEScs1x01aT9F/HHk2w+y6wL+5dP3QdG7Dtivrugez9bnb+v5bK8TChQvx9NNP480338Qbb7yBp556CjfccEPO2xoDl8pCpzGua0vvfGlYaTGuPmo2Pvnh1/HaNcfi16cdhDM+Oy0l7I6wtqUO7zU53qcnD5nevYU2BgUiMcrkX3+WGE2aNAkfffSRL6+zsxMrV67E5ZdfjsMPP7yXSmb0VczWG0b2JDoTuOJtZybs4l2PxPV7nORFZgiw6P3f4nfrlqEIRfjhTtehsih//h8GO2brc7f1A+Il9pe//CWuuOIKVFdXo7q6GpdffjnuvvvunLdlamtr8dJLL+Gll17CypUru/sSjB5mxyGO8/k3t73brcf95cePYju2Y4+Sz2JE0djoHQwjQObeCjMfxe2LHHzwwVi6dGny74KCAuyyyy7YY489MGbMGNx22229VzijT2K23jCy591tn2BrRxPKCkuxaK+TQ19gf/XBP3Dtu/cBAP5nh+9iVoXu98PoHszW527r+71ea8uWLVi7di1mzpyZzJs5cyY+/PBD1NfXo6qqqkvbBrnzzjuxYMEC/7nRBqAVRa4cJOETU4hkWIsDy7N/cSWdLh5qGJrXPE1izNcoMmKOA8vSYRGrhMXYFERQwlKlOKU1aZXUFcs4NImIdm7Oi9H/DnKFLC5hWU5ieyEmF84EALzTtAabm7djosiIN5IMSCQ2FAc2mUcSYqxz6m9dyxb8cu2fAQBzhnwz6bVPrpTLIFfQRPWd8ImwZC+vLkrduoqKtstosqx0Uq0yZTtOa7GQ+dybU9YCfq/DMmjwFuWtdpf8W5H9td8CoD8LQ5S8KOmQXLkmHe6d5nGwOHu4/PLL8e67zvMwevRonHnmmdhhhx3w6U9/Goceemgvl87oa/SmrXfG+4vgyW3jtE7SG5S81NiwDtK2aLG4tbwwtBi18cCS02ExTaWd5TJKm+h5cxd7Fac2VotToKF5nw0L4JTuOJpUmbfXPreJkhh7XpW9I9ViFzfFEmvNnzLXvdgl/kxIjjM1mTOWrkKGurX+iuadma/Fd12lzr0tL/FqtcxNv7ztbQDA3sNrUFTg2hbyJNzeVI6Hap/GN175OQBg/vhT8Vmch/ddZfLbbh9nTbu3j/RiwyKmy5Zan0LzJq1JjJkhvvXyTHJ/Veo+RnnaZ21a7FgtEoE8KfmLW262Pndb3+9fYhsbncY3Fosl8yTd0NDgM1bZbBtk/vz5OOqoowAAK1euxLx587qh9EZvMaJwHCaVTsDa1k/wu41/xJ6TP5fT8eJt23DoswuxpSOOnUonY9aQw7qppMZgY7A4e5gwYQImTJgAANhxxx3x85//vJdLZPRlzNYbRteIFTsvZq81rMFr9R9iz6odk+uaOlpx0Rv34I4PHwMAHD3qMFw06Vy8u149lNGNmK3PnX7/EltR4caqqq/H6NGjk2nA8a7Y1W2DiCTJz4cAKpBIjqHxKObGwBLQnStkCh9bi5GppbWR33SxLwG/qwCZldTGWrUZsrCZWEnzPlr8Wy2emhYL1xsZLnfLw3dPc+zEI7USv+yUEd/ATesW4Ccf3415E76IWHElxpGDA4gTA56JdUcvW8gB1Ft1FfjGO9/GK42rESscg0tjSxDf6F1Dk1IGKSOPPjZSPaebP9RGMcPi7WnxXdONTofNXgfPB3hlr6c8b94hTrmsPJDZ1tWUJ7Oz7OQs6jeiPX/a70sPoZRK2G+p5xksseOErVu3orS0FKWl2hyLYTj0rq0XpIXTYrVqCivN5gG62kNz9qTlaWhtntZnCCuPNhObam/FQtRij2QOz16KTWDbotmtViWPkX24RdBmJ7Uo31GxZWX4gm2vNgcu17WWZlD9yD1JjfXrV7dNAeCffeV52ligDEzU7HUTpRtbnfI0tHjPiqjBPjPiQHx6+O74z9Y38Omll+GKKfMwY9hUvN74PpZ88le80+SopU4f93UcW7wQ764fgpWfTEgeZ2XCqeE1dD552rk8XPfyK+Peo+acS65B61swfOwO96gJX61pc8KaEiLqtxKc0Y0hX5itz52sa2X9+vVYt25dSn5jYyNaW1uVPfLLiBEjMGnSJKxYsSKZt2LFCuywww4po63ZbGsMfI6MHYudS3fB1kQ9zlh5BRo6tkXvRGzv3I7ffvIkDn/jBLzY+DIqiyqwYPQSVA+pyU+BjUHBYHH28P7772PfffdFLBbDsGHD8NWvfhXxeBwA8MADD+D555/v3QIOcszWG8bAoKCgAL/e/TocPHJftG5vx5Xv/ArHrbgMV7/7C7zT9BHGFY/Br3b9CS7b8QIUFfT7ua1+g9n63G191i+xZ599NubPn5/8+9///jdmzJiBqqoqlJeXY8aMGbj66qvx8ccfd7lQ2XL66afj+uuvx7p167Bu3TrccMMNOOuss3Le1hjYDCkYgsuqr0N54TA8W78Cc146Hbe9/yc0dDSF7tPZ2YmVW9fiB+8/gM88+y2c8doP8EnbOowrHos7d7kNOxXP6MErMAYi+Xb20Nraim984xvYaaedUFlZiWnTpvliuM2ZMwelpaWoqKhI/vvkk0+68xIBOLLNuro6/O///i9uu+02PP/887jqqqsAAB9++CFuvPHGbj+nkTlm6w1j4DCmZAR+u8eNWDzjfOxZsRN2K98RR475PBbucjYe3eM3+HzVvr1dxEHHYHHslE9bn/WQywsvvIDLLrsMgDMie/TRR6OkpATnnHMOOjo6sGLFCixcuBC33347fvWrX+HII4/scuEy5corr8SmTZswfboT0mTevHnJMn7zm98EANxxxx2R22bPJ3CEM5o8SSQLmsQhzHFRzF1qTpo0mY8mF4KyXXBbQaTFqbFIHZwRaz3mG8uSRejCEcPYyYV8XBFXyqPFqmNYLiLy5uKUtZozBy0+GeDJbWrjMYzCAbh25EO4cct/4ePW9bjwjbtxxcr/w7SyXbFz2Q6IDalCe2c7mrc3473mNXi3eTXiCe86yguH4aiy7+ArZd9A0eZyvO86fKpLUNw1pTxSy2Ey4LbAkglzpCBocqowaXUwT5NqAV45ubxaDFr9WYhTWpPZy/quyOwblXSUMwdNpBUVr1gQRxCZypSzJ9/OHjo6OlBdXY2lS5di5513xgsvvIDDDjsMkyZNwpe//GUAwE033YQLLrgg62Nnw/PPP4977rkHxx13HACgsLAQN998M37yk59gr732Mu/EvYzZeqYUUGOIAnobk+mnDZl2wTQHiLw/9ynSOXaMiuWulY2P47lAElhuW+/2FqKcPYXJiIP7sCxZs2VtSh6jfTqjfSYjPTitr9NGuXU+abGcVZMTe4JhkRGzhJjF6lw2QXQOmsSW89TPjupSoyI0kROnz5Wchc/tdBZa6dOptetiyQ993nGdOL3e6dkg8dHNrhc3IxW+DzF3yboHqWetb8ZTB5qTJ97Hq7MiSmmhgLw8TY7dqqTkuRc5eScq8xYpdrA4dsqnrc/6JTYejyeD1j766KMYM2YMnn32WQwb5n038d5772H+/Pk4/vjj8dRTT+Ezn/lMlwuYCcXFxbj99ttx++23p6wTg5bJtsbgZErxnnhw57/hL1v/hN/Ff4nVrWuwfNvLWL7tZXX74oJizC7bH1+oOAQHVnwZTQ079XCJjYFMV5w9cCiQ9N/0AcOGDcO1116b/Hu//fbDQQcdhKeffjr5EtsTjBo1CkVFXidkxowZyVm90tLS5DeMRu9gtt4wDCN/DBbHTvm09Vm/xI4ePTqpZf7zn/+Mb3zjGz6jBgBTpkzB448/jv333x/XXXcdHnnkkS4XsG+zAc7YU8z9e5iyjTY2xQxV1scpL51Dhg4lL2wfSbO7eA0O6eLgC0+j7iOzbuzYgl3brXaXPPumjRbLTCs/ljzLHT4HqYWD0RwgAcDmZjf0DTUK9U3lmIFv48bKs/Fh+ZtY27EKtYn30dzZiMLOoRiCUowrrMFY7I7xhVPR1joS2AK8twWIk9t5+SnyPKSM/GkjiWEzsbx/MC/hGzWUe+3d/1bFWUi5MsaszbpGOdpg9G07lLVRjhRymdXUZhO0557zuHbTBXPI9Lzdy/YsDNt2dzv2oHr11Vfjmmuuyfh8LS0t+Pe//42TTz45mbdw4UJce+21mDx5Mi688EKceuqpGR8vU7797W/jpptuwsEHH4zKykoMHz4ciUQCiUQCzzzzDKZODXOoYvQEZuuZcjizOjKz43cB5KA5aQojnWMnTRkVFuZOa7/Et4MWfixMvSX53E6KvdbOx8fxfEk0uA6NGkKdMwbLwzNpHlK7WhgczpN0mKsubYZW8tj+aYonsbJ+W+7d93hybpXr0bnWGG1XHVgC/sAwUg6+LpmV5HPLzKemhuL1jTSDGl/v3I9qCgkoIXh4drau1btH77hLjpAseU2+Pp48H94z3ErPXBzjAPivVXO6KegzpPpMbLowgdp2fBxtxreZ7lfwfNuRP2vfFVufLYsXL8Y999yD1157DYcddhgefvjh5Lo5c+bgueeeQ3Gxp+54++23k56Eu4t82vqsX2L3339/LFmyBJ/61Kfwxz/+EUcccYS6XUlJCebNm+cb8TeMvk5hQSFqhuyBmiGe98U2kt1IOiy+nWHkSlckRkuWLEnKJtPNwgbp7OzEWWedhalTp+LYY48FANx4442YMWMGysvL8eSTT+LEE09EZWUljjnmmCyvJD2NjY3YsGEDdtppJxx55JHJkdpvfetbuOeee/CLX/yiW89nZIfZesMwjPzRE3LiCRMm4IorrsDSpUuxdu3alPU98elQPm191i+xV155JT7/+c/j85//PEpKSvC///u/2H333TFjRqpDm3g8jrY26+4bhmFkSlckRtOnT8fs2bOzOk9nZyfOPfdcrFq1CkuXLkVhoXOs/fffP7nN3LlzMX/+fDzwwAPd/hL7wx/+MJl+6KGHADizf6+//jruuusui8/Zy5itNwzDyB/5/nQIQHJwesWKFepLbE+QT1uf9UvsXnvthbfffhuPPvoo9t13XyQSCcyZMwdHH300jjzySEybNg0lJSVYunQpbr31Vuyzzz5dLlzfpwGO9FeTBomsokzJG0154ygtspw45W1Mk6fJJgFdninrOYxMqhQ1StrpSVn4fHJMDsewmtISB1STE7PkScqjSawBT2TCkuhUmazmFEmT5zaRhGZTa6rkSXMEIOkwJwTauTU5TKp7DF360qzk6ZKvMMFLhVtefuZSHXZpcWu1LqkmIdZlxXw1UXEPtXh7XUGTE8fdpSatY/gqhqbZTp5b7YnqHhKdBZnHjuvi6GxnZye+9a1v4YUXXsATTzyRNuyIvNx2N1u3bs3LcY3uwWy9RwVKMASliCfjf3IbI20H2/qomPDStnArLPtzWyXybRbMarHTGTn3OmW7MFuv2RHtOBpcF+LQMUZ5WhTW1LwEXWNTMg5oagxazeEgwxJTsZ+ayx+t5nhf+eSHz8fpBrfsCboG2SdG28WUPE3+zPZWys3Ok2rdZZNPbOux1i1HrS/PYSz1b8rcNNddHaUlFux7lJdI/rWacuW+s62PpazfRH3cRvdOaI4mNXeLnOazaM65NImxRjrHlnw+WebLqRPQNVufy6dDGj3x6VA+bX2XAkKNHz/e56p+2bJlOOOMM/CLX/wCBQVORXd2dqKqqgo/+tGPuqekhmEYg4Ce+E7mvPPOwzPPPIMnn3wy6bwHcGbUnn322WSYnWXLluGOO+7AXXfd1aXzGP0bs/WGYRj5oSu2vqufDmn01KdD+aRbohrPmDEDzz//PP7973/jhRdewObNmzFhwgQcc8wxPo9UA48mOKNNMloao3VD0+QxPKsoI2w8YykjmxyLT47D0gBtBFUbaa1Q8ngk1Zv708b7WpPjU9roK4/YctlWK+sFbYyUZw15xkvK5o3TaaFftA/4tfA1USN22qyqpLlmtdFgPp825i5pLqPmiMr/69HqPh5YAv5nSsZ8vfva5B61gepeajksFI+ktRlmP3K1mgKB0zHKkzRfV1dcKcQz3E5zBsXlkd9XOndWG5V13UO+PRauWbMGP/vZz1BaWorJkycn8+fNm4frrrsOCxYswEknnQQAqKmpwS233IITTjgh6/NEcfrpp6dd39nZiXvuuafbz2t0ncFq6yfBmWVb66pY6jCT1oq9ilOetCthjhTFkYrmNElrOzXlCuC1t6zZydSxk5aOK3maveGuo2a5YpQnNijKDjBOXbQq/YOomTTuMWhhebSQNkLYbKCG1IDmnFELc6fl8f5aLcYprynpLJP7Vo203nku3kuqBYD3XOdTo6iG5G7w3fffYfmL52I1NZ0841z7YyidGr6u1f2ttEYqozS880j/SXMQpc9T6+o2Sbf6aj+oRszfZxI99elQGD316VA+bf3/b+/N46Sorv7/z+wLszQjCAgKgigIKkuC6DdxizygAooa0IC7AYNGotHoo+RBX26IxOgT4s81UWR4oiaioj4xihoX8hBAEUVARAZFh22whxlmY3rq90fV6TpVfaqrZ7p7pnvmvF8vqDu3qm7dulV9T9W9nzonIS+xxJgxYzBmzBg0NjbilVdewdVXX4033ngD9fV+kS0VRVEUIPnOHvr37w/DMDzXr1q1qtVltoWPPvoooh7BYBDfffcdunfvjt69e3vsqXQ0ausVRVHiI9XixCbr06Fk2vqEvcQahoEVK1agvLwcy5YtQ01NDQzDCEuOFEVRFH9CLZkIZXT+2HGffPKJmL9p0yZcfPHFDmcQSuqgtl5RFCV+2sPWNzc3h/+1tLSgoaEBmZmZqKura7dPh5Jp6+N+iV27di3Ky8vxl7/8Bbt27UJ+fj7OPvtsTJ06FZ999hnuvvvueA+RwoRgSg8k4YkkJ6Y0l1JwKQYJIYIsjyS4XDhBEiVJ5gNEd9gkyYm5RIRLeYutWvF96Jj8eJTm5Uhpvo+EVO8cIS3HliMkh0xcYhTpCsqGHzmakyav+K6SdChbyJPgZUqOn2wk6biXYy8qlUvQTLlZPbuuNH/i5dhJig4oOVyw/+KtzO+fgGvJ0/wc/JyJRCPI0tFix/I0rw/VN5pjp+TJiVNtdLa9GTJkCG6//XbceOONnsZPaX+6sq0/AkAZbCkml2cGYUry62FL82MVIHo59nPn+W3X5IjPSU6ReP8lSYOltBRHVipHskFetZPWSVZYsvWRSG3rFflbinVPacm+BVkepb1arFGQy4bCzp6iI8mWeX3oMyNeH1tG/BnLk5xlBlieOcNVxSTGVaKEW3IWyW0wpXmNpGdKvzOn+4bv43cvEDwebZ61tJ+La3xivofEz7HozuEiZDovembisXETS3vY+rvvvht33nln+O+CggKceuqpeOGFF9rt0yEvEmHr2/QS+9VXX6G8vBzl5eXYsmULcnJyMGHCBEybNg2TJ08OB0T/6quv2lQpRVGUrkpLSyZCSK5jp1QnOzsbW7Zs6ehqdHnU1iuKoiSH9rD1d9xxh6cH4/b6dCga8dr6Vr/EnnTSSfj3v/+NnJwcnHnmmbjttttw3nnnoaSkpM2VSF9oJpZGbvgoJs2W8tEhc/QpwPKcs3Pm6FI9c0leE3YaxaGRJD5CJDmN4qOlVDc+uhYQ8vhMLI2W8fOiOTtedqOQ55V2w+stOXvoEZHOY6N4NDLu57I91tAx0j5+TpykcURp5NxvND1XWO+8Pyg3MV8B+I0G87HJaI6dpFnpkOOKSNe4SFif0E/0Lejek51h2CPL0n0v/abobqiOu2ZehFph2NJZTvzPf/4zIq+pqQlffPEF7r//fowZM6YDaqUQauttBgA4DMAh1t9Bto7Sfn0jfNY3C3nu7d3QMaVQbEExVE+A5Ulpv5nYaP03YFtiKTANzyPLzZ9v7HSWZVW5bW2L6iqa7ZW+3ub7VrmW5np+JSLVOBTKro4dsd61BGTHTtzJo+3CktsZCp5TwfJ4WrpeAWvZQ8jj140/o1Er8GNLIaMkZ2FSaL1oiia+nu/rPRPv3Mcu274yXs7L6Bz4lWgUtnO74oxHFRYdtfXx2/pWPzWuWrUKeXl5mDt3LmbOnImePXv676QoiqLERHvEiU0FzjjjDPFbSsMwcPLJJ2Px4sUdVDMFUFuvKIqSTNTWx2/rW/0Su2jRIixduhS//e1vceedd+KUU07BRRddhPPPPx9lZWVtroiiKIrSSmcPRvqOzq5evToiLxgMYsWKFVi9ejWKi4uFvZT2Qm29oihK8lBbH7+tb/VL7OzZszF79mxUVFRgyZIlWLp0KWbOnIlrr70WP/nJTzBt2jScd955KC0tbXOl0odGmPKKoPW35MDmANxw0QS/dLLDAbPMIAawXDqe9OE9YMs4giwvWsy3vUIe39bvNqH1Uhw4wJay8HKojv1Y3gBreRTL4+lBAAAe3pkepXg7yo4vItOSTFiS2PrFgZXWc7kQCVZaE0UxUixji1saRadJkpQdsCVcXLaVH1HHaFItjiQ39pNby1Fzs4U8d3y2ZBFk6QbXEpAdsBFUx8jfdaJoMTJjNlgtMUqRUhGvWHdnnHEG7rnnHlxzzTV47rnn2rlWCqG23ubw4moMyN6HQK3ZJ9QetHtPEl/6yYn55xmS00CpHDuOZWTZrSPSKaJTrBuwlpITJ0lOHGB5gRjXS3m2zLVQ+MzKL55qtM+AALtNJaeKkpyYPx3ts5ZOtz6VLO3t8KeafRIWtJaSNQHk6O81QkqOCc+f+yRng5KDUelzGT/nXZJtluTC/E6l/euFPH4fStFepbtcqoMkf/dyOib9miiPy5fdbZa8T4fU1sdv69vcKgMGDMDcuXPx+eefY/Xq1bj22mvxySef4IorrkCvXr0wadIkfPDBB20tXlEUpUvSAtOEx/KvpYPqmGzGjh2Lv//97x1dDQVq6xVFUZKB2vr4bX1CPKmMHj0ao0ePxsKFCyPix2nsOEVRlNghoxXrtp2N6upqPP744/oNZgqitl5RFCUxqK2P39Yn1B1oZmYmxo0bh3HjxuHRRx/Fyy+/jKVLlybyEClGDUyhiiS7oTSXcQYAOL0PB9hakrxInnabYEu26sKyWy8pCaX9PAT7yS+kfahG/LzIZyOXBvNy8oU8krTwfU6wliNY3vBwaoC15HJiahUuTpE8Nkqe/yRpbKwdhV/EOz+kH56fbJnuj0aHeDoglMglNnSd7E4iy2o16T7zqo/UppLXRbslJX+ZXkjevdsLKY6sJJNKhudkGRqdjXXbdGXgwIEwDMOR19TUhN27dyMzMxPPPvtsB9VM8aOr2frSwjockluL3Gyzj6ptsKWYpU1mz9zUzDylWs5amphUkNsgKdo62RHJd6rU7/L1csR4XjrfguAWIOCqBWBLLCOfYfy9HHMbFSkxJukwl9gWsrQk/yUb5CfLluTGvM2k6AWSz/lgeDueyyXE3rHC61ib7bbOUpJGc7hw2K6vJCT3iwIheRCWnr285MTRkDz2e9lJamnJ0zDPk7wTc6TWohbin/VIvyq/mLAEv+/p3qX61CFZqK2P39Yn7cksPz8f06ZNw7Rp05J1CEVRlE5HVxmdnTRpUoRhy8/Px+GHH47zzjsPhx9+eAfVTGkNausVRVFaj9r6+G19+00vdEpqYY7W0MiXNJMUOcJTx0Yk69j6ImEPadSwAv2tPD52J82g8ssbFPKKhDzJCQ8ffaMRRuljfA4/C5pt5SOEVA6/eWnWdUQ4ZxCrD5VyCGyk9qExOj5+to+lqdV4i9ljc9HnQynFz05y4iSNlktOvDheMVojayE5zcoXt7Svk91qgTbUh9K8TakdnTOx1Kr8DKS4bX557Y3kdCxaLFu/OHZtp6uMzj788MMdXQVFaRM0IwsgHCIjK9P+NdKsbOig1LNGj28aZHnVrnWArDAKOfpbKmGPkOflkI4smhRblkv9eriWALct5IhSmlXlTwyFQh5vKenBlM5VOn+vObxoTh6lGVvJvslRgXlasmW2Pd6NYwA4z8/pvNNEckEkx2CVHIgCsnJOQnLcJM2mSjbRL+Y7T0uxgAOupVfZHGmGmc6BO7GsdS0BeVbWL9Yt3ZV+0Z7jR219/OhLrKIoSgoRQuyv8+k8OqsoiqIoXRW19fGjL7GKoigpRFeRGCmKoihKV0VtffzoS2xc1MGUeAStv7mMgcZXuKAlYC1t+U0tc2xEuVx2QuIMSZ7zFXN61OiQN9JeXPJDTqCkeJg9hDxejp2XJ8iOGkWJCHe/FLSWXAhEkg3u2OkoK8dus0PZWnLiJAm0aoT0bpbHhVWNYZEWd8xAdYsuJw5Z9a5j58+dONRY+VyqSxIlfnfQ2XvFm5Uk0fZ6vpckQs9hW+ZF1IfSUpxYr7iGVB9+DpSuc+xFufxaS2ONflKl9oLu/d4sr7drHRDpDGM3gH8lpUZdRWKkKOnCvgNF2N1QgkZLJsydOIWlwy3MiZPl0In3grzvJPdAu4U87jpIkhM73Q9JjumCriVPy6JV2YkTyYj7sjzz85885miSRwkm28JlwpSWPsHJFfI4vB+kcnitaR8vx05ElkeakBwX2hJt6ekCkOXEJG+N/ASrkj3r8PrSOUifIDntZMBaclvFj002SnoO5UiP/X550ic2AdcScNpMyY5Smu9DZXqJwqk1giyP2pmfK+0vybvdaTfS+We5lolHbX386EusoihKCqGGTVEURVE6N2rr40dfYuOiDkAGors25yNXu6ylPdZax0bn6GaWHN/zsSAa+eQlb7ecBwDA7vBoFx9BrbCW3LED1THA8vgMqllOIRtDlULahKy/+KxyTcwzsfaxD7HK8XI4JDlfoBFNPqJdGV463WFFpoMsj0b0+GhdNMdWUpgbIGSlgyyvxmo1PpsuzcRypNAAdRFrOXwm3r5e0RxoSLPA0mwwTwdZXlBIyc4lpBHdAMujNB9hpnJ42fHAjyeNFvvNxJJOgq57RYLqFYlKjBQltdhRW4wQAqJDJqnvlBz8STOxVUIed0LYGN5LCiXC09IMYVDI83K4J6lhqN/m1sO0ZWUshztapN6RP5uQvfGbifUL80Ztyc+U9peeCTh+ZcsufMgG8TaT9ElSL8xVXkXWVraN3s3CLJKNdpZCx+Gt1geRcBslhZCRHCCFXOvcaQnpeZaehQIsjzsBIzvK7xDzHArZFaG7yysEUb3VBjWOc6Xz4b8Lac5fevaQ7nt+XrQ/Xa/kvSaprY8ffYlVFEVJIXR0VlEURVE6N2rr40dfYhVFUVKIrjI6e8UVV8S8rWEYePrpp5NXGUVRFEVpR9TWR9JaW68vsQlBirsVLWaVLYgJOW5NU2LBZRUk3+XiVRKVcKdHPL3dkm9sx4/CeTUYaqUq2ZYkO+G3AZd+BADI8d0kJwxOuZAtF6m3yqxDJHlCHpcDBVnajolnQ63L5cTBcO5mllshpLnkJ5oMVoqDFmB5PE2SF7sdKZ5vjUNibLZqloeg2D5HLg2KFo9YivNmS715m1H7+kms+PWSRGuyEyeC3zW8/ahdpHOQYtDxaxRkaSkWsnS9Aq6lOy3FPSSpVx8hj/b1i5PcdrrK6OxHH33kCIC+fft29OzZE4WFhRHbugOlK0p7shVOma+f+FKSHfMnAepHJSdOjY4+n+SSkoSYl8RllUHXkh/Jy+kP7zOJgLV0ujsyiYydDti9YqwxYbn9j+Zwie8jOWnieZLUu1nIk+TETilytJjm0naALXPlbRa0lrLM1XYSKT2OB1ia5K29WF6s0mH+fCN9/iY5/JKsUL6Q5nXkz48kLbbrG3AtAX8nlzXhPHuLuvATMa8Pta/Xs4d0hxUI25FMmq6HOnaKl2Taen2JVRRFSSGSHTtu0aJFePrpp/Hpp5/irLPOwksvvRRed9ppp+Ff//oXcnLs77e++OILHHbYYW04UnQ++eSTcPrFF1/Ez372MwwcOBCvvvoqcnOlYTJFURRF6Rx0lTixybT1+hIbF9nsHxB7c/LbsZnlZkWUQuMUh2bY4zAFueZ4YR/m5v/QEEu7loA9O1vJRsrqwqNvkbPBPC05rJDGpngevy2lmT+agXa6TCAHUXI5tD8fLbXDu/AZ5gpruVXIA+xwQ34zsdHcynuFKpBGbxtdS4BGDUMOh0wcabSURlil68VHH+196sL1tUeBaW9eG/c6QHYqFXKct1SCFCaH39GSMwhpNpSchAVZnjSL4DcTG81xA68Hrw+NIHNnT2Z9sqzfj4GmpI2MJltidNhhh2Hu3Ll46623sGPHjoj1999/P371q1+1oeS2sXTpUlx22WW4/vrr8dprr+GnP/0pXnzxRWRlJW8EXFFawzaYViNyHjL2QBxSfyqHVeEzaQTv5/iRyH5Is2/S7KyXzaPyeR9L8D49AACoZk4cuUqMbLNfmBtpjkt6lG2LQya/9VI4HboeTotGW/C25ddBst1SHtkqXjpvZ8mBpGmjspityrNsmFebRXsVkJw0Omf8eRBCafY/mtpKej4CaAaW59DTJ98jci7O2VLRlGNOqO25fY/msAmI/nxA58fv8MTSVeTERDJsfab/JoqiKEp7QRKjWP615UX6/PPPx3nnnYcePXr4b5xknnrqKVx22WW488478bvf/Q4rVqzA+vXrMWPGDJUQK4qiKJ2WZNv6VCJZtl5fYhVFUVKIWI0aH8XduHEjPvroI3z00UeorKyMLLQV3H333SgrK8PIkSOxePHiuMqKxh//+Edcc801WLhwIW677TYAQN++fbFixQq89957+PnPf560YyuKoihKR9IWW5+OJNPWq5w4LnIhx1UDbHmC13rClqqELBkDF6LSJHtutp1bnG/KgLIy7bGZoiZbTFJ4oChcO3c5fNK+0qpjjaeI1BR1BJk8g6QdXGhCZUqSHYBLfoMsl0qIlPE6JcZSm/E6kvSFy2EoHi+XSvI0Sar4WUiOgqI5UJLijwG2BMXvukuCKikGnV+eJEUKsLQ521bH8ijNnUpRKU4HGNJ9ITmS4PKcyPi/TmgfyeFZUMjjrqS4PE5CujZ0jjnCdjzN5UQ0Q2nLiUlGTBL9g3AK8xJJW5w9zJgxI5w3b9483HHHHW069n333Ydjjz0WhYWFePvttzF16lQUFxdjypQpbSovGr/61a/wxz/+ETNnznTkDxw4EG+99RZOPfXUhB9TUdrC1zAjwhN+MU8p7WVNpFimtG3I0RdRv8XtpCS94+urhLygtdwp5HF4r+YtLa5jn6/sZp8oSW1BbcXPOUvYzo9ogkMvObEUr5fS3HEhOdXy/1xG+hSFy43penVjeWSbvR63I58z6Fy5kJWOVirkAXK8VYK3PZ1rFTuXKiYPD1rLUHhLgLtXikR+9iCZML+bC1zreH29bJ4cw1f6bIuuA7f1/DpI10ZyEOX+JGoPkkVXceyUTFuvL7GKoigpRFsM25IlSzB0qOmBvE+fPt47+HDSSSeF0+PHj8esWbPw3HPPJeUl9s9//rPj5ZszdOhQ/P3vf0/4MRVFURQlFegqL7HJtPVpLyf+8MMPccIJJ6CwsBAjRozAv/71L89tKyoqkJGRgaKiovC/SZMmtWNtFUVRotMWidHQoUMxatQojBo1Kq6XWDeZmckzEV5GjRg1alTSjq2kH2rrFUXpTHQVOXEybX1az8Tu27cPEydOxIIFC3DppZdi8eLFmDhxIrZu3YpAIOC5344dO6Kuj51imPIJSYoacC0BW6YgR8Qi8YoUBa7+oC0SKWg2xSEkKwaAwlxbMFLUZKYDbB+qRRVs7LVckhFk6Uj5Zl1YTuQnl5X8LvKyg1G2i9XpOGC3PZedUtmSHAqQJbjRJL+S/NTvpyPFluPnKnmV5PKloLWUZLfRPCkDckzU3hF5ISarCYlxT6XrIEmnIuO7cqmyFAuwiUnQGtHfSknnKsmpzRrHRjTZES9H8jdqX2NKSXGNE02yR2ebm5vD/1paWtDQ0IDMzEzU1dVh5cqVOO2005CXl4d3330Xjz76KJ544ok2HMUfvwDorQ16rnReOtrWt+AbmEJOswfgclqK85nHegdJ2unn0V/ahz4xanR4l5fkxrzHoPW8dLIZQZbHpcXUP+4V8qRPZ+w6BFm6wKqn36dMkT2sDD8ryaMzWX3pmYnnc+mwJCe2ZcRBlit9LsMFvpLNlD5PkeKXSr6ao+9BMmIedYKnyaJKtZKi1nJZshTDdx/bojF83aVnqjwxLUnqY5WEOz9HoyXfIijUh9ZL0RAA+9rxWLYBa8lbwH09gkgWXWUmNpm2Pq1fYpctW4a+ffuGPwr++c9/joceegjLli3zbbTWUllZGXaYsnHjxoSWrSiKQoSQ3Nhxd999N+68887w3wUFBTj11FPxwgsv4M4778RFF10EABgwYAAefPBB/PSnP23DUfxxB0AHgGAwiO+++w7du3dH7969PfZUuhpq6xVF6Wwk29anCsm09Wn9Ert+/XqMGDHCkTdixAisX78+6n7Dhw9Hc3MzxowZgwULFmDIkCG+x3rsscccD34mBTBH3GiUSpoNC7A8PipE2LNq1dbI127XEdzUWY6biuvsz+O5k6d6K2YsH6OSRjGD4ZSfAyRpBlH6EN7rdqL9+cxurWsd4D8TG222lO9DdSwStuP5fEYzmhOnyJlG79holM9HJ6kcKYYc75qkmUjuabZK2I7OQaojYI868hH2Hq51gOzgQJqB5mOpkaPyhdZ6ft/yNLUKP2t7ntouh9J8HjYk7iXFVJTi8Xk5iJLcRtD6ICsxAACos85POmqiSHbsuDvuuMPT8dOqVavaUGLb4AHQOZs2bcLFF1+MhQsXtltdlNSm4239Xph9sRQb04Q7ISQlijT7yNOxRkd0zlLZe9VYsTid/QD1ddx2UH29XE0FhfVSDE162ORl9wqnai0HQdxC0VOKNNvHcToVdC55mUGWR+lqIY/nN4olcfsfLS57NKc/7jxJs5PjWudF5HopJixvxwBL07xpcYb9LEjPhfRMyMvks538KazWtQT4ve3n+DI6dBUknRqvT5Cl7WvL7zl6nuF2nUribd+TpXu7lkChta00R071aUaxp6YvXrpKnNhk2vqU/SZ24sSJyMjI8PxXUVGB2traCKlQIBBATU2NWGaPHj2watUqbNu2DZs2bcLgwYMxbtw47N+/37c+s2bNwtq1a7F27VosWbIkEaeoKIoSQVeKHScxZMgQ3H777bjxxhs7uipKO6C2XlGUroja+vhtfcrOxC5duhRNTZIjepOysjIUFRVh3759jvzq6mr07NlT3KeoqAhjxowBYBrAhQsXory8HCtXrsSECROi1qdPnz4JdZiiKIoi0VVGZ6ORnZ2NLVu2dHQ1lHZAbb2iKF0RtfXx2/qUfYktKSnx3eb444/HQw895Mhbt25dzG/1NNLbdvJgSkmixerkEmISLUgfqAM11rZfOWSVJtx8l1nLYsOeSM8N2Wl6HLBLtkXC21leKPwX/+5nK0uT4wc/R0J0jpJw1Aspgpv0M5UEV5K8h+dJ+0hSVMnZj18dvJ0ZOdPSdfeT4vA8ErBwV1x0Ff1i+UkxT3k5FBOOz2LQw6DkCIGXGdnO3IkTnamX+4toMez4HUP7OO8O+zgkqQuxvZrD23HZNuVKMjFAjn+XJWxnXrsqywmV8+uOxNJVnD3885//jMhramrCF198gfvvvz/8EqJ0btLD1tfAtKj0y+S9VetlldEcG/nJjiUXTvuYpLcu3G8F2ZbU/3PbwddLNlHKo36Uf5Jhf75Bny01CWsl+aqXMx/K586XJItIaf58VOfrIFE6ejS8PrGhe4BbOykuOSE5FOTY7dxolcPbhNJSHFyeH2LPhWQg/KTaftdL/ixHEgfb590UdkpmUxBeF1kKv0JcHt7IItvaBK0lvw/p2vDr0YOlTdvNh6fogyq+B1HHlskaTk22rb/88suxdOlS5ObaT15vvvmmI5Ree5BMW5+yL7GxMGXKFNx000146qmncMkll+DZZ59FZWWlZ0zDVatWoaSkBEcffTTq6+tx1113ISMjo90vqKIoihdd5SX2jDPOgGEYES8XhmHg5JNPxuLFizuoZkqqobZeUZTORnvY+tmzZ0cMALY3ybT1af0SW1ZWhuXLl2P27Nm47rrrcPTRR2P58uXo3r07AODrr7/Gsccei88//xxHHHEEvvrqK8ydOxc7d+5EYWEhTjzxRPzjH/9AaWmpz5G8yILZhJIDhIC15GM8khOiPSxtjnLWsXK2Wumt7BN+6WN0aYbL6XaexsP4mNIGa7mJ5VWwNM3E8pIkF/IB19KdlpxKENHc1APyrKt07CJhO8kJAyDPuja41gHRHU1JTo94PSTHDlIdeNtKI95Blkej6JLzLb6vNBMrOYPyOy+/a2Oul0LoxOqwxA+vGQip/OjzIXwmlo/eBoU8abuQ9T8deVfUo8VDV5EYrV69OiIvGAxixYoVWL16NYqLpfFxpSvS8bY+2uNmpNO7XNfSuTb6DKwUdqdQ2A6sRvyXUmkpbYIOuyPNmnHIpvB+MuBaArJtjQxFxqEjS4LxRiGPbyu5OpRmYkOOXEmp5OeaR5pBlRxWSs8ZPC+aCszLHWCkPbZnJ23rSvOR/F6QbC9XL2VZs7I8j1qKOxDlaZrVbnTMh8aqyrPbisJCxToDz+d4axx3xk7XErCfmyVdAq+PPRNL4Yj6sbWUx9vUrQKoRvJmYtti67nH9HT59CGZtj6tX2IB4Ec/+pGnh8IjjjgCtbV253XxxRfj4osvbq+qKYqitJquMhPrFeD8jDPOwD333INrrrkGzz33XDvXSklV1NYritKZaIutnzFjRjhv3rx5npEGiMWLF2Px4sXo06cPrrzyStxwww3IzGxfn77JtPVp/xKrKIrSmWhG7F/Ztf5rvPRg7NixWLBgQUdXQ1EURVGSQlts/ZIlSzB06FAA8J2Fvf766/HAAw+grKwMq1evxtSpU5GZmYkbbrihzXVONPHaen2JTQhSbDBJHES3oSSSAYBvraXkAMAup84SGdWJrnB4ffjPgyQ2XJJR4Vq619M+XEJCZQdYXrNrHSDHaOV55EBIku/wNpOcC/FjByLy8qz9JYk1R3Jm4Lw2B4S8aPFJAdnxUzT4ufIyqc35saVrKMmkan3WS+1Isht+z0hOLKR7PBI/mZjkZktyYiE5gOA4HVZIsi0p/p8kLQ6yvIPCdpRH5/ydUJvE0FVmYr2orq7G448/7ul5VlE6DurXuV0KROSQNfZybxjtwVVy7MStO7eiVD7/pQSsZQVz9lSJ06yU5HwSAL60ltKnQ71ZHqX5vnaZ0cS0fi4ceV/PpZxEMLzke1Ps0F3Clvyofg4bqYWlT3/8kJxhcfxskCTRNetdx9p5txCbmB+N5LjSR0DSEyeXEPMIrKGwtFxqU34Vqa0CLM9+ZghZ9a1nvwJ6JuP1phK5INz5jCPJiak+Utx6fo/bnw8EXEue5s+KbuF9W+6IWGmLrR86dKjnzKYbvt3YsWNx6623YvHixSnzEpsIW68vsYqiKClEV3mJHThwIAzD6ee5qakJu3fvRmZmJp599tkOqpmiKIqiJJf2tvXtLSMmkmnr9SU2LkJomyCAj2Zx5zH0sbrkSlyaDfRygJQtrJdmgfe6lvx4fFvJaZA0+siPx0O1BKxlLyFPmmmVZmyBLCtf2qMto+D8KlC6hh271krXOdy0U5t4hWyRoLE8aTuvLixaeAM/JxUcybGFNPIrhYni14Fa2B7npfblY6HSDCo/suTevzGcx3OlEfRY3UXxeWC/UEYHXUvA/k1K14bOf5+wLjF0FcdOEydOjMjLz8/H4YcfjvPOOw+HH354B9RKUSQKYfaHAetve3YyYPVLAbY1zexIfSMgq08iNVeR5QHSHLBzHwobwnvvQmtGamt4RhZw2miycfxZoDnKdpLSyob3wNHmQr3CvNCsojPUClkSPkNI9eUOMvkzlWRzqQ+P1Z7wJwVJqSQ9Z0k2xssuSXWkc+Xhi8zW+obNLnJnSNJzjxSqiNq00fGcyediSRHo1aYEPStEhqIzoecn+7lP0ifa58Cv6zcsXSHkUX348wq1AH++ie35QXryoKWXqiwRJNvWP//885gwYQKKi4uxdu1azJ8/H9dee20bSoqPZNp6fYlVFEVJIbrCTOyQIUNwzjnnYOLEifjxj3+M7Gw1RYqiKErXIdm2ftGiRZg5cyaam5vRt29fzJ49G7/+9a/bUFLbSbat1ycHRVGUFKIrzMTecMMNWL58OR599FHk5uZi/PjxOOecc3D22WfjkEMO8S9AURRFUdKYZNv69957rw17JZZk23p9iY2LOjjFkpK0gYsR6DbkcocgS5OcooLlUVpy5uPlhEeKXyZd6miSVU6ssVq57JZ/qE2RuaI7iMgT4t9KgtaAsJ7vQzG/vMQjJFuSJDZS7N1cVlIwLOXhpfvJV6W4tH7SYunaxOOLVrqGkuSbdyr8eprnLcUrlCRhssMlwL53uRCK2s/P9Yd0DpKM3i/+reQQTZJLSc43gtayBsmiK8zEzpo1C7NmzUJDQwNWrFiBV155BbfddhuuvPJKjB07FhMnTsTEiRMxbNiwjq6qosC0PgEAfQEAh7A+hHpMHoGWehvJ+vM07/EILqvNFfIkd0SSzZQcGzayeu/ACLYmJ5xrQ301P6L0kY59FnWCKLopIsdGknE6y+Hy5mifW0n2hCPVm7vsoSsm2WXJ0SYgf5gkxeP1s9uSLFn6bKveOoJ9rlUOcXm0FubtQ+3H21Zq56BQDicgHJfXh+4f+znD/lyLl0fH4fdeBUt/KaynsiOdXTmfW+zzClqyZilSND8DKpkcX0lPxIlCbX38tr5jvvJVFEVRRMiwxfIvXQ0bkZ+fj3POOQePPfYYvvnmG/z73//GuHHj8Le//Q0nnHACBg0ahOuvvx7/+Mc/OrqqiqIoipIw1NbHb+t1JlZRFCWFaM18e2eLEzty5EiMHDkS//Vf/4Vdu3bh1Vdfxauvvorzzz8ftbWtcWimKIqiKKmL2vr4bb2+xMZFDczJbLq9JLkjl7FIXmqlCF5c2rHDtc4LSRIs7SPJjqV6820l6TCXBkeTC/N0P5Z3CPvfhIQo0tF4vp93YklGJUleucBG8ponYYtzJBkLx88rriQ74kTzFsyP7fdj7+1aAvZ14B7hBkTkFTLhjeTPUZLE2UIu7ldS8n7N601XQpKBecUelmLdSrGH6ffndVdJUmZJ/t1+dAWJUSz06tULV111Fa666io0NTX576AoSaMMQC8ErH6kD1tzqLWU4nPyXpD3MJINsvuiSOkrt2kBIS19BsM//Sh2LU2kKAD82NRH896IPrvgfTrH3LaOlW3Hs+e1lOKt8/4/6Fp65UnRAjhkPyXBtfTcIz2bSc9ogN0Gkud/6VMvr+esgLXkn/eQpZUe0Xk7VQnrpc9g+J0mxUbnaalNpWdcKpPfR3wfKoffU5K9pc/oNrK8DSy9yVpKcuKAcGxeH/sJc3d4W7s+UoyBoLWUWjbRqK03icfWq5xYURQlhegqEqM9e/bg008/jcivqop8fMjNlYamFEVRFCU9UVsfv63Xmdi4qII5ohSw/ubNKY2+0UhbSNjOnU4W0syfNCoIyDN/PVxLwJ7l4/OqASFtlxMZdVSeW+Mf4QeE9ZJjJ8mFA29xcugkzSpK2/FxIRo/dO7LZ/6k2US/WVeClyq1BrUzLyco5PF9BljLISxvuGsJAIOsPe1rxEuhbkVqH6dzEhoh5SP1PAad5FRCGvml3wK/mrxGPV3bAfKoO63n10hy1MHbj7blI+xu5xuxxhhsPSEAhu9WJuls2G666SZUVlaGv4H58ssvMW7cOGzfvh0DBgzAq6++imOPPbaDa6kogBnjvF94BjZSU+ScLZXiZXPsPpM/xFGfmM3WmnY2xCyh1PNwq0N787m3oJDnnCemekgxWHm/LDkF5PFEA64lIEcwlVRpUnRZ7nAvaC15vyzN6PL+X3JESXV3zktHQsfjTjV3CGnJlnGoDtIzE2BfMd6m0eC2SpoF5tdLUjlJEVD9Yt1Hezb1cgxKx+Z3bNBa8utaYS03s7zPhHQFIuHPrtJMLE+b98Xu8DMRn53lTzFUR4qXuwnJQm19/LZeZ2IVRVFSiK4yOrty5UpMmzYt/Pftt9+OoqIiLF++HH369MFNN93UgbVTFEVRlOShtj5+W68zsYqiKClECEBGjNvGOoqbinz77bcYNMhUAIRCIfzv//4vFi1ahHPOOQctLS244oorOriGiqIoipIc1NbHb+v1JTYuqgDsR/TYqpKMxUu+S3ITLjUhqUqwTTWMhF9yOjaXufQQ1geEPGkfLs/h59g6sjzSua4lYAuHCjPscarcbFPekpVp5zU1s/MOmWkujaVyuKikUMijY3NhVJ3jL5LlcImN5KSB8vi+vP0C1pIL1wjJkYJ0XQFbTnwMyzvOWtoS40OtehzKtpIclUhOnJyOCSg3yPK4ZG6nawnIcY8Jfq78SCRH4xIs2l+SGPvJpTjSpwBuxxaSaD1RhGAkNQR6alBaWopgMAjAHKmtra3FT37yEwBASUkJ6uulKJqK0v50h9njUP/I+0mSE0uiSZ7HpcV2HFQuT/3GWvLfdMAqb0A4ZxP6h9PUc/L6kI3i0mH6oGOHQ376qZDeyvKiyYm9HOX1EPJoW95XU//N+2re/1N/zSWvktMk2k5y5sePyetDaal/l5wvBlkev14kM+W2jLaV7DEvm7cfbcvtP30uI0mM+f1xUEg3eGxL5LiWgLPNosW6leKtez3rSc8CVDZvsy3Wkst2uZy4wqN8wHmuFE82wPJ4mtqS2xVqc15O0FXHaMePF7X18dp6fYlVFEVJKUKI3aF+6w3b5ZdfjqVLlzocKLz55ps46aSTWl1WPJxyyimYP38+srOzMX/+fIwePRp9+/YFYH4zc/jhh/uUoCiKoijpSnJtfaqQTFuvL7FxQTNM0mwYjUhKN2g3j7TkskHa/0shL1akGdTeHusD1lIadeX1phE5Xn8+QkjtY48C11j78D2olDqWx2cDpZ8wtTjNvrrTUl6oxfwUPMuwPwmnY/NZXmnmV9qO16sxXGMv512xQi0jzdrzMfZQlO0Aeyb2KJZnyjr4HC+N5PM9pVkE6Ro4W7vetQRkFyNS2AK/zlxy8sRH6qX9JQdROcJ2/MyihUdKvmOn9jBss2fPxkMPPdSmfRPFvffei/Hjx+Pcc89FSUkJXnnllfC6HTt24Oqrr+7A2imKTTeYPYgU0k1SrEg6DafLv6C15DNSFdaSO73Jj9iujjkS+sLq17cLjp+4HQW2W0s++8rDmEjOc6iOvC+SnBTxdK2QR3PVfLaLWlJSJwHRnSFK9pTbP0nRFGB5VDcp9IukoOLPMkGWpuvAZ2ej1VdqR143/hzW11pKzqdqhDxAtgXSLCmdF7eDUptyG05lS6pDr+cbaXab7g/uDIyciUlOs1qD5FQyyNL0vF4grOdt51Y/8jISTdd4iU2mrdeXWEVRlJSiGbEbNnO7jRvtGHt9+vRBnz59vHZIGQYNGoQtW7Zg69atOOyww1BYaEe2nDdvXgfWTFEURVGSTettfTqSTFuv3okVRVFSChqdjeWfOTo7Y8YMjB49GqNHj8Zjjz3me4TFixejrKwMw4YNw+9+9zu0tLSP78OlS5fi2WefRShk1jsjIwNHHXWUw6i52bp1K2bOnNku9VMURVGU9qH1tj5daC9brzOxCSFoLQMsT3JWQzKGniyPyz0on0tIpFitlOaSiyBLu53Q8LpJ0mFJQszTXHZDZXIpCv24uGCKS6Ik+aZZxyA7dpYlc+GiIn67k7jFT/gZLo85diIJcbxQ3bzkxM3WFiHH9aJaSs4TuDxHkkHxeyWaAyQu7w6wtPmtQSGTm9EcHXcGQrX1CjMtyYml2Lr2PdAobAnIjq8k2RHB24eXSZKqemHbyHKcQjXpfpacZXWUY6HWS4yWLFmCoUOHAoDvLOz111+PBx54AGVlZVi9ejWmTp2KzMxM3HDDDXHUOTYGDBiAK6+8ErfeeisuvPBCTJgwAT/84Q/Ro4fdD4RCIWzYsAErV67ECy+8gA8//BCXXnpp0uumKF5kwuxDYv2IgH69Un9pQn15kOWRrHIvIuGyYy7FNJ8BGsUPQQ5EbOd0nvOlkObHkT6T4v0kkS+slxwk8daTnOd5OXlyw+W91JfzZwxJWhxgeYc49jSPVuSoqQm1s5/DSr++ms6Ltx1/DhtgLe1PfvKsOkqfU9U4yuHnTe0rXSPJ0ZTkXIrDba90v0rPI1Jb8Oslxf+V4sS3ZdZRamd+vaL9eqVjS7/iRNN55cTtZev1JVZRFCWlaL1hGzp0KEaNGhXTHny7sWPH4tZbb8XixYvb5SX25JNPxueff47/+Z//wRNPPIFFixbBMAwUFhYiEAigsbERwWAQoVAIPXv2xPTp0/H444+H3fMriqIoSueg877Etpet15fYhOI3kkRjfwGWx9N0OaSZUWm0k2/HR2+lj+9pH368Hq517uNItwedFz+GNLsmzZA1CHk2VegFwDleJs0/1wl5PIQOn4El+Exsk+XQiYc8oDk+nhfNmRFHck4VYrnNQjgdu0xpxhawnWFIjov4yGZkqJksVmbAVRqA8JwsH+WVZmD5FaQ25+6YaoWUfN/zFqKjSvez3+9HGt3nI7qRDsSozUOi+xVeN36vU5qPctNxpNAPiaZ9DVtmZvt+VZKZmYnp06dj+vTp2LNnDz744ANs3rwZVVVVKCgoQJ8+fXDiiSdixIgR7V43RZE4CHM2lnoWboOkvrPJtQTcv1SpL6e8IMtrEPJ4mmZvpdk33g/SDCtXb1UI6/k+hPR8IDl7BGR1V29hO0pL/S4gPzOQ+kbqe/m+XJUU+dxD86qSRahiljIU1ix5Ob6kdJDlUVqadR3A8nh6kFVD+9ikkpKcK+ayXHpmMqE24JabbFggnFNo2UReQ0ngWcfUW3SckCNcntsBEiDbcOl5RbL/AZbn9WwbDQoZyJ1YDmBp8oDLn4bc9ZLYH+Px20LnfYkF2sfW60usoihKSpFcZw/PP/88JkyYgOLiYqxduxbz58/Htdde2+pyEkHPnj0xZcqUDjm2oiiKonQcXcOxE5A8W68vsYqiKClFckdnFy1ahJkzZ6K5uRl9+/bF7Nmz8etf/7rV5SiKoiiK0lY690xse6AvsUmHN7EkpQiwtCTViRYTjW/HHTJIH9znu5Z8fz/nCpKMkyM5kuCSnmgx37hgxqxHPZOxcHGTFIGU0rks5iuaIgVeTWx9jWsJANXWMsjyKM3rQPt4y8RM+Fl5OUuK3NJOh8IyWPsaR4tAx48hyYS4dIr24fWmc+TnxSVzUvvUiJJekg7x+4gfPYBI6P7zkyVL9yaXL1HtJGcOISEPkOMDSmVTWrp7Ek1yDdt7773X6n0UpStTDbPXkBzgNQl51JN59TpyxNlurnVA9H6O50vPCbw/3etaute76wXIMWH7uZYA0J+lDxfW0/4BoWwvZ06SjFqC+m8vpz3ZrqVtjQLuTV2lVIalqLzN+HOWVDdqU96OR7mWgC19BfKstuLu+EjwyutDFoffU85PfuiY3GWVmRdgOSRV5qJaSVrNLRw9R1SyvRpFuTBHehaIJtv1ciAmSd3p/uFSb2rTEUIeYMfe5WcrSfjpeHQM/nyTaPQlNl70JVZRFCWlUMOmKIqiKJ0btfXxoi+xiqIoKYUaNkVRFEXp3Kitjxd9iU0o0bz5ArIXX74PyRe4iCRgLblsQoqHySWUQWF9tON5SXqixe+UyuTlcImJ9OMjyUtkfE7uFY9LWknewveQZDD1RqSXMy67CVpL7mdvt7XcJ2wneen1EopF+iG24XIzv3iDUgzWaLJlWZRsI8mfpbJ5e3PxTjCcqma5dEW43EaSdwVYWrruta4lIHun5MQqJya8hH2U7+dNO+ixTAZdx9mDoqQDdQgCqMJ2S04pSTol/8AcpwdY8io7gOVJglGyqV6fWkj9Y2zRAGTf/zyPZMBSTNMBQh5gy4h5/HfTnnObKH3k4YwsLn0S5f6kg9PokfayH057XCDkUYSB3Q5JqnQdeJsFhTySW/Ny7DAi0eK28/YhG+797BD5/ClZW3q6KmN5XNQuRfWle5w/bzWG5e+8TXiNpedZkhPz58MB1pKHVhnB0iTnlp53o8fbLWTy52j+u+scn7+5YxgHhT0Thdr6eNH4BV2Un/50FN5//5eoqZmPbdv+M2J9797F+OtfL8WePXdg7967sWzZlejbt1QoSVGUxEKjs7H809FZRVGi89Ofno733/8jamo+xLZtr0Ws7927J/7614exZ8+b2Lv3TSxb9gD69u0hlKQoSuJQWx8vOhMbFwUwR5ncIzccPhJIM1byHFd0pDhoAY9tqR7eIzfff5+DRYvWoFevjbjhhpPZPmZ9H3nkfGRnZ+DII+9CKFSHJ56YgT/9aSrGj/+9ULZ0/l6OfaJhjs5Jo4+APRrIW0+KjEbjfnxfPnZLs627WR7NygYdo7hB4Yh03vz8ePxXc0yzjo375Vk18pst9UPqwqQ8ft7RjiM7ceIzrUGWlmL0RZvp52O7xcJ2fF9qX+l4PE+KD8h/X1SOFFeOH0+aJ+ezyXRsyaVXUFiXaFRipCipxRcADNRYszxfMGdGZHu8ZrYIPhNEs27OWT5CcoTn5VDIT7Fi8v33dVi06CX06lWGG2640CrXtmGPPHIXsrOzcOSRcxEKGXjiiUvxpz/dgfHjl8A5QzbAtQS4Eyea9+LnT2fjp3/hNroqvJek7uJ2wK8fDkRsF0LkYHyea8nhjiZrcAxbQ3003ytoLfk1HOBaAoXsbpCchUWbqeZqKZ6WniUbww4iI/F7Hmnb80q+kLZnQymGvRSXltfReV6Sm7R8qxy77ek35fU7pHPg9xw991Wy62E7rKTrK/2aE4Xa+njRmdguyltvbcVzz32K7durxfWDBh2CF15Yh9raRtTXH8TSpatx/PF9xW0VRUkkOjqrKErieOuttXjuuXewfftOcf2gQb3xwgsrLXvfhKVLV+H443uJ2yqKkijU1seLzsR2MgoKsjFz5om44IKhGDasJ4qL87BvXz3Wrv0Ozz//GZYs+QShUItvOQ8++B4uvPAEvPLKZwiFDFxyyYlYvvzTiO2Ki/MxZ854TJkyEoMH90JWViYqKqrw2mtbsXDhB9i9O5nuyRWlM6LfySiK4k9BQS5mzjwVF1wwCsOG9UNxcT727avF2rVb8fzz72LJkrdjtPev4MILT8Irr2xFKNSCSy4Zi+XLv4jYrrg4C3PmHIYpUw7F4MHZyMoCKiqA114DFi4EQrsjy1YUxQu19fGS1i+xlZWVmDVrFtasWYPKykp8/PHHGDFiRNR9XnrpJdx888349ttvMWrUKDz55JMYMkSS9MTCITBlDVKsNrrhuNxlj7XkH5FzgjGWQyMyznhggwaV4LXXzsIxxwTw5ptf47771mLv3gYcemgBzjzzCDz99Pk49tgBuOWWlaycYpgT8s7P3j/44DtceeUPsG/fPTAMYP36HfiP//g9uFOpwYN74403/hP9+/fAiy+uxVNP/QsHD4YwduyRmDNnLK64YiQmTVqM//s/EodwUQrJbfg5RMYQ45JXagHJ4YAkVZLinAK2jLjOkVthLSXZFpdq0ZG8Yp/Sd0Q8nlpPK8Vlx87S3NB6fv6NQso7RptXiYB9PpKsPcjyJEdL/HjUBvzeCUTJA6JL7vmx6bfC3W/5xTiku8HPwZp0z/FrLMU1pjzbFUTyUImRonA63tZ/DtOKmH1QiPVVFZYkuFHo37kQkUsoyZlPFtunEsOtlF8sd9NGDRrUHa+9Ng3HHNMLb775Ge67bzn27q3BoYfm48wzj8fTT//asvdPs3JKYNr7HuD98gcfhHDllYdi376HYRgG1q/fh//4j88B/AjkKGfw4Gy88UZf9O8P/O+LwItPAQcPAieNBX41B7j6CuA/JwEb/s9pHSVpLPXUQZbn/FiE9uL9IA2I872Cwnb8+Yra1z7XWksezGWldJ0kZ088nmodk06HxPihVB9ugyLj5PpJh8nucytHaad2zss+OqlmZ0G1kD7LAuyW5O1Daf48Yl8x+dMqWM89AZZH9z1vU7ozvZ+FiqylDbUf/00VCXlSRPh9wnqnA1H3b04SmScKtfXxktYvsZmZmZgwYQLmzp2LE0880Xf7zZs3Y/r06Xjuuedw5pln4t5778W5556LDRs2IDs7rZsC+flZePXVCRg4sBjnn/86li37CvymX7BgHX7wg0Pxwx8e6l2IRUZGBt5663K8+OInOPvsxxEK1eA3v5mAd9+9GSNG3Ibm5hAKCnKxfPnN6Nu3DJMmPYzXX18P+tE/8cQHeOSRj/DWW1fh5ZcvwXHHPYvdu5P50K8onQk1bIrCUVvvJD8/G6+++jMMHNgd55//JJYt+ydbW4sFC5bhBz84Ej/84WDfsmx7/znOPnsFQiEDv/nNCLz77iiMGPFvNDcDBQUZWL78UPTtC5w3Cfj4dXv/N54Ann8EeOwt4L6XgcuOAxp0RlZRYkBtfbykdW/eq1cvzJ49O+btlyxZgtNPPx0TJ04EAPz2t7/FH/7wB7z//vs4/fTTo+5bWVmJyspKAMDGjRut3B4wx3+Cwh7S7NK3wnZ8/FEadSWk0Dc2V199AoYM6Y758z/DsmU1MEfB+OXNxpo1wJo11QAOZ3XsDnM8ilyVB1FWlo8BA7rjv/97LQ4cyAWQhQcffA933jkZgwb1webNO3HVVafjmGMOw4IFr1kvsHAcb+3aKtx229t45JFzcPPNJ+Pmm/8PznFpOlc+Zht53pJzJsm9jzTKW+PIrWTpCmv5rZDHRzOD1lJy7R5gedzNO43URs7sNbLxx2br/L1+gPKsK42d1gtb8joeFNZL+wRZXlDIkxxa8VHJgLXsI+Tx0XDby2WhNfbJR6KbrJHxOradvX/k7LwTXkfpzpDgs8TSb43GZ7Oj5LXFNVesqGFTFE7H2/pPAXwDYIf1d5DtYfb1lSwsCM2w8n6OW7/c8HY2WdZfO1iIEPcxTGpx9dUjMWRID8yfvwLLlm0Qz2PNmi1Ys2aL9Rf1c91gzsQGQHarrKzQsvc7cOCAeewHH2zAnXcWYdCg4/Hd5h6YdRVwzDHAUwuAL193unoqBXBgLVB+G3DNI8DMm4EXbrbXS06cJCWSc5ZPcvZH6hxuy2kmkveXvH8n+2G3fqNlZ4LMYZM0G0g9PX9C4dcwGLZXfs6loj/X2M8rkcd2OrsyqXMcT2oLzkFrnzy2lXm2znBCkdQIaedUBLU5bzW7hcjpEn86GGgt+7G8Q8Pb22Rl+EvgASA3277uWZktjiUANDXbNjx4kJ+xCZ2XM/yTeT6h8Hkl03WQ2vp46VKOndavX++QIOXk5ODYY4/F+vXrvXeyeOyxxzB69GiMHj0aM2bMSGIt28aFFx4BAHj88S9j2j4zE8jLy0ROTgYyMsx0bq55O1RVNWDLliCuvfZE5OdnIycnC3PmnIZ9+w6gomKvdbwx1vHe9jzG00+vQ1NTCBdccGQ8p6YoXQx19qAo8dCZbT0AXHihOcP6+OP/imn7zMxM5OXlICcnCxkZGcjLy0ZurvmQXlVVhy1bqnHttUORn28+E8yZ0xf79rWgosLsX8690Cznhce9j7HiaaC5CRhzQZtPS1G6GGrr4yVlX2InTpyIjIwMz38VFRWtLrO2thaBQMCRFwgEUFMjBc92MmvWLKxduxZr167FkiVLWn3sZDN8eADV1U3Yti220B+XXHI4Ghp+ihde+H/o378IDQ2XYPPmKeH15567HMcd1ws7dtyMXbvuxfjxQzFx4mNobGy2jtcX+/fXY+tWb91QfX0zNm3aiyOPLEG3bmk96a8o7UisRq01TiEUJTVRW996hg/vgerqRmzbJs2+RXLJJaegoWEpXnjhGvTvfwgaGv4/bN48J7z+3HPfwnHHlWHHjrHYteskjB9fhokTg2i0xC3HDgf27we+3up9jKZ64LtNwKFHAnlebj8URWG0r62vqKhARkYGioqKwv8mTZoUd7kdScq+WSxduhRNTU2e68vKyjzXeVFUVITqaudn8dXV1Sgu9o8D1adPH/Tp08eVewhMOS4hOcKRPrbnNyOvD8lbpOhWXNQSGZe1pCQHu3Y1WvuSOMZbNvnMM8Azz6y1/gqyNabEaONG4Kyz6MMX7uwo3zpeAXbu3G/9LcWJNdP795tyltLSAA4cCLD1lI4u7eQCUVvK4uciggw7r3cFS++IkufnPIjqK0mIAVugInU4tuwmFF56xdCl8/KLWyvFCZTSPC/oWnrlSbEH+TWS3JcQ9nkVs/MmQXWksAeoYdvtttrUOfbIZdJUNy5SozbnbUZyMi554uKhfGE91T3A8ug45MwjelzG+FCJkdJ1SA9b/znMXotsCu+DqV+y+8Y9OAGAt2MnKXaq7czHzg2KdjIbJSW52LWLizu9+n+TZ555F8888y7g+GRjQLjcjRuzcdZZawEWtzYLxyALptyzuATYu9PuvyXHPADQuN9clpYCwQPO8+JIEmOntd1lLXewvG9dS8C+Hry/DAhHzI9YX2VdI8C+Hrw3leLNO3vbbNeSI9mqYDinjtWxSojlSsfmQy723lVirvxZG2HfiVVCrFbp2Px61ItbEvyTH/tuoKdZ7oWFflUDeF5p0Ny+0L6fuSQ420o3t2RG5Enw7Wob7OueVWvWrbbRzqM24M8j9HRQJzofTTQdY+t37NgRMciXrqTsS2xJSUnCyzz++OOxbt268N8HDx7E559/juOOOy7hx2pv9u9vRnFx+13O/fsbUFIifU/opKTE7B6qq2P1oqsoXR19iVW6DmrrW8/+/U0oLpaGApND7X6gKIbLVGBtUy+Hn1cUxUHrbb39nb7XgFvXImVfYmOlocEedWxqakJDQwNyc3ORmRmplJ4xYwYefPBBvP766/jJT36C++67Dz169MApp5zSxqMHYI5s0piVNBoqOceRZsWoPL4E5FlVWm9fvs8+q8OppwZw5JG9sW1bN9d2gD0SJzkd53WQRp34jyzbOt5OnHrqURg0aAC2bqX9nXUsKMjGkCGHYNu2Ohw4UORa38215OdjP5iHHGO1NAu2h+VJs647XEvAfybW2z29DN+eX0/JHYR0rrSej2L6hYaR8ujYfMyWz0S6ZxAB+3pLTqyCLE+abSwS0nw7Gqyw7yPeErSHNB8iPZJVOtxCSOcgOXaS2sdrwEVSOlDt+G+B0nS91NmDorQnHWvr6bMZ6jN5n0d9S89wTqOl1AmiVziP95xSXyc5e7JtgrNP++yzPTj11CNw5JH52LZtL+RgLFI5Xnl0VLufpB4vF8CXnwE/PBUYMAj4bqvs1i63AOg9BNi7DahjXTXNZEqzinxOsdHxl2SjK4Q8uh68fYIsTfmRM7H8+agS/R11BezrwfOcjo3ojPjxKC0948l9epU1L9nE7I107JBo36T+X3ICatcnZO1Tx66i08GYCX+KkK1MpIqpkKXJikpPrkV5dn2K8s10cb6dJzlsihXuzIlT32S2agGbic11LQF+NqnpxJF/pz9v3jzccccdrT7q8OHD0dzcjDFjxmDBggVxhB7reFL2m9hYKSgoQEGB+QB64oknoqCgAO+99x4A4P3330dRkf0TOuaYY7BkyRLMmTMHgUAAb775Jl555ZVO4XL/b38zO/Orr26fUZkXX/zUOt5Yz20uvXQwcnOz8OKLlZ7bKIriRp09KIobtfU2f/vbFwCAq6/+cbsc780XzeXZV3tv8/8uBbJzgY9ebJcqKUonoPW2fsmSJeFv9mfNmtWqo/Xo0QOrVq3Ctm3bsGnTJgwePBjjxo3D/v37E3ZG7U3av8QahhHx77TTTgMA/PjHP0ZtrXNUcsqUKdiyZQvq6+vx4YcfpvUIBOfJJyuxaVMdbrqpHyZPlr/7GTUqE7/4RWKM+JNP/h+2bNmDG288FePHHxOxfuTIHrjvvhOxe3c9Hnjgq4QcU1G6BurYSVHcqK23efLJT7BpUxVuuuk/MHnyCeI2o0YdjV/84ryEHO9vTwLbtwAX3gj8cHzk+v4jgZ/eB+zfDbzxQEIOqShdgNbb+qFDh2LUqFEYNWqUr5S4vLw87MBp2LBhKCoqwpgxY5CTk4NAIICFCxfi4MGDWLlyZdLOMNl0jmHJDqMYpkCCRoD9HO40u5bu9dI+3BEDQcezL199fSEmTvwKr712FF5+uT/eeKMBb76Zi6oqoGdP4MzTM3HmeOChBbbMo8kqp9HlNMKGZnkORqyvq6vB5Ml/xd///jO89tqV+NvfNuHdd3ehubkFY8b0wiWXDEVtbTPOO+9D7NqVC1OwEWDlUC0kx0ZcQhxkaXLoIMmEK3zy+D68zLYS6ezKJGAtueMn0lZJs2a2hIiLVkLhayLFSfWTGMeS77VddAchzvuD1vP7I/IcJZdJRcJ65/mbVLPcOoccm+4fLkGTpHfSb45D7RtgeXRNuPuSA67tktl1qpxYUVIT6vMqWF5vIc+0N7uZnJgPLUtCxSbX0qTWtTTT9fXAxImL8dpr0/Dyy9fhjTd+gDffXI2qqmr07FmI008fg/HjT8aCBc9Y+5KNkp5HALsfaY7IaQLQVAfMnAw883fgnteAD/8GrH8XaGkGho0BTrkEaKgFFpwHfLPL2SuR6Jb31JXhPH5eX7L0JiGP0hUsL4hIinzyqF8PhHMoJuhu5qSRrIAz+jg/C3I+xZ8FKM3rRVeZfw7Dn3FMatCXHVs6B7prJIEuPw5vfdq2m7Bd7Ng2mjunLHKtdcpyJXl8+J5ikl+S+XLZcF52pP3j60luzPOkOLG8HNqHfyREdZScrtWEz4+vTTTJtfXTp0/H9OnTPdeTB/h0Rl9iOxFbtzZi5MjPMWvWQFxwQQFuvz0DRUXAvn3Ax2uAmZcBf12auONt2lSF449/HHPmjMH55x+Ds88+CllZmdi+fT/+8IctWLhwM3btaoDzhU5RlOjoS6yiKNHZunUfRo68GbNmjcMFF4zE7bdfhqKiQuzbV401azbgssv+C0uX/m/ijrcJuOR4YOoc4IzzgR+eDWRmAXu3A3//A/DKQqB6l385iqIQ7WvrV61ahZKSEhx99NGor6/HXXfdhYyMDJx00klxl91R6EtsJ6O+3sBDD9XioYdqAeYUhz64T/Qn6vv3N+Kuu97HXXe9D+dYs764Kkrb0JdYRVH8qa9vwkMPvYaHHnqM5dLsZuIf7w7sB/58F/DiXXaef9AiRVFk2tfWf/XVV5g7dy527tyJwsJCnHjiifjHP/6B0tJS/51TFH2JjYsCmDINkh1wWansVdC5dK+XbmYpBqtfjEpTEMGlHySR4HIP+knUMoFFnUNCSceR6iV5e+WSlYCQ5jIYKT4nCXe47IYP7ZIkeCPL22wtJdlRaz0OtxVJRi61GT9Xsy34A4AkrOYeC2ssaVrI0c5BR3nOPF6q9FPn9xGdg9d9Fk0K3yhsJ3e4VAvJGyA/f0l2XOdorXzXktOacE60Pz9SD6tekXF97cGZZL48tuZb1/i/ia2oqMCRRx6Jbt3s++r000/H8uXL4y5bUTonQZYmO8NlpaZgNsTiwAdhPyhKn1BQidyLr/2Xl/dhKTJCtM9N+LqDwnpb5tpo9es1gtdcTqQw1imJpjPYzfJ2h23GZpb7mZDmeWTXeTtL5yp5jub70CdaAWE7u1+3P7PiZyh5UJYiIwSFevG4Q7ztydrZtqzRyuPefildxyTqzmcuem6Syraf6wLW0u/ZgxNyLc16mPWRfFzzbfndGr4HQvZeNd+bcaALMyKlwYAtA+Yei8mTcUFuU0Selzdj2r8gi5Vj1YNbfxIP51ln04KsVj1RtI72tfUXX3wxLr744rjLSSX0JVZRFCWl0ADoiqIoitK5UdVVvOhLbFzkwRzDonEcPp4TbYTUa/Y1mhMaPuNEo298zLY+Is1veen2p1EzPrpaJzoNkGZ+pVh0vI7cIVVAWC/dejTexcvms6k0yrmV5W1yLb3qlkyk88oW1gfCOYXW6Daf9+aCDslFA13hGnaNqq10nWPLoJDm7RgtHq3XiH602X/pHuZx6Uoj1vLa8niE0fL87x/7iJHU+6y3R7RpxFu6HvVWbjOKHePqiUUDoCtK+iD1nUFrafe7VYiU7PGZq2q2JSLS3Nb7KbEk9ZakXOFOA+kcuKqm1qpXZOx4PtMqfaLE46nSedU4ekyy13ymdZ2Q5nY9VmUVt/9B15KneTtLomhqK94X8zrsdC0BeSaW9ufPRNx+BYT1puInV1DT8buoiT0LNAnOoKJFQedb8ytMtfVzOiZZUcmhl1QOb3ma+cwy7GApuSGeNtuqmN2ahx4wa9+zm32tQy3mPjzerDSjy2dvC+rNsiUVGD17hNA6bVfr0JfYeEn7EDuKoiidi9bHjpsxYwZGjx6N0aNH47HHHpMK9WX48OHo3bs3Jk+ejE2bNvnvoCiKoihKG9GY8PGiM7GKoigpRetHZ5csWYKhQ4cCQKtnYSkA+siRI3HgwAHcddddGDduHDZs2ICSkpJWlaUoiqIoSizoTGy86EtsQpAkpNEc6XjJiSXHT9HgciBJEGGvD4adAtlIThq4rKQxLHPhYgoShwQQCd+by3NoW1vAQk5zQo4akV5EkgMBsnyH0h0pIQ4I6eh5ZdayJ9uKS4tJYsPvDhLByGIpW7RTzUqqEZ1qRbs3/RyERJOB8/3tPD8JkgSdjfNofr+vaHJ9LpOL/vuiX4/k+ILqXw8kUU7cemcPFAA9FsrLyzFr1iwAQP/+/bFhwwaMGTMGAMIB0MvLy7Fy5UpMmDChtZVXlC4A975PfasUYz3IcuweY7cgLbZ7lEqWR/tzZ4e8b6BjBoT1kc7qnNtxp0CSdNa0NI3MrldZZfKPMyRnPk7nVOScsYLlkYx4HcuT0vHadcmuUZlBlkdpSYLdLGzHy5EcbXHZsWSX+LWRJOOm/cxlbR+wltJzGyA7X5I+GZM+1ZEkv1I5knS80SMtPa+QYydejlQm/yVRSx3K8vrR8Q7Y7ZhtSYe5A6hCJh2mmLGFDjmx+aTFn1zdn3LJbqISRfs6duqMqJxYURQlpUiuxGj69Omora1FbW0tNmzYELG+MwRAVxRFUZTURuXE8aIzsXFBN2CsM7E0khIU8jh8lK61s7O8zEh3+jUsdiy5EPcakcuyxqdC4PJEmp/ym6XjI5p57H8nIccRJQcZUtprfXsQsJZ8JL4fS1N+pGOrPHZdqRQ++8pHGiU3E9I8NY3n8+15uspq3yrmlt/uCv1UAH5tS9c4R1gnd7jSaDEhjchmef4lbR1tJpbPHfDzotHvyBrx30XY+YS1TG7HqQHQFSW16Aezv5NmPqn/j3Ss4+ytuYJI6neCwnZ+SiM6puT0jtexh2sJOHVAUjmEPb9mz7R6BWWhfjbI8r61lvw7e8mxE08nWlnl12NLzx5SmMRo+/J0dGeHzvOje4HPY3rbo2IhT97DzvOznNI+XEFFNeNWtC5iLcAVWORskjv5suFtQfvwM4h0EtqH1Zzqxu/CQxrMfcqK7Lb1C9UjtQXVgs7KkKqfMFROHC86E6soipJStO/o7FdffYWJEyeipKQERx55JDZs2JD2AdAVRVEUJbXRmdh40ZlYRVGUlKJ9v5PpjAHQFUVRFCW10W9i40VfYuOiGaYUQrq5JFmJ5NhJQnIU4BdvtvU0WjLhLCaq4PIU25mNvT4kOKTwk6xIkg2Sg/AzCImybL43SUy4bCtgLYMsry3tUuRa+uUFWB6XFh/i2s5O87aVpEE8Ta0sOc0oZHm5wnbRJDIAUBWWlEn3Gc/zkxNLErTIeIRS3fzq67edPCZJsiQ/STRvaXKYYjvVaLJaP5rkObkSFpUYKUpqcRzMvl1ymhRwLcG2C7I8SarKBZq0LY+iude1zo0U/5XqwaXDlD5E2I6nuUCTejupL+L9TqQzKH+HjBWupXufRBHNRnGLki3kude5y6EPpPyeGSRpNG8z6UMh815pYs9bfp/gSLHlJZqEPC4IlgThdqxfSf7O72FeEp3jQWG9JKeOLieuxPBwTrHV9vxDt/qD5tNQU3PsrzVu6TBgn00oXEdZEJ0Y1NbHi77EKoqipBRq2BRFURSlc6O2Pl70JTYumuAcw5GQZmLbAnfZLs1YSiON3IV+wLUEaMwpi40a8nFYmvHzcunuxusnJjnzkca2asRZTu58gmY8gyyP2pefP63n7c3XS8cJuNbxfSSHXVJ5gD3LF/nTCglprzajUVXuDIvOlF8jyeGCFGyJzz3WW6XX+YYGkgIpSKOl0ui+fe/x+vi594drvTRW7q5FZK7kQIP/Dvm1o9kBe9aCnJ8FBYWC5KIj8ahhU5TU4lgAh0P+5VPPJPXWfPaRz0iRAkRSwwRZXrTjAfKsa2/Xkqf5dpKti9XtjxfRnDP6nWui8JuVpjxuFWkfbq0kR10cejaRwrd52RsimuNPgNqnnjlkpBbzUyQ1C+ulZw8+I8vTNC/Kr1Zj1LBE0uwrIDtsotJ5yCgq2+sphsqxr2EV+jtKA+xnSj4TK83KOtYLRw6GUxQaiisjEo3a+njRl1hFUZSUQg2boiiKonRu1NbHi77EKoqipBTq7EFRFEVROjdq6+NFX2Ljwj2KIslOpbx4b8ZojqR4mo/ccCkTUcD+NwkIacnVA0eSrEgxxnie7Owpz9qeS3+40IPOge9NteTSKT8JqSQnjhZvz08iI50Nl1MFAQB1THZTbZ1rUKgBYMtXpbE33o5+Y3OSgyQqu06MI8jbm0N3AW8Lkgxz9wrmdeAxcbloi3Il51R+LSrD72tJtha0ll5dnbe0fDcGRWxN9fb7iCA+dHRWUVKLowAMhuxokdJc3Bh0LQHnJ0GSwyapbOq3uHWQHDYFWF5fazmA5VEfbX/6wftgCepZJHmqt2MnSvM+ONpnOcl4BO0npPnzgdRmZMu4JFySWEvPBxJ8O7rWvJ349cwT1pvt18jaMWjtI7nR4khXRnpm4Hl1jvWSdLhKyKP7VHq2BOz48Xx9SMiTnlf5c0ik88V6YauwG6Ym+2MlnpbyaH/JzZS/U7VEoLY+XvQlVlEUJaVQw6YoiqIonRu19fGiL7GKoigphRo2RVEURencqK2PF32JjYssmE0YzWOtFE+OeyyMFUlCJHnc42nJa669XaElk+F7cj+zZeHtbCRPxU2uJeCUp9QLeRIk2qlmsdHqHG0aeQ6mx0jAKdWS5MT8Vqd24dIhLnp1w2VikldJLmohiU2Q5VVaywDLMaWqXlJt6q4k/4iS6KbRY71UNh2znuU2huvGpWw5LC3VhK5NpBfMMpbD96RjS96JJckTPxenhJf+krwcBlkeTxOSXC/S03eI5VVasjT6zbQIpSYONWyKklocClOaGrT+DrJ1e6wl76HIxlewvB1Cmtst6TdPfSyXyEp9cYClSTp8eDin0LKpPMo7t36S7/lGIc/ul23b0cTSdWFvurw/pf6Wn8MOIY+3RWsZwtJHsfQAa9mL5dFzk2SZuEWWYvBySyo945EsOcDygtaSPydw20rb8mgShH1PkZxYivMq7+El/5aeGoJCWsrjzz3S/So9U0nRbHk7+9kwupfs7ajm/JmS0rUN9vUqzI1sLb6enuyccmoqne5bvxaPB7X18aIvsYqiKCmFOntQFEVRlM6N2vp40ZfYuCiEOQqXJ6xrdi0BecY21jhwAZZHI4lSHDie7ifk2bO3pa6lO01H5HOU0UZs+TijX6wyd3mAPTvHW7OG/VVrxQZrdMwXSw4HaHzNy/kElclHQyUnTtK1aRS247OBUpw8cmJgH6/RqsN2xzWyobE/aeRcOive9tK4IZ/5pHL4+HGzdSTnNZLi7XGHDDSaat9ThVbp/J7h1zNyTNVO89FQGu/lc+BANUsHXUuelhyoeDnVkH6nBD/XGquOAevvXe6NE4iOzipKalEAc6aM+gTJpQ7Pk2ZiN7F0rJGmaTvep3GbQX10pOIri1mPMscaE0lV5RfLXOptpPjvtcxG14R7fd6fSk6sOBXWMsjyqByuQBvgWrrT9NwTYHmSEivaozB/SikW0pLajjs7DFpLP6eJvI6ByM2sZw9vRVuDa+mVR9dBUjEB9r22h+UFHXVwwtsxwNL0vMNnmKUZb2p7r3sh8vk6ZN11XE1GTwfBkH0tc+si3ZfVGZnhND0ryVaUys4U1yYGtfXxoi+xiqIoKYUaNkVRFEXp3Kitjxd9iVUURUkp1LApiqIoSudGbX286EtsXJDEKNrNJTkU4nIYP7mxFMdSinPGJbYkZeHODExZTTGTX5AYhgsueFpywhMNL9mRJNmgtCQn5sfjohOqbw2T79RaaafEOGgtufTFS8oj1dgNv0ZSZLEgS0uOnSTpmXmt65jEeDu7XtRmXDpE1yZarF53mpAcO0nUMglao+M+9D4HLnqWyub1IXmw5HyCi4UrXUuTCpYmxyDcSRql9wp5kjMnwL5OfL0k0qbt6Le1HclDv5NRlNSiBWZPJfWu1JtJNoH3T7FKiCUiHc8505GSVm7LSZApOdTjpcsxYSP38XpwlKLEVln2YTdGCHtIn6wAtiSYl5QtbNfPtQScn1aRlDWa1QPkPp+Ox+WwkY6duGw7FLbh3MLRdffqq+k4kpWW3D16RYqVPsIhybAkMfZ6htnrWvL1fteD3zV0Drz9pHOV5MTSZ0ucZqs2djlUQ/4ckddo31+SA0nC+bmV+WtpDNv6qojtE4fa+njRl1hFUZSUQkdnFUVRFKVzo7Y+XvQlNi4KYc4PSjchzbBJI41eoV+kkT/JeUCRsF1ASPdkeeZoIR/TotEnaWYPsH8y0sgVH2eUxv/4aBjNJkohVCTn69LsbLR6AkAza59QuHSvH73knOmgax0QPWSLlMf34dAII7/WdCVspwV1bP1ux8yyCbUfbxNpXBPCej+oJZxOo+y62fl8tDTSzRc5WgiyraSZWA6dF99nd3ivL1kuT1dYSx62YqdrCcjXg1932t/PGQaNaFMtvxHKTRRq2BQltTgAs/eK5ggumXD1Fp9pJDsRYHlmvy3N4fF5Rm5HJBsv2WOyCNJzBN+Wl0c1K2Q2ugInudYCznMkDQ53PiTN/NHMJ3/W4c9F9BzG+3JJD0QtEy3MEcAdO9G58trYzim5MyLJ8Wck0vVy1pBsK9+S2zdJBRYtJCDfjs820gzsTiFPUjQFWJ7kQFEK9cidalKanxc/c+kpxqxHncPxp0mQbSWp+kLC+gDLo/nXCisMovNpNtGorY8XfYlVFEVJKdSwKYqiKErnRm19vOhLrKIoSkoRApDRim0VRVEURUkv1NbHi77EJgQaSeFyCJKgSE3M86SP+bn8It+19Mvj5fDjmD+AJnY8kvxwiRF3JJQlrIeQF3QtAad4RZITE1L8Ui9HUpJbA9tpFJefUE0kxwSAXXu/iKtUJt+XpCVeThGiyVclaTmXUNn1rbHWF7DrFU1OzfHbLtau0LldtHhzwXBOnXXv1bF7eDeT/Ehxhu0245ImkjJtYXlbWZqkxVxOTO0nXQM/+L0ijYy64//ubsMxYqU1UkV19qAoyacepjTzoLCO7KwUL5RLfyUnPBLcThxlLYezvCEsPcB1PIDkmdzeBq2lV4zRWKXDko3mkVMl203rnRJk80g72HnVOWKrxionpnSRsB0gS2cJXnajkBcZ3915bPMTLX7OkrhbcpDp55xR+sRmn7BdjeNcY/0kSsqTnCFKThMlx049hDxAlhOT1Jvf47G+hvBWM+0ef1ojkTivoXRvSlF/D2V51L60fQOAr2OsYetRWx8v+hKrKIqSUrRmxFVHZxVFURQl/VBbHy9p/RJbWVmJWbNmYc2aNaisrMTHH3+MESNGeG7/7rvv4vTTT0e3bvaH/5dffjkWLVrUxhrUwBzNotkZaZSWj+JJM6jcCYE0E5vtWnKk4wHRnE/UMIdBfo6dmoT10uxt0LUEZMdO0sf6Wax0CgngNWJJP2E+0tYY/utbliuNJPLaRXN57+fsSZqR9CvHPYsHyO6wIp0vNDkcVjmXXkQLAmGWyY/gTDsdL0nOHoIsT2pHydWU/RuQHUTRUXnZdGx+DXcIab5PW2ZgJahMfmz3b/f7BB1LIgTAiHHblriP5tePJr7fVJTW0fG2vh5m/yLZ44C15LOuzcJ2fMYqKByD+noeLmaAtTxKyOPbBuCmjvW2deH6eD0zEPZ8aaHVh5eytVkRW8kzW1KeZNd5HndmWG2lud2iffzCAHL7RyH4ahzPYXy2lSALKNl6vm+QHaeHVS/7bKk+vM3orLxmrCVnWPTMJAWXqXGk/dx31bqWgL9zSinETjSVE7f/fmozyuOtQfe91+wspXM81ptIzrCkUH687fmTNpHlWleNZM7Eqq2Pl7R+ic3MzMSECRMwd+5cnHjiiTHtU1paimAwmNyKKYqitJkQYjdYsRpAb2LpR7XfVDoStfWKonQ+1NbHS1q/xPbq1QuzZ89ul2NVVlaistL8TmPdunVW7i5rSWNo0owcb2LbAbuN9MUJz4sWRCXT4ziU5uUEAAAGG7GlMVkpvDdg/7T4UaQ5Rdqfj/HKP0s+1phl1cc+L+mb1xYh7Sybxiz5N4pVriXgHL+k8TlpzlL6TpbXW5o13M/S9le6NlRjPpKY51oCzg/8660a2OPOfFTRXbLfd7AHhTQvj87U2U0GhTRvR+lcqSZe96Z7X0AOA0DH49dQup78Tky03IbX0f3drqk1qK+XvhiPl9afx8aNG8PpPn36oE+fPlG2dtKe/aiitIWOt/U0FyN91U82iPdPu4Q8biek2UDqffk+ZB94Hyp97cpntshmSLN0ft/V2faoxdqf2w46U34m0leZvPcnG8UtB+3Pe0+/5wdqHd7y0rwy39felrfZd64lYLdj5DOKs+b8uu239siKWCsFZZGC0/CjHBS2DbK8A8J2zq+cSZ3EFURUE+f8rQm3t98L6yW1mfQixWvE24fuY66So/35HRTtfuX5fA51p7WVfd/TvcTbnj9xSV84073CW9HdYrUwbava+hTF6CQAMD7++OOo27zzzjtGVlaW0adPH6Nv377Gz372M2PHjh0xlT9v3jwD5i9Q/+k//af/DADGH/7whwT0Xibbt283CgsLW12HnJwcx9/z5s1rcx2AyH40nn5TURKNdI+6UVuv//Sf/kvkP7X1qUmGYRgGUpCJEyfitdde81y/bds2DBgwIPx3RkaG73cyO3fuxN69ezF06FDs2bMHN954IzZt2oQ1a9YgMzPTcz/AOTq7atUqzJ49G0899VTU46UCGzduxIwZM7BkyRIMHTq0o6sTFa1r4kmXegLpVdd169bhqquuwltvvYWf/OQnCSv366+/xt69e/03ZIRCIWRl2aPYrR2d5Uj9aDz9pqL4obY+MaRT/6l1TQ7pUtd0qSegtj7VbX3KyomXLl2KpiYpKItJWVlZq8vs3bs3evfuHU4//vjjKC0txRdffIEhQ4ZE3Ve6WUaMGIFRo0a1uh4dwdChQ7WuSSBd6pou9QTSq67du3dPaHlHHHEEjjjiiISW6aa8vByzZs0CAPTv3x8bNmyIun08/aai+KG2PrGkU/+pdU0O6VLXdKknoLY+VW19yr7ElpSUJP0YGRmxBhlWFEXpHEyfPh3Tp09v8/7abyqJRG29oihK4ukKtj4154dbQUNDAxoazA/Qm5qa0NDQgJYW2a3QO++8g23btsEwDFRVVeEXv/gFhg0bhsGDB7fqmH369MG8efPaPI3fnmhdk0O61DVd6gloXTuSaP1oovpNRYkHtfXR0bomB61r4kmXegLpVddY6Gy2PmW/iY0VaaTgnXfewWmnnYb3338fZ511FmprTS9sDz74IH7/+99j3759KCkpwemnn4758+cnfUpfURQllYnWj2q/qaQCausVRVHio7PZ+rR/iVUURVEURVEURVG6DmkvJ1YURVEURVEURVG6DvoSqyiKoiiKoiiKoqQN+hKrKIqiKIqiKIqipA36EqsoiqIoiqIoiqKkDfoSqyiKoiiKoiiKoqQN+hKrKIqiKIqiKIqipA36EhsDlZWVmDx5Mg477DBkZGRg3bp1Ubd/9913kZGRgaKiovC/6667LiXrCgAvvfQSBg8ejMLCQvzoRz/Cpk2bkl9Riw8//BAnnHACCgsLMWLECPzrX//y3LaioiKiXSdNmpSUeh08eBDXXXcdunfvjrKyMvzyl79Ec3Nz3Nt2dF0vv/xy5ObmOtowWpsnkkWLFuEHP/gB8vLycN5550Xddv/+/fjZz36GkpIS9OrVC3fddVe71JFoTV1PO+005OXlOdr0u+++a5+KKoqSUNLF3qutTxzpYu/TxdYD6WPv1danN/oSGwOZmZmYMGECXnrppZj3KS0tRW1tbfjfokWLkldBRmvrunnzZkyfPj0c4PiMM87Aueee2y6d8r59+zBx4kRcd911+P7773Httddi4sSJCAaDUffbsWNHuF2XL1+elLrdfffd+OCDD/D5559jw4YNeP/993HvvffGvW1H1xUAZs+e7bg3TzrppHap52GHHYa5c+fi5z//ue+2v/zlL7Fv3z58/fXXeP/99/HEE09g8eLF7VBLk9bUFQDuv/9+R5sedthhSa6hoijJIF3svdr6xJEu9j5dbD2QPvZebX2aYyitAoDx8ccfR93mnXfeMUpLS9ulPtGIpa5z5841zjnnnPDfTU1NRiAQMN5+++0k184wnnzySWPYsGGOvGOPPdb405/+JG6/bds2A4Dx/fffJ71u/fr1M1544YXw388//7xxxBFHxL1tMmjN8S+77DJjzpw57VQzmXnz5hnnnnuu5/oDBw4Yubm5xurVq8N5CxYsME455ZR2qJ0Tv7oahmGceuqpxu9///t2qY+iKO1Huth7tfXxkS72Pt1svWGkj71XW5+e6ExskqARmn79+mH69On49ttvO7pKIuvXr8eIESPCf+fk5ODYY4/F+vXr2/3YADBixAjfYw8fPhy9e/fG5MmTkyKH+v7777Fjxw5H3UaMGIGvv/4a1dXVbd42GbTl+IsXL0ZZWRmGDRuG3/3ud2hpaUl6PVvD5s2b0dTUFHFO7XFPtpW7774bZWVlGDlyZLvOGCuK0vGkg71XWy+TLva+M9p6IP3svdr61KLLv8ROnDgRGRkZnv8qKipaXeaQIUOwbt06fPPNN1izZg0Mw8CkSZPi7kCSUdfa2loEAgFHXiAQQE1NTdLr2tpj9+jRA6tWrcK2bduwadMmDB48GOPGjcP+/fvjqqub2tracF14vQBE1K012yaD1h7/+uuvx+bNm7Fnzx489dRTePjhh/Hwww8nvZ6toba2Ft26dUN2dnY4LxH3ZLK47777sHXrVuzatQvz58/HL3/5Syxbtqyjq6Uoiot0sfdq69vH1gPpY+87o60H0sveq61PPbL9N+ncLF26FE1NTZ7ry8rKWl1m79690bt373D68ccfR2lpKb744gsMGTIkpepaVFQUMYpXXV2N4uLiVpfFiaWuRUVF2LdvX8Sxe/bs6VnXMWPGADA7uYULF6K8vBwrV67EhAkT4qqv+zhUlx49eoTTACLapTXbJoPWHn/UqFHh9NixY3Hrrbdi8eLFuOGGG5Je11gpKipCXV0dmpubw4YtEfdksuDfGY0fPx6zZs3Cc889hylTpnRgrRRFcZMu9l5tffvYejoW1SeV7X1ntPVAetl7tfWpR5d/iS0pKUn6MTIyMhJSTjLqevzxxzu8Gh48eBCff/45jjvuuLjKjaWuxx9/PB566CFH3rp163DjjTfGdAwa6U003bt3R79+/bBu3ToMGjQoXK/DDz8cpaWlbd42GcR7/MzM1BNjHHPMMcjJycEnn3yC0aNHAzDPKd57sr1IxTZVFCV97L3aeifJsvVA+tj7zmjrgfS296napl0JvQIx0tDQgIaGBgBAU1MTGhoaPOVC77zzDrZt2wbDMFBVVYVf/OIXGDZsGAYPHpxydZ0xYwbefvttvP7662hsbMQ999yDHj164JRTTkl6PadMmYIdO3bgqaeeQlNTE5566ilUVlZ6jmqtWrUKGzduRCgUQm1tLW655RZkZGQkxePeFVdcgXvuuQc7d+7Ezp07ce+99+Lqq6+Oe9tk0JrjP//889i/fz8Mw8CaNWswf/58XHDBBe1Sz+bmZjQ0NKC5uRktLS1oaGgQR/ALCwsxbdo0/Pa3v0V1dTW2bNmCP/zhD+3aprHWNRgM4vXXX0ddXR1CoRBWrFiBRx99tN3aVFGUxJMu9l5tfWJIF3ufLrYeSB97r7Y+zelIr1LpBICIf++8845hGIbx3nvvGd26dQtv+7vf/c7o16+fUVhYaPTu3du4+OKLje3bt6dkXQ3DMF588UXjqKOOMvLz842TTz7Z2LhxY7vV9f333zeOO+44Iz8/3zj++OONDz/8MLxu+/btRrdu3cJtt3TpUmPgwIFGYWGh0aNHD+Occ84xPv3006TUq6mpyZg9e7YRCASMQCBgXHfddcbBgwcNwzCMWbNmGbNmzYpp2/agNXX98Y9/bJSWlhrdunUzjj76aOP+++83QqFQu9Rz3rx5EfflqaeeahiGYUyYMMG45557wttWV1cbF110kVFUVGT07NnTuPPOO9uljq2t6+7du40xY8YYxcXFRnFxsXHccccZTz31VLvWVVGUxJIu9l5tfWJIF3ufLrbeMNLH3qutT28yDMMwkvuarCiKoiiKoiiKoiiJQeXEiqIoiqIoiqIoStqgL7GKoiiKoiiKoihK2qAvsYqiKIqiKIqiKEraoC+xiqIoiqIoiqIoStqgL7GKoiiKoiiKoihK2qAvsYqiKIqiKIqiKEraoC+xitIOHDhwAM8880xEWlEURVGUzoPae0VpH/QlVlESzIIFCzBkyBC0tLSE815++WVcf/31CIVCjjQAPProozjiiCPQ2NjYUVVWFEVRFKWVqL1XlI5DX2KVLsMjjzyCjIwMnHjiiUk7xv79+3H//ffjlltuQWam/fN65513cNFFFyErK8uRBoDLL78cTU1NeOyxx5JWL0VRFEXpKqi9V5TOj77EKl2G8vJy5Obm4t///je+/PLLpBzjT3/6E5qbm3HxxRc78v/5z3/iqquuikgDQH5+Pi677DI8+OCDMAwjKfVSFEVRlK6C2ntF6fzoS6zSJdi2bRtWrlyJuXPnIicnB+Xl5Uk5zp///GdMnjwZ+fn54bzvvvsOeXl5GDNmjCPNmTp1KrZv34533nknKfVSFEVRlK6A2ntF6RroS6zSJSgvL0dWVhZmzpyJcePGRTVqzz33HEaNGoWCggIMHToUb731FgzDwLBhw3DPPfd47rdt2zasX78eZ555piP/3XffDY/E8jRn9OjRKCsrw8svv9zGM1QURVEURe29onQN9CVW6RKUl5fjlFNOQa9evTB16lRs2bIFq1evjthu7ty5uOiii3DCCSdg4cKFCIVCuPTSS/H6669jx44duO666zyPsXLlSgDAqFGjHPmfffYZZsyYEZF2M2rUKHz44YdtPUVFURRF6fKovVeULoKhKJ2cNWvWGACMRx991DAMwwgGg0Zubq4xZ84cx3bvvfeeAcC45ZZbwnl//etfDQDG8OHDHfkSc+fONQAYNTU1barnzJkzjYKCgjbtqyiKoihdHbX3itJ10JlYpdNTXl6O7OxsXHDBBQCA0tJSTJgwAX/5y1/Cbu8B4OGHH0b37t0xd+7ccN6AAQMAAF9++SVuuOGGqMepqqpCdnY2ioqK2lTP7t27o76+HnV1dW3aX1EURVG6MmrvFaXroC+xSqcmFArhL3/5C8444wz06NEjnD9t2jTs2rULK1asCG/3j3/8A2eddZZolK644gr06tUrqXU1LE+FGRkZST2OoiiKonQ21N4rStdCX2KVTs3bb7+NyspKTJs2zZE/efJkFBQUhB0+fPXVV6ipqYn4vmXPnj0AgGuvvdb3WIcccgiam5tRU1PTprp+//33KCwsREFBQZv2VxRFUZSuitp7Rela6Eus0qkpLy9HTk4OpkyZ4sgvKirC2WefjWXLlqG+vj5svPjoLQDcd999Yr7EkCFDAJheC9vCtm3bMHTo0DbtqyiKoihdGbX3itK10JdYpdNSX1+PF198EePGjUP37t0j1k+dOhU1NTV45ZVXUFpaCsD0JkgsXboU7733HgCgoaHB93gnnXQSAGDNmjVtqu9HH32Ek08+uU37KoqiKEpXRe29onQ9sju6AoqSLF555ZWw1Gf+/PkR68mhQnl5OV566SUceeSR+O///m8UFhYiMzMT8+fPx9SpU/H888/jjjvuwI033ojjjjvO83gDBw7E8OHD8dZbb+HKK69sVV3Xrl2Lffv24dxzz23VfoqiKIrS1VF7ryhdkI52j6woyWLSpEkGAN9/OTk5xt69e42PP/7YGDt2rJGXl2d0797duP32242WlhbjyiuvNLKzs42nn37a95gPPvigUVRUZNTV1bWqrrfccotxxBFHGC0tLW09XUVRFEXpkqi9V5SuR4ZhWC7SFEWJm+rqagwcOBALFizAVVddFdM+jY2NGDBgAG699VbMmTMnyTVUFEVRFCVe1N4rSsei38QqSgIpLS3Fb37zGzzwwANoaWmJaZ8///nPyMnJwTXXXJPk2imKoiiKkgjU3itKx6IzsYqiKIqiKIqiKEraoDOxiqIoiqIoiqIoStqgL7GKoiiKoiiKoihK2qAvsYqiKIqiKIqiKEraoC+xiqIoiqIoiqIoStqgL7GKoiiKoiiKoihK2qAvsYqiKIqiKIqiKEraoC+xiqIoiqIoiqIoStqgL7GKoiiKoiiKoihK2qAvsYqiKIqiKIqiKEraoC+xiqIoiqIoiqIoStqgL7GKoiiKoiiKoihK2vD/AzVHG6jEU0phAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1200x700 with 8 Axes>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "### SAVE PLOT\n",
    "fig.subplots_adjust(hspace=0.1)\n",
    "fig.savefig('../output/figure_05.png', bbox_inches='tight', dpi=100)\n",
    "fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "c00a1b2e",
   "metadata": {},
   "outputs": [],
   "source": [
    "plt.close('all')"
   ]
  }
 ],
 "metadata": {
  "jupytext": {
   "cell_metadata_filter": "-all",
   "main_language": "python",
   "notebook_metadata_filter": "-all"
  },
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.13"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
