{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "45a684da-23b5-44e5-adb7-176048022777",
   "metadata": {},
   "source": [
    "## Plot the Flux Cross-sections"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "ff304af1-5828-4926-956e-97232b4a555f",
   "metadata": {},
   "outputs": [],
   "source": [
    "import cmocean.cm as cm\n",
    "import glob\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib as mpl\n",
    "from matplotlib import gridspec\n",
    "from matplotlib.patches import Rectangle\n",
    "from matplotlib.collections import PatchCollection\n",
    "from matplotlib.colors import LogNorm\n",
    "import numpy as np\n",
    "import scipy.interpolate as interp\n",
    "import xarray as xr\n",
    "\n",
    "%matplotlib inline\n",
    "plt.rcParams['font.size'] = 16"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "65730d47-362c-4378-851a-2a2bdb295a09",
   "metadata": {},
   "outputs": [],
   "source": [
    "mymesh = xr.open_dataset('/home/sallen/MEOPAR/grid/mesh_mask201702.nc')\n",
    "depthf = interp.interp1d(mymesh.z, mymesh.gdepw_1d)\n",
    "figrid = 386\n",
    "igrid = figrid-1\n",
    "tmask = mymesh.tmask[0]\n",
    "fmask = mymesh.fmask[0, :, igrid]\n",
    "f_lons = mymesh.glamf[0, igrid]\n",
    "u_lons = mymesh.glamv[0, igrid]    # note switch to v with the switch from t to f\n",
    "w_depths = mymesh.gdepw_1d\n",
    "xs, ys = np.meshgrid(np.array(mymesh.glamv[0, igrid]), np.array(mymesh.gdept_1d))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "bd195fde-b909-4e5e-8193-712953cf5fcf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(1.03749927e-05)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "m2lon = ((u_lons[314]-u_lons[260])/(mymesh.e2f[0, igrid, 260:314].sum())).values\n",
    "m2lon"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "ba51d77b-c01b-4e91-b004-5095b386546a",
   "metadata": {},
   "outputs": [],
   "source": [
    "def draw_patches(fmask, ll, ul, u_lons, w_depths):\n",
    "    topo = []\n",
    "    for i in range(ll,ul):\n",
    "        for j in range(39):\n",
    "            if fmask[j, i] == 0:\n",
    "                rect = Rectangle((u_lons[i], w_depths[j]), u_lons[i+1]-u_lons[i], w_depths[j+1]-w_depths[j])\n",
    "                topo.append(rect)\n",
    "    pc = PatchCollection(topo, facecolors='lightgray', edgecolors='lightgray')\n",
    "    return(pc)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "d3512bee-77bb-4980-8162-155ea1e192c8",
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_data_forward(month, year, section=2):\n",
    "    amonth = glob.glob('/data/sallen/results/Ariane/FullNorth/*'+month+str(year)+'/ariane_positions_quantitative.nc')\n",
    "    mydata = xr.open_dataset(amonth[0])\n",
    "    lons = mydata.init_lon[(mydata.final_section==section)]\n",
    "    depths = depthf(mydata.init_z[(mydata.final_section==section)]-1.)[0]\n",
    "    transports = mydata.init_transp[(mydata.final_section==section)]\n",
    "    mydata.close()\n",
    "    for f in amonth[1:]:\n",
    "        mydata = xr.open_dataset(f)\n",
    "        lons = np.concatenate((lons, mydata.init_lon[(mydata.final_section==section)]))\n",
    "        depths = np.concatenate((depths, depthf(mydata.init_z[(mydata.final_section==section)]-1.)[0]))\n",
    "        transports = np.concatenate((transports, mydata.init_transp[(mydata.final_section==section)]))\n",
    "        mydata.close()\n",
    "    return lons, depths, transports"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "ca066a3a-d722-4994-97c6-f03b661fa5bc",
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_data_backward_gi(month, year, section = 2):\n",
    "    amonth = glob.glob('/data/sallen/results/Ariane/InGIslands/*'+month+str(year)+'/ariane_positions_quantitative.nc')\n",
    "    mydata = xr.open_dataset(amonth[0])\n",
    "    lons = mydata.init_lon[(mydata.final_section==section)]\n",
    "    depths = depthf(mydata.init_z[(mydata.final_section==section)]-1.)[0]\n",
    "    transports = mydata.init_transp[(mydata.final_section==section)]\n",
    "    mydata.close()\n",
    "    for f in amonth[1:]:\n",
    "        mydata = xr.open_dataset(f)\n",
    "        lons = np.concatenate((lons, mydata.init_lon[(mydata.final_section==section)]))\n",
    "        depths = np.concatenate((depths, depthf(mydata.init_z[(mydata.final_section==section)]-1.)[0]))\n",
    "        transports = np.concatenate((transports, mydata.init_transp[(mydata.final_section==section)]))\n",
    "        mydata.close()\n",
    "    return lons, depths, transports"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "dfb70616-4b99-422e-b7e4-cce387e58691",
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_data_forward_gi(month, year, section = 2):\n",
    "    amonth = glob.glob('/data/sallen/results/Ariane/SouthGIslands//*'+month+str(year)+'/ariane_positions_quantitative.nc')\n",
    "    mydata = xr.open_dataset(amonth[0])\n",
    "    lons = mydata.init_lon[(mydata.final_section==section)]\n",
    "    depths = depthf(mydata.init_z[(mydata.final_section==section)]-1.)[0]\n",
    "    transports = mydata.init_transp[(mydata.final_section==section)]\n",
    "    mydata.close()\n",
    "    for f in amonth[1:]:\n",
    "        mydata = xr.open_dataset(f)\n",
    "        lons = np.concatenate((lons, mydata.init_lon[(mydata.final_section==section)]))\n",
    "        depths = np.concatenate((depths, depthf(mydata.init_z[(mydata.final_section==section)]-1.)[0]))\n",
    "        transports = np.concatenate((transports, mydata.init_transp[(mydata.final_section==section)]))\n",
    "        mydata.close()\n",
    "    return lons, depths, transports"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "411a6b59-dec9-4ec6-87ce-fe5de7ea22bf",
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_data_backward(month, year, section=2):\n",
    "    amonth = glob.glob('/data/sallen/results/Ariane/BackNorth/*'+month+str(year)+'/ariane_positions_quantitative.nc')\n",
    "    mydata = xr.open_dataset(amonth[0])\n",
    "    lons = mydata.init_lon[(mydata.final_section==section)]\n",
    "    depths = depthf(mydata.init_z[(mydata.final_section==section)]-1.)[0]\n",
    "    transports = mydata.init_transp[(mydata.final_section==section)]\n",
    "    mydata.close()\n",
    "    for f in amonth[1:]:\n",
    "        mydata = xr.open_dataset(f)\n",
    "        lons = np.concatenate((lons, mydata.init_lon[(mydata.final_section==section)]))\n",
    "        depths = np.concatenate((depths, depthf(mydata.init_z[(mydata.final_section==section)]-1.)[0]))\n",
    "        transports = np.concatenate((transports, mydata.init_transp[(mydata.final_section==section)]))\n",
    "        mydata.close()\n",
    "    return lons, depths, transports"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "f4eea84b-7986-45fb-bab2-869dec8e9df9",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "15\n",
      "16\n",
      "17\n",
      "18\n"
     ]
    }
   ],
   "source": [
    "month = {1:'jan', 2: 'feb', 3: 'mar', 4: 'apr', 5: 'may', 6: 'jun', 7: 'jul', \n",
    "         8: 'aug', 9: 'sep', 10: 'oct', 11: 'nov', 12: 'dec'}\n",
    "lons, depths, transports = np.array([]), np.array([]), np.array([])\n",
    "months = 4*np.ones_like(lons)\n",
    "years = 15*np.ones_like(lons)\n",
    "for y in [15, 16, 17, 18]:\n",
    "    print(y)\n",
    "    for m in month:\n",
    "        newlons, newdepths, newtransports = get_data_backward(month[m], y)\n",
    "        newmonths = m*np.ones_like(newlons)\n",
    "        newyears = y*np.ones_like(newlons)\n",
    "        lons = np.concatenate((lons, newlons))\n",
    "        depths = np.concatenate((depths, newdepths))\n",
    "        transports = np.concatenate((transports, newtransports))\n",
    "        months = np.concatenate((months, newmonths))\n",
    "        years = np.concatenate((years, newyears))\n",
    "        \n",
    "        newlons, newdepths, newtransports = get_data_backward_gi(month[m], y)\n",
    "        newmonths = m*np.ones_like(newlons)\n",
    "        newyears = y*np.ones_like(newlons)\n",
    "        lons = np.concatenate((lons, newlons))\n",
    "        depths = np.concatenate((depths, newdepths))\n",
    "        transports = np.concatenate((transports, newtransports))\n",
    "        months = np.concatenate((months, newmonths))\n",
    "        years = np.concatenate((years, newyears))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "7e573411-ca4f-4c41-90f1-fc6fb702b579",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "15\n",
      "16\n",
      "17\n",
      "18\n"
     ]
    }
   ],
   "source": [
    "month = {1:'jan', 2: 'feb', 3: 'mar', 4: 'apr', 5: 'may', 6: 'jun', 7: 'jul', \n",
    "         8: 'aug', 9: 'sep', 10: 'oct', 11: 'nov', 12: 'dec'}\n",
    "olons, odepths, otransports = np.array([]), np.array([]), np.array([])\n",
    "omonths = 4*np.ones_like(olons)\n",
    "oyears = 15*np.ones_like(olons)\n",
    "for y in [15, 16, 17, 18]:\n",
    "    print(y)\n",
    "    for m in month:\n",
    "        newlons, newdepths, newtransports = get_data_forward(month[m], y)\n",
    "        newmonths = m*np.ones_like(newlons)\n",
    "        newyears = y*np.ones_like(newlons)\n",
    "        olons = np.concatenate((olons, newlons))\n",
    "        odepths = np.concatenate((odepths, newdepths))\n",
    "        otransports = np.concatenate((otransports, newtransports))\n",
    "        omonths = np.concatenate((omonths, newmonths))\n",
    "        oyears = np.concatenate((oyears, newyears))\n",
    "        \n",
    "        newlons, newdepths, newtransports = get_data_forward_gi(month[m], y)\n",
    "        newmonths = m*np.ones_like(newlons)\n",
    "        newyears = y*np.ones_like(newlons)\n",
    "        olons = np.concatenate((olons, newlons))\n",
    "        odepths = np.concatenate((odepths, newdepths))\n",
    "        otransports = np.concatenate((otransports, newtransports))\n",
    "        omonths = np.concatenate((omonths, newmonths))\n",
    "        oyears = np.concatenate((oyears, newyears))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "acc83a5f-4034-43f3-a9da-5c48a3536b72",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.8509435260061651\n"
     ]
    },
    {
     "data": {
      "image/png": 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Z9YVCtPR2ku8P4MNwsXL4gPJAIfl5AQI+Hw7DEe3+1tTbzqrWHTT2tpHvCzCtsJyGggoumnEUp9cu5vS6RfTkXTDm11ImX8LBW3SxdEK85qxNlNRMpAtrpsxze5AELXauP37dmWh6Gs/UP9EI8x49i/x1CS6+eo1KX+ideHtfsBjZ0tkXHmBPbwe7B7rY09vO3r4O9vZ2sLevg/b+HroGeukK9dMdjtUb4RB9kQH6wyFuPOYKLpp5dNz9tA/08J/r7udrR1/G8y1b+OLLvyccibCgtB78fnz46XFhioIF4PdT5M+jPxwiHDveoM9PxDkMY8AcBAKEgGBeXtzPbH8kRFeojzxfbJlBxDkKAnmU+YvI8wXwmeHMiDhHd6iP9e2NPNq4hua+TqrzS5lWXEF9YQWfPPJCTp++nFMbFrO9LfNHDZekqQJa4jzfDCQYeW0kMwsAPwKagJ8N20erG/kl2zxk+ZRRcus1kI+6nk2dBIN8eF6VzUCJuiV7fQ4je/fhq61JWhk8T+4m0tqRIMaFoycJO7ua2dHVzI7uFnZ3t9LY20Zjd+v+RLapp519fZ1EXPxtlecVURIsoDiQT1Egn0J/kAJ/HsXBAgr8ecwoqox7TL39PfzLs7/lzXNWMKOgjBkzjuQNDcu4ZcM/OKZ8Jl2RftoHelhU3sCd257lmZYtbOrYw9XzT+OYytncseEJesL9vKFhOfOKqnm1dQe/fO1hdnW1MC+/Yv/ncujJWGVBCU+c9+UDhfBKguJczIm4SPR6fZxla3TDbXpJNKJ1JiZPaSBYH3+wqcStlhl4QXACEg0+5DXnsuvs9ozxV49vgEJIcJtWonthvbolJzi3iuTl0dTbzo7uaL2xs7uF3T1tNHa30NjTFq0zejto6m2nfSB+1+ugz095XhHF/vxYvZFHvj9IUTCfSn8J+b4ApflFccveO9DLv7z4B948+zhmFFUwo6iCNzQs55ZNj3NM7Ty6IgPReqNiOndueyZab3Tt5eqFp3NM1Rzu2PJ0tN6YdjjzSutYs/4hbtnwGI09bcwvbThw8WvI9/w7Z5/IO2efeOD18ZryJ849zBEXwWe++Bd6PE41cllZsMqFXPacUw7qCXeuAoaOknazc+7mYavFq5wmcnLx38ApwIXOuaEJsyVxH4cspzM455znl3OmDDyRFRLcf+I64s/ykXBEzDTm1RJNgrE8puRkzecbU4IbjoTZ2dXCjq5mdve0srurJdba2sbu7jb29LSyq7uVnV3NdIVGtq6XBgupLyynvrCcReXTOLV+MbUFZdQVllFXXEl9YQW1hWXUFpZRlV9CYDBB9BqV0yMp/tG6h1i5dyMGrGttpDvcz4aO3dTkl3LyYYtYuXcjGzv38Pa5J3FU1Wz+0bSO02oXURos5OoFp3PrpscoCuTzrnmnUOAP8q75p9IV6uN91afjG9qalKTvCV+se3Xcbvh+NKCUZDXP6W4SXUiYwAXojKzXEw2Q5bWsIEHrqNeyBPM3W57HfrzqMw6+8Ncd6mNbdws7e1ppCvWwu7eN3YP1Rm87u3va2BVLYMPDvtMNo6aglIaiCuoKy5hbVk9tYRk1BaXUFZZTn1dCfWE5dQXl1BSUUBosHPV99rrI+8N1D7GyeTPm87Guo+ngeqN2ISv3bmBjxx7ePu/kaL2xZy2nNSyhtLCUqxefza0b/kFRII93LTiFAn8eV84/ma5QH+9d+LpoX57B/SbqMu0lTv3sA886UEYKuQEWlxyX6mIk3QttD/c651YkWKWF+C2nlcRv0Y3LzL5BdFqgq5xz9w5b3AxUmpkNa72tHLJ8yuR0civJl8x5cj2nzclQg6/Njq4dbGpfx/sXV+EfZWoKK/MeYTSpIpH93YO3de5ja0cT2zv3sa1zL9u79rGjcx/bOvexvWsfoThdxCryiqkviiatx9TM48I5xzK9qIppxZXMKK5iRnEV04oqKfYlmgLBI4lPMN2El08segOfWPSG+Aud44Sa+ZxQMx+A9y8846DFlfnFfHzJGw967vT6xeMug4iMzfoF7wDAIgMs2PS7FJcmvbzadSwAjzc+yutqO1hU1pDiEh2sLzxAY28727qb2drdzPaeZrZ3t7Cjr5Ud3S1s6drH3r6RF6n95qO2oHR/Ynp45cxonVFUyfSiaL0xvaiS+sJyAom6pyca1G+cPrnsPD657DzP5SfULOCEmmg9/v7Dzow+GbsoUJlfzMeXnXvQ+qfXL0la2eTQDY53kYNWEb0ndrhlwOqxbMDMvgR8Hvi4c+5Wj33kAws4+L7bweklxrSfZFFym2WDT6SLJ3c/TW+gnYXl0yjNi7ayel1NjfR4zDlXUIDr8Rj1MTag1NreY4gwmBRlRpfAOzfdyU/W/oR/e7mWa5e+nsvnn8T8wupJa1XoCfWxs6uZbR172dq+h51dzezujnYJbuptY29PO42xbsLDr5rn+QLMLKlmZkk1JzcsZm5pLbNLa5lZUk19XvTEpLawjHz/sJOPiQz45fG36BJN6TCRyeu9rpp7fA4B78Q70Ty7HfGnjkt0zxl5cZbpKyq95ObJ0aTrGOjghb3PY75u5hRUEDB/4tbZQ+h19equeUTc4IXF9K83Ii7C9c9/lV3duzhn2nI+uPgczp62jDKPgZ4SzqPqMXjh0NZZ5xwtA93s6Glle08r23qiA93t6etgb38ne/s62dPXwe7+Tlr6R37PVeQVMbO4iulFVRxbu4A5JTXMLqlhWmEF9UXRAfSq8kv291jZbwwjAo/g9RlJdIuAV0KcqJeU13d9opGPPaf+S3B/Mx7TAiZ6bXQeO0aDw3XlnLuBm8xsvnNuI4CZzQVOJZqwJmRmHyc6L+6XnHP/5bHa34B+4ErgX4c8/y7glakcKRkyOrkdPj/DWJYlipmq/eRGzBee/iJ7Ht0DQE1BGXVF5dQUlFFVUEKBP4+Az0fAF6CqoIQZviJmFlVRX1hOZV4xFXlFFPqDtHW00jrQTWeol+JAAVXBIqrziyn25+/f04HENv1eA6/fP7zswyyuWMxftv2CL678NV9c+WtqCko5vmYBx9XMY0n5dJZUTGdBaR35+UH85sNnRnt/D829HTT3dtIV6mUgEqYvPEDXQB9t/V209XfT3NtJY1czO7ua2dnVws6uZlriXDUvDhRQV1RGbUE504qrOKZ2frS7cFEFM2MnIrNKaqgtLPM+WUziFXNJZDK/33JNMv+mp2o/uRGzumU1/+/xjwAQMB8NwVJqVpVTk19CRV4hAfMT8PnJ8wWYVlDOzNoZzCyupqaglIr8YiryijGDtnAfrX1d9IUHqMwvobqglKqCEvKGXIA7kNhOzbEdaozPfNx+1u08suO/+em6h3jrQ/8JwKLiOk6onMsRZdNZUlLP4pJ6GvLLCJgRMB8hF6FloJvm/m7aQj30hqMD8fVFQnSE+mgf6KE11MPe/k529Xews7eNXb1t7Oxtoy8SGlYqoyqviLr8UmrySlheNp2zS6L1dkNBObOKq5lVXMWsoipKggXeCXaC7s+STIf6Gc1OOXpt8ifAR4G7zOzLRK/ofRXYBvx4cCUzmwNsAG5wzt0Qe+7twPeIJq8PmNlJQ7bb7pxbDeCc22Nm3wW+YGYdwHPA24CziU43NKUyOLkd29yriX/Hs4XpQJfxZOwn92J+cNoPcMGVrGvdxeaOPezraWdvTzvrW3fRFx4g5MIMhMPs7e2gN5xgSpk4Svx5zC6uZlZRNZ859rvUFw5200qv18Dr96AvyLkz38gnj5vH2pYdPLRzFSsbX2PlnnXcs+NFIocwKE3QF2BacSXTi6tYVDGdM2YczvTiSqaXVDGzuIZZJdXMKKmmODjsHrdkX/lNdK+cF4+/xUQtMZ5TRSV6DT3mn008UJDH90RfggTfo0XBay5HIP6V/kgyPqMSlYS/6THN1Zw+3zeZEnNE1RH88vT/ob/pr6zv2cvOvjb2BcI093ayvb01WmdEwvSGB9jT044bZ4trfVEFs0tqed2MZbxv/lfT/vUY/ntNQTVfPvYtfP7oS3m48VWe2rOelbvWct/eNdy2Pf48wWNVGihgelEl04oqOKl8EdOLKpleWMH0ogpmFlczu6yWhsKKA2MgjIVXi2qiW3G8vusT/c1NoO7y7PFjiQZJnEhvpPHX5Z5lS/C6xZ+C8VA/o9nJl+XHF49zrsvMzga+C9xK9E2+H/iEc25o64cRHeVj6IftvNjz58UeQz0MnDnk/18COoF/AhqAtcBbnXN/StrBjFEGJ7fJvlo6VfvJjZjF5YtZPv3gj5eL033HOceeVS+zo7eNxv4O2kO9tIV66Qr3Ux4ooCJQSLE/j65IP80D3ewb6GZXXzvbI11s6d43bB639HoNxhKzuHIGiytn8MGlrwei9y+ta9vFmpYdbOloYsAcoUiYiHOU5RVRVVBCZX4JxcF88v3B6CiQgXwq8oujI0QGCxIngxrNNQNN5vdbrknm3/RU7Sc3YooCRRxbexyLgnv2LwnMmUE8A5EQja6f7Z17ae7rpLWvi9a+aPfYyoISKvKKCfr9tPR2sa+3naae9tgYAk10DfRN+bElMybg83PO9MM5Z/rhROZF57lt7u/i1fZG1nTsorm/i7BzhFwEnxmVeUVUBoupCBZS6A+S5w+S5/NTFiigPFhIebCQfH8w4SCNiUY4lnR1qJ+37GNAjnZLxjm3FbhslHU2M+xD4Jx7L/DeMe4jTLT78o0TKWMy6RtLUsrMqA4WUx0s5shxxPlqKgFYEyqfnIKlSL4/yOFVszm8ajZA4nkeRURyUNAXYFZRGbNKR06TNpZ7blftnIxSpU5VXjGn1izg1NhgR7na91JkNLma3Oaa3E5uIxENoz6F4nedAdeVYE6+WdPjb2sw6cvg2z6Hvh5ulFGTU2oiXZa9Tq4Sde2ayN+iV0zCgUmS91pbgm5snnNoDyQYICteuTP4M56VEnU1VM+IQ3bQtDN53lPNeEnUOyUjpwIaYvixWUlJ/BUTjYfg0QqbsHXW65aNRDHJfK0Tbcur7kz0GnhWAQnm7fW6VzhBvZXUnlKJ5pXX986YZfp3gIxNBie3Sbrndkr2k6sx8Y0YqXJG9GqzRQZYuOvu/et5JbYHS/fXIFGMyFjontvkmbzvteTvJwdjPE7S1+w9jIgbmngciPFZhCUNG+PGecuQ12NCnz0R0D238VhO3nObizI4uU32fS5TtZ9cjDmY10iVLtEcqJ4y5TVIFCOSyGR+v+Wayftem7z95FCM13RxbniLmg1ZNpGeGBnyeuhvWibsUD9v2ccAdUvODRmc3IqIiIiIiIxOvZJzg5JbERERERHJamq5zQ1Kbj0GOdJN56lhwQMfyUjjHoJHH544oGeSCzRFpurz5rWfhHdzTWRwqAnMc5vUQTG8Bv9ItkTTPnoMKJWIFRePfNJjWl5JQ6o3Dpmvrnb/72MdLT5X6uvhc6C6iMegSQkGerI8j9fU41wI8B60KdHcq0l8TxLWDV4DLSUa7Mprewn34/FaJ6hrDI/50RPtx3OAqql5rbOd7rnNDRmc3GpAqfSP8eIRM+QLf13NBdF7cHeOEpP2r0GiGJH41jQvIbI/c9aAUsmjAaXSPyaescWMGKzwkMqWLq/HeD97kqu8P/8aUAp0z20uyeDkdiI3yE/kxvlk7ycXY4aLv94t628l2PI0ERw9zU18YMkHpqBs6RAjcrDIQU3Ck/n9lmsm83ttsvaTqzFe6xz4/46uHdy15S6qt+4j4hwz88/idQ2vS1LZ0u310N+0JOY1WOeh//1lCTO1cueIDE5uJZ3d9NJNdL7wGnt72+kc6KUir5jKghJeP+soTq36f3Fjbl13K409jfjxMaN407DkVkREstXG9o38/LWfEwpvYW9fJ845qovLqSoo5bJZ/8Rh5YeNiNnZvZMfvvpDDMNnxrVLaoYktyIiB5uiG5YkxZTcyqR4Yd8L9Lt91BSWUVdYTlt/Nzv3bWVuWR2nVsWPuff8e1ncFJ3ndm3tJVNYWhERSaWecA9P7XmKhsJ8qvNLMIymnnbWtuzggunxB1dYUbOCl97yEofPiM5z+8qO+VNZZBHJMOqWnBuU3MqkuO2s21g+fUPcZat2xn36oO4i6joiIpI7llcu5+8X/J2lJS/sf85XVgrAqp0L4sYMrydUb4iIF91zmzuU3IqIiIiISFbTBbDcoORWRERERESymu65zQ0ZnNwmYfh9n89zbrcD85Cl+9QA6RtzoCvZ2GK+/dJNLKlYyoWzL0zL40l2zODr47MIS6dtYipMaC5Zr5gJzGWbiOcV1QTzCHodTdKvznqUwYU85j4E73kjE8Xk5w9umeR+3iRqcqdjMX+86ZvS4/smU2Je7Tz6wPOdiWO2dGzhp2t/yrVLrmVWyawkly09Xo+hv69ujc777rMwS2rWQST+XNrD58M9eKHH90KCOWu9lqV6fnZgDOdwcXjNjZuI1/zACecz93jdkjmn+0GS+XnLTuqWnBsy+CJGouHLvZYlipmq/SjGa9mze59jc+fmtCzbZMYcPHy/CEzd91uuSebf9FTtRzFeMc19zTy+53F6w72TsJ/0fT0iLkHyKjksmZ+37GNZ+k9GyuCWW8k2t599e6qLICIiGeKYmmO4/4L7U10MEckQPiWDOUHJrYiIiIiIZDWNJ5UblNyKiIiIiEhWUzfe3KDkVkREREREspahbsm5QsmtiIiIiIhkNaW2uUHJrYiIiIiIZDGNLpwrlNyKiIiIiEjWMsCnEaVygpJbERERERHJakptc0NOJ7dmhvO4imO6uiMZyjnnvTAc9goaf0wkQcw49Yb62dvfyd6+Dpp7O2nt76a1v4u2vm46+rvpGOilY6CX7lAf3eF+ukN99IUH6AkP0BvuJxSJHCgWEcKRCGEXffjNh998BHx+/ObDZ3bQc0Gfn3x/HrUFpdQXllNXWE5hII88X4A8f4DSYCEVeUVU5BXRUFjBjOKq/d8P5vd5HpMbiMRfEPZ4Hn3vZASf3iNJAz7v756En1GvuATbS8fvJecc7f3d7O1tZ29PBy19nbT2ddHa10Vbfzcd/T10DPTQOdBDz0A/PaE+ukN99IYH6An10xvu31/tORwR5whHwoRdhIhzBHx+Aj5frK7w7683Bp8PmJ/SvCLqCsuoLyynqqCUfH+APH+QAn+Q8rziaL2RX8Tc0jrK8opS+4IJoNGSc0UGJ7eOA9dghv6eaNnw36dqP4pRzGgxmWFLRxObO5s4onI2VXnFo64fcRG2dzWzpnUnGzt209Tbzp6edvb0trG7u43GnlYae9roGOhJuJ1Cfx6lwQKKgwUU+fMoDORRFMijLK+IukA5QZ9//7rGgZMQnxkR5whFwoRcOHoCEzt5CcVOZMKRMO393axv28Xunja6Q30Jy1IcyGdxxXQOK5/GgpJa5pfWM6+0lvK8IooCeRT68wDo7+lmIBIm3x+grqCM4kB+3O3t6m3jnt2rube5m8+7L5LnzyP5nzeJSsbf9FTtRzGpjUn3cmaOLe172NyxhyOq51BVUDrq+r2hfta17mRt6062d+5lT3cbe3raaOppY1dXC43dLezubmMgEvLchmGU5hVSMlhvBPIoDORTGMijtrCMfH8Qvx1I6H1m+GL1hmGEXSRab0TCRHAHXTANR8IMREJs79zLs3vWs6enjbDzvmgJMK2oksUV01lYPo0F5fXML2tgZnE1RcE8igL5FPjzCEXCDMTqqoq8YmoKSgn6R56mR1yE5/du4vY1OyjwF3HlwitjS5L5ecs+hkZLzhUZnNyax++JliWKmar9KEYxoy1LD829HTyy61VmFFZwfO0C7tn2IndteZryvCI2dzRx1cLT48Zt7mjiuqduYWP7bta376Yn3H/Q8sq8YuoKy2koLOeY6nnUF5ZTX1hOdWEptQVlVBWUUBG76l2WV0ipv4DAkOT1IMEkfoXFWn+7Q330hgboiwzQFx6gY6CX1t5OWvq72NHVzGttu1jTupOVe9bzu41PjnpSM6jIn0d9QRmzCiuZXVhFVV4xj+5bx/Ot2wAoC5bxnkXvZW7pXKbu+y3XJPNveqr2o5jUxGRKOdNLc28Hj+xYxYySao6vP4x7tjzPHzc+Fa032vdw1dKz48b9au3D/M/q+9nQ3siW9ibckAQ+4PNTW1hGXWE504qqOLx6NnWFFdQWllFbWE51QWm03sgvpjyvmLK8QoqDBeNucU7Y68lLJELERegc6KUvPEBfOERvuJ+2vm5a+zpp7utkU/tu1rTs5LXWHdy1aSVNve1j3nxVfgnTi6uYVVLDnNJaesP9/G3r8zR2twJwav2pQ5Lb7DwXSabsP0KBjE5uRSRZBsIhXmrewpqWnSyrmskxNfP49fp/sLmjidlFVWxs3830okpe17CUS+eu4Ier72VTxx7mldaN2FaBP8hrbbuYX1rP2dMPZ3HFdBaXT2dhWT11BeXkxbkSDXh3pUti9+exKArkUzS8ldXjpGdgoI+tnfvY3NlE50Av3aF+umPJfDAUIejz0xseoKmvgz297ezqaWNrx14e2ruW3b0dHF85lxuXXcL5DYcTrHh7Wnb/ExGJZyAc4qV9m1nTsoNlVbM4pnY+t699hM0de5hdWsvGtt1ML67k9BnLuHTeifzg5f9jU9tu5pXXj9hWe383HQM9nNywmPcsOYvFlTNYUjmT2SU1VBaU4LME3bBTzGe++N2OPeqN9v5uNrXvYWdXM92hfnrC0W7T0dtkAvjNR1t/F0097ezubmVHVzNbO5t4cvdrRFyEN846mgvmHMu8wsupLqie5KPLLuqWnBuU3IrkmM6BHjoHemkoqiQcCeP3+VnTuoOfrL6PY2vn87etzxMwH+tad/G9065mZ3sTX3z6N3xo6RvoDPVSFMinPxzy7N7TUFTBK5fdNMVHlRpBX4AFZfUsKBt5suZ6e+PGuJ5ot2fn3EHJ7BoltiKSpjr7Y/VG8ZB6o2U7N79yL8fVLeD/Nj8brTfadvEfp3+AnZ3NfPGJW/nQEefR2d9LUTCf/vCA52i1Hz7ifD58xPlTfFSpUZZXxFE1czmqZu64Y4fWG6v3KLEdr/S9RCLJpORWJIs553hl31Y2tjcyp7SONfu2cvfmp5lVUsNHjzifWSU1AIRchIXlDVy77A38x0t/ob2/h909bQBML64i4iLUFZaxdtNOnty9ji2deykOxr+HVMZGrbQiko6G1xtrW3dw98aVzCyt5mNHXsis0logVm9UTOPaw8/ley/cTXt/D3ti3WWnlwzWG+WsadnOk41r2dLRRHGwIIVHlvlUb0ycYXr9ckTOJrd7evbQ0NNOVVAj2En2embPen63/nEOq5jOHzc+RdB83P6GT/J44xru3PAEHz/yQnzmG3GvUW1hGfPL6vnjppU0dbdy1vTDmV9Wz4raBTy+ey0XzzmO0mBhio5KJDVea3uNZVWpLoXI5BpRb/gC3H7ep3h81xp+t/4J/unoizzrjXll9fxxw5M09bRz1swjmV/ewPH1h/HYzle5ZN4JlOap3pDUUbfk3JCTLfShSIhrHr2Gi/50I10D8bsOikylV5u38dnH/odPPvoztnU0JW27x9cfxr+dehVzSms5uWEJbf3d7O5uZXHFDAYiYVr6ugBYVjmTnlA/v1jzIK+17qQ3PMDXTnwnHQM9dPT38MaZRwLw9gWncN2RF3Hh7GPJ9weTVk6RdPf83ue54r4ruOnFP6W6KCKEImH+tPU53v/oj/nRmvvoD3uPHDxew+uN9v6uWL0xnYFIiJbeTgCWVc2K1hur799fb3z9lHfTMdBDe383b5x9NABvX/Q6PnXsm7hw3grVG5JSvix8yEg52XIb8AX4+PKPc91T13HFPTdx1/mfjzvcushUuP7Z67lz8537pyD40ct/48NHnM8XVlxGbWH5IW9/fesuXtq7mbCLsKWjicbuVlr7u6gvqmAgEuKXax7ipPqFvHXhKTy5ex3vWnQ6iyumA/DuRWd4z3MrkkOOqj6Kc2eey+dW/oqawlLeu+jMVBdJclRbfxvzbv0QO7uaKQ7k88v1j/KdV/7KvxzzFt4+75SknNgNrTc2tzfR2NVCa38XDUWVDETC/PLVBzipYTFvO+w0nmxcy7sXn8niyhkAvHvJWUkogUjyqeU2N+RsRnfOjHP48Vkf5poHvs/VD36fX57zsbQejU+y18n1J3PSjFLeveRMekL9/OvKO/jPF//Mz1ffx3+fcS3vWnKmZ+zTu9fx183Psq51Jx858gJOnrZkxDrVBaVctvAU7lz/OBfPXcEjO1fxbNNG3rvkLBqKKrl47nFU5ZcAsLhixmQdpkhG85mPrx3/NQbcdq595Gaq80u5eM5xqS6W5KDyvHLecdhpnFq1gPNnHcV9O1fxz8/+L1c98iP+a/W93Hb2xzisfFrc2IFwiN9ufILnmjays7uF21//ibjrHVRvzD+eh3eu4rk9G3jv0rNpKK7k4nnH75+zdjCpFUlnhqYCyhU5m9wCvH/5G9jT1cKXnrqdheUN/Mvxb0t1kSQHnTvzXJZPX7j//z9//cf4zLFv4oMP/ID3/P17/G3Lc3z/zA9Snl+8f51X9m3hn5/4FXdtWolhzC6t4S0LTh6x7VAkzL3bXmBtyw5W1C3k9IbFFAcOnv+vqqDUc8oCETkg6Avyu9dfxxv+eiNvv/97PPWmr3N41axUF0ty0L+fchWupweA82cexbkzjuCOjU/y8Sd/yXG//zzfO+W9vG/Rmfu/6yMuwm82PM71z/6WDe27KfAHOax8Gt0DfRQNGxxweL1xxozlI+aNHUxsRTKJ1ywPkl1yOrkF+Nwxb2Zt605ufPZOzpxxOGdMX57qIomwtGoWD7zlRr7xzO+4YeUdPLJzFUdWz8Xh6A718ciO1ZTmFfLVk67kY0ddGH+OPSDg8/O2w0478IS6GIscktK8Qu5642c49vef5x33/wdPvflrI+dFFpliPvPxjgWn8LqGxVz9j5u55pEf87M1D1CZX0LERdjc0cTatp0cVT2Hu8//POfPPsazt9rwekMjzEq20Cc5N+R8P1wz479e934WljXw7vv+g329HakukggQPcH45xPexqOXf4OF5dPY3dNKU087PaF+PnPsm9l41Y/50vFXeCa2IjI56osq+OVZH+HV1h1c98QtqS6OyH4zi6u554Iv8a0T38VAJMyenjaa+zppKCrnV2d/nGcu/3cunHOcbsOS3GPRc/5se8hIGdxy6zhwDWbo74mWDf8d8Psp8Zdw+3mf4pTffo6rH/wBf7zwC0O2loz9KEYxiWNW7VwAgM8iLJ22iaFOaljMA2+5keGccyOmYgAg5D1qpuuJPzq46/UeNdz8HidBkQRdmfPij4hpgURfOf74T/sm8OXtS3Di5tUFO1HZJtJt2+Pk0VfpMUhY22R+3iQqCa+xP/o5ff3so/nsMZfyb8//kXNmHcUVB90WkN7fN4pJ132OPWb17kX7I3yEWVz2yoH/O+O6wy/kusMvZISIA8bXg8d5fZ8m+J7NxJPuCZXZ71FvJRC33h5F/LJN5uct+xhq0csVGfw+m8fviZZ5xxxTO59/O/U9/Hnz03z9md8N+fJJ7n4Uo5hEyyIug/8khwlHInQM9NAd6qMvPEA4Ekl1kdLcZH7eJCqZrzH864q3cVL9YXzw4R/xwt5NY4hJr+8bxaTbPicWE/G6MJiBekP9dPb30BvqZyAcmlAimDsm8/OWjSwr/8lIGdxym3wfO/Iinmh8ja88dTsv7t3ET875SKqLJJKWukN97OpqpbG3LfroaY/9bGNL9z62dO9ja9c+BiIHtxD4zUeeL0DQ5yfiHGEXIeTCBMxPnj9Ani9Anj9AgT9Ivi9IQSBIcSCfokA+xcF8SgIFlASjj/K8IsoLSqjIK6Yyv5jawjJqC8qoLSyjMK8wRa+M5JKgP8CvzvkEr/vjlznlD1/ie6d/gGuXvzHVxRJJO845mns72NXdQmNXK43dLbHfW9jV1cKm9t1s7tjD7u7WEbHBWL3gN1+0zoiEcc4RHFJn5PuD5PuDFPiDFAbyKA4WUBzIpyRYSHGwgJK8wXqjmIr86KO6oDRabxSWU11QSsCXPRcJJD6lgrlhTMmtmc0EPgesAI4CCoF5zrnNw9arBL4FvCm2zhPAJ51zLw9brwD4KvAuoAJ4Aficc+6RCR9JEpgZv3rjJ1lRu4AvPnkbz/5mA99c8Z8sr9QgU5KbukN9rGrZxQstW1nVtoPVbTtZ076LXT1tI9b1m4/6gjJmFlWxonoel805nqq8EiJEk9iBSIgQjv5IiP5wGJ8ZAZ9v/wlLv4vQHw7RFx6gLxL92RPqpyfUT0tfJ9s699EV6qVzoI+OgR76I97drwv8edQUlFJdUEpNYTThrSssZ1ZJDfPL6llQVs+c0lpKg4Vj7orW1NPG3ZufoTiQzxtnHaXRQkeRK/XG3LI6nr3iW1z1wH/x4Qd/yIPbXuJTy79DUUD3wktuauxq4cV9m3mhaROvNm9jdcs21rTsoGtg5O0vRYF8phVXMre0jovmHs/s0hoKAnmEI9ELn6FImP5wiP5IiFAkTMDnx28+DCPkwvvrjP7wAH3hA/VGV6iXnV3NdA700hWrMzoHeok47x5E5XlF1BSWUV1QSl1hOTWF5dQXVTCvrI4F5Q0sKG9genEVef74t93E09TTxt0bV1IcLOCNs49WvZFCRkZ3V5VxGGvL7ULgrcCzwKPAiEvTFj1DvBuYB3wMaAG+ADxoZkc757YPWf1nwIXAZ4CNwEeAe8zsZOfcCxM7lOTwmY9PHfsmTpuxjKv+/h/qEiM5IxQJ80LrNp7et4lnmjfzTPMm1nQ0Eon9DZQGClhSPo03NCznsLIGpueX01BYTn1BGdMKy6nJK8U/eA/WRO65Hee9S72hftrCfbT2d7Gvt5OmnnaaetvZ29POvr5O9vV1sK+3g7097Wxu38OenjY6BnoO2kZRIJ+GogpmFFexoHwah5VP44PL30hlQcmI/ZUEC1hY3sAr+7byo1X3sqhiOs/vWc/M4mo+vEytdXHkTL1RV1jOXy74It966c/ctfEpAqZOUZIbWvu6eLJxLc/sWc/K3et4ds8GGrtb9i+fWVLN0sqZXL3s9cwrq2NaURUNxRU0FFUyrbhyXBcYD5Vzjs6BXlr7Omnp62JvT3u03uhpi9YVve00x+qM7Z37eL5pE3t62hgYdiG1uqCUhqJKZpfWsLBiOifWH8Y7F58Rd58lwQIWVkzj5b1b+OHLf2Nx5Qye27OBmSXVfPiI86fisGUIdePNDWOtgR9xztUDmNkHiHOSAlwCnAac7Zx7MLbuE8Am4LPAx2PPHQW8E7jaOfeL2HMPA6uAG2LbSbmTGhaz6sr/Ym3jotFXFslAHQM9PL9vC0/tXc/DO1fxWNN6OkLRK+u1+aWsqJrLW2Ydx9FVczi6cjZziqsPPglJNKDUFCgI5FGQX0h9UcXIhR4DnbT0drKhbRfr2xrZ3rmPxp5o97jtnfu4Z+vz/E/3A1y7/A1xYwMWbTGYV1bPLWsformvk/cfdiZ3bHycxu5WGmLlWN/WyCONr7Iov5oV1XPJH8dV/iyTU/WGz3x8fsVlfPrYN7G2MS/VxRFJOucc2zv38UzTBh7b9SoP71zF802bcDgMY0nlDF4/6yiOrZ3PMXXzOapmLhX5Iy8UpoqZUZpXSGleIbNKa8cUE46E2dHVzIa2Rja0NbKzq5nGWHfqLR1NPLJzNRtad3kmt4P1xvzyem559UGaezt4/7LXc8e6f9DY1UJDcSUA61t38cjOVSyunMGKuoW5XG9MKrXc5oYxJbfOJejHccAlwM7BE5RYXJuZ/Qm4lNhJSmy9AeCOIeuFzOw3wOfNLN851zfWA5hMuv9CssXennae3buR53et4+WWbbzQvIW1bbtwsVHDl5ZN4x1zTuT0ukWcVL2A2UVV+xNZz9GSM1BlQQkr8heyom7hyIVmdPT3UOpxv24wdl/X443Ps7xqFkWBPJZWzmBZxUwe3/0ab5l3AgClwQL85uMP257lldbtfHDRWWzqbOLh3Ws4oWY+y+vmTeYhpg3VGyKZK+IirGvbxXNNm3ixeQsv7dvC800b2RO7JSXfH+TkhsX88/Fv5bTpyzi+fuFB09Jl4mjJ8fh9fmaX1jK7tJazZh4xYrlzLm5360GD9cZju9awrHo2RYF8llbNYlnVbB5vXMNbYqOsl+YVRuuNDU/y8r4tfOjw89jUvpuHtr/CiQ2LWF49e9KOMZeo5TY3JLPv1HLglTjPrwLeY2YlzrnO2HqbnHPdcdbLI9qVbVUSyyWS9ZxzvNqynacaX2Mg1E/EOXpD/Ty3dyNP7n6NDe279687u7iaIypn8bZ5J3Fc9TxWVM+j1vJTWPr04ZXY7upq4e7NTzO/rJ6iQD53bVrJf59+DQD7+jo4vHIWEO3aXV9UwVWLzuC3YWNnTwsbOvZwx5anKPAH+c3mp/h0RT294QHu3vosM4uqOKF2AdW5ex+W6g2RFOkPh3h412q2dO4lbNGEdk93G0/ueY2Vu9fT2t8FRAd0Wlo5g/PnHMuK2gUcV7eAo6rnUpBXkOIjSD0zo8Sz3mjm7k1D6o2NT/H9Mz8IwL7eDg6PJaz7642lZ/Pb9Y+xq6uZDW27uGPdPyjw5/Gb1x7l08e+KVpvbFzJzJJqTqg/bMqOMVsY4FdumxOSmdxWAZvjPN8c+1kJdMbWa0mwXlUSyySStUKRME80ruXujSu5e9NK1rftGrFOQ1EFJ9Uv4pqlb+D4uoUcVdJARV7xiPUSzXMrUFdYxqkNS3i6aT2HV83mmJp53LVpJT96+W9cNu9EDiufhnOOgM9Pc28n9+54if5wP+9b8Dp+tekJ5hbX8M55J/Pz9Y9w99ZnKQ0W0tLXxc6uFpp6O3jPYa/DOZc1rR3joHpDZAq19HXyt20vcveWZ/jbthdoHzYOgWEcXjWLyxecxIn1i1hRu4ClVbMI+nUf+XjVFZZz6rQlPL17PUdUz+HY2vn8ceNT/PDl/+OyBacMqzc6uHfrC/RHQrxv6eu5be3DzCmt48rFZ/Cz1fdx96aVlAYLae7rZEfXPpp62jmu/JhcrTcmTC23uSGZ31YGxLsJL96kWmNZ7+CFZtcC1wJMmzZtIuUTSXvXPXkdhXltVOQXU1NYxqKK6SytnMmC8mm09Xexo7OZbZ17eXD7S/x187M093US9AU4c8bhfOLoSzhn5hEUWwCf+Qj6/FQXlB5U8bkeJbET4ff5Obx69v4r7QAn1h/GuubtnFh3GKtbtvOHzSs5e/rhfOjRnzCntJZPLXoDpcFCVrft4P8tej0Ar3U0cnTBfPb1dfK+w87gxeat7O3rALKnG984TVq9oTpDcsHqltV85+XvMLPYUZFXxIyiKpZUzmRJ+XRqC0rZ1dPKjq5m1rU38tdtz/No4xrCLkJdYTmXzz+JS+as4OjqOfgDQXxmlMamzjmIxxgGkli03pjD4dVz9j93YsMiXmvZyYkNi1jdvI0/bHySs2ceyYce/AFzSuv49LFvojSvkNXNW/nIkRcAsK51J0fXzmNfbwdXLzuHF5s2s7e3HcjZemPC9GrlhmQmt83Ev3peGfvZMmS9eDcPVA5ZPoJz7mbgZoDly5drCGPJSv3hfvZ07OHFvV3s7m6jN9wfd73qglIumLuCi+at4NzZxxx0rxMh7ylyJHmqCko5sS7aNWxZ5UyWVc6kJ9TPB5aeg3OOO7c+w+EVM7l89gn8cduzLGmfhmGcWLuQW9c/Sm1hGdu799FQWDFiNM4cMmn1huoMyQUDkQH6In2sbtlDS38Xu3va94+lMNzhlbP4zFEXc9Hs4zihduGB0e1h3KPVy8RUFZRyYkN0oNJlVbNYVjWLnlAfH1j+RhyOO9c/weHVc7hi4an8ccNTLK7cjgEn1i/iljUPUltYzvauvTQUVTIQGSDo08BTY6WpgHJHMpPbVcQfDXMZsDV239Tgem82s6Jh908tA/qB9Uksk0hG+e9T/5vl0zcA0fuftnY0saZlBxvaGqnML2ZGSTUziquZW1aH3/Q1nW4KA3lcufA0ANyMaHe/E2vm09TXzs7uVj6//EIKCovY2d3CLese5dm9m/iXYy4j6MvZLn+qN0QOwVHVR3HrmbeytOxFAHpC/azv3MOrrTtp7u2goaiSGcWVzC6uiY7o7lPbVbopDORz5bDRlk9sWMSenjZ2dTXz+eMuoyCQx86uZm559UGe2b2B6098O7tblNiOlz79uSGZZ1R3A+8zszOccw8DmFkZcDFw+7D1/hW4AvhlbL0A8Dbg3nQZ8VIk1XzmY25ZPXPL6uMu1xzMmSHfH+Sy2cfv/78F8vjskRezqnU7l8w+jpqC0lx+L1VviCRRYSCPI6vmcGTVnNFXlrSV7w9y+cJT9v/fzPjccW9h1b5tXDr/BGoKy2hs1v2246XXKzeMObk1s8tjvx4X+3m+mTUBTbGTkruBJ4DbzOwzRLuTfYHohZJ/H9yOc+4FM7sD+J6ZBYnOZ/hhYB5w5SEej4hI2ltQVs+CIRctsrXCVb0hIpIcC8qnsaD8wPgB2VpvTJZc7pZsZrOA7wJvIPpS3Ad8wjm3dQyxXwdWEK3Hq4D3Oef+J856m4F4V9Xe7Jz740TLPhHjabn97bD//yD282HgTOdcxMwuAm6KLSsgetJylnNu27DY9wFfA24EKoAXgfOcc8+Nr/iHTl8OkrHC4bhPu+7hs6UMXdbjucxTfl7cpy0/wfRBXvdvJfp781qWYDCTVP/9ugT3qVkkfmusFcWfNoK2ZJQo7WRdvWFBdQWU9GOFQ75XIgmmmB7wur8/fn0S3bjH92yC/bgkDkKV6u/5ZMu248kkufjKm1kR8ADQB1xFdHDGG4EHzexI51zXKJv4GPAC8GfgPaOsew9w/bDn1o6zyIdszMmtc27Uz4Rzrhm4OvZItF4PcF3sMUGOAx/Tob8nWnbw76t2Logb47MIS6dtStp+FKOY8cVIqr26ax4RN3hyFv+98lmEJQ0bJ30/yfm8pUbm1Btjf40P1BsHx4yt3kjH7xvFpM8+DyVGUsn7u/zg/x/8PTF5+zn0z1t2yu6j83QNMB9Y7JxbD2BmLwHrgA8C3xklvjx2IXohoye3e51zTx5qgQ9VBrfQm8fviZaNLebAF8fk7kcxihl9PUmFsXwHHLzO5O0nOZ83iZq813jq3kvFTE1MppQz3v9lqnn//R/8/0OtN8a6n0P/vGUnXxY+xuAS4MnBxBbAObcJeAy4dLRg51yCriDpKWeH6BTJNqFImLCL4I9EiBChY6AXnxkVecUj1n21fRdF/jzmFFfTGerlsb0bKPQHOb12EREX4dGmdbQO9NBQUM5JRctScDQiIjLZBuuNAIFovdEfqzfy49QbLdspCuQzp7SWzoEe/tG4lkJ/HmfMWE7ERXhk52pa+7qYVlzJidOWpOBoRLwZlqtdwpcDd8V5fhXRQRqT6WIz6wb8wPPAN6f6fltQciuSFZ5t2sD3X/4bYRfmhIo5BHx+ntm7kaDPz00r3klh4MB9s9u7W7hh9Z+YV1zL1494M3fteJFX23dR4A/SGerjpOr5/GrrSk6rWchDTWs5aZaSWxGRbPPs3o18f/W9hF2EE+sW4vf5eaZpA0Gfn2+f9J6D643OfVz/9B3ML6vnGye9iz9ueppXW7ZH642BXk5uWMSvXnuE06Yt5aEdryi5lbSUk6ltdBColjjPN3Ngrvhk+BPwNNEBH+uBjwJ/MLN3O+duS+J+RqXkViQLHFe7gJ+f/RHa+rr46IM/It8f5CenvJ//2/Eiv92ykvcsiM692hce4J7dq7h67mk817qVsIvwf40vc9uJH6AvPMAHnrmFWUVVLC2bxnvmnsyuNW2sbdvF4iEjNIqISOY7rmY+Pz/9Q7T1d/PRJ35Bvi/AT8/4EP+37Xn+d+MTXLXoDCBab/xt6/O8f+k5PNe0kXAkzF+3PMvtb7yOvvAA73/g+8wurWFZ5UyuWnIWu7paWNuyg8WVM1J8hCIHy+B7MROpMbNnhvz/ZufczcPWiXdjflJzfefcxw7auNkfgCeBbwBTmtxm6fssklucc9yx/jHe8rd/543Tj6A/Eh0Rsza/jL29HfvXW9W+i1fadhDw+djSvY/2gR4isTlW/ebD4QhFwvhiXXcMcBqsREQk6zjnuGPjE7zlvm/zxplHHqg3CsrYN7TeaN7GK81bCZifLR1NI+qNiIvE6o3oKaWZ6g1JT5aFD6KDOK0Y8hie2LYQbb0drpL4LbpJ4ZwLE50xYaaZTWkLiVpuRTLAj17+Gzu7mlleNZu3LTptxHIz420LT+XN807ggru/yrySGtr6u3m1bQeLy6fRFx6gpb+LnT2t1OeXcdfOF1nVtpOuUD9Hls/kr7tepifczynVC5lXXMPNGx/l7p0vsK2nhYWl9XFKJCIi6Wp75z5uWfsQnaFe3rf4bA6rGHluaWa8bf7JvHnO8Vx47zeZW1pHW383q1t2sLhierTe6OtiR1cz9YXl3LV5Jauat9E10MdR1XP4y+Zn6Qn3c9q0pcwrq+fHq+7lrk0r2da5j4Xq7SNpxiDhbIRZbBXR+26HWwasnuR9D77iU3q1S8mtSAb4vy3P8udNz/DuJWfGTW4f2P4yd21eSSgS4aoFp1EWLOQrz99JwOfn28e/k6eaNrCuvZErpx/LRdOPpCvUxx92PM/MokreP/80frrxUQr8Qa6dfzrFgXwunn4k7QO9XD7jWAI+77lcRUQk/RT4g1z/zP9iZpwxfXnc5PaBna9w15ZnCEXCvGfRGZQFi/jnp++I3nN78nt4as86XmvbxbuXns3Fc1fQNdDL7zc+xcySaj6w7PX8ZPV9FATy+ODyN1IcLODiucfTPtDN5QtOVr0haSlHu6veDdxkZvOdcxsBzGwucCrw+cnaqZkFiA5YtdU51zhZ+4lHya1ImglFwty/7SXOnXPM/ud+e/5nCfoCniP9nT3zCM6eeQQAris6H/cls4/dv/zE2gWcWLsA192Dc47iQD7vmnMSALX5pXxh6QUHbe+CaUck9ZhERGTybO/cx77eDo6qmQtATWEZHR+4jXx/0DPm7OmHc/b0w6P/8UXrlkvnrti//MS6wzix7jAg2oW5OFjAuxdH78OtLSzniysuP2h7F849LlmHIzIpcrPhlp8QHdzpLjP7MtFW1K8C24AfD65kZnOADcANzrkbhjx/BlALNMSeWmFmnQDOud/F1nkH0WmF/hrbbj3wEeA44B2TeXDxKLkVSSOrW1bznke+wPNNG3npnf/B4dVzAMhLcIIyXjk6FL6ISNaJuAj/u/F/+c9V3+GwimmsvPzf95/AJ0psx0v1hmSDXPwUO+e6zOxs4LvArURfhvuBTzjnOoesakSn8BnewP2vwBlD/v+R2GMwBqIjJNcB3yJ6f2830ZGTz3PO3ZO8oxkbJbciaaKxu5ErH7ySmsJSfnf+5/Yntunmkd1rmFNcw9x8jYQpIpJKt6y7hW+//G3OmXkkPzrjg9Ek1KXXYE69oX7u3vQ0bz3s1FQXRXKY2f4OCjnHObcVuGyUdTYTJ/93zp05hu0/CZw9weIlnZJbkTTRUNTA147/Gh84agaVBSWpLk5ce3s7uOC+m3jr3BP5xdkfTXVxRERy2uXzLqemoIbPrDgsbVtXf7nmQf7fQz+iuqCUc2YdmeriSA5Lz78QSbYcvbdaJD1dMOuCtE1sAWoKSvnQ4nO4beNj7OhqTnVxRERyWkmwhItmX5S2iS3Ae5eezcySav7tud+nuiiS41I9bc8kTQUkwyi5FZFx+cBhZxBxjt9veirVRRERkTSX7w/y7sVn8uD2l2nqaUt1cSRHGdFuydn2kJGU3IrIuCwpn87hFTO5U8mtiIiMweULTyXiIvxxo+oNSZ1Ut7Kq5XZqZPA9t46D5wa2MSwbe8yqnQumZD+KUczYPnsH/99nEZaUj3/ubV9VpceCBNe5AiO/Ji5fdBr/uvIOGsPdTCuuOmjZq7vmEXGD20vv1/pQY1bvWjj+/bSm4ngkanI/M6PXG+n9eVZMqvc58ZjVuxclXM9nYZbUbcCFQsRjcb7nDyz0+C5JUG8M7yZ9dO08FpZP4871j3Pt4ecetOzgOsP7GNLltT7UmMw4v8xO2X10MiiDW27N4/dEyxSjmOyIOfhEYOpdtvAUHI7fb3hyxLKDy5Zer1vuxkhUur0viknfmEwp59jWizg/qWRmXLbwFB7Y/jL7etoPWjayPkuf1y13Y7KTWfY9ZKQMTm5FJFWWVc1iWdUsfrf+sVQXRUREMsAVC08hrK7JkiJGNOnJtoeMpNdFRCbksgWn8MiO1TR2taS6KCIikuaOqZ3PvLJ6frf+8VQXRXJUqltZ1XI7NZTcimSY7V3b6Qn1pLoYXHFYtGvyHzaO7JosIiLpYSAywJaOLTjnUloOM+Pyhadw//aXaO7tSGlZJDdZFj5kJCW3IhnmX579F876y1l86B8/5ak961N2wrK8ajZLKmfqKryISBpr7mvmonsvYvmvP863XvkzjT2tKSvLFQtPJRQJc9fGlSkrg+SuVE/bo6mApoaSW5EMc+2Sazlnxjn8asM/OOVP/8yRv/8M3375z+ye4hOW6AAhJ/PwjlXs6Z7afYuIyNhU5lXyxaO/SE1BGV949g7m/PafeNP93+GPW56hPxx/9OTJclzdAuaW1XGnLorKFEt1C6tabqdOBk8FJJKbTqw7kRPrTuSXp1/KbzY+wS9fe5jPrvwVX3j617x+xhGcUDWP42vmc860ZeT7g5NalrcuPJWvPf1b/nfdY3z0qAsndV8iIjJ+ef483rHgHXz1lON4ded6/mf9I9y24R/8efvz1BaUcsGMozmmdj6nNyzlyKrZI6bxSabBrsnfe+FPNPW0UVtYPmn7EhlOyWBuUHIrkqHK8oq4dsk5XLvkHF5t3cEvX3uYu7c+y73bX8LhKA8Wcc2iM7lu2fnUFZZNShmOqJnLV0+6kjNmLJ+U7YuISPIsKZ/ON497OzcecwX37HyZW9Y/wl93vMAvNzwKwOGVs/jskZfwtvknE/BNzvRBVy99PdOKqsjz6RRUppBpAKZcoW8WkSywtGIG3zzhnXzzhHfS2d3Bo3vWcsuGf/Cd1f/H99fcxzWLzuQLR1xMXUFB0vf9peOvSPo2RURk8gR8fi6ceTQXzjwa5xy7+jv487bn+OHqe3nPw9/nhufv5PNHXcp7Dzsj6a1dS6pmsqRqZpK3KjI63YuZG/Q+i2SZ4mA+5804kttP/3+8cuk3eevcE/j+mvs4/+/fojvUl+riiYhIGjEzZhRX8cElr+e5N3+TO8+5jrJgIR949Md848U/prp4IklhOMyy7yEjKbkVyWKLyhr42anX8IezPsGLLdu49pEfp3w6CBERSU8+8/Gmucez8tKv8c4Fp/KVZ3/LXzY/m+piiSRFqgd/0oBSU0PJrUgOuGDmUdxwzGX8ev1j/Gj1vakujoiIpDEz48enXcPR1XN4933fY2tHU6qLJHLIzLLvISPpnluRHPH5wy8i5IM3zzsx1UUREZE0VxTI585zruM3W59iZkl1qosjckgMtejlCiW3IjnCzPjKcRr8SURExmZOaS2fO/YtqS6GSFKopTM3KLkVEREREZGsptw2Nyi5FclQLhKO+7zl53vGJFomIiLZy/x+nIvEX+j37rBp/smZ71Zkqml04dyQwcmt48A1mKG/J1qmGMVkT8yr7UcB4CPM4rJXGM2a5iVEGDxJSb/jUcxkxkhUur0viknfmEwp59hjVu1csD/CR5jFxS+SyJp9i4fUGel3PIqZzJgsZKhbco7I4OTWPH5PtEwxism+mINPPrwdvF76Ho9iJiNGotLtfVFM+sZkSjknFjOWemPkOul7PIpJdkz2MTSgVK7I4ORWRERERERkdGq5zQ1KbkVEREREJKsZLtVFkCmg5FZERERERLKaWm5zg5JbERERERHJWgb4lNzmBCW3IiIiIiKS1ZTb5gYltyIiIiIiktU0z21uUHIrIiIiIiLZy3TPba5QcisiIiIiIlnLULfkXKHkVkREREREsppabnODklsREREREclqPt1zmxOU3IqIiIiISFZTw21uUHIrIiIiIiJZy1C35HRnZnXOuT2Huh0ltyIiIiIiksWcpgJKf88Asw91I0puRUREREQke2kqoLRgZpckWFyQjH1kcHLrONB7fujviZYpRjHZGWMFB74PLHDgz/rVXfOIOF/GHY9ikh0jUen2vigmfWMypZwTj7GSkv3/M78fSFRnpP/xKCaZMdkpu48uY/wBeJj4b0dpMnaQwcmtefyeaJliFJPtMQc7cJKSDmVTTOpiJCrd3hfFpG9MppQzGTEHeNcZqSqbYlITk53ULTktrAPe75zbNHyBmW1Lxg4yOLkVERERERFJzABf9ufvmeCXQA0wIrkFfpSMHfhGW8HMLjezO81si5n1mNlaM/uGmZUOW6/SzH5qZnvNrMvM7jOzI+Jsr8DMvmVmu2Lbe8LMTk/GwYiISOqp3hARkXRjln2PTOOc+4Zz7mmPZV9Lxj5GTW6BTwNh4IvAecAPgQ8DfzczH4CZGXB3bPnHgMuAIPCgmc0ctr2fAdcAXwEuAnYB95jZ0Yd6MCIikhZUb4iISFoxc1n3yHRmNiPZ2xxLt+SLnXNNQ/7/sJk1E21WPhN4ALgEOA042zn3IICZPUG0yfmzwMdjzx0FvBO42jn3i9hzDwOrgBti2xERkcymekNERNJKBjZ05oLngbpkbnDUltthJyiDBpuTB7PtS4Cdgycosbg24E/ApUPiLgEGgDuGrBcCfgOca2b54yq9iIikHdUbIiKSTlLdfVjdkj0l/SgmOqDUGbGfr8Z+LgdeibPeKuA9ZlbinOuMrbfJOdcdZ708YGHsdxERyS6qN0REJGV8vszvxpuFkv6mjDu5jfWNvgG4zzn3TOzpKmBznNWbYz8rgc7Yei0J1qsab3lERCS9qd4QEZFUy5KWThnFuJJbMysB7gJCwPuGLiJ+5j38YzTW9eLt+1rgWoBp06aNpbgiIpJiqao3VGeIiMhQ2TAAk4xuLKMlA2BmBURHtpwPnOuc2z5kcTPxr55Xxn62jHG95jjLAHDO3eycW+GcW1FZWem1moiIpIlU1huqM0REZFCq743VPbdTZ0zJrZkFgTuBE4ALnHMvD1tlFdH7ooZbBmyN3Tc1uN48MyuKs14/sH6sBRcRkfSlekNERNJJqhNRJbdxbUv2BkdNbmNzEv4KOAe41Dn3ZJzV7gZmmNkZQ+LKgItjy4auFwSuGLJeAHgbcK9zrm8iByEiIulD9YaIiKQXh2XhI9M5545L9jbHcs/t94meVHwN6DKzk4Ys2x7rZnY38ARwm5l9hmh3si8QvSfq3wdXds69YGZ3AN+LXdXfBHwYmAdcmYTjERGR1FO9ISIiaSVLWjrHzcxmAd8F3kC0jr0P+IRzbusYYr8OrACOI3qL0Pucc/8TZz0f8Dngg0ADsBa4wTl3Z5IOY8zG0i35/NjPLxE9ERn6+ACAcy4CXAT8HfgB8AcgDJzlnBve3Pw+4BfAjcBfgFnAec655w7pSEREJF2o3hARkbSS6i7EqeiWHLul5wFgCXAV8G7gMOBBMysew8v2MaAQ+PMo630VuB74b6LnAE8CvzWzC8ZQRl+sR9bQ5841s0+Z2TFjKONBRm25dc7NHcuGnHPNwNWxR6L1eoDrYg8REckyqjdERCSdGJCjoyVfQ3RQx8XOufUAZvYSsI5oK+t3Rokvd85FzGwh8J54K5hZHfBp4JvOuZtiTz8Yi/km8NdR9vFroG9w+2b2IaIXvQEGzOxC59x9o2xjvzGPliwiIiIiIpJx0qCVNUUDSl0CPDmY2AI45zYBjwGXjhYc62U1mnOBPOC2Yc/fBhxhZvNGiT+JgxPgzwA/BcqB3xPtBTZm45rnNr042D/N4dDfEy1TjGKyM2b1nsVpWzbFpEOMRKXb+6KY9I3JlHJOPGb17kVpWzbFpDomO+XoPbfLic41P9wqhgzUmIR99DFy9oJVsZ/LiI6X4aUO2AEQa+2dB/y3c67DzH4B3D6ewmRwcmsevydaphjFKEYxuRgjUen2vigmfWMypZyKUcxkxGSnHO2WXMWBeeOHaubAfPHJ2Eerc274C9w8ZHki7UB17Pczgb3OuZdi/w8DBeMpTAYntyIiIiIiIqPL0pbbGjN7Zsj/b3bO3TxsnXhZfTJfDTvEfTwOfN7MQsAnOLiL8kJg+3gKo+RWRERERESylpG1ye1e59yKBMtbiN9yWkn8Ft2JaAYqzcyGtd5WDlmeyGeJzoRwN7CR6KjLg95GdKaFMVNyKyIiIiIi2cuyNrkdzSqi98QOtwxYncR95AMLOPi+22Wxnwn345xbBywys2rn3L5hi/8JaBxPYTRasoiIiIiIZDUzl3WPMbgbOMnM5h94HWwucGpsWTL8DegHrhz2/LuAV2KjM48qTmKLc+5l51zTeAqjllsREREREclqOdpy+xPgo8BdZvZlovfGfhXYBvx4cCUzmwNsAG5wzt0w5PkzgFqgIfbUCjPrBHDO/S72c4+ZfRf4gpl1AM8R7U58NmOYbijZlNyKiIiIiEhWsxzsr+qc6zKzs4HvArcSvf34fuATzrnOIasa4Gdkr95/Bc4Y8v+PxB6DMYO+BHQS7UbcAKwF3uqc+1OSDmXMlNyKiIiIiEjWMsvZqYBwzm0FLhtlnc3EGd3YOXfmGPcRBm6MPVJKya2IiIiIiGS33OyWnHOU3IqIiIiISFbL0XtuM4aZzQJmAQXDlznnHhjrdpTcioiIiIhIVlNym55iIzn/Cjhh8KnYTxf73RG9H3hMlNyKiIiIiEhWU3Kbtn4KzAY+AawhOq3QhCm5FRERERGR7DX2eWFl6h0PvNc5d2cyNqbkVkREREREsptabtPVdg6xtXYoJbciIiIiIpK1jNyc5zZDfB34nJk94JzrOtSNKbkVEREREZHsZbrnNl055241syXAZjN7EmgZuYq7aqzby+DkdnAAreG/J1qmGMUoRjG5GCNR6fa+KCZ9YzKlnIpRzGTEZCclt+nJzN4LfAEIA8cysouyG8/2Mji5NY/fEy1TjGIUo5hcjJGodHtfFJO+MZlSTsUoZjJislQOHGKG+lfgD8D7nXOth7qxDE5uRURERERERqd7btNWNfCDZCS2oORWRERERESymaFuyenrH8BS4P5kbEzJrYiIiIiIZC1DyW0a+yfgf82sBfgbIweUwjkXGevGlNyKiIiIiEh2U3Kbrl6N/bzFY7ljHDmrklsREREREclquuc2bd3AOEdETkTJrYiIiIiIZC9DLbdpyjl3fTK3p+RWRERERESymu65zQ1KbkVEREREJKspuc0NSm5FRERERCS76Z7bnKDkVkREREREspfmuc0ZSm5FRERERCS7KbnNCUpuRUREREQkaxmaCihXKLkVEREREZEsZpj6JecEJbciIiIiIpK9NM9tzlByKyIiIiIiWU3dknNDBr/NzuP3RMsUoxjFKCYXYyQq3d4XxaRvTKaUUzGKmYyYLGVZ+JARMrjl1jx+T7RMMYpRjGJyMUai0u19UUz6xmRKORWjmMmIyU665zY3ZHByKyIiIiIiMgojo/urytgpuRURERERkaymhtvcoORWRERERESym7LbnKDkVkREREREspYZGi05Ryi5FRERERGR7KaG25yg5FZERERERLKbuiXnBCW3IiIiIiKS1dQtOTcouRURERERkexlqOU2Ryi5FRERERGRrKbcNjcouRURERERkSxm4FN2mwuU3IqIiIiISFZTy21uUHIrIiIiIiLZS/fc5gwltyIiIiIikt00WnJOUHIrIiIiIiJZzdRymxNGvYZhZuea2QNm1mhmfWa23cz+18yWDVuv0sx+amZ7zazLzO4zsyPibK/AzL5lZrvMrMfMnjCz05N5UCIikjqqN0REJK0Y0QGlsu0hI4ylgb4KeBb4KPBG4AvAcuBJM5sDYNFLIXcD5wEfAy4DgsCDZjZz2PZ+BlwDfAW4CNgF3GNmR4+v6M7j90TLFKMYxSgmF2OmXIbVG5n0XipmamIypZyKUcxkxGQpy8KHjDBqt2Tn3K+BXw99zsxWAmuAy4FvA5cApwFnO+cejK3zBLAJ+Czw8dhzRwHvBK52zv0i9tzDwCrghth2xsg8fk+0TDGKUYxicjFmamVevZFJ76VipiYmU8qpGMVMRkz2MVC35Bwx0Vur98V+DsR+XgLsHDxBAXDOtQF/Ai4dEndJLOaOIeuFgN8A55pZ/gTLIyIi6U31hoiIpIYZ+LPwISOMObk1M7+Z5ZnZYcCPgUaiJxcQ7W72SpywVcBsMysZst4m51x3nPXygIXjKbyIiKQv1RsiIpIuzCzrHjLSeEZLfgo4Lvb7eqJdyfbE/l8FbI4T0xz7WQl0xtZrSbBe1TjKIyIi6U31hoiIpAcNwJQTxtMt+d3ASUTvfWoH/m5mc2PLjPh3osfr3D+W9UauYHatmT1jZs+0tMQ7zxERkTSTsnpDdYaIiBzEsvAhI4w5uXXOveqceyo2UMg5QAnw+djiZuJfPa+M/WwZ43rNcZYN7v9m59wK59yKyspKr9VERCRNpLLeUJ0hIiL7mbol54oJDSjlnGsl2sVs8F6nVUTvixpuGbDVOdc5ZL15ZlYUZ73+2DZFRCTLqN4QEZGUSvWctJrndkpMKLk1s3pgCbAh9tTdwAwzO2PIOmXAxbFlDFkvCFwxZL0A8DbgXudc30TKIyIi6U31hoiIpI5FR0zOtsdYjtxslpn9zszazKzdzH5vZrPHGFtgZt8ys11m1mNmT5jZ6XHW22xmLs7jTeN7nw7dqANKmdkfgOeAl4jeM7UI+CQQIjpXIURPPp4AbjOzzxDtTvYFor3B/31wW865F8zsDuB7ZhYkOp/hh4F5wJVJOiYREUkh1RsiIpJucrEXb6zX0wNAH3AV0TEsbgQeNLMjnXNdo2ziZ8CFwGeAjcBHgHvM7GTn3AvD1r0HuH7Yc2sP6QAmYCyjJT8JvBX4FNFpF7YBDwHfcM5tBnDORczsIuAm4AdAAdGTlrOcc9uGbe99wNeIvrAVwIvAec655w7xWEREJD2o3hARkfRh5Go33muA+cBi59x6ADN7CVgHfBD4jlegmR1FdEDIq51zv4g99zDR24VuIDoP/VB7nXNPJv0IxmnU5NY592/Av41hvWbg6tgj0Xo9wHWxh4iIZBnVGyIiknZysek2moA+OZjYAjjnNpnZY8ClJEhuY7EDwB1DYkNm9hvg82aWn463Bk3onlsREREREZFMYID5LOseY7AceCXO86uIDsw4Wuwm51x3nNg8DgwQOehiM+s2sz4zezIV99vC2Loli4iIiIiIZCYjV1tuqzgwtd5QzRyYUm8isYPLB/0JeJrouBj1wEeBP5jZu51zt42rxIdIya2IiIiIiGSxsY8unGFqzOyZIf+/2Tl387B1XJy4sbwYNtZY59zHDlohOrDkk8A3ACW3IiIiIiIiSZOdN2Pudc6tSLC8hYNbWAdVEr9VdqhmIN6UQZVDlsflnAub2W+BfzOzac65XaPsK2mU3IqIiIiISFaz7Gy5Hc0qovfODrcMWD2G2DebWdGw+26XAf3A+vhh+w2+4PFafydNBl/DcB6/J1qmGMUoRjG5GCNR6fa+KCZ9YzKlnIpRzGTEZKHBe26z7TG6u4GTzGz+/pfCbC5wamzZaLFB4IohsQHgbcC9iUZKjq13BbDVOdc4loImSwa33JrH74mWKUYxilFMLsZIVLq9L4pJ35hMKadiFDMZMVkqN+e5/QnRwZ3uMrMvE72K8VWi88//eHAlM5sDbABucM7dAOCce8HM7gC+Z2ZBooNFfRiYB1w5JPYdRKcV+mtsu/XAR4DjgHdM9gEOl8HJrYiIiIiIyOhysVuyc67LzM4GvgvcSvQqxv3AJ5xznUNWNcDPyF697wO+BtwIVAAvAuc5554bss4moA74FtH7e7uJjpx8nnPunmQf02iU3IqIiIiISPYyy9WWW5xzW4HLRllnM3Ga751zPcB1sYdX7JPA2YdWyuRRcisiIiIiItktB1tuc5GSWxERERERyW5KbnOCklsREREREcleBpaj3ZJzjZJbERERERHJbmq5zQlKbkVEREREJIuZktscoeRWRERERESym7ol5wQltyIiIiIikr0MtdzmCCW3IiIiIiKS1UzJbU5QcisiIiIiItlN3ZJzgpJbERERERHJYhpQKlcouRURERERkexlqOU2Ryi5FRERERGRrBUdT0rJbS5QcisiIiIiItlNyW1O8KW6ABPnPH5PtEwxilGMYnIxRqLS7X1RTPrGZEo5FaOYyYjJQoPdkrPtISNkcMutefyeaJliFKMYxeRijESl2/uimPSNyZRyKkYxkxGTjQy13OaGDE5uRURERERExkDJbU5QcisiIiIiIlnN1I03Jyi5FRERERGR7GWo5TZHKLkVEREREZHspuQ2Jyi5FRERERGRLGbgy+BJYmTMlNyKiIiIiEh2U8ttTlByKyIiIiIi2cs0oFSuUHIrIiIiIiLZTS23OUHJrYiIiIiIZDFTcpsjlNyKiIiIiEj2MkDdknOCklsREREREcluarnNCUpuRUREREQku5mmAsoFSm5FRERERCSLmUZLzhFKbkVEREREJHsZ6pacI5TcioiIiIhIdlPLbU5QcisiIiIiItlNLbc5IYPvrHYevydaphjFKEYxuRgjUen2vigmfWMypZyKUcxkxGQjiw4olW0PGSGDW27N4/dEyxSjGMUoJhdjJCrd3hfFpG9MppRTMYqZjJgsZKhbco7I4ORWRERERERkDNQtOScouRURERERkaymqYByg5JbERERERHJXoZabnOEklsREREREclihgZgyg1KbkVEREREJLupW3JOUHIrIiIiIiLZTd2Sc4KSWxERERERyV6mbsm5QsmtiIiIiIhkN3VLzgkTuoRhZn8zM2dmNw57vtLMfmpme82sy8zuM7Mj4sQXmNm3zGyXmfWY2RNmdvpED0JERNKb6g0REUmV6GDJlnUPGWncya2ZvQM4Ks7zBtwNnAd8DLgMCAIPmtnMYav/DLgG+ApwEbALuMfMjh5veUREJL2p3hARkZQyoi232faQEcbVLdnMKoDvAp8Ebh+2+BLgNOBs59yDsfWfADYBnwU+HnvuKOCdwNXOuV/EnnsYWAXcENuOiIhkAdUbIiKSerrnNleM913+d2CVc+7XcZZdAuwcPEEBcM61AX8CLh223gBwx5D1QsBvgHPNLH+cZRIRkfSlekNERFLP78u+h4ww5pZbMzsNeA9xupbFLAdeifP8KuA9ZlbinOuMrbfJOdcdZ708YGHsdxERyWCqN0REJC1otOScMabk1syCwI+Bm5xzaz1WqwI2x3m+OfazEuiMrdeSYL2qsZRJRETSl+oNERFJK7pHNSeMteX2c0Ah8LUE6xjgPJ6fyHoHLzS7FrgWYNq0aYlWFRGR1EtpvaE6Q0REhtLowrlh1PZ5M5sNfAn4ZyDfzCpiA4Qw5P9+olfQ4109r4z9HLzqPtp6zXGW4Zy72Tm3wjm3orKykoPPc4af83gtU4xiFKOYXIyZWulQb4ysMyD93hfFpG9MppRTMYqZjJgsZb7se8gIY3lV5gMFwG1ETzQGHwCfjv1+BNH7nZbHiV8GbI3dN0VsvXlmVhRnvX5g/diKbh6/J1qmGMUoRjG5GDPlMqzeyKT3UjFTE5Mp5VSMYiYjJguZpX7aHk0FNCXGkty+AJwV5wHRE5eziJ5Y3A3MMLMzBgPNrAy4OLZs0N1E5zG8Ysh6AeBtwL3Oub4JHouIiKSHF1C9ISIi6cQs+x5jOmybZWa/M7M2M2s3s9/HelhlpVHvuXXOtQIPDX8+1m99i3Puodj/7waeAG4zs88QvTL/BaKXgv59yPZeMLM7gO/FBhzZBHwYmAdceUhHIyIiKad6Q0RE0o4v97rxxno8PQD0AVcR7X9+I/CgmR3pnOtKZfkmw5inAhqNcy5iZhcBNwE/INol7QngLOfctmGrv4/oICM3AhXAi8B5zrnnklUeERFJb6o3RERkShhjbunMMtcQvVVosXNuPYCZvQSsAz4IfCeFZZsUE05unXMjPiHOuWbg6tgjUWwPcF3sISIiOUD1hoiIpMbYu/FmmUuAJwcTWwDn3CYzewy4FCW3IiIiIiIiGSYHuyUTHbTxrjjPr2LIOBbZRMmtiIiIiIhktRyd57aKA7MVDNXMgen0soqSWxERERERyVrPvrjhHl/1m2pSXY5JUGBmzwz5/83OuZuHrRNvEuOszfSV3IqIiIiISNZyzp2X6jKkSAvR1tvhKonfopvxcrLzuYiIiIiISJZbRfS+2+GWAaunuCxTQsmtiIiIiIhI9rkbOMnM5g8+YWZzgVNjy7KOklsREREREZHs8xNgM3CXmV1qZpcQHT15G/DjVBZssii5FRERERERyTLOuS7gbOA14FbgV8Am4GznXGcqyzZZNKCUiIiIiIhIFnLObQUuS3U5popabkVERERERCTjKbkVERERERGRjGfOxZvXN72ZWROwJdXlmCQ1wN5UFyIFcvW4IXePPVePG6bu2Oc452qnYD9pTXVG1srVY8/V44bcPfapPG7VG5LRMjK5zWZm9oxzbkWqyzHVcvW4IXePPVePG3L72CW5cvmzlKvHnqvHDbl77Ll63CIToW7JIiIiIiIikvGU3IqIiIiIiEjGU3Kbfm5OdQFSJFePG3L32HP1uCG3j12SK5c/S7l67Ll63JC7x56rxy0ybrrnVkRERERERDKeWm5FREREREQk4ym5nQRmdp2Z/cnMdpmZM7Pr46wzzcy+YWbPmFmbmTWZ2f1mdnqcdb9pZi+ZWauZdZvZGjP7ZzMrGkNZ3hsrw/DHC8k52hH7S5tjH7adoJm9HCvTBw7hEL22nzbHbWbvMrPHYtvvM7PNZvZTM5uVpMMduq90Ou5rzOyvZrbDzLrM7BUz+4yZ5SXpcIfvL52O/XAz+7GZPWtm/WamLjkZJs0+T1NWb6TTcQ/bzqTWGbF9pM2xm+oN1RuqNyRLKLmdHNcAdcAfE6xzHPA24C7gcuC9QC/wkJldNGzdMuAXwDuBi4FfAV8Cfj2OMl0BnDzk8e5xxI5HOh47wKeJzhM3WdLpuKuB+4EPAG8Evg6cCzxuZqVjOpqxS6fj/grQCPwTcBFwB/DV2DYmQzod+3HABcBW4JmxHoCklXT6PA2ainojHY8bJr/OgPQ6dtUbqjdEsoNzTo8kPwBf7GcAcMD1cdapAALDngsAa4FHxrCPb8S2XTPKeu+Nrbcw1459yPrzgS7gyljcB3LhuIfFnhuLvSxbjxuojfPcV2Kx87P5PR8sS+z3G6Nf7ck9Xj0m95Fmn6cpqzfS6biHrD/pdUa6HvuwWNUbWfyeq97QI1sfarmdBM65yBjWaXXOhYY9FwJeAGaMYTf7Yj8Hxl3ASZSmx/5D4DfAY2Ncf9zS9LiTFespnY7bOdcU5+mnYz/Hsp9xSbNjH7Uskt7S6fM0ldL0uCe9zoC0PfZkxXpKp+NWvSGSfQKpLoAcELvH42TgJY/lAaAAOAm4Dvi5c65tjJv/h5nVAnuIdnX5onOu+dBLnRyTdexmdiWwgugV+JKkFThJJvM9NzM/0b/xxcB3gNXAvUko9iGb5M/6UGcAEeC1CRY16abw2CUH5Gq9kat1BqjeQPVGvOWqN0RilNyml+uBmUQr1YOY2eHAy0OeugW4dgzb3AXcADwF9ACnAp8DTjWz451zvYdY5mS5niQfu5lVEq2cP+ec22tm6Xiicj3Jf88H7SZ6HxVE76d5fTa/33G2cyTR+6h+7pzbPbFiTorrmeRjl5xyPblZb1xPbtYZoHpD9cYQqjdEhkl1v+h0fwCvJ3rvwmiPh+LEet5TEWfddxK9UvivHssLiF5NPgP4AtAO/GqCx3QpY7iPKNOPHfgp8DgH5nOemwvHPST+KKJXeq8G1gGvABXZftyxbUwDNsWOuXQM62fTseveqRQ/sunzNGRbo9YbmX7cTLDOyIZjHxKvekP1hh56ZPRDLbejexxYOob1uie6AzO7GPgf4GfOuX+Jt46LXjkdHM3uYTPbBfzCzP7LOffkOHd5N9HBMo4nWpl7ydhjN7MTiQ6Kcg5QbmYQHVUQoNDMKoA255yLE56xxz0s/sXYr0+Y2YPABuBDwDc9QrLiuM2sGvg7YMC5zrmOMRQtK45d0kY2fp7GUm9k7HEfYp0BGXzsw+JVb6jeEMloSm5H4ZzrBtZM1vbN7Bzgt8AfgA+OI3Twi2whMNEvL69KOrows499KeAHHoqz7D9jj0qgdfjCDD/uuJxzm8ysORbrtU7GH7eZlQH3EO1W9zrn3I6x7CAbjl3SR5Z/njzrjQw/7gnXGZDxxx6X6o3EsuHYRbKRktsUMrOTiQ7ScT/wLje+kevOiP3cMIFdvwkoJno/VUpMwbH/DThr2HMNROd+uwn4C9A5jn0mRareczNbTrTinsjn5ZBNxXFbdNL6vwDzgDOdc+snUtZkS+HfuWShXK03crXOANUbqN5QvSEyDkpuJ4GZrSB6r87gVEvLzOzy2O9/dc51m9kSol+oe4FvAcfFukEBMNiVJDa4wU1Er95tBPKB04kOePB/zrknhuz3K0TnZ1vgnNsSe+7vwINE7yEZHBjk08CLwO3ZeuzOuUaiE7MPLdvc2K9rnXMPJemQB7edFscde+4fRK/0riE68fuRwKeA7cBPsvW4gTuJfr7/CSg2s5OGFHWDiz/lw4Sl07HHTtAuiK2yJPbcYFk2O+cGr+RLmkqzz9OU1RvpctxTXWfEtp8Wxx57TvWG6g3VG5IdDvWmXT1GPojeH+E1sMDc2DrvTbCOG7KteqInE5uInmTsIzoH20eA/GH7vX7oPmLPfQ94FegA+oleybsJKM/2Y49TtrmMcXCQTD5u4NtER07sINrSsJpoBVmX5cftuQ/gvVl+7HMT7Od/JuNvXY+s/jx9jymqN9LpuOOUbfDvKul1RrodO6o3VG+o3tAjSx6DIwKKiIiIiIiIZCzf6KuIiIiIiIiIpDcltyIiIiIiIpLxlNyKiIiIiIhIxlNyKyIiIiIiIhlPya2IiIiIiIhkPCW3IiIiIiIikvGU3IqIiIiIiEjGU3IrIiIiIiIiGU/JrYiIiIiIiGS8/w8mxDK/+X4YZAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1080x360 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "salfile = xr.open_dataset('/results2/SalishSea/month-avg.201905/SalishSeaCast_1m_grid_T_20150401_20150430.nc')\n",
    "salinity = 0.5*(np.ma.array(salfile.vosaline[0, :, igrid],\n",
    "                       mask=1-tmask[:, igrid]) +\n",
    "                    np.ma.array(salfile.vosaline[0, :, igrid+1],\n",
    "                       mask=1-tmask[:, igrid+1]))\n",
    "fig, axs = plt.subplots(1, 2, figsize=(15, 5))\n",
    "vmax = 0.20 / transports[(years==15) & (months==4)].sum() / m2lon * 24 * 30\n",
    "v2max = 0.20 / otransports[(oyears==15) & (omonths==4)].sum() / m2lon * 24 * 30\n",
    "jmin = 210\n",
    "gridding = 2\n",
    "c, xedge, yedge, im = axs[0].hist2d(lons[(years==15) & (months==4)], \n",
    "                                depths[(years==15) & (months==4)],\n",
    "                                weights=transports[(years==15) & (months==4)],\n",
    "                                bins=[np.array(f_lons[jmin:314:gridding]), w_depths[0]], cmap=cm.matter, \n",
    "                                    vmax=vmax, density=True)\n",
    "\n",
    "c, xedge, yedge, im2 = axs[1].hist2d(olons[(oyears==15) & (omonths==4)], \n",
    "                                odepths[(oyears==15) & (omonths==4)],\n",
    "                                weights=otransports[(oyears==15) & (omonths==4)],\n",
    "                                bins=[np.array(f_lons[jmin:314:gridding]), w_depths[0]], cmap=cm.matter, \n",
    "                                vmax=v2max, density=True)\n",
    "print (c.max()/v2max)\n",
    "fig.subplots_adjust(right=0.8)\n",
    "cbar_ax = fig.add_axes([0.85, 0.15, 0.05, 0.7])\n",
    "cb1 = fig.colorbar(im2, cax=cbar_ax)\n",
    "cb1.set_label('m s$^{-1}$', labelpad=2)\n",
    "myticks = np.arange(5)/4\n",
    "cb1.set_ticks(v2max*myticks)\n",
    "mylabels = ['0']\n",
    "for tick in myticks[1:]:\n",
    "    mylabels.append(f'{tick * v2max * float(m2lon) * otransports[(oyears==15) & (omonths==4)].sum()/24/30:.2f}')\n",
    "cb1.set_ticklabels(mylabels)\n",
    "\n",
    "\n",
    "for ax in axs:\n",
    "    ax.invert_yaxis()\n",
    "    CS = ax.contour(xs, ys, salinity,  [29, 30, 30.2, 30.4, 30.6, 30.8, 31, 31.2, 31.4], colors='g')\n",
    "    ax.clabel(CS, inline=1, fontsize=7)\n",
    "pc = draw_patches(fmask, jmin, 314, np.array(u_lons), np.array(w_depths[0]))\n",
    "axs[0].add_collection(pc)\n",
    "pc = draw_patches(fmask, jmin, 314, np.array(u_lons), np.array(w_depths[0]))\n",
    "axs[1].add_collection(pc);\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c7629a5f-8636-4a37-9c15-b56b8454d1db",
   "metadata": {},
   "source": [
    "So to keep this all under control we want: for the paper renewal \"Jul-Oct\", Winter \"Dec-Mar\" Averages over the 4 years\n",
    "\n",
    "For the supps.  Lets try the monthlies and see what they look like.  (Worry about the salinity later)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "1616f05a-f775-4e42-83bb-5c09f2a87a9e",
   "metadata": {},
   "outputs": [],
   "source": [
    "fullmonths = ['January', 'February', 'March', 'April', 'May', 'June', 'July', 'August', 'September', 'October', 'November', 'December']\n",
    "monthend = ['31', '28', '31', '30', '31', '30', '31', '31', '30', '31', '30', '31']\n",
    "leapend = ['31', '29', '31', '30', '31', '30', '31', '31', '30', '31', '30', '31']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "c61cb21b-e2aa-4e5d-851e-f4d558a39d02",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.008 1.3924676077178846 0.9930291769580228\n",
      "0.10330294773817136 1.4619627424081004e-06\n",
      "0.52466923203942 2.2199185770198174e-07\n",
      "0.008 0.6962976527615248 0.5647455136748971\n",
      "0.2531697816166606 3.4607836978345837e-06\n",
      "0.8572207623584754 1.8567410209559458e-06\n",
      "0.008 0.5874522938683344 0.5732609532259988\n",
      "0.37539195468721337 3.5018959409180007e-06\n",
      "0.6839259990518394 4.622290120810123e-06\n",
      "0.008 1.8891721750984445 1.0991852498358639\n",
      "0.0839840223938561 6.203623886006212e-06\n",
      "0.4316532511517047 3.227392388639934e-06\n",
      "0.005000000000000002\n",
      "0.010000000000000004\n",
      "0.020000000000000007\n",
      "0.05000000000000001\n",
      "0.10000000000000002\n",
      "0.25000000000000006\n",
      "0.0020000000000000005\n"
     ]
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1080x1440 with 9 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(4, 2, figsize=(15, 5*4))\n",
    "\n",
    "cmap = cm.matter\n",
    "cmap.set_under('white')\n",
    "\n",
    "for ix in range(4):\n",
    "    month = 3 + ix*3\n",
    "    imonth = month - 1\n",
    "    vmax = 0.25 / (transports[(months==month)].sum() * 0.25) / m2lon * 24 * 30\n",
    "    v2max = 0.25 / (otransports[(omonths==month)].sum() * 0.25) / m2lon * 24 * 30\n",
    "    vmin = 0.008\n",
    "    print (vmin, vmax, v2max)\n",
    "\n",
    "    jmin = 210\n",
    "    gridding = 2\n",
    "    c, xedge, yedge, im = axs[ix, 0].hist2d(lons[(months==month)], \n",
    "                                depths[(months==month)],\n",
    "                                weights=transports[(months==month)],\n",
    "                                bins=[np.array(f_lons[jmin:314:gridding]), w_depths[0]], cmap=cm.matter, \n",
    "                                    density=True, norm=LogNorm(vmax=vmax, vmin=vmin*vmax))\n",
    "    print(c.max()/vmax, c[np.nonzero(c)].min()/vmax) # theta[np.nonzero(theta)]\n",
    "    c, xedge, yedge, im2 = axs[ix, 1].hist2d(olons[(omonths==month)], \n",
    "                                odepths[(omonths==month)],\n",
    "                                weights=otransports[(omonths==month)],\n",
    "                                bins=[np.array(f_lons[jmin:314:gridding]), w_depths[0]], cmap=cm.matter, \n",
    "                                density=True, norm=LogNorm(vmax=v2max, vmin=vmin*v2max))\n",
    "    print (c.max()/v2max, c[np.nonzero(c)].min()/v2max)\n",
    "    \n",
    "    for ax in axs[ix]:\n",
    "        ax.invert_yaxis()\n",
    "        ax.set_ylim(250, 0)\n",
    "    axs[ix, 0].text(-123.45, 200, fullmonths[imonth])\n",
    "    \n",
    "    salinity = np.zeros_like(np.array(tmask[:, igrid]))\n",
    "    salfiles = [xr.open_dataset(f'/results2/SalishSea/month-avg.201905/SalishSeaCast_1m_grid_T_2015{month:02d}01_2015{month:02d}{monthend[imonth]}.nc'),\n",
    "                xr.open_dataset(f'/results2/SalishSea/month-avg.201905/SalishSeaCast_1m_grid_T_2016{month:02d}01_2016{month:02d}{leapend[imonth]}.nc'),\n",
    "                xr.open_dataset(f'/results2/SalishSea/month-avg.201905/SalishSeaCast_1m_grid_T_2017{month:02d}01_2017{month:02d}{monthend[imonth]}.nc'),\n",
    "                xr.open_dataset(f'/results2/SalishSea/month-avg.201905/SalishSeaCast_1m_grid_T_2018{month:02d}01_2018{month:02d}{monthend[imonth]}.nc')]\n",
    "    for isal in range(4):\n",
    "        salinity = salinity + 0.5*(np.ma.array(salfiles[isal].vosaline[0, :, igrid],\n",
    "                       mask=1-tmask[:, igrid]) +\n",
    "                        np.ma.array(salfiles[isal].vosaline[0, :, igrid+1],\n",
    "                           mask=1-tmask[:, igrid+1]))\n",
    "        salfiles[isal].close()\n",
    "    salinity = 0.25*salinity\n",
    "    for ax in axs[ix]:\n",
    "        CS = ax.contour(xs, ys, salinity,  [28, 29, 30, 30.2, 30.4, 30.6, 30.8, 31, 31.2, 31.4], colors='g')\n",
    "        ax.clabel(CS, inline=1, fontsize=10, fmt='%1.1f')\n",
    "    pc = draw_patches(fmask, jmin, 314, np.array(u_lons), np.array(w_depths[0]))\n",
    "    axs[ix, 0].add_collection(pc)\n",
    "    pc = draw_patches(fmask, jmin, 314, np.array(u_lons), np.array(w_depths[0]))\n",
    "    axs[ix, 1].add_collection(pc)\n",
    "    \n",
    "fig.subplots_adjust(right=0.8)\n",
    "cbar_ax = fig.add_axes([0.85, 0.4, 0.05, 0.2])\n",
    "cb1 = fig.colorbar(im2, cax=cbar_ax)\n",
    "cb1.set_label('m s$^{-1}$', labelpad=2)\n",
    "myticks = np.array([0.008, 0.02, 0.04, 0.08, 0.2, 0.4, 1.0])\n",
    "cb1.set_ticks(v2max*myticks)\n",
    "mylabels = ['hold']\n",
    "for tick in myticks[1:]:\n",
    "    thelabel = tick * v2max * float(m2lon) * otransports[(omonths==month)].sum() * 0.25/24/30\n",
    "    print (thelabel)\n",
    "    mylabels.append(f'{thelabel:.2f}')\n",
    "mylabels[0] = f'{thelabel*vmin:.3f}'\n",
    "print (thelabel*vmin)\n",
    "cb1.minorticks_off()\n",
    "cb1.set_ticklabels(mylabels)\n",
    "\n",
    "for ax in axs[:, 1]:\n",
    "    ax.set_yticks([])\n",
    "for ax in axs[:, 0]:\n",
    "    ax.set_ylabel('Depth (m)')\n",
    "for ix in range(2):\n",
    "    for ax in axs[:-1, ix]:\n",
    "        ax.set_xticks([])\n",
    "    mylabels = []\n",
    "    myticks = axs[-1, ix].get_xticks().tolist()\n",
    "    for tick in myticks:\n",
    "        mylabels.append(f'{-tick}')\n",
    "    axs[-1, ix].set_xticks(myticks[1:-1])\n",
    "    axs[-1, ix].set_xticklabels(mylabels[1:-1])\n",
    "    axs[-1, ix].set_xlabel(\"Longitude ($^o$ West)\")\n",
    "\n",
    "fig.savefig('PointRobertsFlux.png')\n",
    "fig.savefig('PointRobertsFlux.pdf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "b42ecc20-e518-4070-8144-4592c61bf433",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.008 2.085842651943795 1.1521061875656449\n",
      "0.09562018543104525\n",
      "0.5985554358043612\n",
      "0.008 1.9476888982265357 1.0434418805374444\n",
      "0.09534780174447184\n",
      "0.5692132029224278\n",
      "0.008 1.4597214511473513 1.0334171224301218\n",
      "0.13434964380781628\n",
      "0.6722289637595013\n",
      "0.008 1.420698127139379 0.7792683595590465\n",
      "0.11956084632227494\n",
      "0.6807548208049321\n",
      "0.008 0.6602144222660576 0.5567794999973512\n",
      "0.3503876440775331\n",
      "0.8443144271539051\n",
      "0.008 0.6526816373175715 0.5295444333508114\n",
      "0.27982161244022125\n",
      "0.880637202412508\n",
      "0.008 0.5344663639043232 0.5096304558108702\n",
      "0.3738778536472536\n",
      "0.8866131263793415\n",
      "0.008 0.5655420810071896 0.555723979490539\n",
      "0.36608970543630204\n",
      "0.791414766480956\n",
      "0.008 0.6930584546128065 0.6017328552847426\n",
      "0.23569435447052586\n",
      "0.6311482942546686\n",
      "0.008 0.8338020330439808 0.7926293503734773\n",
      "0.1862345523515005\n",
      "0.5983205595585809\n",
      "0.008 1.4525392286209673 1.0344005049725886\n",
      "0.10861001902006238\n",
      "0.5232017916104297\n",
      "0.008 1.8306351504725877 1.3101047580397334\n",
      "0.069221231701388\n",
      "0.3049060080469409\n",
      "0.005\n",
      "0.01\n",
      "0.02\n",
      "0.05000000000000001\n",
      "0.10000000000000002\n",
      "0.25\n",
      "[-123.6, -123.4, -123.2, -123.0]\n",
      "[-123.6, -123.4, -123.2, -123.0]\n",
      "[-123.6, -123.4, -123.2, -123.0]\n",
      "[-123.6, -123.4, -123.2, -123.0]\n"
     ]
    },
    {
     "data": {
      "image/png": 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1JfUbHyfXnYZWfHFv7RYARk2dZVkf3ksVOQgO3cGDpz3IsKxhAJz57Jl8XvU587bN4+JRF1PkK6KqvYry7HKiZuz6sCPwv7llM8OyhtEejnUHHpwxmM8qPqPeX580EJVbfCFTSlfyzfSBDM4YzODMwRSvfJN8ewr2rsCibUBx3FodmKXW3jihBeusRfrZdFGip25MDiMRH/kASkwnNy04npzOWNv62mP/Q3NmCx0+PyFnmJA9TEdOE+M2DsYtYr2nja4xbZ16FG/ISYstSJETcqSdFfYIoZRAwn0eLg5bBwOxy09fWuzBnG5P/Hs54wJGwVBiYDz+I4pvxwKE4tpherJYS9x6RpLheykua8CnM65HfCRq5+ZN4yntjKVNuWX8R6xMa2RJeh0n15aRE/JQ7wwwKJSKcBrYNROJJNJho9Ljp6QzlQ4RwTRhsHSzyllPp6+TgqAtoecXwKhgOtP8OZSGUigNe8msSyMn5MFt7mwDpqRa6+xKlbEPfpfm/SGIPVn090DU34HrgNeEED8nFuK4C6gAHuvNih3NtIw0y3JCj6jD7PO6z/nZFz+jLliX8LtU3UnhX94m15vLwIyBDMscRll6GdmebHI8Od1Pf+zxXSl6SMSI0BJsoTHQSHOgmZZgCy3BFgZnDmZq0dTdrrejofh55edIJMeWHcvqhtU8t/I5hmUOwx/xs6JuBcW+4u6bU4HAptkIRWN33jbNhl2zEzEju32fW2bewk+P+Wn35xOMBtnSsqX76dvvPvkdbpsbf8RPZeUqvCkpdJoR6gnyRf0XnFV2FrLrgp/uTCfHlcPqltWcWnwqbpu7u/HUFyQLHPQ3mjsxOBTfpdhMMhbNG3e1jiTJpbTjyVT3e+XFDf0+zE/IgkaQS96/mI2jNhJ/zbVLQYHpIdt0UmC4GWSkUGqkkJbvIMtwkmU4yYm6kK2Jx3lannW/IvuQ4sSbmvjELH7sf3CXbuMGJn49SkdOB216mDZbhHY9QjSkc2KDtdEfClmv+h63AUjWZDag6ZIZoSy2BluZk1NBWSCVsB6lNruJgY0uTCQaAmwGDg0MzcBuM3Hp4LGBTURJ9exseOx4qlce8PH+exeS2tUCC2kGNS4/Azp9uFwm/yxYg9PU0YIGrSlhioWbTqI0OkP7fJxnOfthVwVFOQLkp8SGeYSNMA7dgSlNbJqNFy58gYtfvJib5txE1Ixy/yn3E4qGcNvd3QGpVEcqEkmtv5YsTxbO3FPwNAfoyDqJ/MwhvbxnEFq7zbJsG/VyQhkt5/yeqs4B8Tl9+Jy+7r9Ptiebxs5G/n7W37n9vdu5d/69NHY28tDXHqIw1ZoLSRMaLt1FY2esZ5jH7sGhO2gOxrKVmPXWz2N4zvn8v2/8P8trRmijtUJJ7sSNamv72pbed3NnxhNJfsYPx+qPNE9iipS0gAeAiGZgM3UQErvUmD3nGOaf8ilLZy5B0+D0z6cibCY2w4bbYaAhyEBH1yXh1E6cThduG3iETsQTQiRpW/YEb0ZXkKzF2ujzt+s44h6YRpM82Ivv3ZSsbRuffypZHid7XPTE5Uhs8MancHDFvbcLHXckhYgjgl3qZBgOIr5O7q6cyB+Ll/OvQStpsYW4o3I8+YYbtFiQI6sgSobTxOcWyPwAWQEvmT4dr1sjmhMmNSwJtyfW+f76yZZlmQaxLe6854vv1GomNm1xZe0sdCju7vt1IEpK6RdCnAg8CPyL2PnkPeB/pJQdvVq5PmbFihVomsbIkYf/MUVkjfUiZjbHBRdGHHNYh+YVeAqYkjOFk0acxJDMIWSvexuApR01LOuooT69mNqOWt7f/D5PLX0qYX2BID8ln5K0EnI8OWS4M0hzppHiSCHFkYLL5urOkWXrSsprShNTmkSMCFEzStgIEzJCBCIBOiOddIQ7aA+30xHuIBANEIgEun/6I346I534w/7dBoGunXLtHgNRAK+sfoV3Nr7DnMvmsLJuJa+vfZ33Ln8PgNfWvMZt797G6UNOxzANNF3D6/CS683ls4rPADBMg8ZAI0Ozhu72PZw268XHZXNRnl2OYRromk5+Sj5vbXiLu0+4m188/nWu2PoaApis5TCvZTWwM2iWak9lWu40bl14Kz8e/WOyXdksb16+x33sSfFPXFaddSEj33ihl2qzb3bk49hxrLvOuYfo0octZXJ8WyzL3/Np/Guz9YLtjbsYVXTYGJxm/W56PNYr1Jqb5jL6rV3ywR3m3CAu3cWYjLGcXeFgaMRHWX4GPuyso5VlZhNVup+6UCdr7W2846wmKiTE5etPM+0URDzkGE7STAc+006G14lX2nCh40THjka00USTYIpYF2dTk0RELIFjBJOQZtIeNujUonTqUfxalJAeJShMQppBsOtfp4gS0KOEtORRuqKQh3Oi1lwA0UjiyfKdlGo+Savl0VWzWeds48OMGv7y1YkAfJRdyWPDljB7UT5RYWKTGj4Ryym1Iq0BAANJmz1McacPucvJ2GPJ+yXY0X3VhsaQcCqGzUDTIcdw8XHadm6oGsUjhau4Wv8MgWBMawZf7uNx/oMRP9jnv7WiKPtuX9p7UkocuoN5W+eR6khleNZwltct57TBp3HncXcSMkKc9vRpCCG4dMylRIwITpuTYVnDMEyDr2q+YmTOSNZt/jemv5JC/wLM0FcYm62BIFJP69HuxfYia68f2dKSWKgfTI+w4++zpWULdf46hmcPx6E7GJA2gFtn3kqWJ4ufvvtTgtEgP5ryI8JGGKfNSZ43D6fNyYamDRxbdiz+iB+JxOeMXfxkkzV9brTx8YT31nypCa/Fsw0pS1hu/X8fHMQe9xxJ4i1Iera1J8iGCy9gyAsv9lidDkR8ey/le38l/OF9ljLpntXdD5+XZ1YxQHOQ35pBU2YLZRVFTPxyDMM9Nh459R3cmmDypsGsbdMZmxllQDAFNJPNmQ0cLwqp8bWj2yRluouNP3+P4a++sGtlemSffcO6AmtLrT2y0p1R2putDddkwcX41BSdSXpN6bq1fRYf4AJo91vDJ8nyfcYP90z2cNuXFUEgqLS30u4NMLgjBbdNUBz1cM3WYWQYDh4oWwGpBpd3DCaEQUq2kzK8pNht1Lo7STFsdDREMaISd8BGNAx2T+J7mdavOM7MxPNyZ9xkRu6sJOfuJD3vDka/DkQBSCm3Ad/o6fetaK1g7qa5fLLtE7a2bmVs3liuKrqqp6uxX0zT7JGAlJaVblmWocSkZ4dTaUopv5n6m+5EfqEtXwEwMTMXMsdhH7kz0OKPBKnubKExbTr1/nrq/HVUt1ezrXUb29q2Ud1ezcr6lbSF2mgPte+xt1Ayds2O2+7uHsrmtXvx2D2kudLIt+Xjtrvx2r2xf47Y73xOH9mebDLdmWS4MkhzpZHnzdvj+6yoW8FfvvgLf/n6X/DYPUgkX1R/0f37HG8OnZHYiXtHbyabZmNK4RR+N+9OzMZXqW+q4JPN/+HXJ/w6Yfuy6TXLssg8x7Ksazpm3Uu8tOQvfKf8BAZGl3CfmMx/jG2M0jJIkw5WOGuImBHsWuz9TWkyMmMkJxedzNXzrmZz+2bOG3Aeq1m9X5/x4SIE+LUIC1Pr+Ty1jqZjy6l/fDp/n/Z3S86Mvqj7WMegPMfaMI+/OD+90Y4tvrty3IOk4dnBhPdwuKwX2WGv9Hyj7deTfkXBhljDS3Ql3R5BGudQigyb3bGUqGFSQ4CKqnaa9BANthD1epD6jBCVNj8N9iDVBGgVYTpklKAe9xhoz4cfmgSXacNt6ngNO17ThtPUcZk6aVEHLlPHLXXchg2X1PEYNjymjUzTQZphx2c48Bl2UsKOhJn89Lh20paMFl7MXc899ePIyxS0OAzWpDWS4ou1MgrtNkK2KA6HSez5aOznNM3Hs5mrSM+K0OD0szKrjltayvFm7Tw/t7VYmwQpvmQ9veC9zCrObxrAQCOFO6rH88mQakYa6aTpdm5ytiY9zk8qPCl2nHds5vwB55PmSEvYtqIoh8aOawCQtM0nhCAUDfHgggc5Y+gZFKQW8MsPf0lhaiFCxGZLLs8qZ8n2JVw65tLuh1AZ7gwmFUzitbWvoQud9zZ/xUm55ThaOzCkxGiOe0a+95jGwe+rNLnuv9fx3ub3SA20k2X3MMaTx0RvAQWb2vDZ3Xh0O07Nhluzkzkocth7vRumQX1nPVVtVVS0VbCxaSObWzazuWUzW1q20BZqo+LGit2uv6ONcd/H9zEqZxSzSmfxu09+R3u4nSlFUwAYlzeOTyo+4UdTfoTT5sRsfJUcoEhv4Y0Vf+PKCVeyrnEdLcGW7rxeRrV1djgtM/E8bFRZ83wKT+LkNeEVGyzLHV/EApASyVu2aiZIAz3JsP++YF9ab309CLWrXdt7wweVWn7ndsTOAWFh8NrQVbjWF+MLpPDVoOV4Oz3YhY7btJHfmkZNZiO2zYMZnxu7z8mSDka0Z7KgoJJConyeUsuszlx8Ho2yp59PqEdPeNHczB/kcuzDBD7TzpBIKmPDGZREvUjDidew4TB1HKaGz63jlJplBvD2trg2zj7kgo0kmXhmR+BJIumwRWj3dVDn7KTa5afS3UGN20+Nu4Nql58HVhzLuLbshBylADKqIYFHC9YypDONaeFs/pa1loAtyoRobC62MVoGX6U2cY1tGE50ZFSSg5MCzc0cvZqLQwOpzPDjt0cZb8RmCY10JgbPnF7rfiSbmMcW17HRjCTpDZYWa1kukvWIzu3kewsSN7Qf+uZZoo/qiHQw8/WZyJd2/mFyPDkMzhyM1+7txZrtH3Nf5qs8lO/X6t97ocMour3JsmyfuPOi6nW5GJqazvCcmfu0rYgRIRgNEowGiZpRomYUIWLD3DShdfeScupOHLqjR5J3NnY2csNbNzCzZCbZnmy+qvmKVEcqxw84nlvn3kqOJ4evtn/F7bNuB2Btw1oeXPAgj575KOXZ5fxk1p0MeOoGfE4ftx7zc1IciXma4gNPybzaKMBZwEnj70Bz+kjpeJmLiV0UfyOWMXvoGd29JO5dci8nFJzAjLwZXDfyOja1byLPnUeaI43H+sCo2qvmXcWiSYu6l12mTnlbCsW+YsJmGGd8Zuw+ykRHK7zI8lpamrWBlSISG5n2fWippRb1sWBc3PXSCO686AugEBeFmda/m9mWeJE1QxIDSRiDgDBoazAxhOxK/C0QEnSpo0uBXWrYTQ1dCktjB8CdFjerSmIsb+dFX+v6Z0vckUDrzu026yF+mb2UCR1ZpHY6WGJrxhuyMaUjhz+ULCMz4mSVp4Uf1A/H7TXY5Gzn/3LW8+vKiZS0pXF5zXCOK/8vKYadK6uHY+90sOtjgvggZbIneHPSq5BIprblICUMnZDGUGI3M/eZS5md/7Wkx/n1o663HOeKovSM+DbfjnxCjyx6hGGZw7h26rUAjModxZvr3+x+KBc1o0wqmATEelUvql7EXSfexTWTriHXm8szy5/hpNxhXDBgKthssSFO2ek9vHfw743/5uGlD3Nc2XHYmtupCDTybssGokhYn2SFd+/AZXORn5JPfko+RalFFPuKLT3gfU4fXocXuxZr0xnSIGJEYr3XI/5YL/dQOy3BFuo766nvrKe2o5aGzgbqO+tp6GxIGPae5kxjUMYghmcNpyytrLsn+e48s+wZwmaY35/6ewAKUwt5efXOoXWdkU7K0mI9k9Y0rGFxTYBLxlzCpdOmUP/5n8i/P5/BmYO558R7utfRCnIt75GQ64fYsLt2I8TqYANrg400d7TSISO0miGazRAhaZDq9eLVHHh1B6magyIRYLCRygOuVbzs3MZd2/7DuQPO3dufrs9I1oOkvzHR0Uu/ZXnN7X4dgeDVorUMDKWQuXIEADnNGWwurSTqCtGS1Y6umwxrzSLFLpmXU8G6tCauWj+Or28bQlrIxevlG5kdyuPsaDE2D73yMHZT+2aul59RoqVQFHXRrIV52buNp1K7UuMneWCoS0F62El22EVO2E2h4SY74sRnOEiN2nEEYsEru9SwmRqmkEibSVgzCWixHuzNpoFfj9BqD9HsCNHsCNLiCNFsD9LsCBGJ6+HuMDTyg15KIh5GN2WQpdlwOk0iocShgnafwevp24hqJrfVjMGZAUV2N3O91XR1YiRAlGLDgzRhvdbGSmcL5xtlnC/LaCDM6NTXKYt4+WnHKMxorNHmzk8cpmkGrYGwUJNBBJNN9g7W29uo14P4fQYdWoRmPYxfi+Kx6XilrftfoelmQjSX+dTyC77i+OUGD0x/4AD+mjupQNR+cGgOrim/hvzcfDLdmZw06CRG5YzqPiD78nS+PUm2WofiyUh0NyUPrx29vwZlWcfjyLYkeYj2sau2Xbdj1+2kOnvgMd8++rzqcz6v+hxd05m3dR7ZnmzuOPYO7j/lfv70+Z9oC7Vx8sCTuXzc5ZiNr1IYDfL9ocMxG19FB66ZeA1Xjr/S8oTQlCZbW7aypmENy+uW47V7uxurAGbdS5aymtB4efUr/PK4X+Jz+ogYETbb/LwpK5gjK3Ggc2PeTHQRa3R9v/z7ZLmykFJi02wMSxvWY59XMvE5A84qPZMpy/w4TI1x/iwmdGQx/lexBmB/P85Tsq3RhWTNYG9cV2R7kq7J9rTeyaMWr+binyGMMAWvPWh53eZLrF+4wZqJ3Awn6U6dFVvPDaQB6dHEHp2abm2EBZpis8xYy1jXMZJ0phRxZZLdk3gydm53gbuRpZ4mbLrgS18DGYaD61vKub12DE9mbaDTEeGYzhzOay1D6FBguLm0eRBCh1QHfDtQxsUbS7GjEQkKcEia9RAbXW1scLex3tnGz7aN7w6qOVw733tHvqn3Miv5ceNIMuw2Ihisaarnv/Yq3rXX4ETnJ334OFeUg1Hvr+ermq8IG2EG0nOzhB5qQgg+2fYJD3/xMN8c+U0e+OwB2kJtnDH0DASCWU/MItOdyamDTuWi0bEHGTNKZjC5MJZjxGP3cMmYS7hkzCWE5t4FtW0YXdlCItusPW7Yc0aBQ2JG3gyuHHYlN429ibLIXwEIyChrIk3UNbfQRpggBkEMAjKKPO5cWoItbPdvp6a9hpX1K3ln4zt0hA8so0eGK4Mcbw653lyGZQ1jVukscr255HnzKPLFglyDMgaR6c7c520ur13OffPv4/wR5/P8yuep89cxtWgqZww9g9F/HY2u6YzIHsHfz/o7EHtI2lE1B8MVIB/435LB3Kb/kBSbE7YtILxtAQC2EbFzsJSShmAb65YsZmu4lW3hVraFWtkQamJNqJGqcGL2F4+wkaG5cAgdfzCC34zgl10Xtq7nlxqCO/OO5ezSsw7os+wtKaU7H1J1EmVB5QKW1S5jhmNGn+8BvydZ+QaL3A28lL+eM9qLWTp2FSFHhMHbirEheOGct8iOOhmzvYhjKweCLpkaymBifRopnigpwDmtxdzoGhBLSN6Lz5Dy3Xl8c8ilfHfoZYx67QkAzKhkI+2sq2jDr0XwawZhzSAkDFqjJh16hGZHiHp7kAZngBWOJlocob28U3JuQycj6iQ76iQ76GKoP43MsIvMiJOckIeckJvCoJeckBsNgbZL3CkMpGUn3gtvymjlb1lr+VqgkLkFlTSKIOODmZwo8jkpdy46gnJ7Og8yDbvTDmiEkOjYKMbHzxjPrYzFa7NB+s7tmqGdbfYOIlQIP1tkGxVaJxW6n226n/XF7WzRO2JpK3Zhk4J0w4HXtBHSTfwiQqcwMOLKnaaX8IsJdx7QZ2l5v4PewlHEoTu4ftT13UO++rO93Uwf1PC9uJN2cGPcdLqTDmyzB8I0Tcw26xOf6IYtCeX0wT1UocPg60O/jv9nyXud3X/q/d3/jxgROjzH4Y/4sWstfNLRTE1HDVvW/J6K1gpqOmqo6aihur2a6vZqwsbOG/BTBp1iCURJ/873E8AfV73D3LWvozetY2XHdqall/ENRzq5pocfidHM1gtoTR3Y/SQ2yxVLVNxXL/DnDzgfZ+Mu+aoSHy70GwnH+s2/jP2UEoTgmz8KM+eCv1qKmHGZxr2exC7F5oFdyw8LqdmRhrXOkabEyI+ryPrYM9KSuBO61xrAElpiIMo0rBfkZE9TjbjVPElyc+tO6/c/2pkYGPM37SwzvbmQzc64RLseaGsyuW372FjdkERTo7RrUTq0KKZmMM9XTYXopNrWSZ0tSJ0tSK0eoNYWxL/LVL5php0ft5eTY7i69nPn22gInshczycpddiFxjpHGxOCmVyePZxC6eM6sjlWy6etHx3nirInZ885m/zP8/E6vKysW0lNR2zazVE5o/j37H/3cu32T/x14KOtHxEJR9has5V6Wz0jMkdQnl3OpMJJXD/t+oT1c725Ca8BaD7raABhO/y9wOMNTB3IT8b8BCklZiB24nUC40jHMSYx+O2afUfS7QSjQVqCLbQGW2kPt3fn7YyaUWyaDZtmw21z43V4LTMHH45hfivrV9IcbKairYLq9mpG5oykLK2Mm2fezLfHfpuc2rm4bQ6oeAmD2CR1w/RBRLdUETENNoea2ZICW1obqAu10Rjy0xBqp26Tl5qOGra1biMY10033eZioCuT49wlDEvPZKQzm3JnFulNEbzCjn2X6bKEa8fQa0m7DLOqdTsrjCYm6NlMDOaw7VBPrXUY3b34blZqc8jFzVbRwWY6MP8RG3r2zunvUOgt3MsW+o6E9t7Pfsn6ra/Dmi20jpjMwKlO2h/bTHFrBgMbcjh21ShG+braTl2Bhjycsedqu+RJ1Vy9Hy7w2DzcOu5WkJLwLu27MtxktiUmyzeSJNoOdupEMWPD6WwRgo4wAS1KRDO7AzIuLdbb3d2VQsEZtOMxbLh2mV0uvknj9hqxmyE30JVrM+C3ngtDnYntoDVZbbRqYapEgO2OIGNycim35TNFlHCZHEWecKNVx47TKBGGkcL4kbGHIFJK6g0/m6KtbJWNVEf9NJlBmswA22mlTgSpopMW0dUY7Rr84JQaJXgZ3JnKaZFChoZ9DIv4yI+6SdVtONk5nNHhi+2DRBLCZIvWweqMTlxC52ytjKpD0Lu9979ZSp90MMP3jLrmvRfqQcEN1tk9UoeW7qZk/2VKk+0d29nUvInq9mq2d2ynur2aqvYqtrVuY1PzJqraqrpnsornc/ooSi2iILWAY3JLKRgwjiHpBYzIKGZkRjHZJVdYystdZkKUUmIEAky15XJCOItrU4YxSssm6uhg0i59ZVvpXzektn4cfNofuttOrtP6vShKtwZoPElyBaUes/uk9r1BT7H+wZLN4iMj1v3QXUlumuK+ommTEm/AApus57hdnz51bya+R1QgyZj9nLghng2JgbGsPOtlutHfyVbdT7UWoF4LUqsF2D4kSLXWyTbdT6XeSVgkP387TI08w0Vu1E25kcZx4TyKox6GRnwMiaSS2+5B7DKRtdB29tKSSNAlk40sThb5XBccTrmRBjUwZejOhnob/es4V5RkImaEsZljaRNttAZbOXXwqYzJHcOEgglMyJ9A1caq3q7iQTm77GzOLjvb8tqh6OltNPduKoZ4wdWJfyfbAOsEHrZxsYdsuw7X620Xj76Yi0df3L1s1r4I/o/BD2WAv6WNLztq2dBZz+bORioCzVR0NLA12MK6QAMRuevQdEGG3U2W3UuudDLa5uVrvtGU2H0UNEpKSaFEePEJB4RB9zpiE2lFgA5wjkycDdH/6dru/7uBiREfE7tmA4mwD1PN9iGlKWU0615qCTCCDM4XA5lxwS+ZVDiJ1m2tvV29g3Z22dmxHmpCIKXkw4o/xX7R1bTI9Vkf2rk8ie0H1yjrbL7BN36O66y7D0t994Uj3douykqHYL11P5KlFnB2xB68ZaEDOkJLTE0RjWuGad2x9p3HVHzsOVnc1Yh7OJo9IrG9eYG/lAuad96TurWU7hmny/BiSsm2QTrroi1sMdqoMNqprP6cCulnnWylHes+p2AjAyc5mosSvEwjlxLhpRgv+Q12ig0vOaYTgcCZZY89ZN/lWUKo0bq96C65pmwIhpDK2JyDywkVTwWilIMSPxUsgIxab/ZMG2zDTx0BOogyoqcq1yX+BlUGkyRr6QdC0RDrGtexsn4l6xvXs7llM1tbt1LRWkFFW0XC0y27ZqcwtZBiXzEnDjyRgekDSXel47F7SHelk+nOJM+bR1l6WfeMKvvMtsuTAeDG8lP5ybgzLUVannrvQHe1T7D1jzRQh4Q97iIaNawvaEkussJhvRJLGZvSu6K1gsZAI96QlwxnxqGu6m7Z0q3dksLbE4cW2NKsjQ5HWXZCmcCqastytCkxh4aMWhsYwabEQJ0r09ro0OIzwBP7zHYldIGJpFLrZJ3exga9jQpbJxWanyrRSZXopNVtbSgICTnCRQEeRosszhJlZIbsuNFJkXYycJApnRQGXGRLZ/eTrrbKJIGxuD9XdJf7CYHg6pZhXLtLpG5HYFtz9Y1hmopyqNg1O3dPvnu3PeCr6N+BqEMlPriP3rs9YYwOa1dU1/DEm6Ydgaf+oCPcwar6VSxbPYdVLVWsb6thQ1st69u2Y+ySgyrT4aXYnspAVwZfyxzGCE8uQ7KKKXNnkudMRe+6UzZqGyzbD7ZX7rUOZkuSdBZxzxo0T/+9nbx86GWUbLJ+LmkjzgNghejfqRiS8cXNCO10WI9huzvJbHOp1p6PjuNvP/QV2w9GMLH94ki3trki7Um6RMVJ1raNDzK5MxIfrMXSMeyU7BYqLS7dbrI6i640DxFMNmkdVOabrA7Usy7UyMauYbKdDTvbfG5ho0jzUqyncJE+lBG2TIboaQxKz6PQloKrayb34LpdhkjvqGrcyOCoP3GoYPwD1GTJynXvoX1K33/PHErfEE38IodaOvg0UsM7oW18GKlkrWzufkKvS8HirmEbPSVca31C5+pIvLHsK6SU1PnrWNOwhrWNa9nQtIF1jetYVb+Kjc0bLckvC1IKKEsvY0LBBM4efjaDMgYxOGMwxb5i8lLyyHRndicN3sGs2XWmiyYwm9CcY/ZaL2PbM9Z6JklwGV650bJsz+0/CfyTiT8hH8n0uJlDPC7rce3JTTxehdPB6s463mpax9vN61i24s+0BFu6f//IMY8wK3/WYalvMpFaa2M5PuiUTHhzfcJr8V3QzfgbLcCRbe1tpdn3PsTPCFg/0w4irA/Ws15rY4voYJPWwcZcP+uMFjrlzrI+7JSKFEpJZYbIp1SkMFCkUoyXXOEmGye2uBlSdiSstNQxxXou8GYnDjkMt8cHxhKKdDecdkgZm3zIjqIoRxZr+yEmWmXtcW4G929m4UMtfoi26e8/Dx7bQ+0srFrIgsoFLKiK5Sja1rqt+/cu3c6QlFyGp+bxjcEzGJ1ZSnlGEQNTc0l1uAkvWGzZXmRzE1BDhJrufhPu6dbAqrY5LqcXYMuwtt3CWxKvk/E9jo3W/vM5J6P79t5eOFLE5wD1xs3m5kpL3t7rS9xlib03w/XW+xI9lNgOcqZa911LMjNPfPAl3JG4nfg2cSRJGVvcLHU7HkZGMFmttfCl1shibytLzUY2yjYimLA5lgahVEthkC2Ny5zDGevNo9yexUB7GjmaG6JJZt8LGRAKY3RNP6Mnaf+Gt1tz4Mkk7UTdbW302VISPx89/dDe26lA1AEw1v/TsqwPvaqXatIH7HLRbwy288S6D/lT3atUi07sUmOGzOHq0FCGGKnkSzeZphOJ3KfpUw8VLb67Ry8PG5FNrwHQGGhjacMWVgR8LKtdxqqGVaxpWGO5mXfoDgZnDGZs3lguGnURo3JHMTJnJEMzh+K2Jw492hut4JsJr0VXPGpZTnbBif+OG9t+n1DGVmjtXdLbsyUeLHtK/8lxcLBSHNaLsycuJ5TNu/PiFMJgrl7D4+uX8mldbEqisRmlXDL6EkZkj2BA+gCyPdlgfcB42NmyrBfHUGVil3rNuffoYnwgKtnTH8NvDeIkexq8I/AUIMpa0coaXycrjSbWmC2sN1upkv7u3GMCKMLLMJnGFfowyrV0yrV0hmnpZMYd58KeZB+yrN9VGU5sqEQa4gLyhYkNFVu79SYy0pb4oMFVbP2cnROGJ9ZHUY4Q0ZXWWVxto77fSzXpfcnaD5HqOZZl0cs9ouKzD4S3NSUU6QuPyKSUbGnZwicVn/DJtk/4tPJTltcu7+5lWp5dzqzSWYzMHsmo3FEMr/uSgZ6s7p5Nst0fGzpXF4a6SqKQ0BvNnpfYI7ljziLLsu5JMrtWp/XBijQTb1hFXMAvvndvf9PbAdSe5Ilr78UPK3PmJH4n7DNuOpxV2rP42YREYq/0SGPicNBkD+RsbuvOCluSQEtcqgrNnuTBXtx6ruzE896OgFaLCLPI1sgidxNfiAaWiEY6RayNloeHia5cznAMptyeyUhXDsPtmbi1nW3K+OB6/DIkBoKTlbGlWYd5hOsTg8cyEheoS5LzT0tPnFn9YKhA1AGI76Z6pHac8If93PvxvQSiAUp8JeSl5JHhyiAvJY9hWcNw6A5e+fBlXmpexRcdVWwJtwBwTCSHXwXHcUI4Hy82NFfXASoAHep6OIlhpN16MxVaX51Qxnn64a1DU6Ap9pSrcgGLty9myfYlVLbt7BKd48lhdO5oLh19KcOzh1OeXc7wrOEU+4r3OL3voWAb/QPLslnx7F7Xccy6JeE1///dYFnuXBuXpH7G/tetN2nOIzwQ1RWQlVIyb9A61qQ3kBvwkhlyM9AH6YaDslAKWVEnK0sMngus45NwDaujzUQxGRTI4w/TL+eCQdMpTslKuElZ0XoYu7QnaZgkTQgQx5YRF7xNcrHWUq0Bmkhd4rAEYbN+N1xDYzlFQmaUJcFaFnZWs6hxG8vNRtaZrZhICIIHG8P1dGbbCxmipzHcmcUwWzoDbT5cwpY0SK554saIJrnRi8/LIrTE7cT3EIsfwgJgBuMbIYnbSVivn9+AKMqeHM2Bp3jJekSZgbihwknOPT1Jc1tva2xp+//A7nBoDjSzrHYZn1d9zqLqRXxa8SlV7bHhnak2F9MyB/Dz8q8xPXMQM4+9i3RXumX9SPvWWJCt63wb2ZTYjrUPs+Y/TdZz3VFoDU5FGxOvb/GBp2S9K0TcmKbg2v6dS8mWvZ/pKfqbXdoW8T3g3T7rdV/3JQlOxh37yYLSh42kq42386c935ok256fRudqa++++DxSANFO60O6SEfiQzvfGOsxEtiU+N2O7zm0I+gVwmCd1sZirYnlvlYWyXpW04IEbEJjnCefK31TmJZawtSUYopbTOsIoSRjBZ2jrbNpBReuSiwz1JrXzmxOnAE0uNUalE/W490IxvWKT9a7PjXJ7DwHQQWiDoBe1PuJDHvCrXNv5a+L/opdsxMxk8xAZXMRjAbJFW5m2Qu40jOMkxzFlC3feVBFMRHhA098fihsjXaw3N7CacFCdAR66uHtgmtKk1X1q/hk2ycsqFrAZxWfsbYxlthRExojskdwXNlxjM8fz9i8sYzLG0deSt5etnqAdWl81bKsZZ2795WSBAqjq/5uLeJIzAkTH4H3jju0Ce16mhk+Om6w59fO5/fjP9vt792mTqDRwCl0jvWUcHr6UKZ7ijjniucOe5B0f0RCYZ6LbODr9jIyhBN7RuJxvi+5jGy56ZblZL2L9MzYE6GaSAefBipZsOlLvojUsjTaQLgr02SR5mWsLYuz9UGMsWUycehoBroyLMNljdrEp/XxjNYkNxODrNcgoymu0SFEYg+oIdYhdHbAv9Sa58aRldgAjXbE3WjGBeHa//sFqSeN22UjCZtQFOUIEJjzScJrkaa43JRZvTvEKVxn7RkR/4S/J9T76/ms8jO+rP6SxdsXs7R2qWWI3YCUbGZlD2HWyJOZmTuUceNv2+u1NLKxwrJsK0rMbxheu9WyrCfruRD/sCPJw4+EmQ+TfIRGu/Vzdmb37xO/jCT2/j1SZaRar+l63J+udUU7OaeVWV7r0cDTvkgSsNHjgtBakt7sMi5ViyMjSY/3uIdtujcxVOLI8RCQURYbDXxp1LPC1saycD1rw00YXb0aMzQXk7yFXJgynpkpJUzNH4In7sM2AnHBIUfie4VXbrLWJysxaBrZGjd8NskDy8SHkYnBqvjPIz6wD2C27rLeIUgDqwJRym5dkn8J42aN45j8Y8gfmE99Zz3NgWaq26tZ27iW7R3bOW7Nek60F2Pb5eaqlcY9bLXnrb3wYq756ArGRNK5t3UCJ3BoAyTV7dUsqFzAoupFLN6+mIVVC2nqOrnkeHKYVjyNy8ddzoziGUwpmkKK49B2a1SUgzErbxa/n/Z7Tsk6joabfk+jM4CrpJMmPcRmRwdb7R1MGTmEb6SVk6bv7J3Tu0GoxC5RVSffyK2vz+QOYzm/1kfzLTEE7RAOw+0wI3wVrePLSB3LAy18FaxlU6QFADc2Jtiz+YF7NFPteUy15ZGvWZ8aOdxZh6Qe8UGoZOKDUMnEB6GSiQ9CJWMJQimK0m+tWLECTdMYOXLkPq8jkUQwcfSRsQF1V/wcEQ6R8/8S0wccLq3BVuZumsuHWz7kgy0fsKo+1mNBExrl2eUcU3IMP5r8I8bmjWWCsZkcl/VGsi890FGOfJ6H70AGQwRuuj/p7+ODUDtEjAg2zdbzs+LueL9dfm4ae2Xsv0aYgSufIbQpMY/ZoRbF5HPRwHytlk876vnCqI/ldQIK9RTGOnM40zOY0c5sxjlyGJpbYvmstPiInwKoQNQBke2JUcQjUboznZl5M5FSkuXJIsuTeCNV8eIFdGCdyjwY14sxfXDc16yHT2JjMsdwz+R7eOiLuzkr+wPOrtvKT1MnM9aRs9/b6ox0sqh6EQsqF/BF9RcsrFrY/aTLptkYmTOSc4afw+yy2cwqncXgjMEJJ22z+jnrcl2SRJDjr9vvuiWzLz2gzMp/W9cpvjixzLJHLMv6yGsSyohPrIkyE3IzTOzDU7onudDpnqOjcahpGqcXx8am+jQdXySFsrh8S9lnntcbVdsvQggemfUIDyx/gOsb5/OoXMHNjOFMStC6Ala2TOt+2UoTeyIKTWBIk9WddXzeVsHCyGa+DNSwMtgQG2IHlDnTGecr4PtpM5iVNoApZ/wJe9xUK+EP7rVu2J7YG8sxfu/5lcxG6/k1smV7Qpn45JHJhhnE5/DwjEoMaEW2W0/e3kGJT93NgDV/SHD5Rjyn7jLu1t+Hj3NF2U/xORTjh7IfSba0b+Gmz29i3MpxDM+KpQgYkjmE/JR8Mt2ZVG6qoIUwy2hmoahnBc2s87TRoodxmhrppoNR4QxGk4lb6Nwqxh729l5FRwUPrngQgGJvMRcOvJCSlBL0dAeNBMmy0Z1X6VCRUrK6YTVvb3ibN9e/ybyt84iaUbx2L8eWHctlYy/jmJJjmFQ4CY9978NYzNoXrcvNLQllNG9cTzMzsZtS0h5QcaIN1tlkNW+S6YGN+Pw7e3+wYYvvgdzLuVj3KEl7L3627yPVjvuRaxZei238VgYEU5lYmMEQfBTgIRsXHSOKaAl3sr6jjk8bNvJF8xbW/vFFtrVuQxc66a50hmYNZXLBZDojnfzl63857PXe3XFuaDbq7RGyRhZgbLEmJk32N7Wnx6c6SPye7pp/ql4G+MBXy7vRSuZGK2kljIZggpbDj1xjmeEsYIo9j9JZ0xK2I1xxPZAqkgynHTloj+sAyLieSzKUmFYhvkefDCU+RIzvXW9LTwyMBSqtPR1TRydm1LOX71Ln0MEf5yoQpfSYuotvQdqdsTHuPXiRsmt2zi49i0sXLOEv2mr+HlzH64FNDLalMd6ewyRHHidULmBC/gScNutJyh/2s2T7Et7f/D5vbXiLL6q/IGrGDvhBGYOYUTyDG6ffyPTi6YzPH4/LdvTMvLHfevjvvl921G3Xn0cJ2TWL5aFKNrpq1SrMJI3knjA+azz/N/sJFs3/KffWfcqV4mNypIuxZDCBLGYGBjLZkUembj1Oo9JgXaCBT9q28U7zOua1bqbNiAVcMnUXk9wFnJkzlGmeIia5C8jNtQaw4oNQRxNLEArYmchBUZT+JGJGyHfns3j7Yl5a/ZJlll4AdonneKWNMWTw9Y4i8iNuOrQojbYQa3ytfMQqBqUM4uKTb8J2mK/7EskpRaeQak9lUcMinlj3BLePu41n5AYeN9ZgGjBVz+UBR/IklVEzimEaCW2/hPeRkmW1y3h2+bM8v+p5trRsAWBUzihumnETZw47k2lF047qa4GFau/1STvaeZnOTDY61vJlWj3PEBeweX1nPihdaIzyFXJs6XEMyRxCxIjQFGhiZf1KnljyBDo6p2aeyqiMUYe33smO8/G388bW13lp03MY4QjT9DwecM1Mun5UmhhInOw9KF0rA7xqbuElczOLZANEIEe4OMNWxum2Eo6zFZLpO8Jziu2zg2/vqUCU0mOkvetC3xsXJyFIxc7t5lj+p3g6T/pX8XloO5+Ht/NSYAP8I9ZISXOmkeGO5XExTIOKtgpMaSIQTCmawi0zb2FmyUymF0+PzQym7Lu+2iiBpE/IjhY7npAdqu7WvRWE2kHTdC5KKeesukxel9t4jxqW0cQDrOT+hlgCdbewkam5cNTbkRJqIx0EuvLglTnTuTBnDMf4ypjqK2FgwNHzXdH7NfVZKUp/NDRtKA8f8zCjR48mFA2xsXkjG5s2Uuevi6UbmPM8PhwMJ40RpGFDo73O2kPSl+4mLA3qT7m9R86bJd4SSlNiSbrz3Hk8tPIh5la/y/8z1zHH9nUMO/wlupI3o1s5w2YdctQR7uDhhQ/z0MKHKEot4u4T7+bUwacmvEfYCDP2kbGsbVyLTbNx6uBTuX3W7Zw+5HRK00oTyiv07TaUau/xu2m/w3juLkwk2jERNtBOPQEaCOIZN5h0u4dSTyaTM8tIsbmSTtpgmAbLVyzHph3+UELS47xqLs9tep5PhlxO55Za/hxewX8iWznTHnecywiPR9fwt+hqCnBzh20CJ2pFSd/nlvAC/hFdgwTGiAx+po/nVGcpY7WsQ5rq4cihekT1CqPeOuRIP4pmr45Pfl27KfEr5EmJi67vOHjjn0L0JCkRXV0wM1PTuDF159OxmmgHSyedyoq6FTR2NtIUbOruJTIofRCTCicxvXg6ud7c3W29W8KsMkmetGiFF8UtH8D+AGb9y9bt5JyfUMbY8H/W6kQTEzJqKdbu3GbdS4nv1WbtGho/pTUkdgVNyC/Tz56QxU91esTaZZ+zCmJ/M+9o60U6/jvbp0mJDIZxZnq5kBFcyAgg1hhZmhrgq+B26oxOmowAhs+LEJDl8DIxvYwpmWUM1dMtN1DCmzi0QvOl7rUajhN+ZlmOP3dC4tDZyMIHE8roBdbzjkhJ7Cpt1lq7pAtvkpmi4vKQmA3NCUXip14XzsSn+/YSa330gZdbC6w4jLMlKkoPi58l+WjhtDkZmTOSkTk780Wt/f3C7v+3EGtLOONOR4Y/is4utyeH+bovhMCQBrrQWdO6hjx3HrWd28m2e/BmpiKEoMDv493Ids5JK8fYpZfXf9b9hzfXv0nVT6p4dc2r/GXhX5IGohy6g/PKz2NgxkDOKz+PHO/+p3XYIX6oZ9dOWBbjh2MDGPXWYdNmkuTapt86ZCdZsuZoizW5vPAnDvPR3dbz/q5DlXa+GFe/aJLZVPtRey/+2nfE2mWfPb7YvVrpzImU71LEecov9mlTuqb3SBAKdnec15LhzMBpCBwFORS2ZvFesJbz8sZhSBPRGftOvhtYz1x/NesKvsN/Ilv4R8dqTssdsWPDlveZ2VFGXjSdc7xDGOmIpaNJGBYLOMaVW5b1Id/Z6z7oQ/a+n/GpW5JtO/LlQwll4utomon3nrrP2i40g4nnEFeO9ZwhQ4ll9KFX7Vw4BO09FYhSek5vPn3Yw3sW2FIYPOJ8zh+RGMhRDqG+2iiBo/oJ2RG3z7vZjxRh5zhvDsd5dz7BdowanFBOxuVAUhRFUfZTD11XomYUm2bj09pPebvibc4pO4dibzGbN7zG2mgzqZqDfwXWMNkeG069I89fS7CFlXUrOXPYmQCUpZVRlFrEoupFTC6cnPA+951832HdjyNOX25PqPZev9vn3R3nK5pXsCbUSIqp86+2FUx2xnJfmkh0oMUMsTrSxOnOAQCU2nwU6F6+CtUy0ZmYI/SbKcP73WfT36lAlKIoiqIoiqIo/YaUEptm462Kt3h1y6t8vfTrnFoc69F0vKOYbzfP4RRXKX4ZYYDN2ou1obOB9nA7U4qmALEeYG67m9qO2h7fD0VRdm9Px/n03OlcuvJhTvEMoMOMMMCeblm30QzSISNMdMR6cjvQcQsbdUZn/NsovUQFohRFURRFURRF6TeEELy29TUW1C3gxjE3Up4eGy4jpeRKz0iu9IzEQLI+2sIAPZZceMcgM8M06Ix0kunOBCAQCRCKhshwZ/TGriiKsht7Os4vHHQhtwUDRCIR1lc3MdCeBoApYz2iDEw6ZZQMERu6FpRRQtIgXVMTS/UVKhB1AKT/6I2kxuc0EeLfCWUy4nI3OnL3Pn1tT3AOiDU4NPfhy/2jFXzTsmys/UdCGWPbM9YXwonTbMbncrKVX534ZnH5p+LzQQGYTdZcA8ny3chA3PfZn2QGkbj6RDdsSywTx1XSv2eV0Bz63gsdYXakEXJOG9O7FTlIZiiKnp5k2tmSxK7YCWWm/PhwVCnh3Jn0vafeuNcyB/qtjC57xLqdvKyEMmZc/sOkuaaOohmGFEUGgnsvdJRob008+2QMtp4PHHmJ593DpaazhnuX3EuKPQWP7iHVkcoZJWdgSpPwrEGMzizlfz/4B2NThjJ7yGxczlR23H6WppWypWULblvsHLe5ZTMO3UF+Sv4+v3906cPWF+yJOZmEIy7fUmcgoUxkfYVl2fQnfudkxJp7NdqWWMaWbm3fRRuT3KvE5Y6x+RJvyM2w9b30JLmmzLjcMXpKP8+pmSSnzpHO0XWo7mtOqN6yp+PcxKSouZV72r9gdFohMwqGotu9eADhcTHYyKdi+Rf4BhbhSC2isqYJl5ZKUWEpdncm2BLPaVqWNRidLFH74ZIsH6tZab3P1vOS5Cs2rMeslpp4fohub7QsO4oSg+5hrPeM9vy03db1UFGBKGW/7To9u/OhnwMggyHCt/5+zyv2crJypZf1s+SVR4097PO66BRM9O6EhJqmMXLkyIRyfcrR9LdTFEU5jKztvTsQQiCDIUK39H57L9+dzysnv0JzuJmtHVup8lfRGe2kIdjAn1Y9wfbOFk7IGMyvR5xJlsNL0Ijw183z+OGIK0h1pqIJjS0tW5hUOIlHFz3KVROuYkD6gMNS16OOau/1TXvY512Pdeg77b09HedPrX+K21s2cmLWEH5ZMJMsu4egGeWR2oVcU3YMqTYnmhBsDTQzMbWIv21fyHfyJjHAld7bu6V0UYEoZb8lm55duPbhaUgfTVau9JC+/DdQySuT7rMZ1/8m2bHf5xxNfztFUZTDaNdz/o7ZRPtKe08IQaG3kEJvIaMyRll+d/2EYgCMqmrLLKjpdg8pjthMwQ+c9gCXv3I5N8+9mbOHnc155eehiaNk9rTDrS9fh1V7L3l7L65911fae3s6zk8qOokBn/4VW0mO9TjXXaTosZ58vx9yBletfoGfbvwvZ2aWc07WSHWc9yEqEKUoiqIoiqIoyhFl15tTl27nqrIZ3a+NzBnJou8tQkpJxIzg0BOHoCmK0vdZjnPNxpW5E7tfG+HN47PJ18WO80gYh6ZCH32JCgkqiqIoiqIoinLUEUKoIJSiHOGEECoI1QepQJSiKIqiKIqiKIqiKIrSI1Ro8ACIwzjrWn/mSTH2XqgXeb/zEJB8drl9YVY8a1k26hsTymi+1LgyTQllMK2fk+xMnN1AL7bO3BKe95uEMvF5GuJnZ0kqSYJCGQpblwOhva5nNLcnFIk0+i3L3lm9n+TwoOhHX5zeNyw2g1D3LI1dScr7G8fA2Ox48bMP6UMHJZTVcs7vkTr1NtvYH+69kP3phJeEzdpM0IovPlRVUpQ+Ty9MMkORQoov1o5p2gCZQ/retVLL/UbsP/LFQ7I9Y/NTCa8Jr3WGQBlKbDuZce3EaEVtQhkZss6cLJO00wx/XDstmpi/J1TZalnW7Il/F81jbScKe+KsYTa3tXdYtMmfUMYMWmfNSzmuf8+0i2bNmeT/vxu67xmOVKlDksyK2w/Z8jKQoQjCaf1u20YMSyys7f1ctS8zHPekfWlzacXW5fhZkgEcGdaZzKOViecip93a3tPzM/ehhgdHBaKUQ6PrwmnceRuNcQGSxHCNcjRZn34aUtjULCp91QHsc/zsKn1K134kmwI73tEShDpQ8UGoPenT3wlFUQ5e3LUi+ovbwOWkrperpfQd61NPxjwC2ntHbBDqCG3vxQehlMPrUH4n+t5jDKV/2nHB2ZfZVJSjihRdN7N9tVECahaVXX/ugz7bKIGj62/Xh/Tp74SiKAcv/lqh2ntKHFO19/o21d5TDoFD+Z1QgShFURRFURRFURRFURSlR/TZQJQQ4nghhEzyryWuXIYQ4nEhRIMQwi+EeFcI0c8HKyuKoiiKoiiKoiiKohx5+kOOqBuAL3ZZ7s6QJ4QQwOvAQOB6oBm4HfhACDFeSlnZkxVVFEVRFEVRFEVRFEVRdq8/BKJWSykX7OZ3ZwOzgBOllB8ACCE+AzYDtxILYimKoiiKoiiKoiiKoih9QJ8dmrePzgaqdwShAKSUrcAbwDm9VitFURRFURRFURRFURQlQX8IRD0jhDCEEI1CiGeFEKW7/G4UsCLJOiuBUiFESs9UUVEURVEURVEURVEURdmbvjw0rxX4A/AR0AZMAH4GfCaEmCClrAMygS1J1m3q+pkBdBz+qiqKoiiKoiiKoiiKoih702cDUVLKxcDiXV76SAgxD1hILPfTzwEByCSriz1tWwjxPeB7AAUFBftdN2G37/c6/d2KFck6nu1CSox7/xekBLHHj7/XrFixAk3TGDnyOwe0fnRLhWXZbGxNLCOrrWWaE+Oghj9kWZahaEIZvarBupzmTSijeV2WZeF1J5QRKdb1zJb2xDJup7VMU0vie/msnQvNUCShjO51WJYdx/409p+9fXf6gh3f211+6l7n3tc7Euyyz9Xn/zT2cw9/s72eC3qblGwYcBHCjDBo4/OWX2k55/dSpfoHfcC3e7sKitKnCFufbSYfNrs9x+9yrYje0/fbewCaNpKRI0ce/Aajie00s77JutwZTChjNLRYlmU4yXbi2oBGa2Cv1TH8iduxpVnbYDafK6GM5raWEd7EMiLubyraEusjdOuAGvvMm2P/6evtA0ja3hM2vbdr1TN2be+dd4S09wZfgpBRhja/bfnV0dzes439YcJrZu2LlmW7K/HYl6GwZVnLzz20FUuiPwzN6yal/ApYB0zpeqmJWK+oeBldP5t3s52/SSknSyknZ2RkJCui7K8dF64+2ijZwTTN3q6C0hfFf3/7+Pf4kDrS9r2r/lI7+h4YKIqiHDb98Fqh2nxKgn74PT5kjrR939HeE0ffA4MjRb8KRHXZtRfUSmJ5ouKNBLZJKdWwvB4wr2Yea1vX9nY1FEU5jGo6a3hz25u9XQ1FURRFURRFUfq5fhWIEkJMBoYBn3e99DpQJIQ4bpcyPuCsrt8pPSBgBHh45cO9XQ1FUQ4jQxo8vvZxWsOJQ1IVRVEURVEURVH2VZ/tyyaEeAbYDHwFtBBLVn47UAX8uavY68BnwNNCiFuIDcW7nVivqd/1cJWPWqcVn8bJRSf3djUURTmMir3FvHjyi+jiKMmloCiKoiiKoijKYdFnA1HACuAS4HrAA2wHXgb+V0rZACClNIUQZwL3A38FXMQCUydIKSuSblU5LNTNqaIc+dRxriiKoiiKoijKweqzgSgp5X3AfftQrgm4quvfYWdIoyfeRlGUXqSOc0VRFEVRFEVRlMOjX+WI6m1vV7zNuXPOpS2aOEWroihHhq3tWzlv7nnMC1b2dlUURVEURVEURVGOOCoQtR+KvEVs7djKPRvn9nZVFEU5TPI8eYSNMDc1zyOiekYpiqIoiqIoiqIcUioQtR/GZI7h/AHn8+dtH7OqY3tvV0dRlMPApbu4ddytrI428VjH8t6ujqIoiqIoiqIoyhFFBaL2049H/5hU3cmNa15FStnb1VGUg7bJ30BHNNTb1ehTTig4gVNdZdzT+jm1hr+3q6Moh8Sm5k10hDt6uxqKoiiKoijKUU4FovZThjODO4ecxgdNG3ivaX1vV0dRDtqzVYuY9vH9nPbZX3ilZimGNI/6IKsQgt+lH0unjHJ/25e9XR1FOSSeXvY0k/42iZOeOomXV7+MYRpH/bGuKIqiKIqi9DwViDoAVxdPp8SVzi83vK0a8Uq/9/Nhp7P8+Nu5ecjJ/KtyIU3RAEIIXm1axcdtW3q7er1miD2db3tH8I+OFVRFVS8Spf+787g7WX3tan56zE95cumTNAWaEELw8uqXmbd1Xm9XT1EURVEURTlK2Hq7Av2RU7Nx+6CT+dGqF3m7YQ1nNb3W9ZtBgABk18+jiJQgxM6fRyCjptGyHNnenFAmVNVuWZZGYqDSjFhfs6UkHobStJaR4cSk2Xo4al1O8rkLlzN+wwllWmWEdIeHWbnDuX3NG2zVgzzVuJJPW7bQEgngrv2Ul8dfiUu373yvFHfCdsLNTZbllUu+RNqcCeX6pPjvr5TYSvO4Pfd0nv1qLX+Qq3ist+t4uCTZ9yPiGJYSo8l6PEY+vd+ybJ95c0/WqNe1BFtId6Uzq3QWt869lU3Nm/jn4n/yScUnNAebcdvcvH7J67hsrn3e5qpVqzDNxPOKohwJ9OHf7e0q9B1H6rUiCbPmectydMPWhDKRygbLsuZNPG8a7Z3W5dbEWbcNf9iyLGyJfQQ0p7Wd6MjzJpbx2C3LtixfYpm4OgpvYltOBqypGkRje0IZoVnrvHLxl0h7/23vCZejt2vVM47UY1hKZKf12IoueySxnM16HNlGXnM4a9WnaHkXWF/I2/9trFq1CrNuxaGpUBfVI+oAXVE4hYHuTH618Z1dekWJuJ9HkR0nsiPhhHaUebbyC7yv3cD5Cx7lhwNns6B1K1+2VfL4qIv4YOq1DPFks7B1235vt98EoSDx+9v1c4Arg+/kTeSJ2i/Z2pLYED0i7Gbf+70jZT8OoWeWPYPzbifn/Pscrp1yLZ9VfsaimkU8cc4TfHzlxwzNHMrnlZ/v1zZVEEpRjhJH6rVCOWj9JggFR/f3+Ejd9yNlP/q4w9HeU4GoA2TXdO4YdApftVXy5Jr3e7s6inJApJT8aNBxrD7llzg0nasGzOS/9av5evYIshyxJ26mlCxtr+4ub3b1qmozQ7zcsY4f1M5hfqCy1/bhcLu1+Dg0BDfNuam3q6IoB0xKybVTr2X99etx6A6+O/G7/Gfdfzhj6BlkebIAMKXJku1Lust3H+uhNl5Y+QJXvXaVGsKnKIqiKIqiHDQViDoI3y6cxKz0gdw47x9UdTTufQWl1z2/6XlO/depPLboMfzho3c2NCklITOK6HqKUOBKo9CdzkcN61ncVsn5eWO7y77ftJ6paaUAmEg0ETtt/LzhY972b2aoI4P7mhawwKzr+R3pASXONH5eegIvrX6JF1a+0NvVUfZBRUcF5889n3tbF7Il2tbb1elVUkpC0dDOYz2lgKLUIj7c8iFf1XzFBSN3dtd+d/O7TCueBsSCUjuO9Vvn3sqb699keNZwfv3Rr/lk2yc9vyOKoiiKoijKEUMFog6CJjQeG/VNwmaUH3zwiEpc3g/YhI3NLZv5wZs/4NSnTz0ig1FV4TZeb1rDz7e9yxe7GU4WlSZ/r/qcf9XEZoT7uGE9utB4rXopk9NKSOkaVrct0ExrJMC09DIA9K4b04XBGqqiHdyaMZWbMqZQbEtltUzMmXWkuLHoGCYXTuZH//0RTaGmva+g9Kq2SBupjlR+0/4Fs2ufZ0W4Ye8r9TPtoXY+3PIhv53/Wx7/6vHdlouaUR778jGeXPIkAPO2zkMXOq+ueZUpRVNIcaQAsK11G63BVqYXTwdA13QAFlQuoLKtkjuOvYOfzvopJWklrDjEOQIURVEURVGUo4tKVn6QhnpzuGfGt7lv0UtsD2ynwFPQ21VS9uD8gefzizN/wfMrn+fSly/l3OfO5Y1L3tiv5Lx9iSkla8NNLAhWMb+plo/bt1IVjvUAsQuNAZkFTOkKIu3KJjSKnWk8W7uYP7z7MQM8WVxaMhWf3YUZCSOlRAjBv6oXcULWUAAipoFd0+k0wiwO1jLYns4QRwZhaTDBmYe/sx1TSrQjcKy2Teg8cc4TTHt8GgvrFnJ6yem9XSVlD0ZljOLJ454kOv83nNHwKmc3vM47OeczurcrdhBq2mv4tOJT5m2dx4dbP2R57XIksYcf55Wfx9UTr066nk2zUewr5ullT/PbT37LwIyBfHvMt/E5fZjS7D7Wn1zyJCcNOgmAiBHBrtvpjHTyZfWXDM0cytCsoYSNMJMKJtER7rD0mFIURVEURVGU/aECUYfA9WPP4LLhx7O9WQWh+gMhBBeNvohgNMh3XvsOV712Fc9+49nertY+aTKDLInW80WkjoUd9XwRrKHFjM1wkmf3Mjt1ADNSS5jkLWKcNx9PdlbS7QghODd3NOfmjgZfCpWBFko9mQD8Y+PH3LD6ZTIdXraH2ri+9FgglhcNoD0aYlu0jVHObACajSCtZgidIzMItcPo3NFs+fEWajfX9nZVlH00xJ7O69nncHr9K5zd8BpfRoaRYff0drX2KhgNsqx2GQurFvJZ5Wd8WvEpW1q2AOC2uTmm9Bh+efwvmVo0lSmFU7pzPCUjhOD8Eedz/ojzMaVJZVslpV1DbR9f/DjX/vdastxZ1HTU8ONpPwbA3jVDZnuona2tWxmdGwvhNQeaaQm24NSdKgilKIqiKIqiHDAViDoEdE0ny+1j+5E7MumIdMX4K6hoq+AXH/yC80ecb8mV0ldsl518aFTzUVsdC8Lb2WLGejsJYIQji/NShjHNXcg0VwHleaXdeWD2hyY0Sj2Z3T0jfjPsTP5d8xXbQ+3cNeRr5DpTiZoGATNCqs1FriOFZaF6zvYOAWBbtI16o5OTtOxDuet9Uo43h1pUIKo/GW7P4MXsMzip7iVuXvs6/xh9cW9XKUFnpJOPtnzEnI1zmLdtHstqlxE1owAUphYyo3gGN0y9gRklM5hYMBGHfmBTTWtCozSttPtY//0pv+fZ5c9S017DvSfdS643l6gZJRAJkOpMJdeby5LtSziv/DwAtrRsoc5fxxlDzzhk+64oiqIoiqIcfVQgSjmq3TbrNl5Z8wo3vHUDpww6hTRXGhBL1Pufdf8hFA1RklZCe6idBQ2fUx1tJ9+WQrruZE1nDSuMRurMAM0yREAaRNwGEnCi45E66dJBpnSSJZ3kSCc50kWW5iTTdOJCxyE1hNCIYFIlOtkg2qglSCgkqZAdrOzKu5QddTHTUcCVthFMsOcw3pZDVkaGZV8OJAiVbP0hnmx+PvhUy+9W+mv57ab3eHbcZUSlSZMZZLAj9v4vtK8lXXMyQey+V4ai9KZJjjxuTJ3I/TVfclnhZI7PHNL9u69qvmJl3UqKfcW4bC6WbF/C6obVpDnTKEwtpLq9miW1S9jaspWmQBPt4XbCRhjDNHDanLhtbtJd6WR5ssjx5JDrzSXPm0deSh653ly8dm/30F9DGtT761nTsIatrVvxR/w0BZr4vPJzQkYIp+5kRskMbp5xM1OKpjCpYBKlaQcWYN6T7mM9cwh3Hnen5Xcr61Zy7/x7ee6C54iaURoDjQztGp777xX/JsOVweTCyYe0PoqiKIqiKMrRZZ8CUUKI6cDpwHSgEHADDcBa4CPgVSmP4EzFyhHLptl47MzHmPr3qVz/1vV8f9L36Qh38LP3f8ZXNV8llPdpDtrMMABebIzUMxmpZ5IunHiFDdERRQBBDDpFlGYZplmEWau1Ml8L0SLC4Nx9fTzSRj5uvNJOjnBxpz6Rk/QixvkKe3XY27jUQp4ddxkAuhBc7RvL7Ipnme4qpN7o5PG808noDPVa/RRlb271Tebl6GauW/0yfx5xPj7dycOvXMbTy55OKJviSKEz0okpTXShU55dzpDMIUwunIzP6cOhO9CFTsgI0RnppCXYQmOgkW2t2/ii+gvq/fUY0thtXXShU5JWQqojlRRHCtdOuZbTh5zOrNJZuO3uw/kx7NW4/HE8d8FzsXpqOj+Y9AOm/H0Kx5QcQ52/jn+d9689DgVUFEXpK6JmlPc2vcfo3NHkpeT1dnUURTlMVnTWYkjJOG9+b1dF2Q97DEQJIa4AbgZGAW3AMmA9EAAygWnAZcDDQojngV9JKTcf1horyiE2uXAy/zP9f3hwwYP8a9m/ACjxlfD0eU8zJm8MFa0VuGwuRnz+Ghm6i04zQpMRJLsh3D2L3A6h5nbLsjSsMymGMaiPhmjWQoQwCQkDu9uGjqBQeijAjUBgS7NGq/pS7iVNaFyZNobJrnzWhpuY7Monz+YlJIOHvOeGohwqbmHjzyPO5+zF/+S0Lx8DwKk7+dmsn/Gtsd9ie8d2/GE/Y/PGUppWiiENajtqyXRn7ndwyJQmjZ2N1HfWE4gECEQDQCwAleHOYFDGoAMeXteTNKFxzaRrmFY8jdX1q5laNJW8lLzuoX2Koih9VaW/kis+vIK6YB3j8sax4OoF/XZiGkVRkpNS8r3532NB3QJcwsb80Vcz2qOCzv3FbgNRQoilQC7wFHA5sERKKZOUSwPOBL4FrBRCXCmlfO4w1VdRDos/nPoHrhx/JVXtVXSEO/j60K/j6UpqPDZvLACBRe8A4NHseDQ7EbH/nQAd6BRINwXGzhtbm+yfI2THOHMY48zpXlY3pkpfd0rWcNbNup1NnY3UhtuZdeI9lHXNKjkyZ6SlrE3YKPIVHdD7aEIjx5tDjjdn74X7gbF5Y7vPg6COdUVR+r5CTyEz82YyadAkfvHBL7jpnZt4+IyHe7taiqIcQkIIZubO5FxXKn+s+YxvrX+RT0dfg6+3K6bskz3dAT8BPCqlDO5pA1LKVuAZ4BkhxDhA9YlT+h0hBGPyxjAmb0xvV0VRlMOoxJVOiSsdAHtXEEpRFEU5smhC467JdzF69Ghag63c/9n9nDDwhD45MY2iKAfuyuFXMrTyRcZ68jljzb/48Zb/8kTJ93u7Wso+2O38y1LKP+4tCJVknaVSyncOvlqKoiiKoiiK0vPCRpgrPrqCp5Y+hSnN3q6OcpDuOekephZN5XtvfI/ajv2b+dYfCXL22me4YuPL3L5tLss7d67f3pUzVOm/frPkN9yx/UPaDJXntL87MW0QtxXN5umGpbxavWS/1vWH/Xztma/xrZe/xS1zbmFZ7bLu37WH2vewpnIwdhuIUhRFURRFUZSjTWOoMRaMevUKTnzyRKJmtLerpBwEh+7gyXOfxB/xc/1b1+/nujZuKZjF+RkjcWo2Hq5dSMQ0WByu46zG1xlf+wzXtnyw2/WTZDVR+ggpJQEjwIONCxm7/u+sCzX2dpWUg/SzwtmM8+Rzw9LnaAl37vN6Dt3B7bNu54IRF+CyuXjo84eIGBG+rP6Sk546iWF/HsbVr1+92/XVcX5g9jkQJYQYIYT4hRDib0KIp+L+PXk4K6koh5I/7KfOX9fb1VAU5TAypUm10UFU9WZQFGU/FXgKeOaEZ/jtyb/lo60f8f7m93u7SspBKs8u587Zd/LCqhd4bc1r3a/vrbeDXbNxrK+MczLLuSF/Ois7a/mwfQsP+5fy09TJfJxzIQ403ujYkLBuSBr8M7CKkXVPc2rjq8w3ag75fikHTgjBryb9inmDLqPVDPFY0+LerpJykOyaziODzqI22MZtK1/pfr09sudBXnbdzuyy2Zw34jxunHEjy+uW88GWD3hwwYPcedydfPm9L3HoDl5d82rCuqFoiMe+fIzSB0uZ9c9ZfLjlw0O8V0eufcqSLIS4HPgnIIE6IL4v6lEVBtRysy3LIvOc2H+qV/RCbZT99cCcB7jzyzs5vfh0XrnilX2eRcU+dphlOVz5WUKZhFnyWpJM4R6X51ezJZaJGNYTpua2J27GbZ11S3gTZ/aSwbiuxkmSDAu3dYY+kepNKGM2WBOzaz5PQhn35My4N5dJ36+/cJ78896ugnIQWkLNHFfzJGXeUl6xTWewnob/k5WWMvqSHySsZyvIsC6XFSaUsU/cvyfqiqL0P5rQuGHaDdw3/z6eXvY0pw4+tberpByAFStWoGkaI0eO5NZjbuX5Vc9z5WtXcuqKU3HZXLy14S1W/mgl2Z6dbXvZFgtO7Zgh9IMNS7m34wvShJMLnQOp2l5NczTIaRRBGEaRwWu1KzmtKQNDmt0zKr9LJc9E1rDCfSGvRDfzV2M1x7qKLfXTU6xtOVtaYltOT0+xLGtpie004npk6AWJk2UIl7W9qw//bkIZY/0/Lctmqz+hjL3wyGrvzZx6HGdGVvFi3ToeGPW93q6Osr+kZH3xBYhoiKK5f2EEcJ1rDA9t+YSKqm0M1Hy8EN7Ao5kn8zX3gO7VtK9u7Fo9dpzPD1RyT9tC0nQX30wpY9u8P9MU2MhpxZOgZT2jA/W8PP9eznJ1YJgmuhY7zt+uXsr/LXmVLRf+juc3fcYDH9zM8Vcu6oUPov/Z1x5RvwBeA3KklEVSyoFx/wYdxjoqyiE1LnMcVw67krcr3+aUf51CU6Bpv9aPqC76+6YfN0qU/s9t83DbuNtojbRxatvrfBnd/16QEZkkkKwoylHDZXNx4cgLeXn1y/jDiTfkSv9gmrGesXbdzr+/8W9mlc5iYdVCnl3+LOeVn4ddS3zYBztnCB1sS+MS93AAJtpzaTCDZImdQZ1WGcLseia/ow9uu4yw1GzkZD02++pQLY1s4WKp0XA4drF3HQHtvW+VTac+1M7c7at6uyrK/ur6/knbzgfrt7sncaWznCrTzxOh1QzT0ymzpe5m9a7j3J7OtzJik1ZN8hRQH+0ky7Ez6NsSCWDKHcd57EhvjwRY3LCZ04vHAVCeXkiOy8fiGtW7bl/sayAqH/irlLLlMNZFUXrEIN8gfjLmJ/x+6u9ZWLWQ054+jWB03/Pyf1C7hvI3f8YPA/OYF411s1ZjgxWlb3Hb3HxryLf41/H/wivsnNX2JqvN5r2vuIsPO7Yy4r1f893FT/NhwzpAHeuKcrT59thv44/4eW3ta3svrPR5I3JG8Polr7Ppx5sI/jzIo2c+SporbY/rFOheLvOUc4ZrAIsj9XwSrma4nt79+01mG6XC2mupkSCtMswILdbL1oFGmnBQZSYPaPplhE6pHnT2ltMLxpDp8PLslgW9XRXlEPAIG3/0Hsunad+gNuMq3vGdzUh71h7XKbClcHnWOM7yDeOrzho+6ahghDev+/cbOxsoc1t7zdcH22kJdzIqowQAh2Yj3eGhoq0i6XuEjTCtwVbVluyyr4GoT4ARh7MiitLTTi85necueI5F1Yv4yTs/2ef1Ti0YzXsn3MJMWz5/DC9jqdGIEIIWqWbcUJS+ZkDqAN7xnYVX2Lky9CEdMrLP656SOoh3Z97AsVmD+f2Gd1ncWhE71oMth6/CiqL0KbNKZ1GWVsbTy57u7aooh5gm9nwb1BkNETV39oxtNIO0yzBBaZCt7RxCt93sZJiIBbN29IyKSpMA0e6eU0FpEJIGacI6FG+HX0W+pCjwNANqn+Ckhpf5Qcv7PNCxmLeCW6iNqt54h5tDt/HN0im8VrVEzZJ2hNH20mOv04xY8ok2GJ10mGECZoQcx84Ac02ojfKUWGBqR8+oqGnQGQ2T7Yr1tgoaEYJGhHRXetL3+mDzB6T/Np2U+1IY9+g4LnzhQn7x/i94dvmzrGtcd9TN0rpPOaKA64CXhRCNwBwg4bGylEfZJ6ccEc4tP5ebZ9zM/Z/dz6SCSXx96NfJdGfitDl3u44pTYo8GVxmH8bT4XU0ySCLjQb+Fl7Fl546Zht5/DQ0Ch/JGxuKovSsAs3L4ykncG77W/xP+FN+ZZ+MTzhIZ/fHOcQaGkXudL5TOoMnti2gMezny5ZtPPr2/7CwaiGnDDqFX5/w670+TVcUpf/ShMa3xnyL337yW7Z3bCc/Jb+3q6T0kPZokO8vfIpgUxNFWgqVRgc3poxnhC2TOZ1bOMNexufRWnzCwUQRyzHlFDoA+cJDlenHTWy5SvrRhCBPJObYBDhTL6NAeKiwB9kYbeH9UCXPBNbGftkMJTYf41y5jHXlMsEoZaw3n1JHWvewIuXgXTpgOo9u+JCXVr/Ed8Z/p7ero/SQdjPMdfXvEZYGJe4MKiKt3JQ7gxGuHOa2buOsvNF81rwFn83F5LRYzyenHhvOW+jJoMLfiNsWu+er8DeiC22314lhWcO4/5T7qWqvYn3TepZuX8orq1/B6EoFkeZMY0LBBCbkT2B8/njG549nRPYI7Hry4cP93b4GoiqBxcDuHgfJfd2WEKIY+CkwGRgHuIGBUsotceUygN8D53aV+Qy4UUq5PK6cC7gL+DaQDiwBfiqlnLcv9VGUe0+6lwVVC7j6jdi0nK9c9Arnlp+72/If1a3le188ycxQJnlarEHx69AiLrUP5daWcn7mXMxmrYNxZuZut6EoSs86zl7E7fbx3BNZzEvGZi7Th/IwJ+5xnXn+rfzo3b8zO3so+S4fAL9Y/QZXzr6Tu0+8m+vfup4NTRuYVDipJ3ZBUZRecsX4K/jtJ7/lfz/4Xx4767Hero7SQ/JcaTw06VLWffopW6PtDLD5mOkoAOCdzi2c0vY6qcLOn7zHMijkIyJNnjE3cIE2kBRhp1MaNMpY6of/i67lTPtAyrTkeWpm6wXM1gssycpbzRAroo0s0Vv5MridZcE63uzYgGz4FIBih48zM4ZzbuZIjkstU0GpgzQjazAjfAXcNe8uLhp1UW9XR+kheTYvD2Qfz7ZoO9tsQQY4xnBMSizgNKexktkLHsJnc/HXURcyxJtDxIzyfxvmccnAmaTYXQSiIRqCsV50f1vzHucNmMLA9IFJ32tgxkBumnmT5bVQNMTaxrV8UfUFX1R/weLti3lk0SPdaWNSHCmcPuR0zhl+DuePOB+PPXkwuz/a10DU34GLgFeBNSTOmrc/hgDfBL4EPgYSpiERsTPp68BA4HpiPbBuBz4QQoyXUlbuUvwfwBnALcAm4FrgHSHEDCnlkoOop3KUsOt2/nPJf3hj3Rt0hDsYnz9+t2VNaXJC3gj+OfUq7pr3DI+5juP/ImvJEW4utA8mJDuYbmTztq2acWFrIKpTRKnRAww2kjdCFEU5vH5iG8toLZNaGWCI8O2xrCklx6cM4B8Tvs19697hiYmX8fjWT8l1pnLpmEsBmF06m9fWvpYQiPKH/VS2VTI8e/hh2xdFUXrOsKxh/Hjaj3lgwQNcMf4KfOz5/KEcOUq9WeQ4CjkmrpP7n7zHAhCQUdzChhkKE8EkIKN4um6v7nVM5Yehj/lp+HNm6fmcYx+AfS/DAXeVpjk5xlHI7PSdszb7zTCrbX6W+Gt4t3UjT9Uv4dHaLxjqyuK7uRO5MGs0RQ71/TwQQggemvQtTvngfu75+B4uzr24t6uk9JASu48Su49jU61Bnr+O/iYAASOMW4+dBCJdw/E8Xb2g/jDtMq6c9wj/89mTHFcwkgsGTNuvHkxOm5OxeWMZmzeW706MzWQZNaOsb1zPku1L+GjrR7y+9nVeXPUi1/33Oq4YdwVXjL+CCfkT+n3weV8DUecAt0gp/3QI3nOelDIPQAhxNUkCUcDZwCzgRCnlB11lPwM2A7cCN3S9Ng64FLhKSvlE12sfASuBX3dtR1H2Ks2VxrfHfnuPZYJGBFfXieXY3GHkCjfV0s/zkQ084Dqmu9xSvZkRZmyojoFER2AgWW5v4e70ZUSF5JRgAT9oH4ZH7ushqCjKwdKE4HS9ZK/lgmYUlxY7No/NGsI/XZ9RFWjh2cpFPDz2m93lFtUsYkxubIYVwzTQNR3DNPiq5itunnszESPC2cPP5paZt+B1JJluW1GUfuNXJ/yKF1a9wPf/832eOuap3c60phxd3GJnO84jbPzQNrJ7eZyexaeec2mRIXQ0UneTH2p/eDUHU1MzmJpazPfypxAwI7zSuIq/1S7itm1zuX3bXI5JLeN682TOLRy31zxYitUJeeVcNvYyfvfJ75h60lQG+dTE8ArdQSgAj83Jj0ee3r08IXsgS87/HS0hP7rQSHW4k21iv9g0GyNyRjAiZwSXjLmEv57xV+Zvm8+jix7lkUWP8NDChxiSOYSrJ1zNj6b8iFRn/+zksK9nJz9wSOaz3MdcUmcD1TuCUF3rtQJvEAuK7VouAjy3S7ko8G/gNCHEnhOAKMo+MkyD57Yt5D9VSwHY3FFPpnDxRnQLQghm2wq6y36k13JupBTYeYBpwMhIGs/Xz+bJhmNYb2tjnrO2h/dCUZS9MaTJCy2reLNtPQCbOxvJsnt5pWYZAjg+e+eT6bkb53Lx6NgT0x2NfU1ojMsfxwdXfMB/v/VfVtWvYu6muT2+H4qiHFopjhT+/LU/s71jO5vbN/d2dZR+JF04SRWHJ3Dp1uxcmjOOD0ddxbKx1/LzouOpDrdx0Rf/YNIHv2Few/rD8r5HsvtPvZ90VzqLGhb1dlWUfiTd6T0kQahkNKExu2w2z37jWWpuquHvZ/2dEl8Jt713GwP+NIA/LvjjYXnfw21fA1FPEOt51FNGASuSvL4SKBWie47UUcBmKWVnknIOYsMAFeWgaULDLnQeWDuHSe/8ihu+epZs4WKA5uMYPb97Gs45ejW50kWp9CKRCGJdJgWCVGnHIXVyTRcagkpb/NdWUZTepiGwC50/1S9k2rp/8uPlL5DtTGGwN4vZWUO6j/X/rPsP+Sn5DEgfgJSyu3u0EAKf04dTd5Kfko+u6Wxp2dKLe6QoyqFyTvk5bLxhI8PShu29sNInBI0gi+oXsbFpI1Ezus/r/XTJC/xx7RyCxr7PtNrbhrmzuaP4OJaPu44nJ13Bts4mvr/42d6uVr+T681lww0b+Oagb+69sNJnLGtaxmqzeb9mRwa4o/Fj/tzyFcH9OD/0pixPFldPvJr3r3ifz6/+nAHpA7jxnRtZ07Cmt6u23/Z1XNBW4BIhxFzgbZLPmvfPQ1ivTGBLktebun5mAB1d5RLqsks5lS1aOSSEEFw6YDqXDphORWcT1YEWRi3YTgST96NVvG9UkSYcvGTfyncjsfhnhJ2d/3YM0dMRVOudVOsBvh1J76W9URRld4QQXJwxioszRlEZbqMu28WU9DIi0mBO/Rrm1q8hu/Jznln+DNdPvR6AiBnB0dVte8cQPV3TqWitYFvrNr4/6fu9uUuKohxCPqfKv9OfbGnfwpXzroR5sVxfb3/rbQZmJE8kvKuvFYzh/zZ/wtR37uJn2mjOcQ+2PHToy3ShcWnJFDb7G/jlmjfxR0N49zAbtJJIHef9z40LbqQuWIcbncf1EznTMWCf1jvNM4Cn2lYxq/JZfiGP57z08n5zrE8tmsrjZz3OxL9NZHntcsqzy3u7SvtlXwNRj3T9LANOSvJ7CRzKQJTo2may1w+knPWXQnwP+B5AQUHBnooqSoISTyYlnkw62I4djdl6AfeEvsKOxvWRYRxr5AHgQCeM0R2ECogo//Ju4lNXPTNDOcwI5fTyniiKsifFDh8DMgqRUmIXOidkDeOXa9/EUb2Un836GScNil0O44NQnZFOHl30KO9vfp8TB5zI8QOO78W9UBRFOXqVeEt4bNZjyDTJbe/dxqwnZjHn23MYlTsqafkdvV6Pzyvn+Lxynt+2kHlLPuMc92ACRFkZbmKKI68nd+GAjfYVArCyvYapGQN6tzKKcpjdP/V+wp89ziPRVVzW8S4Pe2dzqXP3vVd3BJtmu0uY7S7hxY61fNyxjfPSywnIKCs665hBdg/uwYEZkTMCTWgsr1vOhaMu7O3q7Jd9DUTt/dHBodVE8t5MGV0/m3cpV7qHck1JfoeU8m/A3wBGjRqVLJClKHu1I1J+paOcKx3lNJpBUlpj3TpXai18ptdzOYPQEcxz1vJE6kbyDRfXt5czKZzVm1VXFGU/7DjWrxlwDNcMOIbW8kvI9sQaJ0u3L2Xe1nlcP+16dE1n7sa5/HnhnylKLeKOY+9gRsmM3qy6oijKUc1r9zIzbyajR49mZslMTn36VH745g+Zd+W8pOV3nO9/tvQlLiqdyssVXzFSc/NKYCMLI7XMC1UhgLvd05htL+zBPdl/o3YEotpUIEo58k3InkCxbRCn6SV8O/IBP/R/xDmOgXh3k59tx7F+Z+N8LkgZzmsdGxibWshLLatZ6K/io46tiNp3+V352RyfNbQnd2W/uGwuhmYOZUVdsqxGfds+5YiSUm7d279DXK+VxPI/xRsJbJNSduxSbqAQwpOkXBjYcIjrpSjAzidmu8rSXMiuDnrZ0kmxGfta/tG3mm/nzGdsOJ37mifuNQgVxDj0FVYUZb8lO84Bsj3Z3b/L9eZSll4GwF0f3cVpT5/GpIJJPHLmI3sMQoWiod1uX1EURTn0xuSN4dOrPuWHk3+4x3IRM4omBGfPe4gx6cV8wz2E33YsYro9j09yLuR89xBWGbFn3X35PD7Im4Vbt7Oirbq3q6IoPSZF2Hkh9XTucU/bbRBqh4g00BB8o+Y1RjuzuTBjJL/ZPp/p3mIWDP8uF+aPZ0V7DdC3j/UxeWNYXre8t6ux3/rqnJ6vA0VCiON2vCCE8AFndf1u13J24MJdytmAi4A5UspQz1RX6W9aQi28Xfk2K+tW7lfyyh1+u/q//DqUOJvGjuTkedLN6UYRAGd0FnF1x1C+cDZybu4HvODZSpTkk0dGMDnFO5eb7AupJbDf9VIUxWpu1Vy+iNbud/JKgN/Xf8bPV7+R9Hc7nqQVpBZw9vCzAbhg5AXcOP1G5lfMZ+Y/ZvLkkid3e365Ze4tHPvEsXxe+fl+10tRFEU5MAMzBnLJmEuS/i4YDQJg12zcPfZ8vjVgOuMzSvkwVEmm5uIc92AApthz+SJaR1SafTqPjCY0RqYWsFIFopSjjFPoXOceu9vfB2WsbWYXOr/MOoZLUssZ58jl/fbNZNrcnJcey7U0Nb2Mz1u2EjWNPn2sj84ZzcamjXRG+tdEWLsNRAkhlgghzhP7+KkLIYqFEA8JIW7dh7IXCCEuACZ1vfS1rtd2BJ5eBz4DnhZCXCyEOK3rNQH8bsd2pJRLgOeAPwohrhZCnAT8m9hQwv/dl3orR6dlTcu45fNbGP3IaMY+Mna/uzNeUjadStPPyf43WG+27rHs0KiPO1vG8mz9sfy8ZSyZpoOwSB6ICmNyfDSPf+tbOMb1XxZodftVL0VRdoqYEW79/FZObnud4c3P8Hx0436tf3H6KCoCzcz6+A+s7ajda/kROSP4w2l/YO5lc7n/1PvJ9mQTiiZ/HjIhfwIbmjYw/R/Tuffje/v0kzZFUZQjnZSSj7Z8xKr6Vd2veW1O2sIBHvQv5uaUid2vzwltw4WOTWiYu5y7t8kOrop8xF+iKw/o4cfhMNpXqHpEKcoupJTMD1WzOtzY/ZpXs9NqhvhD3QJuzTum+/W361fj1u3YNB1T7rx329JRz6Uf/YUHVv6XjkiwR+ufzJi8MUik5fzVH+ypR9S/gL8DVUKIB4UQ5wshBgshfEIIpxAiXwgxUwjxP0KI94jNcjcMeHUf3veFrn8/6Fr+a9fyrwCklCZwJjC363evAAZwgpSyIm5bVwJPAHcDbwIlwOlSyq/2oR7KUWp67nReOOkF/nH2P2gONjP171N5ZfUr+7x+mTeLv7mPY7atgDnR+K/k7k0OZ3FSsACPTJ6ezYuNu0ITmBc6nTzp5puOj5ijVe3z9hVF2ckmbLx+6uv8v5RTGWvL4vvhj/lpeN97IJU60nhy4uUcnz2Mt2v37+I+s2QmZww7A6/Dm/T3V064kvXXr+fSMZdyx/t3cNOcmyyNHEVRFKVnbW7ZzPnPnc/ln/2dny55gVWt1azvqKVET+VEZ0l3uf8XWMf3XaMt6xrSRENwtlbGOtnKuZE5LDeSpqrtUaN8BdSG2qkPtfd2VRSlz9gabePS7f/hqtq3uaPxY1aFG9kYaaHU4eOk1J2psZ+pXsSPyo61rGuYJrrQOL9sCmtaqznlrbtZ2niosxTtn9G5sfNRf8sTtdtAlJTyD8Bg4A/AacCLwDpiicI7gSpgPnAfUA+cJKU8XUq5bm9vKqUUu/l3/C5lmqSUV0kpM6WUHinlSVLKpUm2FZBS/kRKmS+ldEkpp0kpP9yfD0E5+jh0B+Xp5Vw14SoWf38xM0pmMH/b/H1a973tq7h8wePUmJ18EK0mX3holWHei1YyXz80PZgGSx+vh05ihEzjCsd8XglvOiTbVZSjiRCCkpQSvu4o443UM7jRNoYPjX17Mvx++xau2vYG1cFW3qtfS77LR2skwJy61Xyw+YNDUr9UZyr/Ou9fXD/1eh5c8CDff+P7KhilKIrSC4QQ/GDyD1h17Spm5w4n25nCr8acw1lF4ym3ZXT3fPpn5ypK9VTG2rKQUqJ1DRzRhUax8HKuPoCH7DMZIzKZb9b05i4BMGaXhOWKosSO9e+mjObLkss51l1ElubmzsyZfN07iBGu7O5j/R8NiylzZzLeV9R1rMfCJrqmUeLN4oIB0/jbzKsZnzWAj2p6tyfS4IzBuGwultf2rzxRe5w1T0rZSiwQ9QchRAkwAygEXEAjsAZYeLTlYtIHX9HbVVAOofyUfN697F3aQm27LWNKE1v51QCcMDTMX7dfyDXer7hmzJl4HB5u3fYlTt3Ol9HVzHIX8/vM4xCALz0lYVvCaU2cp5cUJH3PDOC9yHGcOf/PXN38IWmzJnH2gCndv9fyLtj/nT1Aety8mWLlYwllbKO+b31hRf+KyitHLt/1fwPgnudv5RYjiFN3AdC5rNJSzkSiVcfOAxMx+YvewqXzHuHylHLMijp+uPYznEJn6cpXODZ9EA8MOxuBwHls4oh0Y+OTluXdXTc0ofGn0/+Ez+njno/vwWlz8uev/blP5yJQFEU5UmlC45pp53UvB6Nh1n76FD9nMXm2FBbr9fxy8Km4CgcTNqM4tK5bqRR3942qlJKWLxYzYOxsUofuHOajZZ3bk7sCwLj2Gvj0YVanDuHk4d/da3l96FWWZVvbQwll7JNusL7Qz9t7+j58Lkr/kH7LEwCE5t6V8LuOeWusL0jJxeTG/l8bIojBSnsVNzW8Qq5ws1Q28vOiKUQ2VBKWBg6hx8pW13cHoKWUbK+p4NhAKuHgsu5NOzRrG04rvOgQ7WFyuqYzMmckK+r717G4x0DUrrqGxO37GKQj2IpdTriapjFy5MherI1yKAghSHOl7fb3lW2VFKQUYNftOHQH/3vc//LQez/me8NOYNSrt3HzqK9z5dDZbI18zE8aPiSCgVPs8+G1W6l2F2/Muo7TP/0LF815gP+ecQcnFI3e+4r7adWqVZhm8p4Y+/Md39N2+psVcQ0rdawfGdK7glDJVNNJHm7saDjQucUYzRP2bXzXN4YJlU9xY9okLk8dRVORjx+vfZWINHFqB3+cCyG464S7CEaD/OGzP5DmTOOek+456O0ms7tjdH+/30fSsa4ou6OuA4rL5uCfg8/jL9sXUBVu4+6SkxnoygDoDkIZ0sTeFYT6smUbz1Z8QXs0xHFFySYA71n5KflkubO6Z9RS7b1E6jhXAFzo/FXM5DG5hmrZyf+KiQz3xGZF3hGEih3rsSDTV501/L/mFXQYYY71lvZavXcYkzuGORvndC/3h/ZeX501r984Uk7Cyu5JKXlj7Ruc/K+T2doSGwP84ZYPmZk7lB989k/KUrK5cuhsTGliR0cAFdFDNxbfZ3fz1pk/Z0BqDt//6FFCxqFPgLmn7/H+fMeP5OPhSN43BSSSd7QqztffpwI/AJ9odUx3FXJdw3uU2XxcnjoKU0rsmo4QsC3YfMjeXwjB70/5PVeOv5L75t/H4prFh2zbu9rd93h/v9/qeFCORup7f3Qqdvr4TdmpPDjg691BqP+3fTHvNK4FYsPyNnTUc8WXT/E/y15kSEoOj0/4Fnme9F6sdYwQgtG5o7tzx6j23t4dyfum7FmR8PJrbRK/1aZQJmKjWv7dtpo5/s1A7FjfGGriqq2v85PKOQxxZvJYyRnk2ZPnA+1Jo3NHU9NRQ2NnLAl7f2jvHfyjXEU5wgkhuHbqtUgkX3vma5Rnl+N1eBlAOx/XrmPe6T8HYt25/699Bc1mkCH2jENahwxnCn+a9V2+9ubd/HHZf/jphPP2vpKiKPtMIPiuOQypwUW2DxkqfXiwMThq55NgFe8WXAiAJgT/rPqcpkiAoZ6cQ1sHIXjgtAf4z7r/cMPbNzDvO/PUED1FUZResL6lmg+rVnDNqFOT/n6ENxe9qxfUVaueY1WggR8MPJbHJ3wLu6b3ZFX3qjy7nBdXvdjb1VCUPmcj7XwiarlcDtltmXJHFnpXW+zq7W+xJtrM97In8ljpGdiFDn1k1uPy7HIA1jetJ8uT1cu12TeqR5Si7KPrpl7H+1e8zw8n/5A/f+3PjE4v5pzSiWS5YhHzCn8jD7Yu4ndZxwGx7pu7Mg/yRHVqyTjOHjCFe758iWp/78/EoihHoqvNYbwSPZErzSH8xpjESEc2Z3sGk6W7AaiMtnP/1g95YNjZQLLj/OCeHKW70rn3pHuZv20+z6187qC2pSiKohy4f635gIve/j1t0cRUuONTixiTUkDIjJLnSCVsRpnXsJ7Pm7f0fEX3ojStlMZAI52Rzt6uiqL0Oc9pm/muPp92ko84Ge/KZYwzJ3as27yEpcHHHdtY6N+3yW96SmlabHhgRWv/yaSkAlGKsh/yU/I5ZfAppLvSyXH5WNYcO9i3dNTz/c+e4LupYxjlyMaQZveTsh03qgYma4INPFW/5IDf//4ZlxMxDe74/NmD3hdFUZLLw83xsoA0HORobpaH6wHYGmnjuob3uKZoOqNS8q3HuWl0/1xdv5onN358wO9/5fgrmVgwkZvn3EwgEjj4HVIURTnKBaNBgtHgXsvteJgwNL2Qed+4j4G+PO6p+pCwaSR9oOjUbNw35OssOfFnzM4eym/WvcO7dWsSyu2wuGYxt717G7IHe1GU+EqAWL5TRTmSGaZBR7hjr+VMYsffYFJ50ziFUpnC77TlhGXy4xxix/o92bNZVH4Nx6aU8rvaT3ivfXPSso3Bdm745AkagrufCOtQ23GcV7SpQJSiHPEmZw0k3e5h3Os/495lrzMqvYhfZh6TUC5gRtkcaubHFe9w7/b5/GTLW8xt2XBA7zk4LZ9rR5/OM+s/ZnNz8pOfoiiHzkRnHmmakymVT/O7loWMtGdx15CvJZQLRANsat7Ej978Eb+e92t+/MUzvFN9YNPo6prO/afcT1V7FU8tfepgd0FRFOX/s3fXcXLU9+PHX59Z3z13yV1ycSVCgCQQQggSHIp78S9QKL8iLYUWSgsUSimuLS1tobgWd4oFCJAQdz93WZ/P74+9XG4lyV1ynvczj31sZvYzM5/ZvZn5zHs+ssdaXrecGa/NwHWri2cX7byWqaEMqrwN3L/gvwAk21xowG5Y2kbK2p7zB0/nv9Mv44DMYdtN89G6j7jj8zt4ednLndqP3bG1psSG+g09tk0hetrx7x6P/Q92znv1vJ2mNVBU4+cxI9LPWxLWyHGudn6cA/w0cxKvDjuN/T1FCT/f0lLLo0vf55c9WHEgzZmGx+bpV8e59BElxC7y2Bz8+8BL+bJyFaNS8ki2OQl/Hhm606IM/DrEoubNPFb1HcMc6Yx2ZqFalzs0bfttkXfmqr2O5oFFb/GXr/7CfUfED6srhOg6HsPG33OOYJ6vlBG2dJINW9tnFmXgN0N8v2keD337EMPThzM2eyxKKdzeLRxeMGGXt3vQkIPYt3Bf7vryLi6cciGWPtbniBBC9AdZziyOLj6accXj2G/QfjtNr7XG1CYP/fgWz678jCSbi6vSJvB4+bcs91WxpKWSPw+ey9gdjJLltNi2+9mV+13Jvxb+iyveuoJDhh5CiiNll/arM4pSW2tK1G8kz5bX7dsTojccOuhQsrOzmTZoGqybv8O0Go2J5m/GSl5WG0jCys/MMfxdr2ClbmAZddympjKJnB2ux2lYE/YRNSGjmKv3Opo7FrzK2SNmcnDBbu1ahyilKE4tHpg1opRSQ5VSv1JKPaSUeiLm9bfuzKQQfdn07OFkOJKwGVZ+9FfyqTdS9flz32au3fw+I50ZXJ93AJNcuXzatIHzsqcAu95n1KCkTM4YMZO/fvdXqlqqumw/hBDbt58znwyLE5uysLBxC5/Urgbgf7VruOqdqxiVOYrfzPoNk/Mn8/G6jzl/+IHArvcZpZTiuhnXsapmVY8+ORdCiIEk05nJryf9mhsOvKGtM99EypvKCZthlFLkuNP434m3k+/J4O3jbuL12mV8WL+GQ1OHcULGGM5b/RKl/l1rcmM1rDx29GOUNpby6w9+vau71SmFyYUoVL+6QRWisy4fezm3zL6FI0ccud00FXgJY6JQZOPkzdCh5OHi+fBs3lSb+ESXcbDK5xhVzKX6c0pDO2/mtz03TvkJJck5XPbZ33qsm4Wi1KJ+1UdUh2pEKaWOA54nEriqAGJ77esb3cUL0ctCmGwONQJwsGswS4xGHqr8lpA2KQs2MSu5mP2SBwF0qOrn9lwz8VieXP4xD33zEL+d9dsuybsQomNC2mSTrw6AQzJHsixnDPfNu4+QGaK0sZTZQ2YzLTsNiDTz2FXHjz6eERkjuPPzOzlxzIkygp4QQnSTV5a9wjur3+E/J/4HG/Dm+vlMzRnGK2vm8VL1En6c+DNSrU58Zojvm0ux70Yt1X0K9+Hn+/2ce+bdw6FDD+W40cd13Y4k4LA6yE3KjTTZ6R+DaQnRLd5Um/hIlfKYuT8ODN5XW5ikM3hTbeI1YwNfq+NIUXZ8OsxCarCrXT/O3VYHDx9wIXPfuo2fv/1zHjvmsS7ck8SKUopYULag27fTVTraNO8PwMfAmVrryu7LjhC9pznQzOLKxVS3VHPosEOxGp1vuTrZkctkR27b9M9z9mNW0mDOWf8KDWE/72WfBURqQ+1OIGpsRhF3HHIHc0rm7PI6hNgThbTJqkAtqwK1TESRiaPT65iSMogpKYPapn8x/RfMHjKb0148jXpfPZ+e9ynUfYmpzd0KRFkMC3ceeie+kA+NRiGBKCGE6A6XTL2E1bWrmfHEDA7MKWRjUxWTskv42ceP8ujQY0m1OgFY46thqbcSf+sAFbvqj4f8kaZAExPzJnZF9nfqzkPujPQVtesVPITo936qR7BONXGE5V1mmDlsUS2M1+lca/mWe8P7kWKxA7CORpZTT0Dv3nF+6KC9uG2f05k44vguyP3OnTPxHA4cfGCPbKsrdPROeyhwtQShxEB28X8v5ukfI53KnTHhDP51wr926yYSIje9JppRjkzGOLNZE6hjJHm7FYTa6rr9r9vtdQixp3mxYRnnbXkDgBJrEv8NHUIurt1aZ8gMYWqT0VmjGZc9jtU1qxlm7F5tqK2OH338bq9DCCHEzt156J18tPYjlqx/hnPGzObDjQs5afgMjnCNbEtz4ZpXODp9FAWOFLTWu1xT1WF18Pixj3dV1nfq7IlnA7Bo0aIe26YQfdHN5mT+p8pZST2nhUv41CjnOLOIw3RhW5rL9BccqQaRb03areMc4JeTjsMo2H5zwa504OADB2QgahlSmVMMIAuqF3D7gtvZe9XePHn8kwBcNvUyThpzEj+U/cAtn95Csj2Zh496eLdOPlZlUB5sZpwrm5vzD+qi3AshOiKsw1z46YXUfFjDip+tAOAAdxGP5x+B27Bx8aY3Ocn6Ea+G5pCxCzWjtrIaVsqaypiQM4E/HPyHyLZXP9kl+yCEEKLnzC6ZzayUegDWNVRQ7q1v++z6De/iUFZ+XTirt7InhOgCM3UuM3WkI/INuplK5Wv77CZzPk4sXKP26q3s7TE6Goi6DrhHKTVPa72mOzMkRE/w2Dyk2dMYmbHtKdf+xfsDcMKYEwiaQW7/7HYWVSzi0qmXcuLYE3G2VsvurCNSh3NYylAAwtqUoSqF6CEWZSHJlsSYgjG0BFuwAoW2ZM5MGw+AK9zI6ZZPONj6NueawznDHLrLtaOOGnkUc4fPBSC8m002hBBC9D631cFLq7/EmlRNSJt82biR50aeBkDIDGNprfWqWwefqQ208Fn1aupDXs4q2rfX8i2E6Dg3Fv5rbMSOQdiEeVTyL3UQEGnZYmntFmFrzajakJfPmzfSEPZzRsauj44sdhCIUkp9GjMrE1iqlFoJ1MR8prXW8nhA9BvDU4bzyAGPMH78+ISf33rwrRQkF3DvvHs56+WzuOnjm3ju5OeYkj9ll7a3tbBi6YKmOkKIjrt/xv1tx3nsmCUH6jyeD8/mTuNHbrUs5G5jMbeF9+YsPXSX+mOytHZeazEsSChKCCH6t0OLJ/HSkb/ivg/+yVFpozg7ayI5Ng8BM4yjXWflXzdsZG19E2+WL6Im0MKypnKmphUzlkE7WLsQoi84SOfzz9BMHjdWMFcVcRpDyVZOAjqMs9192ze+UtYE63nbv57asJdlvmr2duczyiGNxnbVju6KTSDc7rUc+AKojJkfbk0rxIChlOJn+/6M5T9bzptnvIk/7Gf636Zz95d399gQnEKI7jdD5/BKeA5fBY9iX53F/7N+zf9ZvqSUlt7OmhBCiF42PnMwD5Ycw5HpIxnpyqIlHGwbMe/bho08sPFzHt/8FQBnFe3L8KRsrhg6i9HJeb2ZbSFEJ4whjbvNfTlcDWKESqVFh9pGzJvvK+Ohuu/4a/1CAM7MmMAwRwaXZ+/DKGdWb2a739tuIEprfZDWenZHXz2ZaSF6iqEMjhhxBD9c8gOHDTuMq9+9mqK/FHH9+9fTFPTtfAXbETDDvFW7ogtzKoTYHcNJ4bnwQfw6vBcvqw1Mtr7GhZbPWR6IrQDcOe9uWURzyN9FuRRCCNFbTK25ceP7vFu3Cq01CxpL+cuGTzk5dyJnFO3D0sZyqvxN/GzoQa3p5Tm9EP2NqTW36O/5QG9Ba81CfwX31H7LScmjOC1lDMt8VVSFWrg8e2pberFrOtROSCl1jlIqYb0zpVSGUuqcrs2WEH1LpjuT1057jY/O/YhZQ2Zx5xd3ctDbt7KpedduUu8v+4oTVvyHrxo3dnFOhRC7yoLBL8xxzAsdxUXmSD5Upcze8iwfetfv0voW123myA/v4o5F/+3inAohhOhphlLcUjSHw9KGo5TigsJ9+eWQ2Vy14jUu+eFpPq9ezU2jj8JmWDC12SUjpwohepahFDeqScxRBSilOC91L65L34+rKz/k8vJ3+bx5I7/NOxCbsmBq3SUjoe+pOnqG/DswbDuflbR+LsSAppTioCEH8eIpL/Lf0//LqsYKZrz5OxbXber0ui7J3YdCWzK/WP8WYXliJkSfUkIyvzen8GnoCIqsyZxQ9ir/blzS6fWMSyvkjCHT+fOSt1hds7obciqEEKInJVnsQKSzcoCLC6fxx+FH8mrpQqoCTYxKzpUglBD9XJKyAZHOygEuTJvIbVmzeL1pFdWhFkY6MyUI1QU6epbc0bfsAUJdkBch+o0jRhzBp0fcQFCHueyrJ9tGTOmoJIud2wcfxnfNpfxx6VvdlEshxO4YhIf3Ck5mf2ch/6/6I8pCzZ1exx+nnILNsHLuK+cSCAe6IZdCCCE6K2Tu3q2LtbWfqDJ/I5/XreW0wqlcMHgGLaGABKGE6CNMbe5WE1lr67FcFmrmc+9mTkkezfmZk2kxgxKE6gJqezfQSqlJwNYhwv4K3AqsjUnmAk4D0rXWiYcf6+PGjRunn3322d7OhuhjDMNg7NixO0338DcPc9mbl/HGGW9w5IgjO7UNrTXnvHIOH6/+mBcPeRG31UUk5qtj3kkwr/1nvaH78jNhwoT5WuupXbKyVnKciyhag1IQ8JPx+B+jPrKlWKKmk2eOYI2/homLHuH87MncW3wEzqN/36nNPbPoGc55+Rz+OvOvTMnatZE3B6LuONaF2B65Doj27l98Py+sfYHb9r2NSw6+ZLfW9fj8xzlhzAlkuSMdF2+vRtSSJUswzX5WC37r9TL2vQtIeU90t4XVCzjv0/M5d/hZ3PxpQ9Rn1iRLXPrkaUOiph0HbPvzfHzJ+5xQsi85Q84HOnKc95V7tt63vWPduoNljgNuav2/Bm7YTrpq4ILdy54QfUtHCwoXTLmAu768i19/8GvmDp/bqadgSikePfpR5i+cj9vqbv9JzHuieb19Qutr+RGiE7YWou2ODiUf6sjg/OzJPFH5PT/P3Y+dh6ijnTb+NLJasshzyyhKQgjRF0zKnMSHWz7k2q+u5aC9DmJU1qhdXtdFe18ERB4wKqW2Wxbsd0Eo2Ha9jH0Xoh9Ic6RzYN6BPL7iCUa59uZ0b8kur+uisYcAnTnO5R5pZ3Z013wPkf6fhhL5Bn/SOt3+VQDkaK1f695sCtE32S12bjnoFhaUL+C5xc91enm3zU26I70bciaE6Eq/yj8AmzL4/ZZPd2l5CUIJIUTfMTNvJg/OeBCbYeO4Z46j3le/2+tUEqQRok8pTirmT/v9iek507k+5Tu+sVXt9jrlOO862w1Eaa3rtdbrtdbriASd3mydbv8q053tHEeIAeb0CaczIWcCv/noNwTDwd7OjhCiG+TbkrksZ1+erVnEwvKFvZ0dIYQQu6nAU8Cf9/szq2tXM+efc9hY37UjGe9O3zRCiK5hNaz8ab8/URh289P0z/nEXtal65fjfNd1qB1Ra9ApoJSarZT6tVLqwdb32d2dQSH6OkMZ3HrwrayqWcXff5ABJIUYqK7Om06KxcGNH97Y21kRQgjRAQ2BBuoD26/tNDV7Ki+d8hIrqlew92N78+7qd7tku2VNZUx6ZBLvrX6vS9YnhNg+rTWbmzdv9/NUeyr/qT2Q/LCbs9I/437PMoLsfgDJ1CanPH8KN398swSkdkGHAlFKqQyl1AfAB8AtwCmt7+8rpT5QSmV0Yx6F6POOHnk00wdN55ZPbsEb9PZ2doQQ3SDd6uIXudN5fcXrfLnxy97OjhBCiJ3Y2LyRdza9s8M0x4w6hq8v+ppMdyaH//twZj85m3dXv7tbtdy3jpJ6xFNH8Pry13d5PUKIjnl82eM7/Lw47OG1mtkc5RvEH5MXMd39Jv+0rqKBXR/ROGyGSXYk87tPfseVb13Z6VHU93Qd7Vn5PmAf4CzApbXOJjJi3jnAVODe7smeED1vV4ZYV0px25zb2Ny4mYe/fbgbciWE6Eq7cpwDXJazLzmeHH794a+lwCGEEH3cyNSRTM+ZvtN0o7NGM//i+fzl8L+wvGo5h//7cDLvzOQnz/6EFdUrOr3d4tRiPjv/M6bkT+Hk50/m43Uf70LuhRAdoZTinBHn7DSdW1t5uH4/nqzdn2zt4FrnfEZ7XuFo1/u8adnU6e3aLDaeOPYJrpl+DQ9+8yC//ei3u5L9PVZHA1HHANdrrZ/WWgcBtNZBrfVTwI3Asd2VQSF62kkfnMTL617u9HIHDTmIw4Ydxm3/u61LOr0UQnSfu3+8m19+/UvCdC6YlGSxc+PMG/l43ce8t0aaXAghRF9mM2wUJRV1KK3b5uaqaVex5udrePGUFzljwhl8sv4T9n9if+Ztmtfpbac4UnjrzLcYljGMY/5zDCvrV3Z6HUKIjhmaMrRD6RSKQ/z5vOk9hP+2zOHK4BjqVZDzXJ/zYNW3nd6uUoo7D72TCyZfwB/+9weeWf1Mp9exp+poICoMbO/subz18w5RSg1SSt2vlPpSKdWilNJKqSExaYa0zk/0SotJ61RK/UkpVaqU8rau98CO5keI9rTWFHuK+d13v9ulqtS3z7mdam81d3x+RzfkTgjRVYamDOXNjW/y2+Qf0J0MRl2898WUpJVw3XvXSZ8AQggxwDitTn4y5ic8cvQjzLtwHimOFA7+58G7VKsp053Ju2e9yyV7X8Igz6Cuz6wQYpcoFPuYWfwqMIH3Wg7jqNAgri37gN+X/6/z61KKR49+lGtnXMuM3BndkNuBqaOBqFeBU7fz2WnAK53Y5nAifUzVAjv7pW8Hpse8GmPS/A24CPgtcDRQCryjlJrUiTwJAbRGtfe7kzFpYzjlhVM6XeiYkj+FMyecyV+++gubGjpfxVMI0TNOGXoK5408j394VnNX0pJOBaMcVge3zbmNBeULeGrhU92YSyGEEL1peMZwvjj/CwqSC7jirSt2qUl2YUohdx12Fy6rqxtyKITYXU4sPO6bzump47ij8kvW+Gs7vQ6LYeHOQ++kOKm4G3I4MHU0EPU6cIhS6g2l1E+VUke0vr8JzAFeU0odvPW1k3V9qrXO1VofCTy/k7RrtNZfxbzaal8ppSYCZwD/T2v9uNb6AyJBrg1EOlMXotPcVjcP7v8gJWklzP33XFbVrOrU8rcefCtjs8dS0VzRTTkUQnSFq8ZfxWktQ7gnaSlPudZ2atlTxp3CYcMO2+W+poQQQvQPuUm53DzrZkZnjabB39Db2RFCdAMLBn/IO4iprnxqwr7ezs4ewdrBdC+0vhcBRyT4/MXWdwVowLK9FWndpe0YjgWCwLPt1h9SSj0D/Eop5dBa+7twe2IPkeHI4P1z3mfE/SO44cMbePakZ3e+UKvBaYP59qJvUUp1Yw6FELvLUAZ/atibddYm/pS0mON9RaRv//IVt+zbZ74tx7kQQuwBztzrTM7c68zezoYQohvl25L4eNjZvZ2NPUZHa0TN3snr4NbX1v93lduVUiGlVL1S6jWl1ISYz8cBa7XWLTHzFwN2Is0AhdglBckFXDP9Gp5b/Bxfb/66U8vKzakQ/YOB4sbGvaiy+HnU07mRkeQ4F0IIIYQQovM6VCNKa/1Jd2ckhh94FHgXqARGA78GvlBK7au1XtqaLoNIX1Oxatp9HkcpdTFwMUB+fn4XZlsMNNfMuIZH5j/CmS+dydM/eZp9Cvfp7SwJIbrY5GAGR3sH8ZBnOYUBD2eFh6KQIJMQQgghhBDdoaM1ogBQSmUppY5WSp2rlMponedUSnVqPTujtS7VWv+f1volrfX/tNaPAwcSafZ3Q/sstc6Ly+pO1v+Y1nqq1npqenp612VcDDjJjmReOPkFfCEf0/82nd99/DsZJUuIAegPjZPYO5DJ1Y5vOdPxP2qQVt1CCCGEEEJ0hw4FkFTEn4BNwGvAE8CQ1o9fJTo41C201huBz4D2VVJqSFzrKb3d50LslpmDZ/LjpT9y+oTTufmTm7nwtQsJm+GdLyiE6DeyTSfP1B7IbYHJ/M8o53jnh5Tj7e1sCSGEEEIIMeB0tCbT9cDPiIxEtx/RNY5eB47u4nxtT2wNqMVAiVLKHZNuLBAAOjfcmRDbkeZM45/H/5ObZt3E33/4O6e9eBrBcLC3syWE6EIGigtDI/mP/0A2qBaOcX7Ien9db2dLCCGEEEKIAaWjgagLgVu01rcB38V8tgoY1qW5SkApVQzsD8xrN/s1wAac3C6dFTgVeFdGzBNdSSnFzQfdzJ2H3MkLS17g3wv/3dtZEkJ0gwPMXF70H0SV8vHLTe/3dnaEEEIIIYQYUDrUWTlQCHy1nc8CgKczG1VKndT6371b349QSlUClVrrT5RSfyYSJPuSSGflo4jUyjKB27auR2v9g1LqWeAepZQNWAtcCpQAMsaq6BbXzLiGv//wdx7+9mHOm3xeb2dHCNEN9jYzOTc0nEfqlrM50EChPaW3sySEEEIIIcSA0NEaUZuB8dv5bCKRAFBnPN/6+r/W6Ydap3/XOr0YOIDIyHnvATcDnwP7aa2Xx6zrPODvwB+AN4AiYK7WOrbmlhBdQinFpVMv5Zst3zB/y/zezo4QopucExpGGM0/qn7o7awIIYQQQggxYHS0RtTzwG+VUt+xrWaUVkqNBK4GHuvMRrXWOxvV7gkiHaJ3ZF1e4BetLyF6xDkTz8FhdTAqa1RvZ0UI0U1KdBKPDD6ag5KH9HZWhBBCCCGEGDA6Goi6GZgBfAqsb533PJHaR18Af+zynAnRyxYtWoRhGIwdOzbus1RnKge4DmDdinU9nzEhxO7RGpQCram5/CYI+Ml68g4AnMWpUUkPmHQdQaudVe2WYdGi3si1EEKIbrCj8h7AkiVLME2zh3MlhNhtseU9v5/ke28HIHV6XlTSdRPPocJij1qGyq11ZzRtY6ZVShmwq3QoEKW19iqlDgLOAA4n0kF5NfB74Cmtdai7MihEb9pRwUMKJUL0U0pFv9sd202qrfbEywghhBgwpLwnxAAUW3Zz7KC8Z9lReU/FvIuu0NEaUWitw8C/Wl9CCCGEEEIIIYQQQnRKhwJRSiknMBXIJ1I3rRSYr7X2dWPehBBCCCGEEEIIIcQAssNAlFLKAdwJXAQ42FYfTQM+pdTDwK+11oFuzaUQQgghhBBCCCGE6Pe2G4hSSingv8DBwKvAm8AGIsGoIuBo4P8BY4Ejuz2nQgghhBBCCNGF1jeuJ8+dt/OEQoh+qz5QjzfkJbm3MyLaGDv47CRgNnCS1vonWuu/aq3f1Vq/0/r/44GTgcOUUj/picwKIYQQQgghRFf4ruo7jn73aD4r+6y3syKE6CYhM8RR7xzFw0sf7u2siHZ2FIg6HXhOa/3y9hJorV8CngfO7OqMCSGEEEIIIUR3mZAxgSxnFr///vd8sOaD3s6OEKIbWA0rs/Jn8er6V3kwbRkmurezJNhxIGoy8EYH1vFfYErXZEcIIYQQQgghup/NsPH4zMdJtady6L8O5fr3r6cp0NTb2RJCdLHrJ17PoYWH8qfMxZyb/xlrg/W9naU93o4CUdlE+oTamQ1ATtdkRwghhBBCCCF6xvCU4fzn4P/w00k/5Y+f/5GR94/k6R+f7u1sCSG6UJItiTv3vZM/VE5mvrOavTf9ixtrPsNnhno7a3usHQWi3IC/A+sIAM6uyY4QQgghhBBC9By31c0Txz3B5+d/TqY7kzNfOpMN9R15Hi+E6C+UUpzVMJSPNhzOiUkjuKd+Pv9qWtLb2dpj7SgQBVColBq6oxcwqCcyKoQQQgghhBDdZUbRDO469C4ANtZv7OXcCCG6Q27YxWNZh2HDYFOosbezs8ey7uTzFzqwDgXS45cQQgghhBCif8tPzgegtKm0l3MihOguSilyLW7Kws29nZU91o4CUef1WC6EEEIIIYQQopflJeUBUNZU1ss5EUJ0p1yLh/JwS29nY4+13UCU1vrJnsyIEEIIIYQQQvSmTFcmFmWRQJQQA1yu1c1GaZrXa3bWR5QQQgghhBBC7BEshoUcT44EooQY4HKkRlSvkkCUEEIIIYQQQrTKT86XPqKEGODyLG4qwy2EtNnbWdkjSSBKCCGEEEIIIVrlJeVJjSghBrhciwcNVIW9vZ2VPZIEooQQQgghhBCiVZ5HAlFCDHS5FjcA5TJyXq+QQJQQQgghhBBCtMpLyqO8qRxTmuwIMWDlWjwA0k9UL5FAlBBCCCGEEEK0yk/OJ6zDVLdU93ZWhBDdJK8tECU1onqDtbczILrWQw89xMMPP8z333+P1So/b1dbsmQJpilPx4QYELQGpUBrss6fBYB14uWAHOtCiL7vlVde4Te/+U3Czx577DGmT5++03V88803nH/++R1Ov6fID+Zz5bgrWbF8Ban21N7OjhCiK2hN4TVzALDudSlDQz4ufdlJRt5BvZuvPZREKoToBLkxFWIAUSr6vR051oUQ/cWf//xncnNzo+YNGzasl3IzMIxKHcWo1FG9nQ0hRFdSCvS2SafVyWVjLuu9/OzhJBAl+pxAIIDdbu/tbAghhBBC9HmjR4+muLi4x7cbDofRWvdIDfxgMIjVakUleHAghBCi/5E+oga4t956iwsuuIADDzyQfffdl5NPPplXX301Lt2ECRO47777eOqpp5g7dy777bcfP/3pT1m1alVUusMPP5wbbrgh4fIPPfRQ2/SGDRu4/vrrmTt3LlOnTmXu3Ln8/ve/p76+Pmq5G264gTlz5vDDDz9w1llnMXXqVO6++24uv/xyTjnllLjtbNq0ib322ovnnntuV78SIYQQQogBz+v1cvfddzN37lwmT57M3LlzeeyxxxLW+GxqauKGG25gxowZTJs2jV/+8pfU1dVFpdlaVvzrX//K3LlzmTJlCitXruSVV15hwoQJbN68OSr9Qw89xIQJE6LmPf3005x55pnsv//+zJgxgzPPPJNPP/00Ks3mzZuZMGECzzzzDHfffTcHH3wwe++9N0uWLGHChAl8+OGHcfnfWp4Mh8O7+G0JIYToSVIjaoDbtGkThx56KBdccAFKKebPn8/NN9+M3++PC/S88cYbDBkyhF/+8pcEg0HuvvturrzySl577bVOP+2qqKggNzeX6667jpSUFDZt2sRf//pXLrvsMp566qmotE1NTVx33XWce+65/PznP8fhcFBXV8fll1/Ojz/+GFWIeeGFF3C5XBx11FG7/qUIIYQQQgwQ4XCYUCjUNq2UQmvN//3f/7F69WouueQSRowYwcKFC3n00Uepr6/n2muvjVrHHXfcwbRp07jzzjtZv3499913H5WVlTzxxBNR6V599VUGDRrE1VdfjcvlIjs7m+XLl3c4r1u2bOHEE0+koKCAcDjMxx9/zOWXX85DDz3EzJkzo9I+/vjjjBs3jptuuolwOMywYcMYP348zz//PAcffHBbuoaGBt59913OO+88LBZLZ746IYQQvUQCUQPcRRdd1PZ/0zTZZ599qKqq4tlnn40LRFmtVh544AFsNlvbvKuvvppFixYxadKkTm136tSpTJ06tW160qRJFBcXc+6557J06VLGjBnT9llLSwu33357VKHCNE0GDRrE888/3xaICgaDvPLKKxx11FF4PJ5O5UcIIYQQYiA69thjo6YnT57MySefzHfffcff//73tvLYtGnTAHj44Yc5//zzyczMbFtm+PDh/OEPfwDggAMOIDU1leuvv56vvvqqbTkArTWPPvooTqdzl/J6zTXXtP3fNE32228/1q9fz3PPPRcXiMrMzOTee++Nao536qmnctNNN7FlyxYKCgoAeP311wkGg/zkJz/ZpTwJIYToeT3aNE8pdZJS6kWl1HqllFcptVwpdbtSKjkmXbpS6q9KqSqlVLNS6n2l1IQE63Mqpf6klCptXd+XSqkDe26P+r7169dz3XXXMWfOHCZPnszkyZN58cUXWbduXVza6dOnRwWhRowYAUBpaWmntxsMBnn88cc55phjmDp1KpMnT+bcc88FiNu21Wpl1qxZUfMMw+Dkk0/m7bffprGxEYAPP/yQ6upqTj755E7nRwghhBBiILrnnnt45pln2l6/+93v+OyzzygoKGDSpEmEQqG214wZMwiFQixcuDBqHYcffnjctGEYLFiwIGr+/vvvv8tBKIDFixdz+eWXM2vWLCZNmsTkyZP58ssvE5ZLZ8+eHdcn1BFHHEFycjIvvPBC27znn3+emTNnkpeXt8v5EkII0bN6ukbUNcAG4NfAJmAycDMwWyk1Q2ttqsgV5zWgBLgCqAWuBz5SSk3SWm9qt76/AUcB1wJrgMuBd5RS07XWP/TMLvVdLS0tXHzxxTidTq666iqKioqw2Ww8++yzvPzyy3HpU1JSoqa3dhju9/s7ve177rmHp59+mv/7v/9j0qRJeDweysvLueqqq+LWl5GRkbAq9U9+8hMeeughXn/9dc4444y22lHta1MJIYQQQuzJRowYEddZeU1NDVu2bGHy5MkJl4nt/6l97SgAm81GSkoKFRUVUfOzs7N3OZ9lZWVcdNFFDB06lOuvv578/HysViv3338/a9eujUufaFsOh4Pjjz+el19+mcsuu4wFCxawevVqrr766l3OlxBCiJ7X04GoY7TWle2mP1FK1QBPAgcBHwLHAgcAB2utPwJQSn0JrAWuA65snTcROAM4X2v999Z5nwCLgVta17NH++GHH9iyZQtPPvkkU6ZMaZu/Ox052u12gsFg1LzYDsgB3n77bY499lguueSStnktLS2d2lZaWhqHHXYYzz//PPvvvz9ff/01v/vd73Yt40IIIYQQe4i0tDQKCwv585//nPDzrc3atqquro6aDgaDNDQ0kJOTs9NtORyOtmXaiw12ffbZZzQ2NnLXXXdF1V7y+XwJ17u9EfJOPfVU/vnPf/LRRx/xwQcfUFhYyP7777/TfAohhOg7erRpXkwQaqtvWt8LW9+PBbZsDUK1LlcPvA4c1265Y4Eg8Gy7dCHgGeBwpZSjC7PeL229sLfvaLy+vp6PPvpoe4vsVEFBQdxIep988klcOq/XG9fB+SuvvNLp7Z166qmsWrWKm266iaSkJObOndvpdQghhBBC7En2339/ysvLcblcjBs3Lu6Vnp4elf6dd96JmzZNk4kTJ+50W/n5+QBR5cNQKMSXX34ZlS5RuXTdunX88MMPndq3oqIiZsyYwT/+8Q/ee+89TjzxRAxDBgIXQoj+pC90Vr61c6Clre/jgEUJ0i0GzlFKJWmtm1rTrdVax1azWQzYgeGt/98jKaWYNGkSSUlJ3HrrrVx++eW0tLTw2GOPkZaW1tbvUmfNnTuX3/72t9xxxx3MmjWL5cuX8+qrr8alO+CAA3jttdfaqou///77nS5oAEycOJExY8Ywf/58zjjjDFwu1y7lWwghhBBiT3HUUUfxyiuvcNFFF3HOOecwatQogsEgGzdu5OOPP+bee++NKlOtWrWKG2+8kSOOOIJ169Zx//33M3Xq1KiOyrdn/PjxFBUV8ec//xnTNLHb7TzzzDMEAoGodNOmTcNqtXLDDTdw7rnnUllZyUMPPUReXh5a607t36mnnsqVV16J1WrlhBNO6NSyQgghel+vBqKUUoVEmtG9r7X+tnV2BrAuQfKa1vd0oKk1Xe0O0mXsYLsXAxfDtqc4A4XP58NisWCxWMjIyOCee+7hrrvu4he/+AXZ2dmcddZZ1NfX8/DDD+/S+o877jjKysp4+eWXeeGFF5gyZQr33nsvRx55ZFS666+/Hq019913HwAzZ87kzjvv5PTTT+/0Ng877DCWLl0qnZQLIYQQQnSAzWbj0Ucf5W9/+xsvvPACmzdvxuVyUVRUxIEHHhg1OA3Ar371Kz766COuvfZawuEws2bN4vrrr+/QtqxWK/fddx+33norN954I6mpqZx11lnstddeUeXN4cOHc/vtt/Pggw9yxRVXUFRUxFVXXcVnn33Gt99+u4MtxDvwwANxuVwccMABZGVldWpZIYQQvU919glEl21YqSTgY6AA2HdrJ+RKqZXAt1rr02PSXwQ8BhRrrTcqpd4DkrTW02PSHQq8Cxyotf7fzvIxbtw4/eyzz+4sWb9x1VVXsWLFCt58883ezkqXOfvsszEMgyeffLJXtj9+/Pi2/y9alKiynuhKEyZMmK+1ntqV6xxox7noeqPDkSbG1omXA3Ks94TuONaF2B65DgwsX3zxBZdccgmPP/54h2ptdYSU93qWlPdEbxhtRsID1r0uBeRY7wnbO9Z7pUaUUspJZGS8ocCsmJHwakhcm2lrY/badumKd5CuJsFnA9bixYuZP38+n376Keecc05vZ2e3BQIBlixZwldffcUPP/zQVrNKCCGEEELsmTZu3MjGjRv505/+xJgxY7osCCWEEKJn9XggSillA14E9gUO0Vr/GJNkMXBYgkXHAhta+4famu4EpZQ7pp+osUAAWBW7goHs6quvRmvNWWedxeWXX97b2dltlZWVnH322SQnJ3PRRRcxe/bs3s6SEEIIIYToRY888ghvvPEGI0eO5Lbbbuvt7AghhNhFPRqIUkoZwFPAHOAorfVXCZK9BpynlJqltf6kdbkU4Bjg6Zh0vwNOBp5sTWcFTgXe1Vr7u21H+qC33367t7PQpQoLC/nxx9gYpRBCCCGE2FPdeuut3Hrrrb2dDSGEELupp2tEPUgkcHQr0KyUal+fdlNrE73XgC+BfyulriXSFO96QAF3bk2stf5BKfUscE9rLau1wKVACXBmT+yMEEIIIYQQQgghhOg4o4e3d0Tr+w1Egk3tXxcCaK1N4GjgPeAh4GUgDMzWWm+MWd95wN+BPwBvAEXAXK31d927G0IIIYQQQgghhBCis3q0RpTWekgH09UA57e+dpTOC/yi9SWEEEIIIYQQQggh+rCerhElhBBCCCGEEEIIIfZQEogSQgghhBBCCCGEED2ipzsrF6LfWbRoUW9nQQjRHbQGpUBrlllmRableBdCiD2SlPeEGOC0ZpkxU8p7fYTUiBJCCLFnUirxuxBCCCGEGFikvNenSCBKCCGEEEIIIYQQQvQICUQJIYQQQgghhBBCiB4hgSghhBBCCCGEEEII0SMkECWEEEIIIYQQQggheoQEooQQQgghhBBCCCFEj5BAlBBCCCGEEEIIIYToERKIEkIIIYQQQgghhBA9QgJRQgghhBBCCCGEEKJHSCBKCCGEEEIIIYQQQvQICUQJIYQQQgghhBBCiB4hgSghhBBCCCGEEEII0SMkECWEEEIIIYQQQggheoQEooQQQgghhBBCCCFEj5BAlBBCCCGEEEIIIYToERKIEkIIIYQQQgghhBA9QgJRQgghhBBCCCGEEKJHSCBKCCGEEEIIIYQQQvQICUQJIYQQQgghhBBCiB4hgSghhBBCCCGEEEII0SMkECWEEEIIIYQQQggheoQEooQQQgghhBBCCCFEj5BAlBBCCCGEEEIIIYToERKIEkIIIYQQQgghhBA9okcDUUqpk5RSLyql1iulvEqp5Uqp25VSye3SDFFK6e280mLW51RK/UkpVdq6vi+VUgf25D4JIYQQQgghhBBCiI6x9vD2rgE2AL8GNgGTgZuB2UqpGVprs13a24HXYpZvjJn+G3AUcC2wBrgceEcpNV1r/UOX514IIYQQQgghhBBC7LKeDkQdo7WubDf9iVKqBngSOAj4sN1na7TWX21vRUqpicAZwPla67+3zvsEWAzcAhzbxXkXQgghhBBCCCGEELuhR5vmxQShtvqm9b2wk6s7FggCz7Zbfwh4BjhcKeXYpUwKIYQQQgghhBBCiG7RFzorn9X6vjRm/u1KqZBSql4p9ZpSakLM5+OAtVrrlpj5iwE7MLwb8iqEEEIIIYQQQgghdpHSWvfexpUqBL4HFmitD22dlw/cBLwLVAKjifQplQXsq7Ve2pruXSBFaz0tZp2HAO8BB2qt/7ed7V4MXNw6OQpY3sW7JoTYdYO11tlduUKlVCWwvivXKYTYbV1+rAuxPXIdEKLPkfKeEHuGhMd6rwWilFJJwMdAAZEA06YdpC0iUtPpNa31Wa3z3gOStNbTY9IeSiSItd1AlBBCCCGEEEIIIYToeb3SNE8p5SQyIt5Q4PAdBaEAtNYbgc+AfdrNrgEyEiRPb/e5EEIIIYQQQgghhOgjejwQpZSyAS8C+wJHaq1/7OiiQPvqW4uBEqWUOybdWCAArNrdvAohhBBCCCGEEEKIrtOjgSillAE8BcwBjtNaf9XB5YqB/YF57Wa/BtiAk9ulswKnAu9qrf1dlW8hhBBCCCGEEEIIsfusPby9B4kEjm4FmpVS7Tsa36S13qSU+jORANmXRDorHwVcD5jAbVsTa61/UEo9C9zTWstqLXApUAKc2RM7I4QQQgghhBBCCCE6rkc7K1dKrQMGb+fj32mtb1ZKnU8koDQcSAaqgA9bP48a3U4p5SIS1DoDSAMWAL/UWn/cHfkXQgghhBBCCCGEELuu10bNE0IIIYQQQgghhBB7ll4ZNU8IIYQQQgghhBBC7HkkECWEEEIIIYQQQggheoQEooQQQgghhBBCCCFEj5BAlBBCCCGEEEIIIYToERKIEkIIIYQQQgghhBA9QgJRQgghhBBCCCGEEKJHSCBKCCGEEEIIIYQQQvSIfh+IUkoVKaVeUErVK6UalFIvKaWKeztfQgghhBBCCCGEECKa0lr3dh52mVLKDSwA/MCNgAb+ALiBvbTWzb2YPSGEEEIIIYQQQgjRjrW3M7CbLgKGAqO01qsAlFILgZXAJcDdvZg3IYQQQgghhBBCCNFOf68R9QHg1FrvHzP/EwCt9axeyZgQQgghhBBCCCGEiNPf+4gaByxKMH8xMLaH8yKEEEIIIYQQQgghdqC/N83LAGoTzK8B0re3kFLqYuBiAJfLtXdJSUmHN6iUwul0JvzM5/PRF2uYtc9zwBEgbA/janQRsodYPmM5Q+cPZcP4DQxaMghPvYe6nDrKh5cz6otRUesJ2oMsm7mMCR9MAGDpzKUM+WEIrkZX3DZNbVLtrabR30hLsIXxOePbPuuJ72lHv5PoGdpbGTXtx4NG7XS5JUuWVGmts7syL+np6bqgoKDjC5ia4IbyqFkpYyLnif50nNtXlhNymKw8poEhHySxaUYznnc82EtteIcHaJzWguufSVHrMd0mzec3kfFAGgB159eT8d9kbJXRlwunNfIdtFgDNNsD+O0hipSHpNbLSiA1F9TOf+/dYmrCGyO/k8MV/ZtoM/43UpaY/HQge8qIT2SGzOgZCf4czFD0cqYZnyYcjkmj47cV+6eW6C8vwa7GCcWsuyNPoRKtNjaHViM6lXNIDiT4zhLpjmNdiO3p7HWgv5f3+gIp7w1QgZqoSe3zR037bKl05ALbF8p72tT41lZEr6PYDoDPlkaHCgo9LNHffGjTmrh0FTXRV/pmHYpL41TRZTtHgnKb3RJ9DCdnRH8eSMnp9vKeNjUNqyP3FbaYckeislOi3BgqerlwojLXTqYT5i1Boo4s15FvLHY9HVkm0U8Rm8eOFNMSpXHZthVmjaKOl/O3d6z390AUdKysHL2A1o8BjwGMGzdOP/vss53a4Pjx4xPOX7QoUeWsviFRnn0hH6e9cBpXXHYF9867lzMuOYPDhx3OUz8+xaqaVdxz3z1R6d9Z9Q6Pf/c4L9zxAv6Qnwe/eRDvCV5uOPCGuHXX++rJvDOTvKQ8jhxyJA8c+QBpzjSg576nrfscXv63qPmWURf0yPb7k7AZxmJYunSdvtdvbPu/1prVJad16IQ1YcKE9V2aEaCgoIAdHedaa5RSUe/VF94Rleagef8G+tdxXv2bM/ER5iLjcy46YSSPquXklYxgjH0Q3xavprKxAU/68KhlKosqqKrezCFZBxI2wixet5yMvRWHLJgUlW5ochiA38x6m9p0Lwe68rnWMYn9rLkAbJjz824rmLT/nbj29wCkF0VHeuyp8X/Phi0+/GLLdkdN+0vjx7ho2RJdeFMJDpWaLdEzTTN+3xuboy+5tc22uDSWmAJWjTd+Y46YQqEvFL9fsXEvrcFUJobeljb254kt3AH4Y4Jl9gRpitMDkW2gyfrrdRhGxypbd8exLsT27Ow6kMhAKe/1FHNL9Pe7pGYsPXEjv3Wfg9/cGzVf2eNvc6wTL+/2/PSG0LK/Rk1bR18Yl6Yj5WGz+pXo9S5elmBj4ejJyrqo6TVjz+lX5b3Vp8d3KXzEn4pZOeikyH5o3f0P1jop0XG+5dKTo6afeiM1Ls0nvuqo6ZHWtLg0JfbocsfglPgA1sxTtpUyNh93bY+U9z48JnJ8p9niyyGBmDJXbTB+XbaYLCYKtIRiVu1P8BAxVuwzzkRit51oW4nW4+hAcSrdHlMmDMevKNkWvSNOW/yOBWOWy/DE/+65Ob62/5u3/7bDv/v2jvX+HoiqJVIrKlY6iWtKiXZWVq9kUcUiZpfMJsudxZFPH8n1luuxKAufnvdpVFqtNdXeanI9kZtMm8VGhiuDH+p/SLjuVGcqq65cxeDUwYQXPAjL/k3bn7NlVo+e0P3fL42ado/aTsJ+KGyGqffXU++rx2JYKEwuxGJYWFSxiE/Xf0qtt5Zpg6YxZ+icuGWbA83c/PHNPPHDE0wbNI0bZt7AjKIZbSf93WXJTENrzXPlC7hz7Yc8WHA46c5Eh2vflCiQ0N+YgTCrVB1LHXXM8GeRpqycsM9n/Hfvb1Fa8f/eOoqv2PYkU6MJOYMk+Vw4lYHWimS/E29aPfbtXAyvmjeTFL+TI65K6aG92nZbowCrI3IBtrqjM2hNse98PYbCbIkurdgzo58y1i5silvOjCng+BoVDmf0Rb28Ino9vkD8F9gSjJ7ntpmEY/7ubEYkgNRiC9JiCxAMGaR73RjaYHNaDStyygg4/QyrymF8eeQpcFjD1mKk3xLk5b2+59NhKxlWmc3RiyYxvDKXkNaQ4Glge4GwiruFTHHEF16sFpNVybXcN2Y+55ftx+yC2TtcrxBiYFK9XDMptKksatpx4H69lJOep2zxDza2+nbLtywoW8DwlpVMzxyGpfVhQXjDU3FpLcVnRk2bNb+OS2NkRTc6MZu8u5LlPuuoJyf3dhY6rfJXp2NLjb6tD8YEOj73V8UtF1vcH+WMf/gV+5DqgIvjW8L0hJTW3QsmKJ/H1dZOULyJDTzFBoISSXQ7FPsNJVqNK6bIl2hbGTGHbEdqUSV6GLj191mdXsX69BqG+ZIYXZ2NpV3dd48jOnicqBaZPSY4ZbEk2JZz2zx/3Ked198DUYuJ9BMVayywpIfz0q9UtVRxzivn8OjRjwLwwNcP8O8T/s3sktm8uuxVTn7+ZD4///O29EopLMpCyIyEk7TWaK2xGvF/QmbFiwAUA7pyPlh798/MWpDVq9vvTo9/9zj3f30/DouDHE8OP9/v50wtmMqj3z5KY6CRNGca/1r4L7whL0ePPBpTR04yhjJ46sen2NCwgerrqnn4m4d56JuHmJI/Bae14wXJYDhIRXMF1d5q6nx1lDeVs7RqKcurl1O69BM2mk2sMuvZy5JJbaCuXwWirDEnYLPypdb/jSByydP0xSrb7TVkKq7wfcM99hnYPC7+Efies/47ixFlBfxYvJ6/HvQhE17cNtaDQmGgUIbGqSyYysSqDAytcMZcVO3WyN9SfsgFFrokeLkrnMmR30kZsYEoR1zaUJ0vajrsD8elsed6oqaNBGX7BLXb41gt0Rd0peIDUUn2+O3Hshma94Yt5+2RS7GGDVJ8Lg5fPpahNVl8PnIZXlsQd8DO5yWrCFpCTN5STLB10waKz4atocrdzGMvnsn7w5fyyailjKjLIElbiC32xAbBUluDTiaaZrufeoePlpQWGm1+NiU1sj6pnnpPC7U2H8tTakkO2vCHu6JoIoToj8IVlTFzhvbo9q2Do5tk6YaG+ESZPZSZLuQP+alorqCiuYI0ZxqDG79EKcV/Vn/B/8qXUeVr5KKRszm0YELbMuF1kVrcn5Yt48+L38BlsVPvbeSq4XM4LDfSjW54zYb4bX12ddS04U5wLV23JWq6eVHkd19m1POAcxnXTD4Ljz0pbrm+ymGNvl4bma1l1a3Pofp2UW+7Yotl1gTlEE/MPEeCQEdsQEIHOlAI6gZJ9sjvFEhQ46cxGD0vUVCnKabIlaiWUuwse0e6cOjAvESBsdgaUGFLiAanl0anD3fATnZTMjZD8cXg1SzLKaPR4eeQ1SOZUFYYtVy6O8TCjHJeHb4YR9jKt7YAJ64Zwz6V286HsYGnZE98lTFbTE2zRMV6uxvqjACPpa1gcsVXTMudHp+oE/p7IOo14C6l1FCt9RoApdQQYH/gV72Zsb7MG/Ry+ounc9nUy5gzdA6BcIBnFz/L48c+DsARI47gnFfOiVuuJL2E5d8uB8BiWFhSuYThGcPj0hk5J0ZN68YnYzLQRTvSQaHyGsLohCfg/szUJgeXHMzJY08m053JP374By8seYE1tWvY1LiJl099GYDr3ruOT9Z9wtEjj0Zr3dYEr7K5kuGtzbJmDp7Jmto1vL3qbY4ffXzctup8dbyw5AU21G9gff161tSuYU3tGkobS9Exp3uFoji1mOywnxKVzOW2sZxtGUFpcsf7YusLYi+8RvZPIv8p39oko2+XTLxBLxf4PuF8YyQH6jwCoRAvhddxR/mBoGCvzYN4auYnTI7pLSi5IYk1qRsjFwdtUJtex7iW5LYCwFaxT1es+b0TZHRmRvLvyHUR0mbbcR5qiA+IOEqi70DCtfHN8MLNgahpV3b808GG9dH7bunAldSZIOikdfS6mwLx27JaTCZV5TFzy2BSAk7eLlrFN8XrqExupMbdzC8+m4PVgH/v9Q0r8srYr7wIlz3U9iQsnNTCYG8SbpvJxNocalIbWF60kf3Li+O2VeO18E3ROspS6ql2N1Of2kCZp5EKdzMhI74mVIrfQUHQRWrQwdmbR3L+xjGkn3b4zr8MIcSApGIfPPbw/WpsjSzdGH+O72+01tz4xqm8u/EHUuxuUu1ufnvoQ4TNMB83fsTEkuNx2Vz8Y8372PMP5+CSgzG1SeC7+7Eog4d/fIuD04dyxdCDeKDme95tXMfEEZPI96QTLq2I36Bp0mQG2BRqoiLcTF1QUxv2URv20RD24TVDmA0thNDUaT/1OoDX46dZhfjWUo0HK8c2rGBy1pSe/7J2kRETfLEMOSvyn0X9o7wHYElQkyk2iGJN0DtkbMnEYY0P4SS5og9k+5BBnc5fV8hLjZTrNtdFB0cbAkZcbadEQabY3U90VxjbFM6XoGleR/qRcsT8HIn68mxfrtZo/rXXfBbmbcYVsuMJ2Dlh8USc9jArC7cwvC4de6OFT4atwIZiQkU+JhqtNBZD89+S5exdnc+Ja0fzYslS5udsYURTGpn+SPcTKUnRgSdPcpiAMqmweam0eamzBqgzAjRYgzRagjQbQQxr64NII0SdJYDPCGM6TRZaamlSIa6o+XGPD0Q9DvwMeFUpdSORv4XfAxuBR3szY31V2Axz/mvnMzF3IhdOuZBAOHLTNTR9KO+seocZRTN4e9XbTC2YCkSCHTXeGrLcWeydvze1vlo+2/AZqY5UPlj7Af9v+v/b+TbXb4qekT2lW8/pITPEu5vf5eofrmZh+UKqmiqwKMU0ZwGzXEVM+fYGxmYMoigpC7slUt3ByDy++zLUTQxlMDJzZFstp4LkAjSavXL3YlnVMq56+yq01nhDXn4767dty0AksKTRZLojN+ZZ7iw8dg+bGzYn3FZzoJmLXr8IQxkUJBcwNH0ohw07jMGpg8lPyifLnUWqM5UsdxYjM0fitrmpuv70tuU1gYTr7ctczp3XVumr2o7zlHwuytyPICYOoGRTKmVDNzC6Oofv8zYzojaLs7KTeanKi98ZwOlz4KrKZpljAZX5FTgDdjYUljLr3fE4Yp6UpKdFX9SW37OMsXcfvG1GD/Tju7BmIf/N/I7PdBlVfh9ewoxT6cyy5DPJlsW4tDyGWlNJMiLN9ILl8U/HDVd0ladwU/R+GQ4LZkzNKUtMLSmLTeNvjj6pORM0YQvENMVzOaKPiwziayUFggYZ2o1p0xi2IMMMO2usJmNbUqkO1PLsPl9hAgFLiNOWTcRlM9EonFaTJmsAq8XEE7bjdoTJxUYyFhqTm7FXm/hi8pPjCfHmXt+zJq2W5ICdvOZkhtVlMH1LMVleNykBJ6khG0khOwXNyaQGIjd9Q4e2RFaQDNF1zoQQexKzPuYca6dH7+F1zPaDa7fEpwndHzVtm3JFt+ZpdwXNIBfs/0duTR+K3WLn+vev5/0171PWVIbL6uKK/SL5//D7R9m46ElC9UsIaxP/Jwup037S/T5Sa6pp2fAD+yV5WdO0iW/LXuMQ12ACpfVx2zs7+WveqE7QLxSRWrYuZUFpMDBIVXZSlR1rCKxacYl3FBfVjMB+Yv9q2paZGn0t/nb2aUx5+ifAGPpLDfiMm/9N3Z/Oi5rnjgmGHOJJ438t0d0NZMRUy9ncohiXEV0OysyKnl7/j5UMu3nWbua4cxRQUJQ4EJViN6nzG3HpY3livo9EfTLF9gmVqCaTK2Y9iZvLxaSxxJcJU13bypZBFeboTcO4cPlEbNrCP8Z+x8rCzdS7WnCbBidtiPQrs7pwC7b8OoZa0ghjYsGgVgXJ0XbysZHsCXEwabzmbqCmqIKxDXnAttYDWz2TtYYbM7/fbg8NLm3BaP0Wk7WNVG3DjRW7zcrhqpif28aTNvqixAt3Qr8ORGmtm5VSBwN/Af5F5O/uA+AqrXV8xx57sEWLFmEYBtWeap5b/ByT8iYx5bEpWJSF2+bcxuPHPM4Vb11B0AyS4kjhsaMfA6CsqYyfvfkzXjr1JSyGhceOfozL37wcjeaqaVdRkBw/MkV4dXQNKLOxJTpBN4+R9PK6l7nl+1soSSvh6BFHk/LDV7QQ4n/ecm7xfgFvfNGWNtORRL47nYKMhylILmBI6hBK0ksYlj6MYRnDyPXk9kqTo60BpEZ/I7lJuTtMuzW4NG/TPDSamYNnsrRqKc8ufpaRGSNpDjazqGIRg1IGodGo1n9Ww4o/FDmpWw0rNsPWFpiMlZ+cz9qfr6UwuRBb7F14q/DqJ6F5MzQvIAxYPNvvr6A/iO3zpz/Y2oHu99Xf89zi55joymX/smexoPhd0cE8PPw4zit9lbChcQdt/N/8Gbxc5cPr9vH1zPkc9M4BGNrglC/256XpXwKag5aMY7bbTmz31w5X9PSoV56PzUw37imUtZRx9sfn4FEWDnMNZpAtBbuy8LW/lL/5luNnCbQ+7PVgJddwk2+4yVNuBhlJDLYkM4QkSgIpDFJJ2FqPI4sr+rLYsKIldtOYMU/5w8H4J6qepOhEdXU2VMyILf6AhaAK02wL4grZsIfjn2j6Y4JFy9KqsFg0+zZlUd5Sy0f568lrSMVvDbEhpZYcnxuLxSRSNxEs2iBohHFYTVyGxoECa4hAKP4JYjCs+M3nc0gKOnCErQk7s3S0n9f6/9jvQwjRe7aW98aOHdvj21ZOB2FtsqyhjIX1m5hc1LP9xXm/iQ6gWHPiO2tWjp33H9iX2C12RmeNJmxGblqLU4tZ8eN/OD13Iv8u+44jHhhNdbCFme5BnGYdQri0Eq01rklDqfbXk7RlPVZPNq6cobi/mo8KB6lsqSVgScOa5o7b3lHVmextTKZQecjFRbYribTWgFMSNpRS+DZH32KZ7auNpEN8T0R9m8sdfa0b98Zzkf9U990aUVvLe1uP9eZ/XIktOzkqjdOILr980uzFHjPaSmzNoX2K4ss87szoskvhzZEWApuba/imag0p9lHkufN3aT92pn32tmbdmaDvoqSYmlwtCZrvxdZKShRkim2wFluzCeL7zEowDk5cmdCeoKZZdOfgVkb4kwlbTSyYFATcbHE3cnT5EN4uWMtvp39Avc3PNG8WJzQUg9NsvaczCRHAhYFhNbHZTNIMGzZD0ewMYPVFthtbTptizeD/ecdSGHaTZ7rINB2kmlZStZ1kbcOCQid4Hu/Iaj1/+qE0/uNO69eBKACt9QbgxJ0mFJimSXpjOj+e9GPCAspXF34VN68guYCXTn2pbXq/Qfvx7cXfblvnlviRKXRz9Eks0agl3emYwceQ5czi8kMvx1AGdUt+2vZZvQ6wboSbZd5KtgQaKQs2Uh5oosxXz+KKxWxp3BLV1MxusVOQXECuJ5csdxbprnSS7cl4bB6cVicOayQqHzJDmNpse2mtMbVJWIcJm2GCZpBgOEjIDBHSIYLhIC3BlrZgU1OgieZgM82BZpqDzbQEWzC1iUVZCP4muNNg2MtLX+ad1e/w7tnvsrhiMa8tf40PzvkAgFeXvcqv3v8Vc4fPJWyGMSwGHruHHE8OX278EojUoKn2VjMic0TC9RvKYEjakB3mwTLs3KjpYN2bO0zf11kTjMrRX0zOnMyCnyzA0CFGhj+L+uz+26ODjUsNRYrPzrHvHdxWT3lYlYdrXz+uLY0jJ76ZmzOld7+fPHce902/l+MXzCNJ2bAktXae6QG/DrPKaGJZoIaNoQbKwy2UhpspCzTynVnF68F1BNoF1hSQg4tc5SIjbCcdB0lY8WDFnq9wtD4ZCmMSVhp/i0aj0SpSnTqsNWE0YaUJKpOQ0oS0JoSJ3wjjM8I06jAtlhBeI4TPEsZrhPBawm1N3u5fNJPJW4ri9jPJuq0k8EnORr7N2cI9381mU3otX+Zt4oEfDiYcVvwvexNPTJjPwV/mUuM1sGqFxbSR7HOyLKOSYFgRsECd1c+Yxuy4YYwh0lHlINMZ6YnTEsbSgcJV0fDov43+V/dRiIHHNM24G9WuprWmZsG9rGys4JPK5XxWtYqVNZtZF6jD33oH80HmGeS4d/wwrUvF3Gk2f78pLonhiW6+Z03U02w3MUufi5rWWlNdvpkKXyNZjiSyHEkQjO+7xTrpZ1gMC4FwgO9Kv6Oo2WRirZW3mjUW08PRjkF801jKEys/45yksYS0ia5sRmsf1nAjZQRoWedBobBjEG4t55rN8df2s9Kjv5BgzdYyvSbceoZ3DYkO8NXMix6Jrb+xxXQ9sO3eZuuoj323RtTWY11NOY8RVdHl7mT7qqhpR3P8RT12r3SCop3XDFNqaeFrZzVfuipZ//r3rG2ooNYfCUj+dnIyJw89OX7BLubJjeTfWByfybDe8TQQ19dposfNsQ/oXAmCXrG3ZO4ED+3SYvpgajHC1NojfdMUeCMBw9gHjVubzwVVgHWZVQzyJTGuOYOvQ1uwtSgGNxeyIrOKFzLWckLFUEJorCicVgtObaHe5scwwJ0GHqeBxarbasUZMVG3cQ1pjCMtap6lXVtODdjT4u/fXaNy4ubtjn4fiBKdZ5pdWNMjnCBcakbPC2yIaYPeDU2L/WE/DkskKOS0OJldMLutplC4edvJIAnF/mP2Yf+Y5bf2a+APB1nfXM3qpkrWeYazsX4jmxs3U9FcQWlTKYsrF9MUaKIp0IQ/5I/rH8miLCilMJSBQmExLFiUBZvFhs2wRWoetf7fZXPhtrlJsieRm5RLkj0Jt9WNx+7BY/PgsXtIdaS2BaS2Z1HFIh745gEeOPIB3DY3Gs03W75p+zzbk01LMFKQ2FqbyWpYmVowlTs/vxOAGm8Nn2/8nFtm37IL335EaMnjCecHCPOKdSOzumg0vp5i6ceBqK1MZcU66WdR8zzO6BFx3Cq+I1JPzJUhdiQNAJu7d35Lf9iPo7Wp3az8WaSsXgyADm4779iB8UlZjLdHD1RgeiOFblNrSs1m1tHMmlAdG0ONbAk3U2a2UKf9bDLraTQDNJlBvK4QZkzQxnBt7di99V0rLFphQWHTW4NAkXeHtuA0LbhNK2khFy7Tisu04DKt2ANWXKYVT8jKMH8KjgT9SG09ZFa563hl8HJ+tXoKqVaDSluYZanVOOwmNfU23C0uvEYYX8DApiPnPqs2GFmbxYsjFmMxoNkZYHFGJeevnIjbEb+tUMwTxNhpgKSYJ8ehdm3xPkwqZYSviixXN1d7FUJ02I7KfGVNZTz49YMUphSyb+G+FKcWk+ZMY03tGl5Z9grfbvmWoBkkbIbxhrx4g17q/fXUemup9lbja3cCGJ2cx0gjlbnJxYyzZTLFkYvN2TODxayuWc2Xm74kpXkjg5SHAtw4lAVravz1jXDX13bWWlPnq2sbvKXWW0u9v55GfyMN/gaqWqqoaqmi1ldLjbeGGm9N27xg6zCsD+x3Dv83ag6E4muT+96IdK/wYPnXlDas4d68Y3m/eR3fByt4tvB4ABxekycal3CWZThhbWLP9JCj3RS2pPF5YAvWdA/Ut7Dc38DJ9uEYFiv+zfGNRyxJ0QWAROW2piU1UdM1W6LLqFb6atgmMXdMB/ZGwamR/9T03RpRsbSyYmSmRc3ztAbYwsrkjZLl/OgLkVeRTVpdCi6fg4AtyOJR61mctwWfNVLW+Y87gN8I02wJ0mgNUm8L0Gzddh+VrZ1MSZnFtMFzGZ01mn0K98Fa3TPhhNBQN+8ENlA1WJPj9ZDr8+AJ2ShvsOOOKbMnGlkvVqIgU2wfUZ6YIKXfEqLR1UKjw0+TzU+zLUjA4cdrDdFg99Ng99O49WUL0Gj3U2/347NGqiRNqyjgj99GaoqWDI6uuOFtDRQ+l7+KWoePm9dM5ZuijazOqOb+VTMAeMOleDZvNac2DEFhYgNysJKvnXybVom9zqTeC8uTGji6oYhQ69NBd35Mp/Q58b+Zsu68L2XTHx8o3x0SiNpNpjZZWb0Sb8iLdQ/4OsPL/xY1bRl1QXya0r9Ez+jmFk5aaz4r+4xHlj7CyNSRnFRyEpOzJrdVT/esj37i4/h8Qdw63CccAoATGJWdwyjGbOucegfbDZrBtoCT0QudoVe3VHPlW1cyo2gGWe4sviv9jmR7MgcNOYjr3ruObHc235V9x68OiPTdv6J6BXd/eTePHP0Io7NG84vpv6D4L8WkOFK4dsa1JO3CKCdhM8zaurUsXP8NFf5GRiTlMMyTxeYji/j8vY94yL6c9UYzT1TNZ5+cfbr6K+g2jpiv4rsLjqb+xqvJ7u62pd2sZEL08fDzCX7++kb0083MmP6xKuvtDC+K7vTVkRVdWK6+8Qwy//B0F+Y0XvyxfiLMvBxDhyhZFV87M1zTGDVtSY40Q7AAxXgoBmbF1NjUofgATfOacsJobBgYShFuiK/3E4oZjiXYEn/iM2Ou3y11MQWl5DDNjdEFeq0jtZjuGv49ezVkkRJwsDy5BnfYytT6HO4b+gNJXhfLk2s4d8MYPK4wG9y1PD9kGb9eNZUM5eDc0pGcPuclPCEbZ20cTbZDAWGCodjAU/S2ldJto0dqNLV2H1sGVbHB0URW0MkIXwrlRpiyIc08ZVvDx9YyfrrySa7e65q4fRdC9L7H5z/OlsYt3HTQTWitOfKpI/m+7Pvtph+aPhSPzYPFsOCyunDZXAz3DCfdmU6mK5P0Vd9QZEtmf3cRedbIiKPhutbghgnre6hcNG/RPC777DIaQ9vO+Vk4I7VawwZJ2kqatpOm7eSX5ZFucZJkseMx7KT++0Sy97sQl82F1bCitcYX8uENeWkORGqob62xXuero8ZbQ7W3msqWSqpbqtsCS8HYE3w7doudLHcWGa4M0lSQoc4k9kkdSZZzKrlWNzmOFPbNLIFAZB06plqKJS+L/1Wv4gP/Rh6aehY2Vxr2BRtZ5K9qe1qhmwIYmASrW9Ba00QzTpeDfcw0ngku4z+Vi1jcVInHUJTU2vDRGHlwGtP2yIztJAdw5Hli0kRf74r2gfo12/a/h8ck6hSV4N2WFP13Wn7VKeT89kwioz727RpRbRRYJ14OwPwt87nzizu5tiCEU1u4f9AiHhu0dLuLpvmcpPqdGFphMy2kWiAv7GRkIIWUkJ1hwzPItXjY15bLKGs6yqtIOuvBtuUX1XVvVwxbrTvgIu797P9YOHXb9jxBG0lBO0bIgiNkxRN04AnYSfI5SfI7cIZsOEM2XEEbyUE7zpANi1agFRZ7iKAljM8SImAJ4bOG8FpCtFiDNNn9kZfLR31bYMmP37r9/mMNrUgJ2kkJ2kkN2ckNORjVkEJq0E6uspMZdDLYn0R2aysDmytmsCcjzDeeSr7OLuMPG6fgTg7jtBiscNe1tdJwOMFqKJxJGgcQJIzLbrC/JZM33Rt4r2g9K12NpBg2xjlS0Y5IlyyhppjjWiUYNTonutmyvSA9Lo1jxqRtE10wFsTAj5x0oZAZ4r7F9zGidgTNwWbmbZ7H15u/psHfwKFDD+XuyXf3dhY7bNFO+m/ZXlXuRIGnWOHK2qjpYHnjdlJ2jbAOMy59HLftcxsLahbw6LJHuW6v6xiaMpR6fz1pHam54YvuYtcoOmOniyilsFt6t6+BeZvnMW/zPCyGhU/Xf0qWO4sbZt7AXYfexb3z7qXB38AhJYdw7sRIs7nC5EIunXopECkYXTTlIs6bdN52+33aKmSGWFe3jrW1a1lbt5bl619jVUM5K+tLWd1QTmB7ncQ4YaxO4znzIMZkT+3Sfe9OL6x9gZaspdgwWGStY76tmi0WL8a/3uKrY7/CZXX1dhY7LO5Yv+LmyLvWoBShlgCutx6KSmKJaX41ON+LGfN0yV4YHbxKvvThLsnvjrQd61NvZUHtQh5d9ljkWE8uoa6liVTLtqffOhBC2WIucbGF+4zo/hQgPngVbvLizIyOSprNMTccFoUtI7ogq83oYJU1Kb5WozKij5umKoXbE45JA9+mVLI4pRqbBW7KqCA9ZOeSsjH8snQC/8pZidcWYFpdLkdXDMZiNcnxuzlu44jWztENjto4nBOqh7TVlMJhUlMXf8zbbWGqHV5KXc2UuprY5GmkNKmRje5GNrgaabJt/0Yr3bRzU8tEjht35XbTCNHfmJueiZo2Bp3WSznZPVuvA2WlZaxrWNc2/fNRPydtQhpOq5MGTwNlTWVUe6vJcmdx7KhjKU7dNrpmeNU/4tYbaI4+xwbWVXbfTuzAhPQJPHvws3hfvZPNqoXNqoVS5cVLCD8mjSpInRFgrWrio5pK6oIxoZLVLyVecQy7xU6mK5MMVwbZnmzG5YyLBOSc6eR4csjx5JDpjkynOdNIdiSTbE8myZ603Rrhsd+r2RBfZl7740KuL3uD2e5iSpcv53tLgEJHMocmD+XMLa9hVxaqVQM3WadiGBa+N6u4p2UhjzdOZwg2bjDGcZ9jGcOT0rnGvjcOI3JNC1bHh4yM2CohQLA2Ol1s862mDUGM7Vfc7/McedF9ZaX96h+R/2zpPzWiQLUd1zUtNSzctBDHHc+BUpzpq2ZM9fdM8kzkH9feQW1SI16HH600J/pzGFmf0dYx9eBh8UOOFEyYGDXtOPQ33b87CaTaU7lv+v2suOVWyh0tVDhbKHM202wJ0hQGnzVEk91PqauF+uxIIMlM0JH4zhha4QnYSQ44SAs6yGvxMLI+g+SAg9SAg1xtJy3oIDloJylkwxW04w7ZSArZ2r7H2Bruznb9zm79nxmKzlvjYB9/SVrEzGAu/kFBvjEaKAg6mWPm8YsxX2HTBrVmgF/WjEdZ4EdHHY+mreDvlgMYTzq/VZO4P2MJg/0ervCORlm29hYKnhHRZXYdig8420uim93pBLWfwpva9QyVNnm3Dw0JRHVCS6iFp1c9jX+FH0Mp9kor4rTiKew35mymDZqGWd7/Ojfeno423wt+cVf8sjGdk1szuvem3WpYyXPnkUceI1JH8NLal6gP1PP2prf5aMtHrM/6nLneQi5uHoFHW/FvjB8lxNXSl5/fbN+RI46k+deJQ9J3HRb/23jsHibmbbugKKXaglD+kJ/NjZvbgk2ralaxqmYVy6qWsaJ6RdTTPofFwfCM4YzK24ejx45gVOYohq/8nFybh1W+Glb7a0ldUM+wUDIl4SQMFDVxuem73tn0DvOSlgAwKOxmn1AWBx5xFfsU7IO1fmCdNi0uW1yHjanu6ACJOyX+yYnp7fnegNqOdXcuI9JG8tLaFyPH+uZ3mN/4GUubyzkuexw/L5qJY0OCPiusMTV+kuI7ajUC0fuug/FBVhXzBNmaHN/8I9wS/Z35quLXY4lZzOaMLzC1NFiY7ivky4pIV4ixfVlcu3HitoJAkgbCBOtsDG9Mb9dwWOFvsuEnMhRvtcNLWWYtW1zNbHFHAk0b3Y2s9zTQ3C7YpDTk+zwUeZOYWzGYIm8SE0im2J9EpdXHKlcD2QV2RugURugUXFYrZUb/HqRAiK0+K/sMf6CaTEcS1f4m1jdV8sGC/2ExLFxcdHFvZ2+XnDDkhKjpvbP2bvv/4eMO3+Gyyh1flgtuij7PGvbeiUYopShKKqLAHd33Q8Oy+LJd7gnDCGuTFjNIkxnEf8jPqPPV4Q/7CbU+VHNZXTisDjw2D27bti4TnFbndgNKZsWLrf9rjrzMTeiqSPls61lb++Ovm7oxpgyXoHO+H0LVLA/Wkh308H1tJYVhB5c79+LXxgTeNNeRphwMcrmZaIm0MZtCLv90Htq2/AGkcABDCDcHwEtbX0/WtPhrV7A6OhBh+uKv/8HY2hWtltvreTptDVeEvLhs8dfXvmhx7WI2+csoxE0TIcrxsuDj3/Hx+o/586Q/9/oD512R787n+UO2DSCT4cjgkMJD0FozYUv0MTKytXbO1l800c9mpHjiZ/aSTGcm+/gywJcB7W7nSiuj+35rCljQaIKWMF5rEK8tSIvdj88axFQaU2ksISv2sAV72IojFHllWRT2sLUtoGRL0HwvLTk6QGO3m5Gq9u26PPDHjOLnTIo/ZtyZ0eeS/6laVhqNZBoOFjprKTBdXBQcwTXN43jXsYU0085gaxITUiM1lfYji/10FuHmyHb3Jp1/sD+GXYGNyKuVGYw+jsNN8ecitTn6fG4vie/fzzJ4ENW+Rh5Z9gEl4XwmZ02JS9MZA+uOqpul2FP49oRvGZoTuUF1tXZUrTIinfouKu+Zqol9iXI74+aFq6Of5gRKu3cAw7AOt/WhtLJ+JfnufGr8Ndz+w+08ceATZP5ocpdrMRt1C+PCaSh7/EVeJ+gcciAJm2GqWqooayqjtKmUDfUbWF+3nrV1a1lTu4Z1desoby6PWsZm2BiaPpSRmSM5euTRjM4aTUlaCUPShlCUWhTXFDEYjvzOw1qn65Z9CQm6Z+gPHp/5OEn33YRfhUnSkTP5oOm/AHZem7A/Som5EqSmRB8P1gS/o3PCkO7L0HbEH+sFbcf6h+POwlCK36//kDWNFYxOUEnPiAlEkaDZiNkUfeNipCYogG2IqfWZ4KmyPTvmpk3Hj0QTqI8uGNgTFACtMU/VgvEPK2luiOyXRtNkCVKW1EK13UvF1tpNzmZK3U1sdjZTYW8hFPOEMMfnoqglmSPKhjCkJYXCliTyfG6Kgx4cOvo7c7aOlphHEhPqsxg0pvPNeYXo60JmiCu+uIKQjgnK29ycMPqE7Sy15wnVRZ/7QvUxNzcH9mBmAMMW37Q5lg6bGEASNpIMG+7sMV2z7Zz4cZP8b90UNW0pjh9pOjbwpGJ7SwaOSR9FafqotmmzeduF4FzSEy7XvKgsalqjMTNsNBGiQQeo1wHqQgHqtJ8qfFRpH7XaT7M7SDMhmnSQFkKEHSYGigAmzQQJKBNLqsKJhZFmKiN1Chu9TSyx1/O9swanaeGQuqVMyd6b/uCRpY/wMZ9EzVOffMA+WSVU+Sop8BTSL5rmdZA9ZjeSYh48WhwJRptr6II2WF0oOSO6XLR2tQubNTrQ49Jb98Mg1XSA30GwJboWvCe2r0wLOKwmWHdcGcMSE5yKfUAIkFUSUyMqOz6g6a+OLmsfmzyEYxkSFUAKttbAP8M/FAAd0IRj+7yJOc8FTU2zCtFAkIbW2qD1lQFqVYAq5aNGBfB6dNtx3kyIICaqJjLwTgshvISxNFmwYFBiTWW8PYsQJksr3+ST0sV4QwEuG5sjgaje4GiI3FCYRN4tGb2Zm95lxj7JAUIN0XdKluTue5rQviPv59c8z0elH7Ff9n7UBmoZkzaGYSnDSK3zcFiggLdsmxnZkII9Pb5kogP9NxCltWZL4xY21G9gY8NG1tetZ13dOjY2RDpa39K4hYrmCkwdfeKyKAvFqcUMyxjG0SOPpji1mKKUIoakDWkLNlmNjp8idEzzxoZ1/XtM95Tc+CDrQBX7gDcc00l1opaIRkb8sNjdKfpYf6H1WN+37Vgf0Rj5Wz3GWsxr679npI5vWmzNizlZhxLUUsqK3q9QaXzNKueovOg0FfG1LIMV0efGRMPg2lOjb5qaNscnan/YNhgBVmofZQ4vpY5mtjiaKXO0UDHMS4XNS6XNR9CILxBlBpwUej1MqM8kz1dMrt9FXksS+T4P+V4PTjPy3YXCMU/wnOG4srcnPXr94Zb+e+4UYnuUUjx98NOY1W9QE2wmy55Enj2ZfQ/5Ew6rY0A+kNiZ0LJVcfMcRdF9iJi+qp7KTkI6ZtQ8R0r8TbVtePzopN3FccTvoqbDq5+MT2SJ6aOpNDLAT3M4wGpvNZv89VTWVFET9tJgBmg0/TQ2N9NEEL8OE9AmJhpaWzJsbYpTb/HRYARpVEGaVJAmFSLk3X4zJaUhBRse04pbW0nSkXc7Cg2k6EiHyDYMTAs0qyDzjEpeMtaTYrExOpzCL5vHcbZ3KHo3b0570nUTf8mVZiqbwk0kKztZFhf7Hn4kWc4UllQnCBz2c86Y53G2mMFobLFPJgFLYV7cvN5kjSmeB0PxDxXjgkxAs3/ngWp/zLrys+Of/sV2VeFOi1+R1RW9nlBzfH4cOXZCmGygmY00UxnyUoOfBhWkkSDNKkRTWhCvChPCJISOGhlUofCpMA0q2LZMkwriVzsOpHmwkhy24VZWkrDhUTYcWMChsGCQo6y4lBVcdgI6zCpfDe/Wr8OiDEabuZydP5VLBx+ANeesHW6nIyQQtQuCS6MvxpbhvZSRPkA3xT/lN30xTVsCkQOingDfGdV0zbOnCEMZLK9fzj0/3oPdYuf8keczOWsyS2uXsqhmEYFwgBod4GXPBsb70zDDEPSFUEQO4Fr8vG7ZyGtffcNZQ6Zzbsn+WIye73R8Z7TWVDRXsL5+Pevr1rOmdg0rqlewrHoZP5b/SGMguhZaujOd4tRiClMKmZI3hfzkfHI8OeQn5ZOXlEdRahEFyQWdCjTtNI8xfwspJdFNdPpy48dEnVfuSTwxBRGnK/qCafPEHxOW/MRDcgfDQT5e9zEpwRQ8tq6rzp34WJ/E0tplLKr5kXBuKs3hAM9Wr2ZKcgGq2cDUOnKsK0WN6eO/NQt4tmohZ2RP5JycyRjWBKOGxDRLNpLjqymZ9dFBJosnvsqYP9AQNW3PjE8T2+GrIyVMowqyydLCZksLGy3NrAo3sdrRyApHAxW26AKRQxsUhtzkBlzs68sip8lJVthBeouL7KCTnKCTgoAHp7bQ1BBdAPO1K5BtPWNbLTFPFD3xBafY7uSsaXtOwFbsOSzKwpi0MYwMRZf37Imqh+4hVHJ87cdQ7dqo6UTNuHpSqD56MI5EF3PdHF9u7S6Bz/4UNW3Jj+mDRWu2NFWztKGUFU3lrGgsZ1ntZpY2lbPZH/+AA8BjsZMUtuDBigMLdgwsKGgd8Wrr8BJup4UhuEhVdpKxkaRsrcvZSMVOirLhroE0bSfTdJCu7VgxEvZnGKuxXcfkLSqEI2RpC4BB3y7vxSryDGJY9uioebbGIGZjNa03CwOpQhT2mBrRDlfMQ+oE5Rnr2Iu6NU87lKCAHjtqc2wNJYgMthLLaYs+PyVoBUtaSnStzkQtcT2p0evRCeI+1uTowlJ9wMdyo55VqpE1RiMrVSMrLY2s0Q2RABNEhnxu5cCI1NrUVpzagg0DKwZbB1HXRGo5OrSF7LCDYTqJZG0jSdtIdTlwYyUVO8nYScNOhuEgHQdZOHEqC1jid8xeGN85+VZ+HcJAkXbu/W3zuuKBjASidoG1OL+3s9Bn7KhWRBCT+VTxpVnOF7YKPrNWYAIf++tIc27/j72jwjrMX378C+9tfo9Lx1zK8UOOb/tsVNooDGVw9sdnc3B2mE/d5fymeS9sbkWwMRS5aAO/S/6BUNjk+imncd/id8hJzeKY4t55kuMP+dnUsIl1detYU7sm0j9TdaR/pnV166KGSQbI9eQyKmsU50w8hzFZYyhJL6EopYji1GJSnT1bWwUAW/RJN5wg+t+vJDhJDyjtrq6umGrIzuSYgkpefEBp6/DGWmuWVy/n0/mP8b8N/+PNlW9S463hj/v8kaOKj+qSrO78WLdw0HePcHBKCe/VruS2/NlYnG7QJpbW5nc3l32J6XPwq+GH8sCG/5GbnMFRrlHxG4vp4DzRKHrKEx18MRvib2yS9hkcNe1bVtq6Lybl+NhEM2tVPetoYpVqYJVqZH1eI3VGdA0jj2llSDCJA3w5jGxIobA5ifygi4Kgm6yQA4XCFlNjLdA+OxYAjSc5pgCWoOAWWxMu6E/QdDEc05xwcE5cGiEGCrOuewdb6U9iaz1D/PnR4u7d2wojprpHqDzmwSgaS0H31O4wq1+Jn9nuDjVghljy49csaC5tfZWxuKWc2tC2sI3H6mCUM4tZqSWMcmcz3JVJsTOd9Fo/6YaTZMOORRkJa+GG6qJ/n2BdfB8wsR2RB2MChyaasDfmN3XFB6acGduuFU5s+Gs73yF0nxLbPNLVGozZGtfs78XBduW92AePrpjyni03fhCX3hUfiTJi2hemJUWXmzSaxub4/iqT3DGDwcS2aQO0jl63kaCZniumcn37WmQazXrVzFeFfhYGKlngr2BRoIqN1m3XEiuKEiOFUdZ0jrGUMMySyhBLMpl+KxnKSQo27O0jTu34t8S3RLLFPOgMN8XXVLdlRhcUgzXx53NbTvT50j5iW39i3dX7pwSidkG4NHpUEOvE7SQcAN5e9TaGMpg2aBopjpS4z71fL4ua9uswL9Ss5jX3Rj5zVtBkhMANw0nhEkZzjBpMiqNrgiQKRZGniFxXLq+sf4WVDSs5Y9gZZDuzsVvs/HbKb/GFfXz470sYFU5hpJGCNjSu1s4ZP1VlNKgQvzMnM2XaH/lvTRNrjMIOjZjXWVprKlsq24JKG+o3UNpYyubGzWxs2MiG+g1UNFdELWO32BmRMYIxWWM4asRRDEkbwuDUwRSnFjMkbUjvBJt2ILi2NGraiG1nvp0OPvuErXlr955oCOOBSClFRUYN65PrGVObRbbPgy2mkotjeHTtJ6018zbN4+8//J23Vr3FhvoNAOR4cjhi+BGcNPYkBvmjO8TcrTx24FgftOE//LtyAeNcOYxKyiFU14SldRifj5rXUxv28cf8QylxpvO6NZVVdWVYxh4Qty3LiPOjpo3Fj8alCa3bHDXdPhDVZAZZHa5jXcU6NoUa2RJuojTczCZdzybdRKlu2fb0q7WcMch0MzyUzGQ1mKKwh2LtYZDpYZB2k+9KQjkVtP4mDVv7ozJoe3oW2+wv6I8/1mIPP6c7/u+7uTH6hiM1Lz4I586LLjY0frEaz8TC7W9IiH7MSOtrN2W9x6yOD37UL4oO1CUPj4mK9/D5wFG87SHnvY3f86xaiolmDgVcwVgycPJKIJmP131MfnI+p48/nZLtrMsb9GIoA8d2asGZ5S9ETRu5JwGRPjmXVi1lYflCFm38kGWN5SxtKmNVcyWh1sCU27CxlyePE7PGM0alMsaRxUhHBvnWJKx5WXHbCjVsifxHA9rEcMd3eaFj+ipMNPqdDscEHVLig0yGLWa5DvyGgdgqUH35OpCgvBfH1vr9+mODIP2bUgpPTH9GsV1l2ob0rWZ4ibSvYf6AXsILB6/F12yyf00+524eRVrIwfuZ6/g+vZxMv4tDywZT4EvCE9sfllXjU+FIcaq1P0yHO/oYsSe4BFjdkbRbVAuLLHWsyfazIlzHsnAdK8J1NBGEcjBQjLKlM82Rz0U5UxnjymaUM5MhjjRsykJoS3TXD9qVIDDmj85zbE2rRKypCWrgx7RWsmfF97kROxCDbu7+uo0SiBLbtWjRIr5f/z2//vbXkRvB1CIyXZlkubMoSC4gPykfm/d7XMpKpellndnIx8HN1Gb5yQ+5OL6liAN9uRyUPYhMte3OdksXndANZXDqsFM5ddipbGjawH83/JdldctYaC5kXeM6ThhyAt9Xf89X4wdzStox8P4SApjYiTQTXEANI0lhMEn4Qj7GZI3BG/JiajOuI+6O8oV8rKldw+KKxSytWsqK6hVtr/qYatbpznTyk/MpTi1mct5kilOLGZQyiMGpgxmaPpRBKYPabqQHBK37buFka97av+8htNYMuuNSfvHByTSFmknzO8lRdtJNOzlhJ3khF3kV5XgMG81mkPXBeua1bGb5kj/hsXk4bNhh/PqAXzNn6ByGpQ9ru5B1ZR8qHTnW31JpfImdE0dfAmgCOoxDWakL+/jBV84oRyYlznR8ZpDR7my8ZnCXj/WwNtkUaGC5r4ql3iqW121mVaiOVaF6Ss3op1UuZSXP4qYAFzOMPAqVh0LlplB5KKiyUWS6cbVeihPdOGxvhKa+IioIBX37OBdCbNeiRYswDIOxY+P719tlPXw+WLff/6HCAfK+eZz9HQXMIo183PyceXxMKRr4auWbjM8Zz/Lq5by2/DUu3vtiXK3VSrXWKKVYUrmEWz65hQ/WfsCckjncPud2StITh6w2NFbyVflKvl/4DfNL5/P15q/bukuwKIMSdyZjk/I4Lm8vJlgzmODJY4Qrs622brh2ANa668vXgU6V97a2yRsYbfO01hT9+1pMr5/NF93X29nZZVt+8ksAgr5Gpr9xC2O+yyIn4OKW4d/yVVp55DhPrqCkKZUNnkY+y97McZuHsTWmpNEoFKucDTxSsISvUiqY1pDDVZsmMIzEoz02qCA/OGpYaK9lsbuO7601bDFaAzVeyFNuRlvSOMsxktGWdCanFjLWlomrtQsUS2Z8ZQ4hgahdEq4ZgBeN7ZhTOIdHnY9Saillbd1aqr3VVDRXsLRqKWVNZW1D3Vq1YhAeZus85q4pYv+G3LahLz1B8NGuCmA3XJyKk4q5bOxlAFR4K1hQvYArvriCkWkjOX3o6YxOG43Wi7ETufB7CbNeNTFbR5pZVjRXUNZURo4nZ6c3piEzxIrqFayuWc2a2jUsq1rG0qqlrKxZyZbGLdH5Si1mRMYIzpxwJiMzRzIycyRD04dSlFqEu58MbZtIeO0/42fGXsxjf+e+WiiBhE/I1EBvmtdKKUWhp5C/Hvg3vn7kTlZ76ggVBqnBz2Lq+YBSWipXtqXPd6cxJrOQa6bewanjTiXZ0bM1BjpyrIe+/RsOuxXCIbwhP+v8tcxxDcaSnU51Sw0V1SGyHcmoYBhN4iakWms2Nmxkyer5rPXWsLKlkmXNFaxsqWK9v5aguW25TKuLEc5MDk4ZzkhnJiOcmQyugyJLMmnKjlIKnaiwG9t3enV8E79wc0wV6wR/lpaYh1+pSfHbiqlwGVf9HBL0CZUgy6GmmJFgDp8ZnaB0zzhuxJ5BB/v3oBudZZrbrwncPH993LyYQQXjm4T0wnVfW+wkFeYwnRyClkgLhlENWYSsdv7esoRLB1/ITyf9lJAZ4uLXL2be5nkcNOQgtNZtN6g3fngjM4tn8sxJz3Dhaxfy8rKX+UXryLlbba0BdfUnJ/LS0pewGTYm5E7grL3OYtqgaUzJn0LxN//B0a4vzlBlPfjBpLpt3CvDHX0CN+vj7zFCNdGjT1tS4mszxHXUnh/fp1fzyugHohZ3ghpRzuhbw9rFCZqeF0Qv50qPvi4E+ll5z0iO7n5gWzPUgVcjCsBwOfA4I79Z7GA01hHbqyPY99icyUy1ZFOOF+wwLJSEdoZ4LmsNJ1UO5YTGIYQaTW4e8h3rVRK5DTlEjvJIpfIHBy9iaksW96/Yj+sL5vNx7iaGVo2M2oY7P1I77hW1iSut8wAoMVKYZs1nX1sue1tzGJuUQ6oRfRxbi6NbEiQaDdNaGF37Mbb/UYBgc13UtCUlvjakihkROlwf3+zOkhS9nBmML/uGG6JrQFl7oCciCUSJHXJb3czIncH48ePjPtNaU/rb0/ESJhkrltYgT2VDfLt0gJqLfwV2R7c/Kclx5fCrSb8CoCnYRJItCbRmhaWBxdY6TmU4Gdj5UlVyjTkBgOVVy6lqqeLYUcfGrS8YDvLq8lf5rvQ75m2ex7xN82gObjtZpDnTGJs9lkOHHsrQ9KEMSx/G2OyxjMoa1a+DTV1uwDwhG1i01hjKYGzaWEo2RS7Aw4uiLw1J586lOeTHYVhxWiMXM2PQaQnXt2TJkh3ezHSl7R3rS4M1LPLXcEryaDItTj73buZX6dMAWNFUTlWgiaPzJ8St7/OqVXz52R/5dsu3fL7xc8qatg1/7TCsjHBnMTG5gBNK9qHEk8Xo1HzGphSQtrk2bl3B2MjPHmNgPDkWYk+zsWkjV311FUduOpIZRTMYkTmCopTIQ7PtNU/bnorTrkXbur+8l1C763e4tZ/Ar4PlzHIUkmk4aQlGAisN/ga+2vQVp4w7BWgdmdWwsL5uPQ6rg/0G7QfAYcMO45vN37CpYRODUuKbnN8480auP+B6JuRMiPue/F04IEy/MmDKewOvRpRSigs+vYC0vSqZVJPDNLuT4pCHZG3DrjtXQ7wny3sJtf52YTQWFD94qtmvMYf0kAOfEQm0NFlCLPBUc3hN5Ng1AQuKLfZm7NpgUkvkieABTbn86Kqh1NpCfij+3m2Ozuel0Gz20hnk5GdGfWYY3Tc6/EC3h54hRVdQSuHAEhnysSPsjq0Ldl+mYiTZktq2aUURbH0GVY2fQdqNBythTJ744Qn2KdiHvQv2jluHoQzOefkcgmaQCTkTOH/y+exbuC8jMkZQkl5Ctju7zzef6RP68nfUkT4DBqitf7s7+hu2GhZS7R0LqvZWoaT9sW7DINDaF0dV2MsgazJJho2wNvnH+q/YO72YvdPih/C+d+UHvLz5e0rSSphTMocZRTMYXrqAElcmg5ypbU0pLLnRhZAQ8YGoPdeec+wIMZA0h5pJt6fz8LcPc8+8e6I+M5TBKEsyE3UGw3QKhbgxUKxNb6DRCFIYcjM4kMQ+ZJKOIxKEgt65lrZuc2sQ6qr6TxhpTWNvWw7XJe3N4xs/Z2nlUgpTCllfv540Z1rU4qVNpbitbrLckdoKOZ4cGvwN+EP+2C0BMDl/crfuTr/Ul8tQnSrvDbwaUUEzSIYjg6+yFvBu4dq4NIOe/4S9M0sYlz6IIk8G6XYP5eU1ba1GhqYPZULOBIakDendIBSAUpHjHMXNRd8x1JfCXs0ZJIfH8M/slaxxNpATdFFqbyElHN23UqXNh9O0kh6OBJEyQw6ajBABI/E+5eIiV8fXRBS7RwJRuyCwIbpzsT25zsvqT+MPWLs9OqKeolrTxD6F6ElaMyYzmzFkY01xUIyLQ/zFTPa/ymRLFhM9p3DFvlckbJZnMSzMv3g+JeklOK0yVDmApeScuHnhpk+ip1tim/n0rydkFk93jRHRt2x9Qta+6Zh7QnSQZnu1n/okrRka9jDUMpRws49crBxsLWT0ur8xNTiKcZlFXDntVKwWK0bOiVGL/qVwLo9VvUOGo12ThrxZcZswq2uippUzvraAbXB0texwVXxHv7EjTlnTEnRUGYhOk1wSv61gQ/wIKbHShkYfey1lCUYDjCkRJDpcnYOir3hG5vHRCUq7rm8wIXpbcEN51HTn6gX1L6PTRvPXA//K8NHDWV61nFU1q9jUsAlvyEu9r57/vfYk7yWV8oyj3c1rNhhaYbYbKn3fQCZ/0zf0XnkPjW3fydiV4orX7qIlzcnvRhxJjjuDHEBnT2J+6XymD5pOYXJh20A8urUtsqlNQjqEq7XNUjAcOb+6YocnjWFueXanObOkxN8xmC3RAS6zOb5ZjYoZ1S1Y1hC/nkB0edy7Lj6NEVM+16H4a07LxuimePb4Fn74qmNG1os9MPpZec9sjG4SZctubTJVOvBqRNkMG3fueyfef/+Bza4m9FxYF26gRYdo0SHWDRnB/NL5vL7pdcx2oz4ayoiaznZn84+Z/6A4qbg3dgUAbZo4Mjz8cehX+Iwg11SPI9tjJZt0zMAQfrTXMSWcwaumi+xkKx6HJoSJFQOHQ2PNMMjNTCJDuXFpGw5tpWhEDrmWbU01E3XTEdukzkiN76LCMii6XVt44+a4NLF3nNobH+y2ZsQ0Gw3ENxcP1cd0Kp6gGWBcU7wEFQGtWdH7YaR1f79WEogSPac3a5sk2OZljvH81D6alWYdU+fchs2y/cDDmOwx3Zm7PUNfLZSA1Ihq997vJdiPyz17cZ57DJumjWJ0eiE2S+JL3+C0wZiNCUrdQgixh3BanUzMm8jEvOghoeffFglA+YwQZY4WtIIcnwtH2EKlw8t6dyObSqojAZ1evZYqlFL85qunaAkHeWz8aThaz/khM8zsktnMLpnNe6vfY2rBVHI9kYcG1tZmdEPShrChfkPbYDFr69aS4crAY/Mk3pyI15fLE3t4jait7waKIm8yoxzpUWmST3wYiPSHu6VxC7XeWgqSC8hyZ1HtrWZVzSq+L/2eb7Z8Q767BzoR2gFlGPy++Ru8KswdFXvjaB35LoTJDF8OM3w5/M9ZzgR/OtnhSLTU2hr+GRRys0k3Y2n9TtbrJtKx4459Iie6lXzbYo/mVlYmWrJ2+qRLCNG/uZWNydlDezsbQgjRrzlNK0O8rbWIWp+q5/k95Pk9nJCTDUDN9hbuIYurN3D7ty9S4krnuPmPE9Ym1w87lMpAMx++ej5um5sN9Ru4YeYNZLozCZkhvtn8DfsU7kNBcgEtwRaWVS2jILmAJ75/gtvm3EaqM7WX90qInmM1rBSnFlOcuq3GU5Y7iyx3FtMGTeNSLu3S0ZF3xaqGVfzZ+wNFLjcXFHxOGPhZzWhqLH7+l1SOS1vYYvHys/rRpJsOgpgscNQy0Z9ObthFCyFWUk8+bp7Sq/mNMSmu03HRvSQQJYQQQgghhBgQxmUWU3vxUzSvWklt0EtTyE+hM5W6kJdQ+ihqvbWcNPaktg7JmwPN/HPBP9mncB8AHjnqES547QLqfHWcMeEMDhx8YG/ujhAigeEpw9mYcS5l31RRbwnQbITIC7loMIIErGHqjSBHNg9isj/SIXmLCvNS8nom+iO1wO42pnGl+SX1BDhJDWEGuTvanOgGEojqsG3thJU9unPu4Df3Rv7jPLgX28T3nPajJLgfvAEA0+un9JLI9zBqTHT7cmtS659ZL/cR5ZoQGTHBkt79bV73RMoWfVzY02OaOvbl4yJBnwG2rD2kGn67fc4pivSFYd9/KgDLKoZhagu0PvUyDIOxY8f2WlY7pPURvW1QdvxH9TH9NOXEL24UnbHzbdhfiF5vOL6vPBUzHLTyxPcNotzRfc6Ft8SPtBc7TLfpjR+V1BrTP4BOMApQsDq63xHPoPhjMdgQ3YeAPS2+iOAcJgU1seeI7aNtT9O+vGe/9waUUphePzU/+wsAw8ZHn1cc2a21CXqzvAeojONIAVLyoH3joUJgXLvprX0kpjpTefjoh9vmT86fzHeXfNepbSbqA0abMefiBN9FbF+B2h/f51/sesLe+DRWTwdu6RL0dxNLWaPXbfrir28+b/Q8R1pMbzf9rLxnNsZcQ5u39hk1sPqIar/PTmfkN3ROGAbAyuRDMJW135X3PEGDoeOz4j6aUBMJPuGO9P+mUCSnerifmdCafGpuPl9QErWcEdOPm2O/6CbK0MFyYgzLkPh55sano6cXLovfVsyxr13x5TtrTB9yJCiThhuiz9XKGt8ncmz/U2ZTS1yarta5cRr3aB1oJ7yH9C+TaJQEw9WBqox9rI8o0cP68m+wB/cRtaN9NnV0cLHXR0jpiD3ptxNCiG7U/py/tX+ZPl/e64QB0zdiX9OXv9c9uI+oHZb3YvpGGkjlPTVQfr8BSAJRQgghhBBCCCGEEKJHSCBKCCGEEEIIIYQQQvQICUQJIYQQQgghhBBCiB4hgSghhBBCCCGEEEII0SNk1LxdYDijRwNrGx0plCDxAOEL+VAoHNb4TiqrfFXMr5rPitE/YjUNjlk3nNFD+t5IM64TbgfALH9hJym7V+woCdrni09kjT40lTX+UN2VURu6iq55NW6e6YseacU9qainstMtEo08NtClT8ugWQcxsn8SmVG+qO2zkBnii/Iv+LD5Qxr8DZw09iRGZ43upZzumK0gA7OuKW6+ysjokvUbuSfFzHgpPs3W77Az601+Im6ebo4etcRsiN+v0Jaqna7blh092l6wsjEujT03+tmUvSR+WEHHtMnR+Sl9DiP/lJ1uX4j+yJqZ3NtZ6JOslsj1cf1SB4PH+Hs5N73DrH4lalolx/+tmCs3Rqdx2ne+3pb4kVFjiyMqdpQs4kfBUkYHOmhOkMYaM7C035ugjBqTn+RpxVHTlTvfcp9mKT4z8p9Fi3acsB8bNCsyOpxtxjWRGf10X61ZkeMuWBY9KrI1Nf5Yc47Ii05TnBeXxjKoIGraKDh1d7O4XbH3cXZ7/P2prover/CW8rg0weboY1Qn6MTd8ETfv8feswGY/uhAhm72xqXpahKI6lIDbJhPYEPTBv618l+88fobaDQ/GfMTTsw5kaEpQ9vSLKtbxjXzroFRYFUWLrj+cZos204A8bdNYk+yZsRpaIut3w3nu8fQmuZQC8+teZaXap9hg9nE7H9u5Ip9r2AYw9qSKaX4+Zc/J6QjF6o0Xxqhgj4Yfd+Tfrs+YGsQqv0w70KIgUdrjVKq7SFN6r2/QLkctL9Nqk+8qNhDrB1zBtpil/JeX7UL+9ynr+2t+xEbhBLdqyv/JiQQ1aUG2DCfwKqGVby07iVOHX8qdoud55c8z1GZR0WlmZw5mRfmvIDnl8+RfP+V2C07f+Ij9hza0lqDsK8WSqCTw/kOMEphYvLw0keYYqRxnKOE1+vWsqB8AcMytwWiLMrCU7Of4qApB7Fu5Tqsqo9ePvak364P6bMFVSFEl1Ct59a2d1d8DXmxZ9Nby/99+Tq8h5f3ot47oE9f2/ek364P6cq/iT56JyH6igPzDuT9I99n5t4zAXjgyAdYuXRlVBqPzcOotFHUhG2k2lN7I5tCiN2QbEvmzblvsve8/wDwl8seIRAOsHJZ9LE+Nn0sOZ4cKqwVvZFNIYQQ3cwf8mNqE5fNFffZ4trFnPfJeYQP8XPVykGcPeLsXsihEGJ3mVrTRJDU1pqOsea+OPdBDQABAABJREFUNZfqV6uZnDGZx2Y+1gs5FHuCPhuIUkodBHyU4KN6rXVau3TpwJ+A4wEX8CXw/7TWP3Z7JvcAVsNKuiO9bdppdcadsMpaynh387sk527ghJ7OoBCiS2Q5s9r+r1Ti/uD+vfLfjAuPY0hoSNR5QQghRP+2qGYRV8+7mtIXS9Focj253DzpZg7IO6AtTaYjk1OGnkLonW/Y97B9ezG3QohdobXm1A9PZU1gOX5Mkv/4Xy6deiln50cHlY8bfBxJ6Ulkh7J7KadiT9BnA1HtXAl80266rVMSFYmIvAaUAFcAtcD1wEdKqUla6009mdE91dK6pfxp4Z/IGuuSQJQQA1TQDHLnwjvRCzXPzXlOAlFCCDGAZDmzmJw5mYv2uQirYWVd3TpyXblRafLceVyz1zXUPXA7aWmjeimnQohdpZRiYsZE5jQaZOGketIMxueMj0t36dhLGT9+PIv6aSfmon/oD4GopVrrr7bz2bHAAcDBWuuPAJRSXwJrgeuIBLFENzso/yA+O+Yz1l9zB5zZ27kRQnQHm2Hjq+O+Iq0ojaZNMgSBEEIMJHnuPP647x8ZP37bTanchAox8Nww+QYGbb4LgLQj7gPkWBe9I378z/7lWGDL1iAUgNa6HngdOK7XcrWHUUqRak9lUEvKzhMLIfott9XNyMyRMiCBEEIIIYQQYpf1h0DUU0qpsFKqWin1tFKquN1n44BEIdzFQLFSKqlnsiiEEEIIIYQQQgghdqYvB6LqgT8DFwIHA78HDgG+VErltKbJINIvVKya1veEnZgopS5WSn2rlPq2tjbR4qI9U5v87M2fccGrF1DRLKNlCTFQPe9fxXH1b/D15q97OytCCCGEEEKIAarP9hGltf4e+L7drE+UUp8CXxPp++lGQAE6weLx41BGr/sx4DGAcePGJVp+hyyZydHra26J/MeuQSnQre8DxMvrXubB7x7EZtj+P3v3HR5HcT5w/Dt7XdKpd8m994JtMBhsML2HHmroYH6kE2oCJKEEQgKhk4SSQEJzwBiwMTbdBRuDe++WLcnq/XRl5/fHybKvyJZtSSfZ7+d59Jx2d273Xen2dvbd2RlOTT2VISlDIgtpTeo/7urU+75ixQoMw2Dw4IvabRvm9v+ETAeKSiLLlIUmP7U/EFmmqi5k2kiKjyhj2fmXkGlrvz4RZVRq+zyh6l+/MXJeZWPIdPJFfwr+0hWeO9dhx67WGK7IUeMOS037vLNuBzfXfoVG8+95/yZuUFzU4p2/HwHNhr6Xo7SffhUzQ5YYaee3yxaNjAvaZD2Wftcd1PvCH5Q0C96MKBPYWRj6HoslckVeX2g8+TkRRYycSw44PiG6KmuvvFiH0OFa/I7XmnJvBR9t+5CrXrq709f3gKY63+B22Ub4+SSw8a+Rhayh37M6YEaWMUPnKZctcltGaLuBaH925Yh8X+SKwt5jjTwP+MtC658WV2QZo9YfMh13WbC/oa5a3wv/Hxy29trngrN/HXxt4X/22rrXOLfx3M49MI3WbB59A8rvJf+zZ0MW2bKTIoobyaHX77Zxv2jX8A6UkRXl+jQrbNr1RuT7UkK7xgmURDay0fWe0Oko157o0JSIindFD7QNddpEVDRa6++VUuuAsU2zygm2igq3+6jp2OZOu88MnfTEfLDO7XEuLquL8ZnjW/5C6iL7bh4pJxtxYMI/v538c9ymmvY1Nz6PJ455gsHJg0l1RPta7SqC+6NVlzq9CSFE56YUW2u28umO2VzV7+oucZ6UOp+IIPW9/e671pq/r/075/c8v2PiOlhN8Wur9FvaVXXFmvreraBWAqdGKTMY2Ka1lqGd2oDNsHFmtzNjHYYQop2dlHtSrEMQQgjRSY1KH8UrE1+JdRhCiHaklOLLs7/EoqK0nBaiDXXmPqIiKKXGAP2Bb5tmfQDkKaUm7lUmETinaZnoAPX+ehoDjfsvKITo0iobK2MdghBCiBiSi1MhDn9ynIuO0GkTUUqpN5RSf1RKXaCUOkkp9StgJrADeLqp2AfAfOB1pdRlSqnTmuYp4LGYBH4E+qH0B+r99bEOQwjRjkxtMrd4bqzDEEIIIYQQQnRxnfnRvBXAj4HbgTigCPgfcL/WuhRAa20qpc4G/gw8BzgJJqZO1Fpvj0nUR6B+Sf1ItifHOgwhRDsytcnRmUfHOgwhhBBCCCFEF9dpE1Fa60eAR1pRrhy4rulHxECmKzPWIQgh2pnVsJLuTI91GEIIIYQQQogurtM+mieEEEIIIYQQQgghDi+SiBJCCCGEEEIIIYQQHUISUUKIdlFSVxLrEIQQ7azB10BNY02swxBCCCGEEF1Ip+0jSghx6ExtsrVyK5sqNrGpYhNbKrewrXobxbXFlNSXYFEWeiT3ICMugxpvDXXeOpKcSWTEZdAvtR+jckYxLHMYLpureZ1aa0q9tWysL8MT8GEzLHR3peBuWr6Rap60rGLqX/KYe91cXLiiByeEaDMldSVsKN8QPNa3TmNrbSmFDZWUeqpp8HvJs8aT50zGawao8jfgsNjIsCfQ3ZXKiMQ8RiTlkY4jZJ31/kY2VBdT1liDVVlItscxPF+jlKLKU8UzC5/hqW+fYsrYKVyUflGM9lwIIYQQQnQ1kogS4jBSVFfBt8Xr+LZoHYuK17Oo5GqqG6ubl1uUhfzEfHLcOeQn5uML+FhVsoqy+jLcDjfxtniqGqvYVbcLj98DgKEM+qT0IT8xn111uyioLqCqsSpi22OsaWQTx8eqAAcGt4yZQo47h8qKyo7afSGOCHXeOr7b+R3f7viWhTsWsnDHQrZXhw4Um+lMJC8+lXRnIlmuZAoqi/m+qgCnYcNtddBo+inx1lHlb2h+T7bdTf/4DGoDXnZ6qijyRrZ06vH5C0zqOYlpa6dR6ankjL5ncErvU6A6oqgQQgghhBBRSSJKiC6s1FvLF+Ub+bxsPV8t2Mbayh0AWA0Lw9J6cPnQyxmdM5q+qX3pndKbvMQ8rMb+D3utNVsqt/BD0Q8sK17Gil0r2Fmzk/5p/ZnUcxI9a7bTNy6DeIsdnw7wQ3UBb62ZzxeqkCnmAKYEBjHojL8BUElle/4JhDjsefwe5m+fz5zNc/h8y+cs3LEQv+kHoFdyL47rfhxjcsYwMH0gvVN6071uES6rPWQdgZ2FoSu1WAAo89axpKqApdU7WFW1g/X1pWTaExjuzqV3Vnf6JeaQ4XITMDXb6kp5r3gHb618i9P7ns5vT/gto3NGA7BixYr2/0MIIcQRztSaSt1Itfbi0zo4DxOf38CvNXZlYMPA1vRqVxbsWIhXVizSI4sQXYLWmjpfHVWeKhqabhia2sRTUYDX9GNVFuwWC3bDirWhFpuy4LBYibPYscQ49gMhiaiDYMSFPr6A1xd8tWtQCnTT65FEH3n77lv8t4h53uUbQqYD1Q0RZfxVntAytb6IMhZX6KFpTXYGt6lNvgvsYra/gDmBnfzgD/bD5FY2jkvswTXdTubYhG6MiM/GZdhQTgdUlwR/tszHVApv+MaM0P+XcgQvYPObfs5xJWImDoXEoXv2oU5BXXO0TKQ3N/uTQtaz8ofFaFvYsdJZhX9+tcaamx7rqDpGlH0/LI5hrZs/y12N1pp1Zev4ZOMnzNgwgy+2fIHH78GiLIzJHcOvx/+a43scz7i8caTHRfmcZgyKmGXkR99WNnB6009r3BA2vWrVKkzTbOW7hehajPSUWIfQeRyu54pWCGx5PXLe5m0h0/7i8pBpj+nHaSq0Dj7ODKC9/oj16KZkEkCN6WWT08NGbwVbfVXs8NVQ6K+j2FfLrkA9FaaHKrMRHbGW/XMoK/2dqfRxppJkcZJg2Mn2usi3uRnpyqK/PRWlFNobCH1jcX3kvodVJFcsXgyOLlLfQwMq5FXZbbENqaMcrsew1ihraJLVkhgXUcxIjG/zTXv8HpxWZ8hxvj/egJfNFZtZX76eTRWb2F61nYKaAopqiyiqLaKsvowKT0XzDccDoVD0TO7JoIxBZMRlkGBPID0unTxHIf0Tszk6vTc2w4pZHdni3UgJvY7DH7r9tY1HYbbxTUdJRLWl3R/Aw+GgPlBH8r63sxI8zPFuY4ZvG1/5d1KNDwuKcbYs7k0YyyR7HkfZMonrkR3rUEN0mSQURH5+j6TP8eG6711sPzx+D59t/ozpa6fz8YaP2VYVvMjpn9afG0ffyKl9TuWEHieQ6EiMcaShJAklxBHicD1XtKE608fvSr5ioaeQY1x53JM0jhSLs8XyX3gK+KRhC2v95az2lbM9UBuyPMlwkGtNIMuIY6wjm1SLk2TDQWp6BklWJ3YVbPtgKIVDWTGUwq9NGk0/PjOAzwzQqP00mgF2eWtZU1PE6oYSagJeagKN1Jh7MkrdbYmcFN+TY810jrZlk2W4cGFFo/FhYsNAEfo/92LyfuI20qp+4JjMY9rwL9meVAuvR4DD9Rju4P2o89Zx1+y7WLBjAcd1O477J95PiqvlmxZbKrfw6pJXWV26mpW7VrK2bG1IkslhcTR3mzIkYwjpcemkOFNIcaWQ7EzGZXWhlEKhsFvs2Cw2AmaAxkAj3oAXX8CHN+ClMdBIlaeKtWVrWVO6hpW7VlLjraGioQLdlL5OtLk4MWsQE5N6MSGtDz3jUkm0OjGUgd8MJqGtRmSbqi+K1/BZ2UZ+3OfHbfq3lESUEJ2QieYF1vAh21lICboB8lQ8P7L1ZrItj4nWXFLiEmIdphDiEM1YP4N//vBPZm6YSZ2vjnhbPKf0OYW7J9zNaX1Oo1dKr1iHKIQQohW+qt9Gtellat4F/LbkK/5S+R1XuQfT354atfw3jTv4e+1y+tmSOdaRy0BrKgPcmfS2pdDTloTbEmzVqxtDW87burXixqMZ2W7KrAttpV9TW8M2XzXz6gv4tHYz71ev5VVz2Z7tYBBwa0yliddW+pluBgaSGJqUgl0bPJO2hm32Oi7cPrMLJaKEODSfb/mcam81H13+EXfOvpM/zf0T1468lgHpA6KWL6kr4Q9f/YGeyT0ZmjmU8wacx8D0gfRL60fvlN5kxGW0ujXVwfAGvGxb/hRLyrcyq3AFnxauZFrB983LDVRzEtuqLPRNzGRQUh5jU3vQ353NC+s/Z3bRKrJcWVzc6+JWdfHSWpKIEqKDrdQV5BJHinKENMnem4HiDTZixeA3DOOshN4MN9La9YtKCNF2lhUvIz8xn1RX6j6bbH+59Uvmbp/LVcOv4ryB5zGp5ySc1pbvoAshhOhcTB1sGTqnbisZljgyrXH8Km0cUytX82HdJn7ZQiLqV+6juNs9FmOv84OR0HEjDSdY7Ay2pDPYmc4NqSMJaJMlhVtY4i+hwvRQqb3oCg8ObaFUNbLeUs2n1kLezN4CwCBPEv8sOJaxF9zfYTELESumNjGUwayNs8iMyyQzPpO7jruLt1a+xbS10/hN+m+ivm9Uzijq7qmLWd3ObrHTKyGDXgkZ/Kj7GAC2FG1lXsVmij3VlPnqMLUmLsFNg9/L2upCllds571t3wGQ5kjgz6MvZVL3O9o0CQWSiBKiw3zp28mNdZ/TTyeSgoM/M4501fKX0gxOI5Hgc+vWfTTtFkJ0Hp9t/owr/ncFg9IHkepK5fmznicjPqPF8vedcB8PT34YQ0knskII0Rntvpkwd9c63t68gBOzB3OamYrdsKK1xlAGJjDOlcMX9U2PVdtTGWBP5fOGbZQGGki3RCaYXE3v7ywsymCELZ0Rtj19DzYUhfZ9pdGsLq2m2OphTEMaBoo6uUkqDgPNx/m2uby54k1O6nUSZ/U/C7vF3nycA4zPH8+czXMAGJA+gEHpg5i9aTal9aVR++20GtY2T+Acqu5xqXSPC02Qh/cRVVZXybLKAkandCfJHsfqxrbvckVqvkJ0gIA2+Z93E8/FT2SacQrpOHlBr2GLjuwsbrfdSSghRNcQMAO8teItXj3vVT675jMy4zN5csGTbKrY1OJ7EuwJkoQSQohOKmAGUEoxe+cKbpv/Csn2eOYUruCezZ8AhLR2zbLGo4G1jWUAdLcmEqdsbPBVxCL0dqFQ9PAlMK4hHeNI6l9JHNaaj/NNs7nlo1tIcaUwe9Ns7vz0TiD0OM9OyEZrzZrSNQD0SO5BvD2edWXrYhJ7e0lzJHBi1kCS7JEdv7cVqf0K0c5MrbEog41mFTU62DHk9ao/ATSfU7ifdwshugJTm1gMC+vL11PdWA3AlLFTCOgAszbOinF0QgghWqvWW8tLi1/iwrcv5Klvn6La28DS8q1MGXgKD466kN+PupjPKzcyt2oLAH4d7OS3hzWJNIuLT+o2A5BrTWCVt4we1s41yIQQIspx3ljNkqIl/N/Y/+P3J/6eP570R+ZsnsM3274BaO5gvGdyT9Lj0vl4/ccA5LnzWLFrBT2Te8ZqV7osSUQJ0Qa8pp/nt3zNZbs+5LOGbdQ2jURiao2hFD5tcrItn1WB4F2x3rjpqxJZp6toJLCvVQshOglvwMuzC5/l/DfP59ONn1LrDY5wtLvfAF/Ax+l9T2f5ruUA9Evtx4C0AawuWU2jvzGWoQshhGiF6sZqTnztRL7c+iU3jb6JGRtm8MH2xXxXthlLU+vVFEc8Z6UO5LmdCwDY/XRdd1sip8b34uXKZVQEPFSbXjRgU5GjUAkhYqfa54k4zqetmcainYuwNI0al+JK4Zz+5/D0wqcBmh+j7ZHcgzP6ncGLi1+koqGC6sZqNBp70+ACovValYhSSh2jlHpAKTVTKbVMKbVeKTVfKfWqUupapVTLYxYKcRjb3UHls5u/4oOiZZwV15sPGzbxUOW3IeVsyqCPkUSRWU+xbsChLOTiwoKiXMkFqhCd2e7j/Olvn+b9te9z3oDzmLZ2Gvd/HtpBq81io19qPwprCimqLcJhdZCXmIfFsFBaXxqL0IUQB2HhroXc8s0tNAZ8+y8sOrUqTxUBs/U3/BIdicy+ajZvXPAGp/U9jUk9JlHr83Bm/khe2fBlc7mbco/mm6pgyydb04WroRQnxHXj8qTB3Fg4g7N3TuXShAGkGG3ft4o4dMUNxfx8/s9Z7CmKdSjiEPm02fzUSWsk2pyRx7m3lrP6ncXLP7zcXO7Wsbfy1davgGAdD8BQBpN6TuLq4Vdz9ftXc/K/T+aKYVeQ4pR0yIHaZyJKKXWNUmo5MA/4ORAHrAe+BSqAo4F/ADuaklIyzrQ47JXWl/LoN49y2eJX+Nf2hZR569jpqeLufqdxVcJg7kway//qN7DDX4uhFIGmi9hBlhRcysL7bAUgHSdLKSdHt9+zt0KIg7P7OL/4nYt5dcmrlNWXsaNmB/cdfx/XjrqW+064j7dXvU1BdQGGMpovdIZkDsFlc/H2yrcByIzPZHHhYvIS82K5O0KIA+DXfuYWz+XVDV/HOhRxkLTWTN08ldy/5HLSv06iprHlPjnDJTmTqG6s5qr3ruLphU9T7Knm3G6jWVtVSKknuJ58RxJD47NZUB3snHxRQyFvVK0E4NepR/N89mls6HkjVyUOaW5JJTqXBGsC35V+x8Nl82MdijgEKytWckz1VEZWvc0yf1mr3xdxnNcVc96A81hTuqb55mF+Yj7Ds4Yzf3vwM/Jtwbf8a+m/ALj7+Lt5+dyX2fHLHfxk5E+aW1KJ1mvxm1EptRR4FPgYOApI0VqfoLW+UGt9pdb6TK31ICAVuBHIBFYqpS7tiMCFOFjzt8+nwddwUO9dU7qGCS9PYFvVNm7ucRwvbP2G7yq3sahya3OXjVmWeI5z5PJszRIAAgSbcva1JHGerRcv6NXM0Tt5Wa9jGKkEMNtgr9rW7hYgQnRV66vWU9L06NyB2vs4v3XMrTy36DkW7VzEwh0LmzuszE7I5oQeJ/DkgicBCDT1EdI/rT8XDb6Ivy74KzM3zOS5Rc8xKnvUAd2R7yhynAsR3fjM8YxMG8kjy6dLq6guamn5Uh74/gGGZAxh7ra5nPzvk6loaH2n4YmORMbnj2fBDQvYWV/Bu1sW0j8phxfWzkFrTYm3jm6OJLo7kgGwKwtZ1ngg2DIqwyo3GTu7eFs8P+n3E2bWb5ZWUV1UY6CR/5v3fzRoPw4snF37Ed/5d7X6/Xsf5zuqd/DOqncYkD6A5xc9HzzO60roltiNHsk9AHBYHWQnZAPBllH7GhVZ7N++UvSvAL201ndqrX/QLYwvqrWu0lq/obU+ExgPVLZDnEK0ifLGco59+VhS/pTCi9+9eMDvH5g+kIU3LuS5s57jxPT+DEvMxW5YODG9P89t2XPn9LbEkXxUHxwpy97UN4CpNcfZcnhMjeM9vYU4rNyhhmHphF21za/cwuCvHuGWFW/zTXnLI34J0Vk98P0D5H12P5cv+Vdzq8TW2vs4P6nXSQzPGo7dYmdyr8k8s/CZ5nI/P/rnTFs7DaC5bwBTm5zQ4wSePfNZ3lr5FvG2eH438Xed8k7ZvO3z6P90f2784Ea+3iotP4TYTSnFrYNupaC+nFc2fBXrcMRBGJk2kuePe54FNyxg6iVTWVK0hNNePw2P39PqdUwZO4WeyT25ZcBkvi/bzK0DJtMQ8HLunCc4Y3nw8Z1cR7Aj8hHOTE6O79keuyLa0Y/7/JhUwymtorooh8XBk8c8ydzEC5jpPptU5eS8mhms8pS0eh27j/MpY6eweOdipoyZQoO/gbP/ezYn//tkAHLduQCMzB7JqX1ObZd9ORK1eAWstX5Sa936b+vge5ZqrT859LCEaB/x1ng+uvwjJnSfwG0f38YXW7444HUkOhLZWbOTs759ntkla1hWvYMr8sfyZdl6fDqA1pp+thR6W5PYGKgC4B+Nq3jFGxzm8xSVxzPGsTxkjCFFtV+/AY2mn+2eSn6o2cGXlZv4qGwNH5auZnrpaqr2UxE7LqU3H4+5maMSu/HQxlksqt0BQL3cGRZdxN0j7ubnPSfybtFSfrduxgG/f/dxftrrpzFr4yyWFi3lqhFX8fmWz/EFfGitGZA+gL6pfVlfth6A5xc9z0uLXwLgzH5n8sp5r/DX0/9Kqiu1TfdtbwEzwK66XSwvXs43275hxvoZTF87nelrp+93KOEJ3Scw66pZjMkdw++/+j0LdywEoN5X327xCtFVjM8cz/iMvjy6/EN8TaMlia5lQvYEDGVw3sDzePPCN1m0cxE/n/nzA15PqiOBTbUlnJk/kodGX8IVvY/jtYGX8EL/C9o+aNGh4m3x/DRlDDPrN/ODpzjW4YiDMCJtBCmGg+4WNx+5zyJOWfnxlv9REziwPnhTXalsqtzEWf3P4uHJD3PlsCt544I3+Me5/2inyIU11gEI0ZEcFgdn9juTCd0ncPQ/juaSdy7hu5u+o3tS9wNaT3pcOudnD+dfo67mN6veJ8nqorsrlWeql3B74iiWe0voYU2ih+EG4GRrN9INZ3vsElVmIyv8ZSwv2sQPdYVs8JSxpbGSEn/LF5MLRt/GKHfLfdZorekZl8qN3cfzTtESSn11rK4v4YXihcyv3c5p1m780j0atyEjRIjOaWjqUC50nEtdwMvjmz9jVFI+Pz7AdaTHpXPBwAv4zwX/4VezfkWSM4keST3464K/8svxv2Rp0VJ6JfeiV0qwe8TT+57ebs20vQEvq0tWs7hwMYt3LmZV6So2V2ymoLqg+bHAcA9OepDfTfxdi+vUWtMzuSc3j7mZt1a+RUldCatKVvHswmeZu30uZ/c/mzuPuxO3w90u+yREZ6aU4jdDz+ZHnz/Jh9uX8KMeY2IdkjgEPxr0I35z7G94bN5jjM0dyzkDzsEX8LXYf1+lp5I5m+bwnxX/YfXOBdzY/yTctmA97rLe4wls3taR4Yt2dHPSCB4v/5YXq5bwgvO0WIcjDkGeEc/L8Sdybu0Mbt0+g7/mn0ptoJFejugdiYcc5yWrufmom3Hbg3WeHw870FqjOFCtTkQppQYBFwHdgPAraq21vqYtAxOiPSU6Enn/0vcZ+/exXPT2RXxz3Tchw26a2kShmvuDCWe32Lmxx3EAXNvtGP674zvu6HMyKzeu4tSiqZSbHq53D8Xa1Oiwp+XQL+S01mzTtSwLlLEiUM4KTwUr/GVsCTR1wFkOeTY3/V3pnJMykHx7ItlxyaTb4kmyOkmw2DGaOszsH7fvi+X5lVu4YfmbnJTWD5fFhtOwcee2WZyTMoCbs8Zy1/qPWe+vYLQ965D3S4j29JdB57O8Zic3Ln+T0cfdw4D0ASHLTW02Hxfh7BY7N4+5GYDrR13PG8vf4K4Jd7G6ZDXHv3I8ZfVl3DLmFqxG8FS6OyF1qCoaKvih6AeWFC1hafFSlhYtZVXJKnxmsEWi2+5maOZQJnSfQI+kHuS4c8iKzyLZmYzb4cZmBEd2yXHn7HM787bP49pp1zK512RcNhcum4tfzfoV5w84nyljp3DHp3ewtmwtY3LlAlwcmc7IG05+XCovrftcElGHgYcmP8S3O77lhuk3wHSIs8Ux97q5jMweGVE2wZ5AUW0RZ/c7m9ePOge7Re7dH64SLQ4ucQ/kzZrV/Cl9EtK7V9d2vC2XB7In8ruiL5hatRqAP+eezE9zz4wou/dx/t8L/xtyLSjaX6u+VZVSVwMvAxrYBYSPjxi1/yghOrMB6QN49fxXufDtC7l79t08cdoTQPBRl5s/vJkkRxJ/PvXPLSajdnMYVoobazg7ayjnlCUwwZnH0Y5sbMpCoPrgOkUH8GOyiFI+p5Af6ir4IVBKhQ42M1VAX0syo22ZXO0axFBrGuN6DiLbnhCyDuUMe/RvP/sCwQvzY1N68dTgC3hi8+f8Y9hlvLvpW+IMGzdmBSviJzu783HDlohElA+TevwkIV/konNwGFb+O/Iaxs59gkvevYQF1y/AZXMB8OaKN/nbt39jxhUzSHIm7Xs9VgfFdcWc0/8cLhp8ERN7TmR8/vjm4XwPltaadWXrmLFhBvO2z+O7nd+xuXJz8/KchBxGZI/g9L6nMyJrBKNzRtMvrV+LybPWMrXJcd2P45kzn+GxuY/x6vmv8s7Kd4izxTUn307vezrT106PSET5Aj7qfHUkO5MPKQYhOjurYeG6fifw+6Xvs7mmhL6xDkgcEqth5b1L3+PtlW/jN/3E2+Ppl9qvxbK3jbsNgMCW1zsyTBED1ycN55Xq5bxZs5pfxDoYcch+lXkMvRzJlPjrsGBwijv6jcK9j3PR8Vqb3v8tMA24Xmtd2X7hdA1GUtjFflxTAzGtgxf6u19Fp7RixQoADMPggsEXcNvY2/jLgr8wJncM3ZO688yiZ3hzxZvcP/H+kPd5v/5T8+/lvnremzOLqZat7FD13O4fRN2WhVSs9dELxS6Cz5n7vJEXiwF/6GfDGR98rMajAnwfX8r38WWsVBUstpdRZfFh0YpB3iTOMvMYbqYwzExhoJlEYrwLGgn+AGp5CfWEds6nHKEdJFsSIh8PtKbtaa3lMf3EpaVgApPt+bxhxFFUXsK/i3/g/qzjMWuDibWVFYVk4KSxqgITjYHCkmjne7OEO33fkqzsTN4ymHN6nINFdb5OmlvDNqR/rEMQh0Jr1safiqH99DPn8PLQyzj3h3/y85k/55YxtzBn8xx+8+lvOL7H8S0mdcobypmxfgZvLH+DbVXbuGvCXdgstuYOyQ+GqU2WFS/jyy1fsnDnQuZvn9+ceOqZ3JOxuWO5+aibGZUzipHZI8mMzzzoP0FLPH4PTmvwu+DUPqfy+rLXKa4t5tWlr/LQSQ81l1u5ayVZCVnNcRvKQGvNdzu/4/YZt5PiSmFiysQufZwLsS+WXldzY9pJ/HHZB7xcUsbDsQ5IHLAVK1ZgGAaDBw8GIMWV0pxsb4n3q0dDpuvnrYkoU7c5dFRWizPyPKIDoffpHVmRdTBbetg1hSVyPcrtCp3hj3wc29q/T+i2o4zUau9+RehqVv09ogxrQweoUVsrI4qkTwh9zKmui1/32PrmM458Rld9ycue1fxc6/3ehBadiNZsO+lnKH8jeZ8GB5QxS6s5n9w9ZarBt3ln6PsCT0Ssyjog9HaDSj2vzcONBUvfn4ROH8xKmq6f21JrE1HZwC2ShNqP3V9a8uXVJZhmcCStP5/6Z+Zun8vl/7u8edkjkx/hrgl3tfjeBIudSrxcGujF+YE9/UsZHNj/XqP52l3E6+kbmZ+wi0bDRGno63NzekMekxqyON6TRWaaa/8rO0QBbTK1eg2ZRhqnpfRne2MV6dY4PixfQ532caZ7z5fzTHbwPyYDNO+xiaaPkcgbjpPYYtby+M45ZLoyOTbr2HaPXYgITd/Dpgqe5k7PGMQdx97B4/Me56Xvgx2Kn9rnVN679D3ibNEb4ifYEyhvKOeaEddw6dBLDymctaVreXLBk0xdPZWS+mDCONedy7i8cfz62F9zZr8z6Znc85C20RoBM8DbK98mIy6DM/qdwfaq7aTHpfPB2g+o89Zxdv+zm8tOXzed2VfPBkA1HemmNumX1o9pl01jU8UmfvfJ7+Q4F4e1/MR8zup3Fi//8DIPTnrwkFtBio63u74nQjUEvDgM6yG3sD1crntu6DaeKSvf4dsd33JM/jGxDke0VtPnT1vbbwCorq7B14DD6jj0Y72NtTYRNRcYBMxpx1iEiAmn1cnMK2Yyfd108hPzGZQ+iB7JPfb5Hrth5YbAwbeYqbZ4+ThjK+9kbWJDfBUZPieXlfXmuJpMjqpLJyOp4yu6BgpDKR4t+Ir7t80hx+5mTEIe2XY3E+P3JNs+q92CGxsDSUKjmy9QLcogran7uFxLPHHWXayrWicXqKLTeOikhxiVPQq7xU7f1L4Myxq2z5Oy3WLn9qNvP+jt+U0/M9bP4MXFL/LR+o9wWBxcMOgCTutzGpN7TyY/Mf+g132wDGVgKIOHvn6Iez+7tzkZlpOQw0m9TmouN3vTbBIdiQzOGIze6+6wxbCQHpcOQF5iHnHWODnOxWHvljG3MH3ddJ5e+DS/HP/LWIcjuiATzWpdySJKqMGHDQMHFtyeeJxY8WPiwyS+yk2cYSPBsJFg2Em2OEl3xBOnbG3eSmdm4QruWvYu49J685OexzI5K/T7/khzae4o7lzzAfd9dh+zrpoV63BEF7WzZiffbPuGbVXbsBk2HFYHcbY44m3xmNrEG/BiMSzE2+JJsCeQ6Egk0ZFIelw6Sc6kdkkWzdgwgzs+vYNj8o/h2pHXcnLvkzvFsd7aRNT/Af9TSpUBs4CK8AJaa7ndILqsrIQsbhh9Q7tuw0TznbuE/6VtYXZaAR5LgEG1Kfxp2xjOrOyGXcc2S62U4sdJQ7ii5zFs9JRT5K3hGHc3vGaAL0rWMb++gETDwb8rl3M9wSScDxN7UwNPU2uMpi+0Ku2lvLGcPol9WtyeEB3NZrF1yCgoG8o38MoPr/Da0tfYUbOD7IRsfnfC75gydkrzo26xopTiyuFXcuXwK9lYvpHC2kLG54/HG/Dy2ZbPmLttLknOJF5Z8gq3jQ32m+Azfc0deO7duXuVp0qOc3FEOKPvGZw34Dzumn0XJ/Q4AWfEmD1C7FGPn2XWCtbYqlhjrWKNpZrV1iqqtS+ycPV+pps4lZUMaxwZ1jjy4lLo5kiilzOVfq40+rrS6BPoccAdqv8ofzTj0/swp3g1f133KVnOJAYoRZGvlkxrfHOd7kjhtjp5bNC53LriHf70zZ84J+WcWIckOrGAGWDFrhUs37W8+XV58XK2V28/6HVaVPBmX2Z8JrnuXLoldqNnck/6p/WnX1o/+qb2JSGsP+DWuGDQBRzb7Vhmb5rNE/OfIDshm6GZQymqLSIzPjNmLaVa+41VAPwAtNRbnz6AdQlxRKk3/HyQvoXXs9azxVVLgt/G2SU9uLC4N4PrUpv7iOpM+jhT6eNMBcBpKEa7svnZzk+JM2zcnjaGSZXBRwV3J6ECmNiaKizv+DcxPbCV3LijOD77+NjsgBAdzNQmn2z4hCe/fZJZG2dhKIPT+57OM2c+w1n9zuqUj/P0Se1Dn9RgEsmpnIzJGcOtH91KvD2eXxzzi+bH9HYnoQJmAIsRPOb/s/w/TF09ldy4XDnOxWFPKcXL573MyBdGctm7l/H68a+TYDvwiwFx+CpRHj60FzDLtpP5thIaVfD+vNu0MjCQxPmN3RgXl8XRZJKOAx8mHgL4Uhw0EsCGgQWFP8VFvemj1vRSY3qpDHgoMz2U+uspCdRT7KtjY0MZX1RuoibQ2Lx9Y7GiR0IG/RKzGZCUyzEZfTgpdwgZzsQWY/abAbKdSVzR4xj+tn4O5d5avqzdyd/LfmBZQzHHxXfjPvoeUQPQXJd/DF9og99+/lu6TezGyLSRsQ5JdCIev4cZ62fw3pr3mLFhBqX1pQDYDBuDMgZxQo8TOCrnKCZ0n8CA9AH4TT+N/kbqffXU++oxlIHNYiNgBqjz1VHrraWmsYaqxipK60spqSuhpL6E4rpidtbs5IeiH9hVtyskhsz4TPqn9ad/an9G54zmpF4nMShj0D7j9pt+shOyuXL4lTy54EnK6sv4fPPnPP/d8ywpWsIJPU7gz6f+ucMHoWlt8ujvwKXA+8AaIkfNazWlVD5wJzAGGAG4gF5a6y1h5VKAx4Hzm8rMB36htV4eVs4J/AG4EkgGlgB3aq2/OtgYhWgLa51V/DdnMx+mbaPG6mNYbSqPbBzHiSX5uMyuk7dVSvGz9HH8LH0cBb5q8m2JNGzfwRqqWEkFF9ITCwbLzTIe9y3DohRXWPvSf9R9sQ5diHa3q24Xry15jZe+f4kN5RvIdefyxxP/yLWjriXXnbv/FXQSSil+deyv+NWxv2J71Xa6JXUDYFXJKpYWLeXHw36MxbCwpGgJf/jqD1iUhetGXkeup+vsoxCHItWVyn8u/A/3zLmHen+9JKIEDQSY4drBO3FbmWvfhamgT8DNTzx9meDPZKA3kVzT1dyFgSM+Smfl1tDPkTVa4iisA3NLUgJaa8r89axvKGNDQylb4mB9dSEbqot4ed3nPL1qJs+Ov5abB05uMf5Pi1dxy3f/5oSM/gxJzKXW38hTu+YzJX0Mz+afzv8VzGSrqmW4Tj2Iv07XpJTixbNfZGvVVhr3SvSJI5fWmq+3fc0rS15h6qqp1HhrSHOlcUa/Mzitz2nB0YxT+7XbDcc6bx0byjewrmwdGys2sqF8A+vL1/Ph+g95ecnLnNXvLD68/MN9rmPWxlncOP1GJvaYyNDModR6a3ny2yf52dE/4+/n/J2bPryJTRWbGJ0zul32oSWtvRo+D7hDa/1UG2yzL3AJsBj4Gjg1vIAKPrD4AdALuJ3go4B3A58rpUZqrQv2Kv5P4CzgDmATcBvwiVJqvNZ6SRvEK0SrFdsaeC9lKx+lbGedqxq7aXBKeT4/3tWXkbVpAATMrtvUOd+WiNbBUWBsKAIEf3+Klfy5cQV3WEfwc9swAAqMztcCRIi20OBr4O2Vb/PfFf9l9qbZBHSA47sfz4OTHuSiwRc1tyDqqroldWvuO8Bm2AjoYKvNP33zJ37/1e/53Qm/484JdwJ7RiEV4kgwofsEvvzJl6xcuTLWoYgY2qZreSZxKW/FbaXa8NHdH8dPPYM4v7E7A8w9iSRt6n2s5dAopUi3xZNui2d8YveQUfP8ZoAfSjfRPT6txfeb2uSMnGG8dewt/GHldF4/5gYeWzOTXvZkzkwMDk4zypXNDMsOhvtDE1FlpocV/jIm2HKwdLLOj9tCkjOJedfNk+P8CFfn8/Dawmd56tunWF++HrfdzcWDL+bHw37MpJ6TsBod06gg3h7PiOwRjMgeETJfa82Wyi3U+er2+X5Tm5zZ70ymXjKVB754gP9e+F8e/eZR+qT0aW75flTOUUxbMy0iEVVWX8bS4qVM7DGxbXeqSWv/gnXAqjba5lda6ywApdQNRElEAecCE4CTtNafN5WdD2wGfgP8tGneCOBy4Dqt9StN874EVgK/b1qPEO1uuargReta/jd4K36lGVWbxn0FIzh9Vw+S/YfXKA67O7brQyJ9CFa4RpHGiUYuM83tLPOWcY2lP9JrjDjcFNcW8+LiF3lm4TOU1JfQM7kndxx7B1eNuIrBGYNjHV6b2n2c90vrR7+0fgCMzRvLqX1OZfq66Xxf9D03jb6JLGLb55UQHS3WnbuK2PBpk0/NAt40N/KxuR3i4eyGfK6o78Ux3nRszoMaEL1dWA0LY9J7t7jc4/fgtDoxgWPSepPhdLOxtoR3t3/Ha7lnNZdbUL+D8doNBLtgsGDgx2SNv5zH67/nl2Y9x9tyuLbxSpIdye28Vx1LjvMjk9aaJaWbeW31Z7y+9kvKPTUck38Mvz3ht1w4+MIWR1mOBaUUvVJ67bPM7mMd4Jj8Y8iMz2RjxUbeXvU2b130VnO5edvnNQ9Ys7sbBr/pZ2XJSv741R+ZUjOF4YnD+emQn7bpsd7aRNQrBBM+nx7qBlvZqfm5wM7dSaim91UppaYTbJ31073K+YC39irnV0q9CdyllHJoraVdpWgXXgJ8ZCngJes6FhtlxGkrPy7tzTUlfenmDTa19vkPvztF0ZxANpMc3fBoP+8FtlCoG8jx1xNn7Txf2EIcDK01C3cs5Mlvn2Tqqqn4TB9n9z+bX43/FRN7TDyiKqsn9TqJk3qdhMfv4a0Vb7GzZidu7ZbjXAhxWDK1yVeVm3ndN4+PzG2U00g6Tm61DOKqnT3IC3S9776AGeA/y/9DmiuNs4C1NUWk2OL4X8H3xFsdjI3b87j1vLrtPBo4HQiOrAxgxWC0LZMPk4MdeV9fPYf5u+ZzRrczOnxfhGgr6+pK+E/hYv63aA1rKgqwG1bO7T2Onx//GMd1Py7W4R2UvY/18waex9rStaQ4U3h31bsk2BMYlzeuuezX277mxbNfBGjuuNxqWBmbO5bPrvkMgLNePqvNj/XWJqK2Aj9WSn0KzCT6qHkvt1lUMASI1t5/JXC1UipBa13bVG6z1ro+Sjk7wccApV2laFOr63bxRtH3vOKcT6lqpJeZwB+8o7g00Au948i5KI3Gqaz82Bps0l0gF6eiCyutL+XtlW/z0uKXWFq8lERHIreNvY1bxtzCgPQBsQ4vppxWJ9eMvAaQR/OEEIePHdU7+L7wexpKVrChvox/Fi5kU0M5bmycZuRzgdGLk408bMqgLlAb63APiqEMnFYnT337FPdVrCPPlcxJmYNIdyRQ5WtoLvdu5Wp62pPJxImJbk5EAbiUFZ8OYFMWApjU+GpisStCHJQG08fX9QX4d5VS4avnjZ2L+bJiIwaKSflD+emIs7mk33GkOt2o1K6ZhILQY/23n/+WvMQ8JveaTEZcBlWequZyb614i94pvclKyAoZGRnAZXPhC/iCHazrQJsf661NRD3f9NoDiNbrnQbaMhGVCmyJMr+86TUFqG0qF5EU26vckdO7nmgX3oCXJ+Y9wcKdC9Fl69nSUM7S2kIMFKeauVzt78OJZjYWggdtBVGG5hVCdHrT107ntaWvYWqT6sZqvtz6JX7Tz8jskTx/1vNcPuxyEh0tjz4khBCia6pprOFPc//EE/OfwOP3NM8/PqkXv+t5MqdutOFSXWeQmX1RSnH5sMu5fNjlbF/8ODs9VRyV0gO/GeDjwmW8V7mGFKuTD6rWcVv6GCgHP2bIKMkANmVhmb+UjYFqLk4+vB5NF4cnrTXv1Kzhd7u+Yru/Bpp6nO7lSuUPfc/gqtwxdB9xVGyDbEN7H+uFNYXsrNnJUblH4Tf9fLj+Q95d9S6prlTeW/MePzv6Z0BwdL3wkZJtFhtLipawrXYbP+n3kzaNsbXfqvt+ALHtKSBaD3/hzU1aWy50oVI3ATcB5OTkHEx8oovTWmOy76dElxQt4Sfv/4SlxUsZlD4Io6GcFKuLP/c7m4szR+CavbGDohVCHKzdHW23pLyhnJ/N/BmvL3udPHceqa5ULIaFXxzzC64YdgXDs4YfUY/fCSHE4cQb8LKxZiM59TmkulJDvs/9pp9/fv9P7v/iforrirli2BXcNvY27MvfJNnqolvTUOb1m9bEKPr2leNKJseVjNYaq2Hh3NxRPL9yFhrNfVnHc2x8Po1sb05CaTQWDAoCtbzYsII1gQp+4hzE0NShMd4TIWBd1TqUWUe2ckUkOOY27uS+8gV85ylihCOTv2afTPf8njgMKwPiM0JaAR2Octw55Lhzmo51K+cPOJ+nFz6N1poHJz3IhO4TAJqTUFprLIaF7VXbeXrh06wqWcVFvS5q82O9VYkorfXWNt3q/pUTvTVTStNrxV7luu+jXHmUZWitXwJeAhgyZEj7DWkhOq2VFSu5ff7tXLLtEq4ffX3IKAHegJeHv36Yh75+iPS4dKZdNo1zB5yL9+s/hayjKnylQohOJaADnDXzLMYkpHBZ9igubRoJbrfpa6dz04c3UVpfyv0T7+ee4+/p8iPeCSGE2GNzzWYumXMJzIGs+CzO6HcGI7NGsrp0NXM2z2FD+QYmdJ/AtMumcXT+0QB4N38Z46g71u7z4uU9juZiTwZ1ppd4I3guXKjK+cSyg9/4h6FQvGPZwke1hQy3pvNw/Hj6WZPp6ItEIaKZMncKxZ5iXFg43sxjoiOfXYF6FvmKmectJNeawAvZp3NF0hAMpbAlZsc65A63+1i/YvgVXDH8Cuq8dcTb4wFYvHMx09dN54FJD6CU4vVlr/POqncYlT2KJ059Al9R2z/101nbma4k+mh6g4FtTf1D7S73I6VUXFg/UYMBL7ChfcMUXZXVsDIqbRSvLHmF5797nv8b93/cPu52Ptv8Gc999xzLipdx5fAreer0p0h1yROeQnRFDf4GJuZM5IuCD5m2awXPV23lydOeZFvVNv617F/8b/X/GJE1go8v/5hROaNiHa4QQog2lh2XzV+P+Ss6UbNw50KmrZnGq0teJcmRxFG5R/H4KY9z3oDzpOXrXnYnoQD6aDfHm8HRUf9kXc5frCv5mWUE98SPiVV4QkT14OgHqV/4Gqt1BXP8O5nVuA07BoNtadzvPpr/yzmGOMMW6zA7ld1JKID+af2bR867//P7+cNXf+COY+/ggUkPALCiqO37BG0xEaWUWgI8CLyvtd5vqyGlVD7wG6BAa/3YIcb1AXCtUmqi1vrLpvUnAucA/wkr9yBwMfBaUzkrcCkwS0bMEy0ZmDyQvxzzF7r17cZ9n93HMwuf4emFTwPQL7VfcysoIUTXlWBL4O6Rd/Ny75G8tmMRd22azeiXgq0fk53JPDDxAe4+/m5pBSWEEIepJHsSJ+edzNChwUdK/Kaf4tpict25knxqhQRsjDczAbjJ35907WShWcGY8re4wjmAW1zyWJ7oHI7LPo582wIArMlxFAXqSDWc2FXw0VJDklD75Ha4OaHHCQD87JifkRmfyZdbv2TQs4P4yYifMNk9GafF2abb3FeLqH8DfweeVUq9BXwNLAVKgEaCj7/1BsYRTBBNBGYDz+xvo0qpi5p+3d0j2BlKqRKgpCnx9AEwH3hdKXUHwUfx7ibY91NzkktrvaQptieVUjZgM3ArwT6trtjv3osjXpIziafPfJqrR1zNN9u+4eTeJzM0c6hUToQ4jBjK4Nr8oznvjKd5fdnrDM8azqSek7BZpFIihBBHEqthJS8xL9ZhdEkpOLg+0I/bEpMoNuvZFpDR8kTnlW2J338hEVWqK5Xbxt3GbeNuo6i2iK2VW6Gs7bfTYiJKa/2EUuofwA3A9cDPiOwYXBFMSk0DJu9uvdQK74RNP9f0+iUwSWttKqXOBv7ctMxJMDF1otZ6e9h7rwUeAv4IJBNMlp2utf6+lbEIwdi8sYzNGxvrMIQQ7SgrIYtfHfurWIchhBBCdGlZRhxZRlyswxBCtLPshGyyE7JZUdmBj+YBaK2rgCeAJ5RS3YDxQC7BxFAZsAZYeKCPwGmt99vcRGtdDlzX9LOvcg3AL5t+hBBCCCGEEEIIIUQn1erOyptaIoW3RjoirUs9u/l3wzAYPHhwcGJF22cKRWw0zv5jxLyyqUtDpks2Rg71qZqeQ97tkeELaVAB/lI+BjvB8s6s0P5oHLnJEesxXKFllDOyDxtLqjtk2jZ0YOR68i+LmBfNqlWrME0z6jLDMBh8yuCQeb7CmyLKJd7+0j7X09WsKgvdZ6Ni1Z5jXXQptvGtbwVlFr8bMm1kXdRCyT1u+OAG6n31vHr+q52+v6mWjtGQc9khrEeIw8mKsHrdgR4novMLbP5XxLy6r1aFTNdsqI8oE86V54iY5+yTETJt698jooyKD21VZCS6I8q0ti7XGqHf3eNDt2MYDP7RjSHzzOqfRawj/pqnDqtzwNq4U0KmjVVS3+uqku94BQDvV49GLPNtLgyb3hlRRsWF9oFk7cLjVXWF+l5nHTWvyzhcvoRFpEp/A0XeGgq81WTZEshtmv9k/Go+dxThcNj43YYxZHmjN01eE1dBicVDueGl2vCSbrZtB29taV+f4wP5jB/Ox8PhvG9HskpPJYU1hRRUF5CVkMXublcfWjyVmdt+INH9T/5+zt/JT8yP+v4lRUsoqi2itL6USk8lmfGZHRf8QWjpc3ygn285HsSRSD73oquT+t7+Hc77Jo4cXaG+J4koIVowZcM0dnqrSbG6MFD8zNqNeuVns7WW+2qGMbeqkpfz13DD9kFk+FzN7wtgYsHgzZwNnNyQwyJHGbssHtJNJzqimzUhRCzdOP1GdlTvINWViqEMHhx+ArU+D+urCnn0mCv53uPm0W8e5d7j7yXHndP8voAZwGJYeGbhM5zT/xy+2f4NhTWFZMZnorWWAQ+EEEIIIYRogSSihGjBGwMubb6YvHrt2yyylbHcVsEobypjfen0LMzk1sFfsjqhgowKFyYaA7BgMDe5kFSfg5E6lcWOckqNYDdqkoYSonN5+6K3m4/zy6dezryitSwu3cjRmf04Lmcgx2ddxGmvn8b3hd9zlvssTG2iUFgMCzM3zCQzPpNxeeOYXzCfXXW7ANBoFJKIEkIIIYQQIprITm6EEAAopShorGJ25QZ8OsBRvlQ8KkBA7WmimOi3s8UVHL5274vP5QnlnFCRy1BfMm7TSq3hB8CQi1MhOhWlFAXVBXy68VO8AS9HZ/Wjwe/FrwPNZVKcKawpXQMQ0trp24JvObv/2YzKGUWiI5HqxmoADCWnViGEEEIIIVoiLaKEiGL3xeanlRv4645vyLEHO4/MDbgosOzptDLL66LQEZw2VbC907q4Sn5ILOXrlEL+brOw0lbFbFchCjijIU9aSwjRSew+zj/Z8AmPz3ucXHewJ7huCelsrSlpLpefmM+2qm0ABHQACxaWFS9j7va5fLzhY9x2N0uKljB93XSUUlww6AJ5PE8IIYQQQogWSCJKiCh2X0Bem3UU12YdxacV65m5YxHlhjckhZTmdbLNVQuATVtAQbLPwfnFvUBBboqFbxy7sKA4oyEPPybOsCTULrOedOXCkItWITrU7uP8+tHXc/3o6/lkwydMW/N3Sj3VIcni7IRs1petB2geFS89Lp3rRl2H1ppkZzJzNs/BoixcMOgC/KYfqxF6eq1urMaiLMTb4zto74QQQgghhOicWp2IUkr1Bi4BugPhw39prfX1bRmYEJ1JL2cqZUYj3QLxbLTWsN5STTLJFDsaGFGdDkC51UOBq5YRtemcUdYdgFRXgK3WOlbbKgGwRGkJdU31HDaZVTyXMInJ9ugjcwkh2l/vlN6811BNL3cWayp3sLqigCFZUFBdwLHdjgWgpK6EDeUbGN9tPJcN3TOk9qaKTSwtXgqARVki1v3idy9y/xf3c8exd/DgiQ92zA4JIYQ4JNXaywZbNbssHrbYatlgq6FB+ckNxNHNF8+oxlR6+OUGgxBdWaPpZ2egltKyjWytL2dNTRE7PVXkle6ke1J3RueMZmT2SGwWW6xDPay0KhGllDoPeIdgn1K7gMawItIHszisaK0p9NZQ5q8noE1mV26gkQDX1/flc0cR/5e8EO9ITf+6ZM4t6QlAkaOer1ILGVGbToBgh8YmmovqumOhB0DUR/JudA3m93WL+HXtXBalXIxV+pcRokNorSmsLaS0vpSAGWDWxll4Aj5uH3YGM7ct4ao5fyPwxSuMyBrBNSOvAWBb1TY+XPch47uNJ2AG9gxoMOJqLEYwARXtkbyTep3E19u+5vdf/Z6Lh1zM0MyhHbejQgghWsUb8LNKV/CtLuE9vYW5FKP3ukfoMi3EaStllj2XQukBB5fp3tzEQPKUJKWE6OxMrSnwVbGkcRfv167no9qN1GkfbAkuN1BkOtyUbF9EoKnPUJfVxZn9zuSX43/ZfHNSHJrWtoj6I/AFcIXWumQ/ZYXo9LTWzCyYyfvl73PfCfdFLFdKsa6hlHu3ziLNGkeeI5Hr6/vi1jbO8uTT2+/Gv8VOhtfV/J7BdakMqU8FgiPnQfCLLEHvO3t+gaMPNgyuqPmU6d4t/MjRuw33VIgj29qqtfz5/T/z93P+HnEnSynF2tK1/Gb2b0iPSyffnc/tw84k0R7Hhb2Ppn9yDim5FzX3HQVwVO5RHJV7FEBz4gnA7XDvM46jco/ilfNeoedTPXl83uO8dv5rbbiXQgghWqOotojrP7ie4tpiqhurGeFO5tTcYRQ1VDG94Ad+KNvaPFhFPxL5lRpGj2IX6QEH3f3x5PrjMFB4VIDN1lp+cJbxlWsXz8ev4QXWcLsewn1qZGx3UgjBT9dNY2nNTkp9deQ7kjmRLNIsTj6u38xXngJqtQ+AVMPJJe6BHO3KpVvvPuS5Uugbn47DYkMNu4Xt1dtZtGMRX2/7mteXvc7U1VM5qddJ/O+S/5HkTIrxXnZtrU1E9QZ+JUkocbh4c9ObPLzkYcbljePuCXeHXFDuNim5N3OTb2meLlva9NgNiqH+ZEoa267l0ln2nrzuPoUz7T3abJ1CHOm21W7j0jmXkuxMZm3Z2qitkE7sdSKLblzUPG0WvwsEk0wj03thpPRqs3jS4tL43yX/a05kCSGE6FhZ8VnkJuSitaZnck/mb/2Md7cGzwFj03vz66Fn0mdFBUNVKv1JRClFTV19xHqc2sIgXxKDfElcXtOb8l4B7uE7/soKrtX9pGWUEDE22p3HuvoSRjpzWVdfyv218wDobnFzWcJARriyGGxP5yhnFramLhXsWaGNASyGhZ7JPemZ3JOLh1zMw5Mf5pmFz3D3nLv574r/csuYWyK2K1qvtYmoNUBaewYiREc6p/s5WJSF+8++P2oSqqMZSnGuo+0ueIUQ0D2hO/eNuo+fnvxTUl2psQ4HgFP6nBLrEIQQ4oizexAJpRR/P/fve+Zveo3lldtJd7jJjUsBoHrV7ANef3eVwH16JDMoYA47uZp+bRa7EKJ19h4s5ic5Y/hJzpjmZZvXr6Pa9DLIlopSCmU78DHbEuwJ3Hncnby4+EVmbJghiahD1NomHb8B7mnqsFyILi/BlsAlvS/pFEkoIUT7uajXRZ0mCSWEEKLjfVP0DSNeGMHWyq0Ry5RSDE/p3pyEOhQDSCKXOOaw85DXJYQ4MKWeUoY9P4zpa6dHXZ5vdTPYnha1H88DoZTi9D6nM2fTHLwB7yGt60jXYiJKKfXV7h/gfoItolYrpVbsvazp58sOi1gIIYQQQggh9mNd1Tp+/e2vsVvspMW178MdSilOJpcvKcKnzXbdlhBijwZ/A7fPu51tVdtC+vVsL2f0O4M6Xx3fbPum3bd1ONtXiygTCOz1sxaYB5SEzQ80lRVCCCGEEEKITmF5+XISbAlM//F0EuwJ7b69k8ilBh+LkG51hegoBXUF7KzfyX8u+E+H9MN5Ys8TsRk2Zm6Y2e7bOpy1+HCk1npSB8YhhBBCCCGEEG3mwl4Xcka3M8hPzO+Q7U0kGyuK2ezkJCIHyBBCtL1+Sf2YcfoMxg0c1yHbczvcHN/jeGZsmMFjpzzWIds8HLWqjyil1NVKqajtWZVSqUqpq9s2LCGEEEIIIYQ4NHHWuA7bVqKyM44MvqCww7YphOjY4xzg9D6ns2LXCgpr5Fg/WK3trPwVoE8Ly3o1LRdCCCGEEEKII9YYMlhFJT4diHUoQoh2Mr7beAB+KPohxpF0Xa1NRO2re/l4wN8GsQghhBBCCCFElzWEZHyYrPVWxDoUIUQ7GZY5DIClRUtjHEnX1WIfUUqpkcDovWado5QKf9jZBVwGrG/70IQQQgghhBCi6xhKCgArvCUMdaTHOBohRHtIcibRM7kny3Yti3UoXVaLiSjgPOD+pt81cG8L5cqA69syqK5mxYoVsQ5BHKQW/3cpZ5Dw10dCZoWPxNttgj3ibc7+WaHTE8ZElDHyLwuZXrVqFaZpgtagVOQrtLxs7zKVmmDjxb1eK9vmsxnxd5p0e2QcR8BxIMd619TS/02ZPvqVh454YqQmh06HHtIHrfk478Tk8y3E/slx0jW1eB4IDKXn0n+FzNOmDpnOvGhQxPssmakh07Zxv2j+fWzAh/2RBNb0GUbcXh0ZR63vmXvX22jXulxrRPydRt8g9T3RZTT/31LPbpoTPI4MAuQueDKkrC09chRNIzXlgLY3PGs4y4pDE1FS32u9fSWingReJfgtuAm4AAh/CLIRKNZaa4Q4nDgcHbap5i+r3Qml8Nd9Ldu7TPMTtOGv7WCfcQjRNWjD1mHb6uyVEiGEOBJpS+RNxUNls9gYkjEk4gK1xfoeMarLtYbU90SXFvy8mljaZe3DM4fz0bqP8Pg9OK3O4LakvtdqLfYRpbWu0lpv1VpvIdgh+cdN03v/FEkSShxOGgONzNw+k2pvdaxDEUK0o3nF89hUvSnWYQghhDgMRWspIYQ4vIzIHkFAB1hVsirWoXRJreqsvCnp5FVKnaiUukcp9WzT64ntHaAQHenfG/7NHQvv4PSZp/N8ylpqDF+sQxJCtLG1VWu5+Zub+dGnP+KGNe+ysaEs1iEJIYQ4jAzPGk5hbSEldSWxDkUI0U6GZw0HkKTzQdrXo3nNlFKpwDvAiYAJVAApwUXqC+BirXV5ewUpREe5pt81ZDoz+aTgEx7zfcXTqas5qzafoxrS8GtNQGmsWpFo2rhY98Gu2qeppxCi/QxIGsDzxz3Pgl0LeHPDG/y7+HsmJffm/PQh2KoS8GsTi1LYlZWzep1Hrjs31iELIYToQkZkjQCCF6iTe0+OcTRCiPbQJ6UPLqtLRs47SK1KRAF/A8YCVwLvaK19SikbcAnwHPAUcFX7hChEx7EZNs7tcS7n9jiXjX/9KW8mbebDhALeTdwaUfYttvCankiK6rj+pIQQbWNC9gQmZE/g/rRsXitazKtFi/n5hukR5bLWfcoHP/6AcXnjYhClEEKIrmh3S4mlxUslESXEYcpiWBiaOVRGzjtIrU1EnQPcrbX+z+4ZWmsf8EZTa6k/tkdwQsTSiMZURuxK5f6SkZRZGrEFDBRgovk6fhf35nzPacxkqp5MNxU58oIQovPLcyRxT4+TuKv7JHY0VmNPTcGqDALaZHtDBVcseYdJr07izYve5NwB58Y6XCGEEG3kpq9vYmLORO7VGtXGnXBnxGeQk5Ajj+wIEWMvrn6RHfU7+Kt2kaTafnCCEVkjeG/Ne+h2+B453LWqjyggAKxvYdnapuWtopTKV0o9rZSar5SqV0pppVTPsDI9m+ZH+0kOK+tUSj2ulCpUSjU0rfeE1sYjxP44tYU8fxwZASfpASeZARcXVvfgPU6miAYeRppjCtHVGcqgmzOZHGcSGQ432c4kxqb0ZMENCxiYPpAbPrgBX0D6jBNCiMNFiiOFR5c+yvnF71Por23z9Q/PGs7SYqkjChFLuXG5fLD1A45vnMbcQFGbr3941nDKGsoorC1s83Uf7lqbiJoGXNrCssuA9w9gm30JPtJXAXy9n7KPAOPDfmrCyvwTuBH4HXA2UAh8opQaeQAxCXHAjlGZXERPPmI7tVouUIU4HGXGZ/LApAcoqS9h1sZZsQ5HCCFEG3l07KP8dtRvmefZydE73mBq7bo2Xf/wrOGsKlklNzGEiKFzepzDaxNfw4rBOd6Z/M73HY261W1o9ks6LD94rU1ETQdOVkp9pJT6iVLqjKbXj4HJwAdKqZN2/+xnXV9prbO01mcS7AB9XzZprReE/TR/cpRSI4DLgV9orf+utZ5DMMm1Dfh9K/dNiIN2Cb2pw89HbI91KEKIdnJ639NJc6Xxr2X/inUoQggh2ohSikt6X8K8vMvpZU3impIZXFQ0jel6G6bWh7z+kdkj8Qa8MrS7EDE2Im0EXznO5RpLf572r2Bi4wc8W7OUKrPx0NedHRyY4PvC7w95XUea1vYR9W7TazfgjCjLpza9KkADLQ4lprU2Wx3d/p0L+IC39lq/Xyn1JnCXUsqhtT70T5gQLTiaDH7OEIaREutQhBDtxG6x88jkR8iIz4h1KEIIIdpYP1sKs3Mv5i+Vi3mhegkz2cLRZPCKPoEs5Tro9Z7Q4wT+dPKf5NwhRCeQoGz81X4spwe68Xvf99xZ+TV/qV7My2mnMtGZf9DrTXYm89jJj3F8j+PbMNojQ2sTUSe2axQte0Qp9QJQB3wJ3Ku1Xr7X8iHAZq11fdj7VgJ2go8BruyQSMURSSnFbxkV6zCEEO3sxqNujHUIQggh2olNWbgzZRy/Th7Dv7Z8x10s4nRm8rY+iREHuc78xHx+c9xv2jROIcShOc3SjdMs3VjqruOW8jn8qOQDXkw7mYvj+h/0Ou847o42jPDI0apElNb6y/YOJEwj8CIwCygBBgL3APOUUuO01qubyqUS7GsqXPley4UQQgghhBBinyzK4HLVh0E6mR/zOWfwCV948unvTIt1aEKINjTGkcWnWRdwWenHXFs2i0Yd4EbGxzqsI0pr+4gCQCmVrpQ6Wyl1jVIqtWmeUyl1QOvZH611odb6Fq31/7TWX2ut/w6cQPCxv3v3DqlpXkSo+1q/UuompdR3SqnvKiqi5bGEEEIIIYQQR6JRKo0ZnIYXkz8XzY11OEKIdpBiOJmWcS7j7Tk8WLUAb8Af65COKK1KIKmgx4EC4APgZaBn0+JphCaH2oXWejvwDTB2r9nlRG/1lLLX8mjreklrPUZrPSYlRfr2EUIIIYQQQuzRS7m5jN68Vb6SYl9trMMRQrQDp7JyR+IYCgN1vLPl21iHc0RpbUumu4H/IzgS3dGEtjiaDpzdxnG1JLwF1Eqgl1IqLqzcYMALbOiguIQQQgghhBCHkZsYiFcH+EeJjIglxOHqZGd3+ltT+NvKmeg2GDFTtE5rE1E3AL/XWj8MhH8TbwD6tGlUUSilugPHAXunKj8AbMDFe5WzApcCs2TEPCGEEEIIIcTB6KsSuT59FJm2+FiHIoRoJ4ZS/MI9ilFpPWkM+GIdzhGjtaPm5QELWljmBQ7o21kpdVHTr0c1vZ6hlCoBSrTWXyqlniCYJJtPsLPyAQRbZZnAw7vXo7VeopR6C3hSKWUDNgO3Ar2AKw4kJiGEEEIIIYTY2zM9zop1CEKIdnZVwmBuOk46K+9IrU1E7QCGAp9HWTaCYALoQLwTNv1c0+uXwCSCj9zdCvwEcAOlwGfAg1rrtWHvvRZ4CPgjkAwsBU7XWksbWiGEEEIIIYQQQohOpLWJqHeA3ymlvmdPyyitlOoP/Ap46UA2qrXe56h2WuuXCXaI3pp1NQC/bPoRQgghhBBCCCGEEJ1UaxNRDwDHAl8BW5vmvQN0A+YBj7Z5ZELEmD+shzF3XmiXar7yRmypjg6MSAjR5sI6pbQOvzVGgQghhIgFX3FVyLRzQHbItFnnwYh3dmRIQog2Fqjzhky7RmfFKBKxW6sSUVrrBqXUJOBy4DSCHZSXAX8A3tBa+9srQCFiQms89z8AjY04H30kapHSq+9E2/eTiKqMNm/FoUYnhGgLWrMu41yU6aNf2YyoRVatWoVpmh0cmBBCiA6hNQVn/ArlbyTv02eiFtk88Mdoi33f61khdTshOrPCi+9G+RrJfv8vUZdvyDwLXWULnVklx3V7am2LKLTWAeDfTT9CHN5U09OjjpYTTftNQgkhOrem41wbthaLSBJKCCEOY7vPA9Z91Pf2l4QSQnQJ2raP43wfdUHRPlqViFJKOYExQA6ggUJgsdba046xCSGEEEIIIYQQQojDyD4TUUopB/AYcCPgAHZ3Mq4Bj1LqeeAerbW3hVUIIYQQQgghhBBCCAHsIxGllFLAh8BJwDTgY2AbwWRUN+Bs4BfAYODMdo9UCCGEEEIIIYQQQnRp+2oRdRFwInCR1vq9KMv/oZS6AHhbKXWB1vp/7RKhEEIIIYQQQgghhDgsGPtY9mPg7RaSUAA0JZ/eAa5o68CEEEIIIYQQQgghxOFlX4moUcBHrVjHh8DotglHCCGEEEIIIYQQQhyu9pWIyiDYJ9T+bAMy2yYcIYQQQgghhBBCCHG42lciKg5obMU6vICzbcIRQgghhBBCCCGEEIerfXVWDpCnlOq9nzL5bRWMEEIIIYQQQgghhDh87S8R9W4r1qEA3QaxCCGEEEIIIYQQQojD2L4SUdd2WBRCCCGEEEIIIYQQ4rDXYiJKa/1aRwYihBBCCCGEEEIIIQ5v++qsXAghhBBCCCGEEEKINiOJKCGEEEIIIYQQQgjRISQRJYQQQgghhBBCCCE6hCSihBBCCCGEEEIIIUSHkESUEEIIIYQQQgghhOgQkogSQgghhBBCCCGEEB3CGusAhOjsci/qBUDcpY+HzC9ZsSIW4Qgh2oH9xHtiHYIQQogYSrzsFACMbpeHLpD6nhCHjZSbzwXAyL00dIEc5x1OWkQdZt5//32GDRvGsGHD2LJlS8TyRYsWNS+fP39+h8V17733Mnny5A7b3iHTOvS1yapVq1ixYgUr5MtKiMPa7mNdCCE6u/vvv59hw4bx2GOPtcv6n3vuOYYNGxYyb9iwYTz33HPtsr2OpcNeg6S+J8ThSEfMkfpe7Egi6jAVHx/P9OnTI+Z/8MEHxMfHxyCiLkap0NcmpmnGIBghREeTY10I0RV4PB5mzZoFwEcffYTf72/zbVxwwQW8/vrrbb7ezkGFvQbJOUCIw5GKmCPHeuxIIuowNXnyZD766CP0Xi16PB4Ps2fP5uSTT26z7Xi93jZblxBCCCGEaL05c+ZQW1vL8ccfT3l5OXPnzm2zde+u42VnZzNixIg2W68QQgghiajD1DnnnMPOnTv5/vvvm+fNmTOHQCDAKaecElJ2xYoV/PKXv2Ty5MmMGTOGc845h6eeegqPxxNS7tprr+Xqq6/miy++4OKLL2b06NG8+eabABQUFHD33XczadIkRo8ezemnn86jjz4aEdfq1au55pprGDt2LGeddRZvv/12O+y9EEIIIcTh74MPPiAxMZE//vGPOJ1OPvjgg5Dlux+rW7duHddddx1jx47lxBNP5JlnnglpCbC764bZs2fzwAMPcMIJJzBp0qSQdQghhBBtRTorP0zl5uZy1FFHMX36dI466igApk+fzuTJk4mLiwspW1hYyIABAzjvvPOIi4tj48aNvPDCCxQUFPD446EddG/dupVHH32Um2++mfz8fBITEykoKODyyy/H6XQyZcoUevToQVFREfPmzQt5b11dHXfeeSdXXnklN998M++//z5/+MMf6NmzJ+PGjWvfP4gQQgghxGFk165dLFiwgIsuuojU1FROPPFE5syZQ1VVFUlJSSFlf/azn/GjH/2IG264gblz5/Liiy9iGAZTpkwJKffII48wYcIEHn74YRobGztyd4QQQhxBJBF1GDv33HN5/PHHufvuu6murmbBggVRO5bcu4WU1ppRo0YRHx/Pvffey7333ktycnLz8oqKCl588UUGDhzYPO+ee+7B4/Hw7rvvkpmZ2Tz/vPPOC9lOXV0d9913X3PSacyYMcyfP5+PP/5YElFCCCGEEAdg+vTpmKbJOeecAwTrXTNmzOCTTz7hkksuCSl74YUXcsMNNwBw7LHHUldXx2uvvcaVV15JYmJic7mhQ4fy4IMPdtxOCCGEOCJ16KN5SqmLlFJTlVJblVINSqm1SqlHlFLusHIpSql/KKVKlVJ1SqnZSqmINsFKKadS6nGlVGHT+uYrpU7ouD3q3E499VR8Ph9ffPEFH330EWlpaRxzzDER5Wpra/nLX/7CGWecwejRoxk1ahT33HMPWmu2bt0aUjY3NzckCQUwb948Jk6cGJKEisblcoUknOx2O927d6eoqOgQ9lIIIYQQ4sgzffp0evTowciRIwE45phjyMzMjHg8D+C0004LmT799NOpr69nw4YNIfO71AjHQgghuqyObhH1a2AbcA9QAIwCHgBOVEodq7U2lVIK+ADoBdwOVAB3A58rpUZqrQv2Wt8/gbOAO4BNwG3AJ0qp8VrrJR2zS51XfHw8J554Ih9++CE7duzgrLPOwjAic4+//e1vWbBgAbfddhsDBgwgLi6O5cuX89BDD0V0Rp6RkRHx/qqqKrKysvYbj9vtjphnt9ul6bcQQgghxAFYsWIFGzdu5LrrrqO6urp5/uTJk/nvf//Lli1b6NmzZ/P8tLS0kPfvnt61a1fI/PT09PYLWgghhGjS0Ymoc7TWJXtNf6mUKgdeAyYBnwHnAhOAk7TWnwMopeYDm4HfAD9tmjcCuBy4Tmv9StO8L4GVwO+b1nPEO/fcc7ntttswTZPHHnssYnljYyOff/45t956K1deeWXz/HXr1kVdXzBPGCo5OTmiIiOEEEIIIdrHtGnTAHj55Zd5+eWXI5Z/8MEH/PSnP22eLisrC+kjtKysDCCiNXu0ep4QQgjR1jo0ERWWhNptUdNrXtPrucDO3UmopvdVKaWmA+fRlIhqKucD3tqrnF8p9SZwl1LKobU+4pvajB8/ntNOOw23203fvn0jlnu9XgKBAFZr6EdhdwWnNY499lhmz55NSUlJ1BZTQgghhBCibfh8PmbOnMnw4cP5+c9/HrH8scce48MPP+T2229vnvfJJ5809xEFMHPmTOLi4qLWDYUQQoj21hk6K5/Y9Lq66XUIsCJKuZXA1UqpBK11bVO5zVrr+ijl7EDfpt+PaBaLJWpLqN3cbjfDhw/nX//6FxkZGSQnJ/P+++8fUAunKVOm8NVXX3HVVVdxww030L17d4qLi5k7dy6PPvpoW+yGEEIIIYQAvvzySyorK/n1r3/N2LFjI5ZffPHF/OEPf2DRokXN86ZOnYrWmiFDhjBv3jymTp3KlClTQjoqF0IIITpKh3ZWHk4plUfwMbrZWuvvmmanEuwXKlx502tKK8ul7mO7NymlvlNKfVdREW0VR5bHHnuMQYMG8dBDD/Hb3/6WtLQ07rrrrla/Py8vj//85z8MHz6cp556iltuuYVnn32WlJSU/b9ZCCGEEEK02rRp04iPj+fUU0+NuvyMM87A6XSGtG7/29/+xvz58/npT3/Khx9+yE033cTNN9/cUSELIYQQIWLWIkoplQBMA/zAtXsvAnS0t0SZbk25CFrrl4CXAIYMGRJtHV3W+eefz/nnn7/PMmPHjmX58uXN03l5ebzwwgsR5fYuA/DKK6+0uM5u3brts+XVQw89FHX+vtYphBBCCCFCPf300/tc7na7m1tDPffccwD06tUral9Su4XXDfc2ZcoUpkyZEjKvpbJCCCFEa8SkRZRSyklwZLzewGlhI+GVE7010+7mNRWtLFceZZkQQgghhBBCCCGEiJEOT0QppWzAVGAccKbWOvyWykqC/T+FGwxsa+ofane5XkqpuCjlvMCGtotaCCGEEEIIIYQQQhyqDk1EKaUM4A1gMnCe1npBlGIfAHlKqYl7vS8ROKdp2d7lbMDFe5WzApcCs2TEPCGEEEIIcSSbMmUKy5cvjxgdWQghhIiljj4rPUswcfQQUKeUOmavZQVNj+h9AMwHXldK3UHwUby7Cfb91NwJkdZ6iVLqLeDJplZWm4FbgV7AFR2xM0IIIYQQQgghhBCi9Tr60bwzml7vJZhs2vvnBgCttQmcDXwKPAe8BwSAE7XW28PWdy3wCvBH4COgG3C61vr79t0NIYQQQgghhBBCCHGgOrRFlNa6ZyvLlQPXNf3sq1wD8MumHyGEEEIIIYQQQgjRicVk1DwhhBBCCCGEEEIIceSRRJQQQgghhBBCCCGE6BAyhIYQ0WgNSoHWbBpyTXB6xYpYRyWEaCcr5PgWQogjkCY4HpJmVdXw4HSVnA+EODxpVpUPATSUy3Eea9IiSoholIr+KoQQQgghDhOqhVchxOFHjvPORBJRQgghhBBCCCGEEKJDSCJKCCGEEEIIIYQQQnQISUQJIYQQQgghhBBCiA4hiSghhBBCCCGEEEII0SEkESWEEEIIIYQQQgghOoQkooQQQgghhBBCCCFEh5BElBBCCCGEEEIIIYToEJKIEkIIIYQQQgghhBAdQhJRQgghhBBCCCGEEKJDSCJKCCGEEEIIIYQQQnQISUQJIYQQQgghhBBCiA4hiSghhBBCCCGEEEII0SEkESWEEEIIIYQQQgghOoQkooQQQgghhBBCCCFEh5BElBBCCCGEEEIIIYToEJKIEkIIIYQQQgghhBAdQhJRQgghhBBCCCGEEKJDSCJKCCGEEEIIIYQQQnQISUQJIYQQQgghhBBCiA4hiSghhBBCCCGEEEII0SEkESWEEEIIIYQQQgghOoQkooQQQgghhBBCCCFEh5BElBBCCCGEEEIIIYToEB2aiFJKXaSUmqqU2qqUalBKrVVKPaKUcu9VpqdSSrfwkxy2PqdS6nGlVGHT+uYrpU7oyH0SQgghhBBCCCGEEK1j7eDt/RrYBtwDFACjgAeAE5VSx2qtzb3KPgJ8EPb+mrDpfwJnAXcAm4DbgE+UUuO11kvaPHohhBBCCCGEEEIIcdA6OhF1jta6ZK/pL5VS5cBrwCTgs72WbdJaL2hpRUqpEcDlwHVa61ea5n0JrAR+D5zbxrELIYQQQgghhBBCiEPQoY/mhSWhdlvU9Jp3gKs7F/ABb+21fj/wJnCaUspxUEEKIYQQQgghhBBCiHbRGTorn9j0ujps/iNKKb9Sqkop9YFSaljY8iHAZq11fdj8lYAd6NsOsQohhBBCCCGEEEKIg6S01rHbuFJ5wA/AUq31KU3zcoD7gVlACTCQYJ9S6cA4rfXqpnKzgESt9TFh6zwZ+BQ4QWv9dQvbvQm4qWlyALC2jXdNCHHwemitM9pyhUqpEmBrW65TCHHI2vxYF6Ilch4QotOR+p4QR4aox3rMElFKqQTgCyCXYIKpYB9luxFs6fSB1vrKpnmfAgla6/FhZU8hmMRqMRElhBBCCCGEEEIIITpeTB7NU0o5CY6I1xs4bV9JKACt9XbgG2DsXrPLgdQoxVP2Wi6EEEIIIYQQQgghOokOT0QppWzAVGAccKbWenlr3wrs3XxrJdBLKRUXVm4w4AU2HGqsQgghhBBCCCGEEKLtdGgiSillAG8Ak4HztNYLWvm+7sBxwLd7zf4AsAEX71XOClwKzNJaN7ZV3EIIIYQQQgghhBDi0Fk7eHvPEkwcPQTUKaX27mi8QGtdoJR6gmCCbD7BzsoHAHcDJvDw7sJa6yVKqbeAJ5taWW0GbgV6AVd0xM4IIYQQQgghhBBCiNbr0M7KlVJbgB4tLH5Qa/2AUuo6ggmlvoAbKAU+a1oeMrqdUspFMKl1OZAMLAXu1Fp/0R7xCyGEEEIIIYQQQoiDF7NR84QQQgghhBBCCCHEkSUmo+YJIYQQQgghhBBCiCOPJKKEEEIIIYQQQgghRIeQRJQQQgghhBBCCCGE6BCSiBJCCCGEEEIIIYQQHUISUUIIIYQQQgghhBCiQ0giSgghhBBCCCGEEEJ0CElECSGEEEIIIYQQQogO0eUTUUqpbkqpd5VSVUqpaqXU/5RS3WMdlxBCCCGEEEIIIYQIpbTWsY7hoCml4oClQCNwH6CBPwJxwHCtdV0MwxNCCCGEEEIIIYQQe7HGOoBDdCPQGxigtd4AoJRaBqwHbgb+EsPYhBBCCCGEEEIIIcReunqLqDmAU2t9XNj8LwG01hNjEpgQQgghhBBCCCGEiNDV+4gaAqyIMn8lMLiDYxFCCCGEEEIIIYQQ+9DVH81LBSqizC8HUlp6k1LqJuAmAJfLdVSvXr1avUGlFE6nM+oyj8dDZ2xhtq+YY6Ej/k5777Ou2xW6LD6zXbd9pNJ1xSHTgar6kGlfchYotd/1rFq1qlRrndGWsaWkpOjc3NxWl9empnZTSci8jJ52ADzWJGD/+9HRlFI4fKFfh7UFnohyZd7QaY/2RZRxKVvItENF3rOwG6HHsDvJDJn2p2W36v99KLSpqd4Y/D/ZjP1/pwT0/uMxD+KrqbVv0a0oaYZNR4s4fC2t2X5r7joZUbZmUeHTkVuz7bVyW49MMFr3f2+PY12IlhzoeUDqewcuvB7QaLjR7Xy+jPU+H4nM8oKQae3zh0x73Zldqr63ux6xt8wcRWN8ervXYw6GUgpbZVHE/Jqy0OkyfyCijE+HznOG1fcgss4XXg8AiLfvWY/RrWPqeyUbgt8v0b55W1O/6kjqIL73WvMntLRiva3Z8sH+t5x7fTRcvQ69vtfVE1EQ/fO4z7+K1vol4CWAIUOG6LfeeuuANjh06NCo81esiNY4q3NoKeZDZZb8L2KekXFBaJldU0OmV+3qT0dcyO/e54Z37wyZ77roT+2+7SOR96tHQ6ZrPws9HnZeeGervmWHDRu2tU0DA3Jzc9nXca61RikV8vrNeU+FlLnqN8GK7pZxNwf3Q+tOV0EZqOaGTH997TcRZd7cHjq9yR+Zy+9jSw2ZHmCzR5TpnhBamTnpitAUyo5zft1uf5+9/08LfxT8PwXCzgTx1shTQ4U3NB5veNaHyBOKN8oZxqfDpyMLha/aH6VMeHIossrYusqVNez71Ijyd7eETadEqVm6wgolOyL/QEmOyChzMvYkPC1/uQ/Vyv97exzrQrRkf+eBaKS+t2+6fFrIdKAw9OJ4jT6WjqzvmWXvh8w30s5v920f7gIbXo2Y5/lqcch0/drQRE7xlfd2qfreF+eE1vd+cmcwObN1wpROW9/rvfTlkOlPHqmA5NAy75Y2hExv9UXW90Y4skOmsyyRiamUsLrBxAE1IdPqz60/7x+ovf9Pz5z6GACWKNuqD0uwRas7BcLqYU4VXjOCeh2aVDWjrCchLHnni6jxgS2shhftRp81bD/C63LBeaHrcRmRtxUTjPD1RAqP0B2565FlotSjU117/s493/jVIdf3unoiqoJgq6hwKURvKSXaWHjSKSpvZIuLjmTtEXpnxL/02cgyI27rqHA6JY/fQ8AMEGeLO/iTSVhTEm9405suJjyRYe+TF6NIDoA/9ATqckYmDZQK/dq3RDkRh58MwxMUAAkRCYnYVNIamsIIP2GGJ6aisUdpJhSenApPOkUTtdVSK1pLhJ/0G3VkZSa8ohLtblh4GVeUYzi+6X/os/gxlcaNNeKOXVrY5yUzuTFiPeF1oKz80ONchqoV4sihfaH1OxXeMin0OrjdmTsKQ6b9qx+PKGOfcEdHhdPpmdv/EznTGlpHCBQWRxTxV4a2eNetOeF2Ys6wOo6te+dvqGskuEKmLUZ5RBlbWP3OZUQmmcJrC/FR6kUp9rD6sDOsBfw+4mxLSU3x1+nIum142N4odbDwxFO0T60rrI4ciFIqvB5mibjVF5ksi5ZkCq+DRavfJVtC150Q5f9jC3ubLUqZ8L2IlmRKdkW7HRoqwdm2/+2unohaSbCfqHCDgVUdHItogW6MvJjpSPXfLA+Zjjt6YIwiaR8BM0CFp4KKhgrsFjv5iflYDAuLdy7miy1fUN5QzqSekzilzykR761oqODuOXczdfVUxuaO5e4Jd3N8j+P3u03vN5GVO/+O0Dti9aVRmpt0IeGPeimXI0aRtJ5ZUR0ybbNG/g/srTjxpRihpwanZf+VTNXK5rltLa2p1Y43ENYqKErZ8ISaL9pHNOyNrla0iIr614lIIEWqD0s8RXsEcu//hKlMDKePBkcjFtMgqS4eQxvsSi9lY04hDY5GehfmMLwoMmmq4hqZOuo7vuu+hV5l6fx4/VCGlGWFlElPDE0qpWdGJpPtcaHTls5/WAgh2ol/5dqQaeVOCC3gpEPvUQR2hLbIcpzxYEQZ3/dPh0zbRt/erjF1anFxEbMiWpGteTiijPaGXrA2lu3/ArYzi6jv2SMTNp2NsofW0xxR6nsRCZMoNx5dYfWOuCiVldS40ORDQkbo36tyX4G2oYSmO2GeQOjnzQTiwhJItiitlPxhtbVo9d/wxFO0BFJ4Qitasiq8Nuc2IlMu4X/q8JuKEJkYdEap3MaF3ziPlqwKq8cnufafUEpOiGxI0tYN37p6IuoD4M9Kqd5a600ASqmewHHAXbEM7EgW2PyvkGn/+s2hBfJGd2jFxPSEHkieH9ZHlFHJfw+Ztg6+sV1jakvPLnqWFxe/iMvqIiM+g58f/XOGZg7lH9//A4AkZxJvLH+DxkAjZ/c/G1ObaK2xGBb++cM/afA3UHJHCc8vep5//PAPRueMJt4ev89tKlvkmSq8TyijqUiV4WW+q4QJbbO7HSbeHnbHZ2tTBXdQDIJpJZUYehGQlhN5okleF/q/TTYi+9YIb1GTHeVklJ4cmqSwd49Ni7H0+OA+VjWEfiYtUU7EFn+U5tz+sObTYfUJuwF1YX/GhrAyu5uN74sistKRECXxFF51cu71v5g/ZDWLBq7BGbCS4HEyefUQcitTWD44eDEY57Oxpv8G3C4/E0vzMNFoNBYMpvVfjXL4+M9Hl/Jx7zV82ms9YwOJuAJ7qgHpGWGJJw3hXepZotSCnDlx+LTJXF1EYsMuMuOyIsoIcTgwC95s+m0IwaNa0xn7DIyZKK06O5KRlhwy3fDe3RFlrNnpHRRN59eaRxd1Y+QNCUtSaGsc06xtq5BiIi2sJcisX21k8r0ZkN3CGzoBHfYUwsQ/9GTlE+tC5iUUhdbvBlhTKDFD+w5NNEJrJqU+GOgOPY6T4kMrQVtXO+h3bMcnH3c/IhjQkemL8NputDpZXdj3U6v6W4pSJPyGrjNKIXvYzdloVcTwlkzRkkxJYa3Roq0nKyF07x22yO9hhz30/xUXpfVT+G7Y7FHWE78ngLZo8NrVE1F/B/4PmKaUuo9gjeAPwHbgxVgGdiQzC0M7B4961LQ73dx/lW4MPdgMtyuitOHed+KlswqYAU7vezpXDb+KFFcKL373Iu+veZ+VJSspbSjlnYvfAeAXM3/BtwXfcnb/s5uTUAEzQE1jDX1T+gIwofsENlduZvam2Zw38Lx9brd203Z2BeopCzRQEfBQFWikuraSSt1IoVlPsa5nV04dZdZGVjoqCSjNh7Vb6eHu2d5/kjYT/uiZJSctRpG0niUvJ2TalhBZJvyE6Yhyhyy8+6CoJ1Bb2Eyz4y5A1F6vOZnBSlX1ttBjONrdwcZAWLNsDXFh5cJbVlX5VMTfwx1WWagxiXikNbyhkFfriCRT+HRilFZluysmpjIZtTOfU7b2Jd7r4Mt+a1jWfStFyRU0uDz8ct6JALw68luKcopxVOYSwMSCQYAAXoePbg0JOGwmIyszqEurYmnmTiaW7Ukg2sK+Gq1JUGo0UmY0Uqm8VBk+PG6TWuWnmAaKVAPlNFLl97MyUEEVXu4oGMnV/a+O2A8hDgdG/mXBXyp39xF1ZCehLL26hUz7124KLdDB9ycal28MmfZur4woYy8P7d/GNr49I+p6/MueD5lW8ZF1Zl9x6N/QjG0PHIcsMax1yFE3JWPWdvBzpQfIkhlaJ934x2+Id4eWiQ+72VVkNka05nGGfYUNSI68gZmUGPoPzj3WQeuGQGlbcU1ZCyNKY56IhEa01kUHEXO0VkrhteZo/XKGt2SKdiWcZAtPMkWuxx2WDDKiDBijwubZoySirGEtoqxRHs0LvzdqDa/nA3Hpe2I84hNRWus6pdRJwF+BfxOsEcwBfq617trp+Ta2YsUKDMNg8ODB7b4tsy7so2mNxcdMNfdfZU2bGbIkUBnZi4l/S2gPzvZuEUU6JYthoX9af8ymLH9eYh6Ldi5iXN44tlRuYcpHU/AGvFiUhbuPD94ZNJq+aaoaqzCUQZIzCYD0uHScVieFtYXRNwY8+s2jPPrNo1Q1VrVYxqEsZFniSbIZJJt2bq7uz2kNuXSL7yJ/1Cbhdwt865tGiRkbg2BaaVVJ8LHT3ce6M/u9iDKO8BNNlBOzK2yWEWVEOmv4ydEd2cS/I7gSg3G4w/o3CgQiT+jWsJO1L8pJP3xPo/WPVR1WCYr2DRdxdy5KmbiwxFO05tTW5nkGubVJpDgCGHaTXJ+LHdYAQ6vSqU+p5pUx8/AZJhatuGTTIFz2ABqNQlNta8SqwO23YbNo0gJ2XMqgIq4eW/WeyKxN2bMl9nKuy5pHueHFjFLpATC0Ih0HmbZ4UgwH59l7c6ajJ717XRS1vBCHgz2Dr+wedKXztYjqyPpeYOuOkOnG9TtDC3R0ImpzaD859tzEiDLW7Ghdy3Zupjap8lRR463BUAY5CTlYDAvry9bzzbZvqPRUMjJ7JCf2OjHivY3+Rh6b+xhPL3yaY/KP4b4T7mNc3rjmTqDDWYffGjLt/Tzy0TxbZuhdroSG0DNeV+srMGCGPdrv6PyP5q11TQbAIMAA23e4kiLP1eEdW8dFaUkUXseJdhPPmRA6L35c3wMNt03kNLXO3+WN/P/Ywz7K0QaaSQz7vNdHuX/qCFtPtHZf4UmmaF2khd9XjFa/c4Qlh7Qyqbd58dh8KK1I8bhQKHYmVLM6vZg6m5eBdcmMKA1tqmco8BoB3u67kmm91jC8Jo3rtgxhSE1aUz1QYQ+rs3u9UUbDjtICKpwzJzIxfSi6dCIKQGu9Dbgw1nF0BaZpsmLFCpRSDBkSrWutAxdY+8/I7VSF5gB1IOyD3UFNXWsaa2jwN2CtDEuMRfnC0LX1kTO7kN3JpW8LvsWiLEzoPoFlxcv4aP1HDEgbQGl9Kd8WfMs5A87B1CYWZcFQBjaLjQZf8O9jMSzYLXZ8gZZvbQ3JGMLVI64mvWIDmY4E0u0JpNriSLQ6idtVQ6LhINXiRClF2czQO5OVUR5D6szC+1eyZCTFKJIDt/tY58Lf0GP+CyHLEq1hnctG6VM+vGLijHJ3xZ0edndlQK/QAh3Ue6VpaIqs9VgtzpCOH61RkmfhCTWvP/IzqXyh8xoa93+RGW1oY19Ys/n4KK2dwitO4c20YU8fWM3vsQBoNqfvwoZieEUmJZmlLMzaQX5tItX2RpYklHNMUbfmFlGN2kqC3cSwNZKc6MW0+Ymzg2EJEJ+0p5pljQ8GkG24ON2bS6bFRYZ2kqodpGg7SdpOSkIcCVhJx4lVGdgyQi9ItljbtpIiRGfiW7Y6+EtW/86ahwL2OgdAq+p8vnl/jphnO/bX+99OWN3JlpXc+iDbgSUxtC1qw6bIcYus6aHJKf+af0SWGXhD2wZ2iF5d8ipPzH8Cu8VORlwGt4+7neN7HM9zi56jqK6IFGcKS4qXUOera+6CAYJ1w6mrp7K4cDG77tjF84ue568L/sq/zv8XNostoisNAF0dNiJaXOTj+0Z86N9ZWbtW/S5ceN3AX9F1UmkmFlb7joZfHUXGK6FJw/CEiT0Q5cZjWH3PFSUZsXcrGCBGT7rs6bPIUh6aiIr2SFu0+lR4MihaAim8PheemALwh70v2vbDt5UcZcRhZ1iLo7n91/BmzzXYTINkr4MLt/dnQFE2cwasotzRgNvn4MusEizxHiaU5TWP6Of3Wfg6ZwubUsqY/vmFTO+5jv/kr+V3q8Zj1cFAwm/O2qLU68M7oXdGuewxPdJZuThErRnNqbVUSnLEPEta8JO7y1vLN1VbWF64kbW+Crb7a6jSjbw7uP0f2zC1yYRXgsmY7v44RnhTGeRNYrAvie5piaTgIA0HcU2HQKCsej9rPDTegJcqTxXVjdXNPzXeGmoaa5p/r/XWUueto95Xj8fvwRPw4PF7aPA1cO6Ac7llzC373MbbK9/mq21fMevKWSwpWsJH6z/io8s/AuD9Ne9z/xf370lEYSHBnkBWfBbzts9r/psV1RYxLHNYxLoDW14H4EwHnDloHNozPHIfd60OPmtkBrvtizKoRZfiDm+eHJ5Q7QoMC66jQy9AuictDJtWfFkceioIbwpcWG1nQF5oxczWNHRHAwG+s5Wy8p/PsG1kEptqS9hZX8HvRj/GyLRRbbUnLXrx6G08UfUdiT3sDKlOo19NMv1qk8n1JJDos5Psc+D221Ao/FFaSZVW20OmzbA7o0k2TUPY+8IrLw6g0Qw+Ptdo89Fg89Jo9+Gx+Whs+vHYvPjtPrw2H41WP16rH5/Fj88SwG8J4LMESGh0cuu3oYMFhN+w9pmK73ttZHVmMQ/NPZltaaX8kLedZ5ZNBOCL9AL+OWQJZ9Zn4VcmVm2QqEwyAk6WukuxWjWGVVOkGxngC61l+Js6v8rGxcN1owFwDwht66/9oZ8NX2kd9rzkiL+rEIcjx8n3BX9pSvJ0tiHdo2lNnU8luSPm6fJpoWVSIx/ZN8KSFJ4NYS2qO7pPxfDWDJ7I83agMvRmqS3QuSsrpjY5vvvxnN3/bDLjM/nv8v/y1oKHKdw0gPUFS5g26acA3L99E7M2zgrpggGgoLqA3im9AZjYcyIbyjfw0fqPOH/g+Vh6RdbHvV89GjIdKAu2gG8wfZT5G2jQfoy6OixK0aD9NGg/FdVl+DBZY6vmO3sZv/HVEW+P0jdAJ5WSFHqDbvP0Knr/qIu1nLNYiRsQ+rhe36TQG/F9gaUVofW9nLA+QGs9FjLC+gCN6xX6v2xYtpW4cf0PMeADo4DsbsG4soojb3iF50KdUVp2hX8VWhv33zVF+GNvAN6wemJclAF9wvuZjXZzNG2vAWJMNGPr0jhx6SRSfU4+ydzKlzlbqY2rpySpmr+uCNYNX+i9jMWZhZxcl9N8s9GR4qU+vYY+uMjI9HKSNYUyaxUr+m7llJpgs9TwvtJ9UZ6r83kN/JhUWb3UWnwkWjVWbeBVJg0qQKMK4MpIZIdZx3xfEWN3LeCYrEN7tlkSUSKqf37/T8p3fU5vdxbdE9LJjU+h3FPL4pJNFNSV4bTYcFrsqOSjMLVJrbeWqsYqKj2VlK79nPXeCpZ5g6OoKaCHJZGeFjd9LBn4TB82i33fARwiQxn8ZtBveD/ufRrWzOcHRznT4woiysVrK+k4SClJJsnqxGWx4TRsJLx3FS6rC5thw2JYsCgLVsOKoQw0moAZoDHQiDfgxWf68Jt+PH4Ptd5aar211DQGE0s13mCiyeP3RIkyUpwtDpfVhcvmwml1Nv/s7/1Li5by0uKXePbMZ3E0PV+zeOfi5uWprtTmddgswTsJVsPK2LyxPDH/CTx+D1sqt/BD0Q/8+dTIO6OBgtDKpZGeElGmcWtpyHSMbpi0GUt4y19rtHHPOjuNkRXa23TiXp1OLk8q5T9GKanuRJJqE3DXx2GYilU9d7HdXYWhFY6AlRS3j2UKGlWAWquPGouPQJZJoa5nkVmCp6nxcmZhJn1T+zKq2zAclsi7qO3hvOP/wvYVTxFY+D3LEspZlFKEP+yEbzMNUrwO4n123D47DtOCI2DF6rPiDFixmgaGVhha4fdZMLRqbjjpUSY+I0DAMDGVxmcJUG/x02j1NyeZGvZKOLWGJWDg8FuxBazYAhZsAQvWgIV4LBGVKXfYXbSN7nJm9lzHlCXjsJnBz+TqhIrmRwsSvA68RgCrVTeN9hJ8PcpM5t+JazESfZQ6a1jnruS+stCksyXsFmJcz3gIa9lliYtsEm/N6/xDXQvRFszid5t+G0CnbhJ1gPzrt0bMM8srQ6aNtF0RZRrXh9arAg2x6Sxo9+OIWVWhozTX74qsiGSeckzItLJF1kcDG14Nmbb0/ckhx3iwDGXQL61fc0Ixx52DJak/AwdfxzL9NvdsWYvFsFBSV8KdE+5sfg9AdWM1ATNAdkLwUYQ0VxpJziS2V22PvjHgpe3zmVe9lTJfPeX+ekoaaigJ1FOv99ESYq/+37MCTnbU76C/fcAh7nns9DzDHTHQUaenNdbs5JBZdktoi8VlZbbIR8/Ckiq9u0U+IWLLCm1F6BjVcaOP7x1d/b0PQGMjtsufiyjnCmvhE2ePTDD7wlqEpajIMmZYlw31vij9P4X1rxQ+6iJE9jMbrQPx+LjQMkk6Hm3RKItJLg5sFhjsiGOLcvLSkB8wUFSpRm7cNQBXwp7uFxpcPpTNJAsH9jhNmmEnSdkocjZgafpKbKwN3Y/5lnLez9pEldVLpc1LpbWRCruHKut+PveVTbErG+k1WyQRJQ7O7ibbLS7fsoInl7/RijW90vybzbCQbI8nOWAh15rAA6nHMsnVjX7ltpBhNQuMjnn2ekTaCEakjSBn/SOgodrvZTVV7KysodLwUmbxUmJ4qDS8NKTFUR3wUOLzUB/w4WmcS72vHr/pJ6ADBMxA86uhDJRSOCwOHFYHNsOG1bDisDpw293E2+PpntQdt8NNoj0Rt8NNkiOJJGcSiY5EEh2JuO1u3A43brs7OO1wE2+Lb76DdSBK6kr42cyfMaH7BBLsCXxb8C3JzmQm957Mz2b8jFRXKitKVnDfCcE7uatLVvPYvMd45bxXGJQ+iLsn3M2AZwaQ5krjnuPvwWmNTCDYJ9wRMh0+/DGAo1vo3SNPQdd+3DE+M2w0tSgddnZ+ilVlof2EuJ8PTmutSatex1ezL0ZH7cEoOkNDQsBGqnaSaji53jGEE+35TLzpNdLj9tRG9/cd01ZSHCn8dvT9uD56EErAq0w2OKrZWOelytZIlc1Lmd1Dpa2RSsNHrc1HndVHucMTvMNjCeAzAphKN/8ElBl8zE+D1QwmigytsJgGFtPA4bPh9FtJ9jhx1Lqxe23BeT47Lp8dl9eOw2vD6Qv+OHy7f7fj8FuxNiWQEsOaZSfYTQirrPj3qiRW2T38c/RCRlRmkOWEHYmFpPvtHF2dyd8GfUeS386GuCpu2jkIm81kk6uaV3LX8oeNY8ktS+I6BnFK31kk+ez8tHYA7vBxmsPqW5aUyM+8vyz0uE6YFNmCUojDlW5o3U2lzmZ/38eq98X02fa/kHmWnNDRL82wR7YAzJrQxE8sz/tmlAEzHFEeLWn4dEHItPO4ERFlrENuDl13cwJyDyOrY/vD292f07cF3+IL+DihxwlsLN/Iy0tepm9qXxp8DWyr2kbf1L7N/cIoFBbD0tzlgs1iw2bY8AaCLTH29Hm2xw9mBQvqdpBqjyctPpn+9lTSrfGkW+NIs7pwGTa8dfUEtInLCNbv9fZqbBh01/H0JIHipI5tLXOooo0O1uUo2NjvCvYkxzX5/w5+Znb3B5Zd7+XLS0KTOLaw1jzh/UEB2LqHfheE9yNGB9X3ALDbiYuS1Al/vDJKbwgRN8jD9x3AZoSNGOiKLNMY1oWDK0rSK3zdca7IRG54Y8yU/N3b1qxzl6HsJkM3ZLHBX897mVvo7knA7/BT7Kqnt5mASbDLeIsCi1L4lcYwwK4MrCj8htncAbkzrA+xKlXHgpRiUgJ2kv12BjcmkVqfSYrfQYrfTkLAhqk0fmVi0wYu04rDNMgY6iZVORlqpFLY57KIfTpQkohqA0W1RZTWl+6/YBdyff/ruf/M+9lYvpGC6gJ21OwgwZ7AUTlH0Se1D96AN9jCpnImBop4mxOnNXhXqWHW1yHr8hQUYRK7OwsBT/BIj8fCGFIxSW56hGxPmezb345JbG1h0c5FfLfzO+wWO19v+5qMuAzuPf5eHjv5MZ5b9BxWw8qPBv6Iy4YGvzB6Jvfk3uPvBYKVkqtGXMVVI65qXp9/1d8jtmEdfGPIdKCwJKKM2Rj6P26sCn7pVRlePosv4uQWOsbsrCzxoRfpHoeFJdUFdLHG2i1SwICkASw8byHvXfMoFfG1VMXV47MEOM5006s6GYWi0eKnR28PCrBrg3jTikKRfU6PkPU5G77BDGnq24eObCmwu4Jh0waDGpLp7TEg7Jqxrjb0f1pVG5kUr2oILRN+dwyg3h/2rH2U/gEiyzQFaBDM5hE5ap49SlPyvSszW9JLWO0ux+I3WDKohCSvg6s2DuW2dSN5N28DmAYnFOdzZk0+SkFeYzw37RiEUhBnV1xQ050LVnYHwJUcmX60xoXuSKAisu22JSG09YBKDl7p+c0AM4qWk2grJsvVice8FuIAhF+oW3peGfyl+cKr65zT9kUrK8oWekkQ0QooSp+g4Y/9GdF65O1AnpLQR4r8rciLGdlZEfPCR46LuPA+SGbZ+0Dw71bSUEVBbRk7jX7sqN7BCT1OYEjmvvvy+nDdh7y/9n0+ufIT1pauZerqqXx9bbDOPW3Bnfziw2v54aLH8Zl+HHmX47K5SI9LZ0FBMPnmLXiHytIFDE7Oxyx4E7M08trl2dRJkDqpeVo5IluM+bYWhUxXFO6Z9sSwvn+wwu8BW9O6zmOFe6gWXvewuGzhjZwj6h2WKJkBIyWsX7WV4QPTHxt1e+0lLqy1UXhiCKI/UheeHIpWxhO2rmhNJ8LfFS3p5WyKsc7iY5eznuqkWortDaT4HEyqzA2+L6xlVaAprz8n/v/ZO+/wOKqrD793Zravdle9F0sucu9gG5vee09ICCVACoEUCJDeEyAkQCABQiokX0JI6AkdTDFgg3uvclHv0kraPnO/P1aWvcW2bGxLNvP68SPt7J2ZO6u9M+eee87vNPKKvYHHGubSXt7NW5l1PNcal194XWngF0UrebXlVKJILAiUmEqOsLHU1o5qBV0Y9KpRRkc9A46oSJLs2VmxEs7qLknYFkuyW71FaarmRXdWqD44Kc2mI2o/iBkxvrHwG1QujuLULLRH+qjpbePDzm0cX348v53x26Hu4kHFZ/cxvWg604ump7xn1+x4bB5im3eukPl3fSVjiV/Og6lJdSCIpIRfJVkhGIh+8OuE15bZtx7SPh1Mzh51Nr3fSV8k8uen/Dxlm8PiYGTWniteJDudIDVMPTk6SEqJX0TpNsL94sg6r2Rs421XM6+5GggrBk/7NzPKd2Sskv12zW/pVD7AJ630iCjNIsSiN54ibOi8fe6n8aZbZj1Csak2Cv0+Cv2+gW3HlPXBQGCcRlY0UZhUAmrm8DLUklMpY2nCqZM1opIF6QG0JIs0mmahNNnoSCd4mayzle42aE9TPjcZ527VAE/0F3DS/MtS2ricOl+vnzDw2mI3AIkLhRGGCywSqzMplNyRxnJK1iONpV581GOjrd/jqCBY17qWN5rW8O/tH9EY7OJrEyxcP2Z4Cf2amBwwkSNvUn2gqPmJ+jIpi1KRxOgnABlOtPcCzUOrt+QsdyW87t2UKjqtZiXp3nV0pLRJdjwZdU+knkxNipouvHzgd93QaehpYEf3Dmr9tezo3sH2ru1s7drK1q6tbO/aTjCW6Oh/4MwHGJ83fsBZlXDs7AtZ17qOez+4lwfPehCPzUO9v55F9YsG2hSXXUbvh/9BKbycnU9sTdGYUTSDu9+7G4BAZztv1K7g1vLjMbq60KbclHIu4fpzwuvoxm2p157kzcgYlWgP7Lmu8tCTzl2jJFcvCx9d4373R3vywpkjqeKwlqYAstGTOI7UoqTFpjR6Q4eSZL0liz31vqOpqfaLOykVzt+X6gZJrsAcTaMt6u5vI5F0W8K05XXTZAvQaA3QaAvQYOujzt5Hva0Pf1Kq21x/HqeH4p+fI2llWwjYpPn5c+Ymfto1hUyrhS5XmOW2DqwZ8T9cge4goMRQNIGNuL0qAgrjezN5yLMBPQJ6tuR9Vys3dVdjce/sf+JnFkozSDPyEtsEU2+NuEcdXJkS0xG1H/TF+mgKNLG+s4FALEKOzU2B3cuPTvwRF1ZfCKlBIkc/auoXMtqSKPyt9x2m8ll7wAgnlZlPrl8PaGOGphTp4Wan6PjuDKzw7oaUkua+ZrZ1baOhp4Hm3iCtgVa6Ql10hbro3Po+PXqYTj1Eux6kNRYgYCQ9uAsgR7dxeW8Fn+6toMw76lBd1kGnKdjEUq2VThEhQ1rINmxcVXYs5+VPxHkUVgVLHhLJDhtHZuqDWMn2Jb2+MLFB42EM1QaSiz1abGmii5LK1Xb3pt6/fK7EA7X1pK6HqUmRfWn8NSmfYboVMyPJO6WlCxNPcpZpaZxXyRkpDk9qm+SilVp/OZ0eouxQ+qhXArSrYdpEmC4RoVtE6JUGPTJKNxE6ZIh2wnRtTyqzWAt21cIpheO5buQJVGQe+mIUJiaHDXVoI3wOJ3pze8JrJTdxlmS0d6XsE+tNvF8eYvnPvfLZ+Z+FYC1FhoNPh0dwWrQQkS66w5foiFJHfT6lzd40osKxMA09DTT2NtLU20Sdv446fx21z99FQ7ib2lAXtaEuYjLxxuyzOBiRXc243HGcM+ocyr3llHhKKPGUUOwpJs8V13PUt+1I6U+Xs4ObX7qZOaVzKM4oZun7P8St2Tg+s4zvPHkO+XYPS3QL35wdr3S4pWMLD374IPefeT/VOdXcOONGKn9TiSPSx5eKZ+HzRzCIpE3Ni21O1AsT1jTPwKSFqM6FzSlthiu7Etd2/UzRBD2KSa6Sl7xI5ihIXHgEULJ8ifv0JYUaCg5bQNS9q+/j7Xn/xRO1MbuplDNqKylOs7AWjqTad0pSBFSGM3V+GuoXMNcx6LKF6PP20m4N0WoL0GILxn9ag7TYAzTZAwS1xGPYdJXCsJMy3cnU7iyKI04Kog6KdCf5UTt5Mceu71uS7RYskvxIW8mxMo/yLA9bRB8ep5PjYgXck72ePOFgcbiFG41qLF6NraKHP2mb+JEyiXF4uDZcxQlVL+OQKteGRpKFbeDvYklaO04XJGIkfRzpxoWl0Je68WNgOqL2A6/Vy79P/TejO/6bsF0bOQL0daxlHEeTeOVgkIFUN7juT1w1s/hSb2qHEzVJB0WkmxF+QtjdoAjGImzvbWX7ppfY2rWVms4atnRuYUvzErb0tBCIpa5+uq1ufHYfXgzcNjt51hyqrW5ybW6ya/1kCttAOdGKFTbGhLwo/WMh9WjDh+QVsp/P+Bm5KxO1srKnngjAenH0WSzupHz7ZIeIak8zZrTh9fhILi/ctyV1AqkmXVemJ3XVM3mFzJbG8aMmaQiEYqmfT7LoeLIBBOBN0gxwpHGeJTue0oWSJ68HBLp39SeGQYs1RHdxHzvU/v9aH1uVXrZrvXSoSY4lwCYVPNKC17DhRsOLlRKyyMRGSVYOeaoT0X/scWd+m7llcwe05Q6XNpiJyeHAaE4U6JahneXup3K02XtNXo2AHsGj2XFpNmx2C5pQB1Lq1TQOiXB74j10d7PBr0QO6yRjRMYIAh1trKCLl63vMYFMTlELmBDxUh5zk6fb8RlWiCb2WTd0okaUvkgf3eFu2gJt7Fj2Oo1hP02RHhojPTR/+G8aexqp76mnpS9VtN2m2ii2uimyeznWV87ljqmU2TMpdWZR4sikzJ6Jx2JHq6pI2VfKeojUQyQ+L7VM/2pKm4Uf3MH7O95Fhpp4a8O/8UYk3yk6nrty5nFf4/sElQ6OmfpZbpgej2jPc+VxETrRRfcigC9InU9Nuxbf7NvS6oDujpLfkPA6tr0hpU2suSvh9c4qukcqyQs1wjq87JuDScQaptMRwBG1YI9ZUOxRLFKJ62ICMo09I2yJ87jYpq0DvweNKOHiMLZ9fK8OFvmOfEoiLhrtfTw8YTH/GL2Sc9rKqe7NpDLoITdiJytqI9sbG7gmiFelC0UgpOj0qlH8WoR6GaHNGqTVFqTdGqLNGqTdHqTVGv+fXPhGkYLsiJ2CmJ2RUTfHd+RRFHFRtNPZFHGSFbMhEClpd+6C1M81Wf9/qdHKR6INKSXvqc34sHJbdBI/YzoPyrWEiDFNZnGVUYUQkIed8/VSpAEWFK7uq+KiQBkZVgt2VNjNNox0JdmOaQLykyWc01U/lwe5gvjRO9IOIbGGxJxqbVTlEPVkGJDmC5nsZTX6hjbEVUmKQ7WVpVZ8S1eW+EinL9KXEBK+vXs7W2rfoKa3ha09rbSGE4VH7ZqdEb4RjNAyOLG4gipnDuWOLIrtXkpmfZMcZ85Axb10YeqR5WsSXjevWge7hfgOZ0dUOoSW+NDQG/pX/IqHoDOHgt2iepKdJs6k8GUtI3UCYpl28yHp1qBIE1sf7EgS3HSm3pv6ehI9NunS5ZJNhXQld5M1FtzW1DbBJJ0BmyW1jUyjP5VMsvNMSzpOVBi02OMh4Q3W+M96ex+11j7qbH00WgLsXhRHkVBoOKmIuTgrXEy57qIs5qbIcFDizSAHO85+00DvTV0tzJgwIuG1o/LUfV6DicmRSqw2UQvHvjOV6SjSiOqJ9nDt29eyoXtDynsuzc5xhdWcXDyBk+tgnDU7QetRxuLpKdu1PlbaOqnJ6GGL1ssSWzt1WoBFse/itLhSjnso+NmMn1HaeT8xafB0rIbfhFfxoGcdSUXBUD98Bk0o6Eh0aSA//Mkej6kgyLNnUBBsptDuYXr2SIqLZ1Bs91KgWyiwZlBs85CtOdHKilL2T44cSSf4TlLkVHD+HSlNTivKpfvkXVILym6pUQ9OmQFAdPUGYi/+mBhxXZs5hbui0DU0sq02WPpwgoKTjKTe45OjX1IeeIBWkGhHi81dKW2OJLSk9XLdf5hzzQ41/WPgJ0t/wrOXPk0sKW1NkVDdl8lMfy4XeSqYoxRg2c07Z7THc7TaIr181F3L+lgXm3paWNyxjZXdtdytZnFmyZmHtO87f3525Gf49EM1AKxyt/P70rU8nV9DqCjRbhUyrhlqsLMQzd5PkxGzkBdxkBOxM92fS37YSV7EQaG0kRuzkx9xkBO1o6Gk2GVWZ3//bP3/03h5kmViAGz5iV+8U0LF7IhenrBN7XeK/pJjAIj2F4gwMHCiMpNshDf+t7IADqwp814AkRS5FelOU1UwKZM5naxvtPngJt6ajqhBsyuIU8tLcmRYhzAW+RCyc2VbURTGjRuXtk20pj5lW6Au0eXgKBjaz6fh0m8h9Ajli+N578J5cCO0InqER5c8yrLGZZwx8gwuGXvJAVW/2x9CsRDburZR01nD1s6t8dDwnnh4eFNvE029TXSFuhL2UYVKmSuLERl5XFA+g3J3DqXubKqqPssI3wgKMwpRhEL4tZ+mnE9regnYJU2nN6auCEY2Nya8Tg7xPNJIXiFLe0c+Shj75C0YwTANX3gAAKcvKUIqa/inIwa//6P4L+EwGb+5k6A/TV6/J/FLGetIdbA5k/QBevvFy6NC56WKTWz2djC5sYTZ9WWoxL8k+xIZh1RxTUiNbrIlVV7RMej09VJrizuWmiwBWp1BmrQgzVqIVjVEhxpOMbByYjZKIy6mB7Mp9ZdREHMwNtdHmXRTghMrKqH2VNew6lcASbR/qqJYUj9DoztVc8XE5KhAyvh9frefofWJNo5l9E7B7mM4WiKiMiwZVHmqOLv0bHLtWbj8i+nTIxhlx9HY28hb297iWwvjaf0VSgaTLbkUKy5iSJZnNrPR2U2XJR5ZKSQU6U4mRzO5JlCFIQ/u6vm+qD3t64hYhE+9+wifcoymbXMb69Ru6tUAzSKEX0SwzK0mJg1UoaApChb3RDRFw21147V5yXJkkbdjPgU2D3lWd4pu4E6EM/G5GF27JaWNTMqbln2pbbTi3ITXemeq5mdyFIKWRrvMOiVR6DyyZFVKm+SUeq2qPKVN+P2lSTvt+zkgDq3Je1BJpxGV/DVVnEfnvK48o5zPVn+OMc6RtP7tvwS0KN7CML0ixhJ7O/8s3MxjkY1kYOFYkUeJcOFGY9uiD1gdaGZbuGvgWNmObCbmT+Q7E6+iylZ1WK9Dvff7AEwJh/nTz+5EapIaWw/brb20aiE6tDC61SAqDBQEqhRoCBRdwSYVMgwLHsNCbsRBXsxObsyOXca/xEqS7R/sSf3+25NkYq3eVMdPsv2ULrpIsSRl7KRJBU/O4lFdqa6b5CIy7YtTHd4ZJYnnsrjSRDEmDQTNkdrGkudJ2fZxMB1Rg2bPVQj2r82RR7qSuB+LIZjQd+lByvZStS0QDdDU20RDTwMF7oIBMe9fvf8r3t3xLnbNzj2n3UOZt2xgn53lUP+49I8sql/EnJI5PLz4Ybw2L2eMPGO/+hfRI3QEO+gMdtIR7KAt0EZroJXWvlZa+lpoD7bTHmwf6GNzbzO717zSFI3ijGKKPcVMyJvAqSNOpTCjkDJvGWXeMsq95RR7ilHqU6sDKqVz96uvB8xwduTs7Fvyz8G0PcLZOSYUx9Cm0O4f6avDRI0oESVGRtp9IChitFlCNFtC5EbteIkvKvy9dD3Lfa3YDIUvbZhGQWjXCv7OMtgvl29mfWYb4zpyealyA86YhWnN+xceZyDptUTwWyL0WCL4rSG6rCG6rGE6rSH6HCH8WoQOa4g2a4gWW5BYUhpgTsxGYcxBUdTJ5FAmuTE7xYaTwpiD4piT4pgTazj10e7NOZL+viYmQ8Bu93YpJZ+Z/xnKw36qhY9yxU2ZcDOxr51SZyZHm7139zF3D/w+ujPuoLfO2xWZ09DTwFN/uIKXwztYF+vgdWMHCoIRSgYndxYzsTeLib1ZTM11x1NC+umw7ulufOiQ2q5JmRON6Xo20/VdQux5sxJLjiu5F6ccI9q9+dB18Chmq+jhN9b1fC0WwHWYIuH2myQb7pcr72FL4TuMiXgpj7ooiTmZHLUyQvMeRfZevP/XjL5mYEvLjngE5CjnruivgIixpMrPi0YtK2U7y4w2/EQZFcpmuquIG/JnMNNdwoxz7yXTsSso49Cm5O+lGmB/yqCKYFTYw6jwLieJNc3XL3mB3Bja2gpHLL1GhPu7lzK6bQozc2d+rGOZjqhBsysiKrI5cYVMHVGa0uZoMU6Wti3lOx99h5lrZjK9cDpzy+Yyo2gGbmtc9UzvTq2N21WfVPqyXwyu7do7wGrbtdp4mOiOdHPFm1dwhuLj19knoiaVKI5KnVtf+hpLm5bis/twWVzcdepdrG5Zzab2TXx5xpep6azhD0v+wPXTrqfcV46UcmCC+p+1/+Ebs77BeWPOI6JHeHPrm4zPG0+JpyRtf771+rfY3r2dtkAbLX0tNPY00hrYs9K92+om25FNtjObAncBUwumUuoppSqrisrMSiozK8lz5aGkhPDsLD3dCpFWaFuMcKXemZPFKm2nfT+lTXTJAwmv1fzclDaKM1FgM0W09DD/3feLNCvhMqkUmozG0rc9wtmZSnvOK+eQdVyUqq4szsz0MD2cTa4Rz3XXvIOPiFq7du3Bd14Pkh8t/RGbujbyhHckXpHoeIlicLtzJevdXWTELNh1ja/0TmKLq5s6l59LG6uot/fyQvFmzqsfSUHIFR/jAhRgQdF2Lq4Zy+zmUnTVYF1BA2OCGeSGXGn1jN8oquHD3Ab81jBd1jBd9iBt1iB6mlQ/AIuhkBmz4tOtZMVszAhmk++3U6m6KIu6KIu5KIg5saU5mbLzlqbG/2u+1DaRjkQtKHtu6oqvSMrRtFVkpbRJJrXCUxVHy/PP5JPGLhsubIQpchaxsaeel2K1A9qHvPAq07IreOzE5zna7L2d7O6A2klRRhFXtBZxBfH0s532z5YPE9tpGVFiSPw3fzs+SRyK56SUaHnxkAV7X6oGXrLjSd/yWEobtaIs4XVk0bLU0yRViNYKcni/cysrehoY585nbmYlFk+iIy60KHXC3rcwMSXSkp1qp+ntiREOMpR6XcmyISlVLNjNjtn5OhhKaaO4k6oip4m+6mnvpl2GyBUOLCgsMJp5xlrLv+xbsaBwaudqjsk7NmW/YUGSDee1egloMZ6wbyWo9P9Nmz9AQfBK38UUuAqPKntP9DvaPe7433X3aDYXGue6KjmXyoR9nLMSs2Is/U6oobT3AJAS1QK2NEE6WpqIH8WauM2IpPbdiCRFqqequbA8x88qOqnGx2xykb2pHi3FlhiBpLpSI/AVV6IdJqypoYWxjsR5djp5GSOQeD9wF6UeR/MmnivUmDr2k4lGDZqVIBnSQoa0sEXt4fVgE4+0L6Ul1scXW6aajqjDxyczIsqm2piYNZF1ret4dv2zA9t9dh+lnlLG+0NMs+QxTctlkpaNhsI2ew9N1gAhVScmDMo1G8WGA5e1f2J4mG/mHouHU4tPZX7N0/iNCNkk1ibVpeTWObdSnVMNwBdf+CILdizgyTVPctm4yzhzZDzv+bNPf5b3a9+n3FeOIQ1URaXeX8+orFFY+70uc8vm8tiKx9jauXWPjqi3tr1FR7CDHGcOFb4KZpfMpiijiBxnDpn2TLIcWeS6csl2ZJPnysNhGf5pUYNiOD/EP+ERUcFYkGNyj2FV3Vu8ULmep/v1A+yGSr5uZ0JrHlOteUy35jHNmkeWYqehp4HNHZvpjfQSjAbJsGWQ58pD6AJ1iOL0zyw5k/kN86nR8plKoiNKF5LP1Y9hRDBusfysajHLvW28nlfLqS0lzOkoBOA7YxayytdKQZMLA4mCoM0eoLjPg8WIX9eEjlxeK6mhydlHbij9qu82dzcrs1rwRmx4IzZGhjLICzvIjNjxxCxkxKwUqhZ8MStZMTtuXcOSRgc/OQR8+HN0jAuTTyK7bDi7aufXs37NiCV/ICp1GmJ9bI11U1uVhU3VOBrtvf1B7Ou6bUNj733cc4b1KM0hP63BJnw2F1WeAoQQ/LNjNfP9W1GE4Lb8OVTZU530b7Rv5MHt75JpcfLf1jWEDZ0zPNM+zpUcVKSURIwYPUaEdj1IWyxAQyRKXaSbhn5R9rZoHz16mD49QkwaGEgcQsOtxG3csIzRFgvSEN3lGHOj0euNYZcql4cruK1vPOpwdUJBig33xbFf5NtvNCGRtClhatU+mkoNthh+8pz5ifsc4eyMgN9Tdsje9knHkDqh4ID/LmF0WkWIFjWIV1qpMFwIBE9Zt/OOvRkFwU191YzQ3Sn7vmNp5i/U4MXKy9QToZrjSV2cH0qiGASJ0alEaBdhmpQgTTJCIwGaCNJCEH9WmD6hExHxca4hcBkaVqkQEQY9Ikq9FiDaLyHhNjR6lRg0wwmuMp4sv5js8Td97L6ajqgDIFyfKNTlHtFfrvoorBY0PnM89xx7DxMmTKAj2MEHtR+wsnkl9T31bOvaxut1b/CEdRMAWr9QSWxq6or/nEAuvz+sPd+FEIJbJt7CXe5cvJody7SJCe/bgMycamJGLJ7i5ikmHAszMmskq1vif9OuUBfLm5YzIXcCQNwRhUpYD+O0OAnG4qGtGbYMNEWjM9S5x/4svH7hQbkuo/k/Ca+V/EtT23Qk9iNd/rHelBiNZXyYGhGlOBOrYYTXbU1po/cmVUt0HdkPbtWRdHtMp2x9lODQHPxo+o8I/fVnRIRO+9R2lqudNCgBGpQAG21hXuz+cCAd1KlZCdz7u7TH+ujCj1CTy7gdJuYVzOOVs15h1JMPQBH0NexaybVLlUkOFzFHFA2FEtWOxROlLOimxt2NokCPGmGzp5NRAS9Wi0FMGDgsUfrsYTyqQHOH8YWi5GgKdg1i7iDuUHwlTE2KdPp251i+3Tk2YVuyDoXdbcTDrXZbqEoWTbVlplnZcid+N/VAGkG2JF2B5Kp9sT4dS2biCpnmSXLedQXQcpJKnWcnLj1GP1yG7awf79rQePQ9B00+uYRq4lEm+UA+Ds750h+Bo7M6ZHOwmV+v/DWn9ZxGdU41WY4ssp3Z5Dpz8dg8bH4v9ZneG0i8P3k7h4c4pPNT98R/DqKtWnU1EHfU/OC123it5jU8Ng8+u48fnvBDeiO9vK20cfyoaXRE+vhXtJ4ri8so3dyBlBIDiSoUHt36Fqc5S/mCdyq/61jCy1uXUrm2m0KxqxcyljpxVzOS7rt9EaSUBNHxywhdMkxbNEAbIdpliA4ZpsMfoV2G6JVR+mSMgIzRJ2L0yShBGSMsdTRVxSJUYtIgaEQJGrFdkX1JeBQrhZqbHNVJgcWF0+LDIuKV1ALhIL1G/FlqFzYmWLOoUJzkCQfNMkirEeTYWDZnKiW4XBZwQap67PCmpwlAYMfOKOyMqoVPnTWW7WkyDY4GfrbsZ2SOXEV1n48xo31kChs5wk6msCENiX1SYlESGUsSun737rSRk0OBZgc9AvbsxHuRrTB19BvhGFJK7pYreYtGMrDixcLtymT6iPKebGd2IJcuEeFZzw4ui1ZQHnMj6R/nKPzduZVTRBHXiTH8Xq7nTRoZrWRQIPceNGDJT01T1v0hIlKnR0bpJkKXQ9CmB2nTQ7TpATqMEO3WIF1GmIARJSBj9DaG6JUxgjJGqF+519pf+CaITpAYMV/6cW5DIR8HuTjwCSvF0oLVUFAQRIVBjxElKgwyDYUR0s35WjmlhoteojSKAEWGi+tvfYFiT1yW4mA8B01H1GDZPZTzE0qWI4tzRp/DOaPPGdi25rxLabYEWePqZLWrEx1JQXsmBUEXDl1DlQrW0l5sUh3alCYp8e6jtKimaPSEe1jdspoLqy/kO/O+wz3v3cOZfz+T0dmjyXJk0dibKMjttrpxWBw09jT2n0ZiVa0plQNNGN6hzWlS8wbd9ghn91BtAKtUmRnLYWYsZ6BN7oXn448EWdK+lcXtNTQGuhhdcR6jskfhs/uwa3b8YT9tgTbsscNTwndPZGjxFazdnVC7o6HQq0TZaOvmuIZSrvWX8reS9dw04W3Kghl4olbabIkVcxy6ht1QabPGt0sRT6Xb+S1JdkKlYzCavclOqLRt3IN4bKcRl00m2QmV9lw5+9Z3SXBCmZgcyezPc+AopDnYzPKO5bz06ksp7zk0B9XTMpjWmcectiLG9mTtPSpqCJ+TL9e+zCZ1E+eNOQ9NGfw0J2pEuX7a9dx5yp1YVAt3vHYH87fO56OGjxjvyuXaqnkA3PzR33mjaS3XUICORBMKHXqQPNVJlhqfjB7nLGFH91rWGZ0UqundYT/Xl9FBmO7eGN0yQqcRplOG6ZZhumUEfQ9OIwBPzIJPseEVVhxouIRGgebCLSw4hIZNqEi3nYjU0YSCQ7FgVzRcNidO1UKuxU2O1UVBt0GJJWMg4glAsSc+G/SuVPH0WEeiWLmRnAI5nO2jQYzzorNy0rc90pESHYOVHSvZUNxfUXI3c0dBMNaZy/E1IzjVN5JTfFXYldRQ7eHghNri38KCpgV8TomQnzn4zJEoBleKkXyfqVgVlR8ZS3lXNrGMdsbh4zOxeFrit2xLeEdr5nMxd3yco9ApwuRKO1n9EfezyaOWXtYr3RTo6fvwlLKNxaKd3g7oMiJ0GiG6jDBdRphuIzzgTAIgaajZhUqWYser2HAJC07FQqmSgUtoOISGHRWBIByNIpHY0XCgYo8IHKhkYiNb2sjHQZnNQza2gQi3SGdqal4smGio2gt2M0r7h0m25+CWDjcdUYPlKEvHOVgIBAVRJwVdTk7pin85OzsSH2LFwfhDuHcoP8NBnvO+hfdh1+xcPv5yNEXj9uNuZ3HDYiYXTOb5Dc+ztnUtwIBxk+fKozijmPnb5vPlmV8mFAuxonkF35zzzUN2KUcsw3nsfMJT83b/uSc8VgcnFY7jpMK4VoBacWXadkMeKTCIv8tfsjZjkyqntZaioXBV3VjWujsY3efjrcwGtrriUa9q/ypTVtRObtjJkswWLm0YRUTR2eTu4jM7xu7tNCYmJkcS+/McOAqZlDWJV896lZyKHLZ2bqUz1BkvnNLXSq2/lpdfe5w/j1jNnypXUxh0MbE7h4gOihR4I3Z8YTuVTpWSsIsZQ/gZ/nPLP1n64VLKveVcOelKLh13KZPzJ+/zGWdVrVT3R8cDlHhK6I30UuYto6bpAwCiRowVXbU4NRtQMBAlHDCiOBTLQMSRV7GhCYUumarltJO/G5vRkfhicYdSlmKjUnjwSSseYcUrrGQIC15hJVu3ki3s5Ij4JNiepriI4ki0vS1leSltRFJ0eyzUltLmoDCcx84n2N5DCFRUnjzlSQJ3/ICtjh5sx6h0yDDtMkSLDLLc2sdjzUt5uHERHtXGKb4qrJoFQ0p8Fgf5FjdFdg/57nxKYiU4tcHEHR583mp8i/tX389D5SoXRMs4N1rCvFgeVvYekW8VKqPxEutfHSzCSR9RSnCxjXjKaRSDNUo3zn43yU5XZQAdh1QHxrkHCxoKXWLP4/xt0cSLSh2ZYQdexUqmYqfQ4sKn2PBEVTwiPt4zsJDvyyRHdfT/d+JSLCkVM3V/MOUcek9iRopupC7EqmJ4unyGZ69MTIaAlze/zPKm5Tx+0eMDjqZSbyml3lJiRowVzSv49Ph4tZWwHqapt4kKXwWnVJ7CazWv8eX/fpnG3kZmFc8ix5kzEGliYmIyfHjb1cQ6exf31M8kRjzsviDspCDsJIbBJncXp7XEhWojikG7NUhRyM3MznwWZTZx1+jFtFmDTPBn44vaEqpXmpiYmBzpFLgLKHAXpGxf+IsWurUwC3LreS1/O6u9bSi6giEkXdYwAUt88jMu4ONfh7vTu/HnE/5MjVbDQ4sf4s4Fd/Lzd39OtiObqYVTGZU1iu8d/z2KMor2uL+maIRjYZY2LWVG4Qw+N/lz/Py/S7hiwSOUurJQhUJbuIfdZQjtQsMuVNr7ZRoE8QlvjD2Hwq6zXAakpualS9+TmOW9TA4uTkNjfF8mpVpi5LN9/AgiRoy3u7fy77bVLPBvQxEKQkBnNEh7NIDc9gYAb5795pA5oq4bcx1z8ufw72du478ZdfzTthW7VBmre6nWvVyuj+JEdS/jXCiEpc4KOphKNpeLSu6Tq7nB/gEl0omKoF0kOnjsqNhQaSe+XSCwoOx1nD+gz+IBHeylqbpyuj8xKsniOvxVRoca0xFlYgLUdNbwvTe/x9mjzmZ503Jqu2uZVjiNt7a9xfMbn6c30svJFSdzxsgzAFjVvIpHlzzKH87/A2Oyx3D3qXfzn7X/4aQRJ3Fa5WnA/okBmpiYHHp2WHq5L28NJ/YWsM7exZbcMNW9mSzxtfB2VgNBNcb0znxm9wuXb3F18UzRFr674RjKAxncvGUyb+TVMrUjn2M64hM1MVA5y8TExOToxhuzcU5jJec0xtNXdteICisx7OXdRMTQChirQuWisRdx0diLaO1r5fkNz7OwbiFLGpewrHEZt86+dZ/HeOijh+gOdXPdtOuwa3ZuG3cWrzeuZVJmKRWuHN5rjWuj7kxPzFYdFGpuFgTr+DLTMIC14TYuUybu5SwmJsMTq6JxWuYoTsscBYCw7UrPixk63dOupbmvGdE6tPOcsb6x3NM6g18Z8LbWzHtaC6vVLt6wNDJN5nMie3ZEAfxJbqBHRrhSGYldqHyN8byu1zJe91GqOlmkxiMGd15llrRSYNj5kDa+ABhI1tHFpXrZHs9hsndMR9Rg2b2se5pyj58kEsp13vlDAIxgmJprfwvAxHGJZWbt2fGog94hzrXem5bJ8nVPs61rG+va1rG6ZTVVmVVMK5zGpPxJZDuzKfOWMS53V/nSmcUzmVkcL1kphGBMzhi+e/x3D1nfZcdzKduSxcmj7/8qdb9QojffCKQp15kU9plckhgg5k8sH2qEU8M+dX/iuYSW9Dcezjn2aTQDov7EaxSamr7tEc7uGlE2W/y74Jkdf6huHfsZpGqlrT9vXVEUxo0bt6dDDQ+kRA8ZKGk0Rlfhp84SYJPWw/pMP6UhN1N0LxN0D7ldFgojTko7vVgs8c9hciiTseuP6XczCcoCHq7dNn43SYn4Lw5H6pix2BLHlSWNdJbNk/j9sWan0WIoSKzakq68rwwnCokaoVTBYKElfiDpVt2FI/H80kh1sKlFqekeJiZHBWmeA8nj5pPG7vae63ffRgiBHoiw4sp4sYqplYn2Xl5x/H7VOkyek7muXK6bdh3XTbtu0Pu8ve1t3tj6Bn+54C/Y+7VFK3LKuD4n/lz86/aFXFA5C9pVNFSC/Wl5s4Je/hNYw593LGKD3kmWVKmMutBldNfCZJp7aqwzKdUmTRvUpOITjtRnRawryU4L1qW0SU7f293BsBNpTZwaasWpFcFS0oPUI9veSy7+pneH0rc90tnteuzu+EU7ZsSdTZsyz0QKjbhdI1CIMZp4cSW1qHDgEBbAmVFIYUYhq9uGWIpBShQLuPNcnEsl51I58JYlJ7Xi3e4sCNfzrr+Fh5zH41Li+k4V2LhWxPf7l7GDc6lAhMCCQpAYDjRmy1yel3X8zdjEBtFNNjbGZGSlZMFovkTNKBlKky7nToyGTC4GAxBr7Eh4bcn3pR7Hk5SalyZ9zwgmnl91pNqSii3xeWfZD+2tA8V0RA2Woy1P+GOQrlynkiZfPYVh/BlePPZiLh578VB34+hmGP7dB/gEawbsrhGVbP5KNdFoHfJSvYNhL3+X07uKOb1rl9DigENpt2d42PhkTzxNTD6xfMI1otKx+z1/57NCde670MGR+hnWdtdyx+t3cHrV6dT6a3mv9j0m5k1kwaZ3eaNhFe3hXsb6ivlU5WzC7StYEmjkN60f8nj5BYxWfPzQMZMHQ6uoVD183TYWop/Q6PjhfM2fYHtvb9cjBzSE4u8ZR4KL4AD/LnV6D9/3L+RktYg6o4+FsWbGqVl8GGtmvlFLhwwzWni5WKkgSpjlSgcPWTfwaGg2owwP35dTeEisYwQZfFWO6+/KUfIdOcwcAd8yExMTExMTExMTExOTQ8fSxqVsaN9AgbuAJY1LKPeWMzJrJEWuTI7NHUmxK4tZeaMG2k93FvJ4+QUAKEIwU8vjcfcpA+/HSBOFbmJiMqQsj7SxOdZFPnaWx9ooVd1Uqh4KFCfTyaFIcTKDXZWjpxhZPBqaDcQrC84ghz/LeUPV/aMK0xFlsk+iRpT/bvwvVtXKKSNOSdtGSkm9u5tOexCHVWdkJDW80MTEZPgipWStq5Nt9h6uMQrIUNKverf2tbKmdQ1Oi5OpBVOxqKmh/SYmJiYmRyZbOragS53R2aOHuiuHnQuqL6CzujNl+7jIBE4pmjAEPTIxOTR0qRFqLX0UGTqasvdKc0cb5zpGcK7jOoxgYrW7cSrMU3L2sJfJocB0RJnslXca3+EHS35Ae7gdgApfBT+Y9ANm5s4caPNB8wf8dNlPqT2rFoCpgSz+vfWkIemviYnJ/tMabOXG925k/aT1APxs81LuyJ7FhVwz0KY70s1N79/EiqdWDFSKa7+9nSxHaiUQExMTE5MjixXtK/je4u+xrXcbANU51Xyj+hvMyZ8z0KYp0MTzO57npdP/S8gS5byeQr5cN36IemxiYrK/hPUwX1rwJZZVL0EXkuz3F3JzyXFcknXuQJuoEeX57c+ztPEZ1vobmJBfyd9PvwWnZRAyLCYm+4HpiDLZK8WuYiZmTeSWE24hGAvyyOJHKHImViHIsedQ7i7n7HeKKer1MLY0soejmZiYDEey7dkUOgu5eJmDkQEvb8xpJVtLFCn0WDx4LB5+cMIPOK70OCJ6BI/NjHw0MTExORrId+RT6Czklrm3oAiFp9c/jdfqTWjTFmrjwTUPMkLJIavPRUhJLdRgYmIyfLGpNnLtuXyhdQxV4QyWzIhiVxIj21Wh8uCaB3Gpkqm+UlqDfhzaILThTEz2E9MRdQBY811D3YXDRpWnigfnPIgtx4YiFN68+k1Wr06sklDqLuUbE7/B8md+R9gWwbG8HMb0DlGPhz9G+7OJG4KpGgJ6Y3PCa2FJDZuNzv9WYhs1VWQ52pgaYp5yru7E6grClnpbMPoSnYvpqmmFmhKrNtiL05QJO4JQrImfp5Jz9Eb+KELhgTkP4A7fQ53Ry1U3v46qqAljXSK5Y/Id2PJsdAQ7OKHiBDRleD5CLF4L4c7UCZLNlfi9jQRSxSWTq+3Z7fsWaN9ZfWZ3nNmJx1YdqePTVuRMbONJHTPWioLENgWpYePRzbWJG2Tq+JRJ1TGN3tSqKslim6rHmdJGm/yVlG0mJkcraprqZEcrBc4CHp33KK5iF2E9zI0zb2TNmjUJbcZljuP1s19n25cfxWIoZETsUNI3RD0+fOi19akbk+ygdLaTklTlVA+mVs4yAonPKpFcgQ4QMnFbaHt36rlsieeyZKYeJxZI/FspztTvtxFMtOVkXXtKm3B9YrVEa86hr651KLE6Ev+W9rHFe2h5dPDLY39JlvVhtka7uemqP2HTbAn2niIUnjz5SSZPmEwgGqDEUwKdzw9hj/eMPddCrDuCjCbaOIo9TUXIcGpF4WSMaOJ4TB5XkGorpRMqT543aVmp9pTqTfInpCn3rJXlJzZxptqJeqc/sT/p5oOxnpRtySTfrywl2fvc5+MyPGcRw5HdS3h+gvig+QN+sfwXA6HaVZlV/HDSD5maM3WgzcLmhdz8wc0wB5yqkysufJDdpzip0x2TTxKN534dabEN7/K3acr5DrrtkY6UdEW6+doHX2N5xzIMJJn35PKded/hTM+ZA810qXPeK+dhEH/Y//n4Pyek6A4bPmH36OHC7mXeTUyOSPbnOXAUsqJ9Bd/+6NvU9sUd27nOXH405UccX3g8ENcRXNWxiqvfvhr9PB2rYmXhBQsRu0VTtA5Jz02GC3WnfgWpmfbesEVKojLGtW9fy6qOlRhI7Hc/xc3H3MxVhVclNP3U/E/R9lIbAA8f9zBzC+buerMhMSBhyOj/2yU7oUwOLQfT3jMdUYPlaCvhOUiy7FkUOYu4dd6tCAQvb3mZAmfiCv2ErAncc8w9cPd8Rv7ihiHqqclwRe7MKR/OY+cTXs7Xa/Xi0Bx80zGVkaqXD0ZWUOguTGhmUSzcfczdTK+eTmdDJyWukiHq8D44Wv4uRximE8rkiGd/ngNHIQXOAqo8Vdw27zacFifv7HiHYteuyBAhBMWuYj4/5vOI/1tF+RfPw6J8ciLGTPaN1Ex7b1gjBBZhoTyjnLOwM8aazYry0YzNGZvS9LMjP0t5UTntLe1MzJo4BJ0dBEfL3+UI42Dae6YjymSvjPGO4ffzfs/osfHqKV855ispqXmBWICN/o3EcpqZbc8dim6amJh8DIQQPDL3EcreeoAgOjdc8CeAlLG+2b+ZaF2UKqpwaqlhxiYmJiYmRyb5jnwenPMgnlIPfZE+rpp8FRvWbUhoI6VEN3R0LcaMnBlD1FMTE5OPw89n/JzsZY+wLdbNJSf9hAxbRoq9J6UkFAtR5alK0YozMTlYpCYRDhOEECcKIWSa/11J7TKFEH8UQrQJIfqEEK8LIYap6/bII6yH+fHSH+O504PrFy5m/2k2G7s3JrTZ0buDP63/E3+ZuIS+6NGvFWBicjTyzLZnqOr4GwXtf6bi/gr+tuJvCe8b0uCvG//Kd978Dis6VgxRL01MTExMDgWrOlZx7ivnUn5/OeMeGofzF06e2vpUQpumYBOPb3qcxyYvJqAHhqinJiYmB4o/4udLC75ESc1DzNnxdzx3ebjs35eltHui5gm+8+Z3WNmxcgh6afJJ4UiIiPoq8NFurweUxkRcHex5YARwM9AJfBuYL4SYIqWsO5wdPRpZ1LKIp7Y+xfXTrifXmctzG57DZ/UltJlbMJflFy9n/dV3UXBxQfoDmZiYDFu6wl3cu+pexquZfNFazAKfC1VJFC1UhMLiixYzsnpkioCtiYmJicmRTa49lyxbFrfOvRWf3ce6tnWclnlaQpuJWRNZetFSVnzuLiovrhyinpqYmBwobosbu2rnm5nHMN6WQ924ORxffjwk6l3zxtlvUDWmijVrTXvP5NBxJDii1kkpF+7hvfOBucDJUsr5AEKID4CtwO3EnVgmH4PjC4/nmdOe4YI5FwDws5N/lnYSKoTAoVtQxLANsjMxMdkDPpuPx098nLlLnkcTCj+9+hGAtGPdrtmxqbbD3UUTkyMGIUQpcB9wGiCA14GvSyl37GO/GcAXgOOBMqANeBf4npRya1LbbUB5msNcJKV89mNegsknkAJnAY+d8BgTJ+5KKkhO14G4veeKWU17z8TkCEQRCvfNuo+qVX8FwDnvO0D6se6wOLCrR3YFbJPhzZH+FDkfaNjphAKQUnYDLwAXDFmvjjKqPFUDv6crUWliYnLkMyJjBFr/xEIIYY51E5MDQAjhBN4EqoGrgc8Bo4hHarv2ti/waWA88ABwFvAtYBqwuN+5lcwrwOyk/28fhMsw+YRi3vdNTI5+zHFuMlw4EiKi/k8IkQN0ETe6vrXbquJ4IF0NyTXAVUIIt5Sy9/B008TExMTExOQTzg1AJTBGSrkZQAixEtgEfBG4dy/73i2lbN19gxDiPeJR3jcAP0hq37aXiHETk4OOlJL2cPtQd8PExOQQ0xpsRUo51N0wOcoZzhFR3cCvgeuBk4GfAqcCHwgh8vrbZBHXhUqmo/9nZroDCyG+IIRYLIRY3NmZbneT/WFT9ya+8t5XiAmzfLeJydGKlJKb37+ZJQ1LhrorJibDmfOBhTudUAD9aXXvsY9I7WQnVP+27UArUHyQ+2list+s6lzFyf87mSZXz1B3xWQIqNN7eStazzrRhY5p8x+t6FLn0jcu5aGPHhrqrpgMAfX08Y5oYk2oFV0e2nE+bCOipJTLgGW7bXpbCPEO8CFx7afvEddeSOeu3WvMoZTyUeBRgPHjxw/O3SslCAFSYh1ZOKhdjibS5Q7vpCPcgSIURv799l2f0zBk9erVKIrCuHHjDts5ox/9JmWb3tyWuCGmp+6Y9BlGdqTMT0BPvDnE/OGUJjKSeOxYX+q5hJZ4LovXmtJGcSVuCzekBhr2NCW+LnokXnWtYS/fnWHDbuN750/VmSjWbZn5tfgvR8L17A+7XfP2E26Ov05zjb2xXroj3bTVtlHsGsZzYilpuPRbEAnj/d2dCW85shPXXoSS+oA1jMRtqpr6iLAmJVhZ0iRc2YsSdRUs+e6UNpaS3MTX1VUpbdSqq1MPnoQ2OfG10fJUShvZ3Z34ui9NxSt7Yp+F3dSGOADGA8+l2b4GSC1NtA+EEGOBPGBdmrfPE0IEAJW4vXSXqQ/1MUjzHLBW5Q91rw47e7T3pCTPnsftk25j7sVXDnt7DzhoNp9wOVM3KknXHkt9nihOS8LraGcopY0eStxP0VI/UyOS+BzSPKnTN8WS+HzTA9GUNlFh0E6YTsJoKFR0uLCgsJAWXqCWEDo3xEYxBu/APpHO+HHWq93c5V5NmxLGGbZwTfNo5vTEx8eYR86IN+6Q7JqaDc/vRrpx7i5KtPesx0yJ/9J6BFzP/rDbNddMunaP9p5u6Nw07iZGyVFD0Mn9QEqar/wuIhIm52+/THgr2pZq48ikMWqEU8esUBP/zlJP4yZwJBXzSdM11bNvLVVhTRzHaklqwS9t/Bf3eRze/1XCyygGbbEAHbEAFqFSacvEIgTvB+t5tncTYanzhaJqqrWspD47WBNu48cdq2iJBchs287XCmZzivfQFaYYto6odEgplwohNgIz+zd1EI+KSmZnJNTBC3fa+bAdpg/doeTYvGM5Nu/Y+Ith/vkkTzJNBk+HEeJ74Q+pMfxcpJVwVawK5Wh4MEPq+B7m3+ODyiCvPcOSweMnPn6YOvUx2Nl/qymofqC0h3u5ffm/2Rxo4zMjZvOFMScPS2FijyVLxmTqZOtQEtR71wC7zyYf7V/c2sneIrXTRmnvCSGEBjxCPCLqT0lvv0C8ovBWIB+4CXhGCPE5KeXf9+c8Jv18kp8Dg0EICpwFXDnqc0Pdk0Fj2nyJ3C/X8IzcRiY2nGh8iTFMJ5un2Y4TFQsW/k+p4RpjJJVkIJHoSFQEf3JuZkLMxzf7xvNgeBNv+hqoDvrIiu3+rBVJP4ch+zXOj4Dr2R8Gee1W1cpllfu9bnL46e+/NO29BO5pXMB/OtaSqdpxqVZuzj+WabqX//RuwCE0rELlb8ENfN4xjirNi5QSA4kKPNy9jMnWPL5bOJuHI2t5oXMDk5z55KZbcT0IHFGOqH52j4JaA5yeps04YIepD2Vikki3iNAsQjQqAXINO+MMHwD3WdbyhtZAhrTwGzmH4jSaundFllEq3HzJPp5bIu8yQro5QU/13gMElBh/XPpHukJdnOk581BekomJSRq6wn00Bjqp620n3+llohb3gfxi9X95qWEVHsXCI1OuoMSR6hv56ZoXKHdl89WJZ3PTwr8y0lPAqUUT0p7nxU0v8uKmF7mu5DosiiVtm0NFTEYZ7Z52WM+5ovudkJRyxj6a7Xek9h74LTAHOEdKmeDcklLenHBwIZ4BFgJ3AqYjyuSA+e+O/9IT7eGKqiuGuismB5lbxQRuVyYB8LCxjtdkAxuIR8v+iPi99FYW8bJSz41G9YATqk/EcEmNQj0eGTajJ5dGS4BVzg5O8H/yskSOBtZ1rePl2pe5ofoG3JbUiG2TI5dvFc3ju8UnAPBg00Je7t7Mmlg8wv3nOccD8NX6V3gpso2btMnoSDSh0GtEcAkrxVr8+zAvo5y6SDdL+ho403doouOG3xLnXugvbTwaWNS/6XmgWAhxwm5tPMB5/e+ZmJjsxq2Oxdzi/Ig/2DZxl2M1a5QuPlLa2KL4+UF4MifphfxGrqFJ7gpp3SlWuFxv4wxLKZPUbC6LVvCO2kyTCKY9j4Hkxv/dyGMrHjPFDk1MhoAvvPUwN8x/iAdW/Y/vL3qCFZ21vN+6mY3+Ju6aeimn543jl5teozG0K2Vv51hd0rGdswonMiWrnCsrj+ONxjU0BNIHGN+38D4eW/EYW3u2HpbrSkYc5n+DoJM9R2oPOkpbCHEn8AXg81LKV/fVXkqpA/8GSoQQ5szQ5ICp6alhfdf6oe6GySFAFQp+GWGj7GYHvUzARxidELtkG4pxslZ0Abs86n0ihk0qqP33QG/MiiYVurTIYb4Ck4NF1Ijy/I7ncWpp0k5NjmhUoeDXw2wItrE93M1EZz5hqRM0YgNtihU3q2PxwhOyf6T3GlHsijoQAZ+pOdCESlssjZTDQWLYRkQJIf6PeMj5UuIV86YC3wbqgQf7mz0PfAD8XQhxG3Ej79vEVx5/iclBo6GvAatqJceeM9RdMfkY/CEwe2Ay9WXnQj7U2lhp6WS6ns0xRi7HGLl82vYOK0UHBTjRpYEqFGoMP6MVH7F+0bqJRibr1C6aRJAC6Ug5j9uwsOGmDVT4KlizZs1hvUaTAycQC1DfV88o7zDXBTDZJ/86/daBEs2ffe1+3m/dxNKO7RybU8lxuaOY4yzm7Pd/x7KuWgoLvP1jXbC5p4VqT8HAWJ+aXcHqrjoaAp0UOVOjp/56wV/JdeWycd3Gw3p9w5g1xHWikhkHrB3MAYQQ3wW+BXxVSvm3/Tj3Tk+Z6f03OWC+Mu4r5gLSEYpEEkNiSRNnIKVEIFhMGzcbH5CPndMpwo7KQnbpkOZKO4tEoi6pRSpYpYpfxB1PSv82s0jRkcukrEm8etarwzLt3mTfRPQIVjVV03fnvXtRbx1fqnmefIubs3yjsFlivB+qH2iXpzj4INqYsK9VqNiESrcR1xxWhMAqVKKHULB82DqigNXAFcDNgBNoAp4GfiilbAOQUhpCiHOBXwEPAXbijqmTpJS1Q9Lro5TeWC+Zyn7JW5gMQwSCBhFgk+ongsF0PZsPLW3ExC6j0yesbJR+ThdgEFfB1aWBAw0/cT0WFxqaVOgWe14NG5E54hBfjcnBRkpJX6xvqLthchAQQlDX2866zjoiRoxjc6p4r3XzgIMJINPqZENvM2czAUPKgbHuVK34o/FoR7dmx6KodEbSfy+KPUMnXC+IG0rDjOeBXwkhKqWUNQBCiArgOOLOpb0ihPgq8DPgu1LKB/fVfrf9NOJi6DuklE37am9isidUoe4xkXTnJEcMv3F3VCORtIsIzUqQJiVIhxKllRANIkCt6KORIK2EaCPED5nKjYxNOcbOv9nJoog16iUsl+38Xd9EAU5iu1XA82ElmlQRzyst5Bt2FlnbIBj3dG+393JCtxl8eSRzuNPpTfZNTzREQ6iLxmA3TSE/bT1BGnoa2Na1jTp/HU29TTT3NXNs8bG8efWbKfsLIZDAad4qtkz9Bkv7GnisdTkFMWuC/ecTtoTXAD7FRoHq4r1+h5WUkk2hds46RGl5MIwdUVLKO4lrHeyrXQfw+f7/JoeIKk/VYNMSTIaIqDRYSQcqgikiO+X9naGXb1maeMi2gXwjHslULJ3UiV2TzCJc1NGXsI9X2HAIlXojLrsWw0BDoB1Z2b0m+8CpORmfmS6Yw2S4IKVkc8dmNnds5qxRZ+2xjRCCV2qX8+vlz1HkjGeKlTgz2d7XPtCu2O5jRzCeLbZzrPusThyaldpABwBRqaMKFYsyHM2FQafLHU7+QFw4/DkhxPeIz9l+CtQCv9/ZSAhRDmwBfiKl/En/tk8D9wMvA28KIWbtdly/lHJtf7srgAuAF/uPmw98BZhOfAHPxOSQYTqhDg0hdBqVIHVqH9uVPrYoPWxU/WwTvdRnBAiniT7KkBbKpItCnEwkk1zsTCPV/ktHMU4sKMSILzRup5dy3NSIHibJ+DPDgkIEHQXBjGg2/3BsZZGljcW+LsJCZ1IgXRayyZGO6XA+dOjSoNkIsF3voa6zjs3hDtaH2tkU7qB2bS9d0dQ0OJtqo8xbRqm3lDmlc8h35TM+b3C2eonVi6U/qsmpWNgW7abC4mWL3s1kS7xys0XEqwAqQnCsvYi/+lfzfrCe1VE/YRljpvvQLTgOR8vSZBiiCnXfjUwOK2Gp85HewoJYIwtiTSymhSA651LKY5yQ0n7nhO0zkUo+E6lkvtbES5Z62kU4YSqXh50aeoB4mCbEQzgLhJM3YvVcba2mQ0TYrPTwvYiZqnk0IYTAIswVsuGElJK1rWuZv20+b217i3d3vEtLXwtOi5Pub3WjpXEQ7TQerxt7CteNPYVXdiznue3LaA/3JhiWBXYPm3rjKRjW/uPk2z0U2n281rSGG8afTnu4l43+Ro7Lu/wwXO3+M9zsZCllnxDiZOA+4G/EY0veAL6eVEBFEA843d2bf2b/9jP7/+/O28CJ/b9vBfKAe4jrUQWIV9A7U0r5ysG8HhOT3TEnpgeOlJJOwtSKPmqUXjaLHmqUHmqsPWxTeulQEiPM7VJlpJHBBMPHGeEiigwnBYaDfMNOodNNDjbc7HpeK5Z9Lww2yyB9RNFQ+Ei2sp0+7mYsb9PEN/mQbGz4RZR79Xhx8pV0cJ9nDb/3z2KknsEdvRP4qXsledLJF5qqD+4HZDJsMMf5xyNIjEa9ixrdz2ajm016N1v7eqjRu2nQ+9B3Zs+3g4JghNXHaFsWc4vHUurIotjpo9DupcDupXjKV/HZffuVQtkU6aXPiKAKhUW9dWwLd/Ir7zzmB2v5Wusb5KgOuqNBHsiIzxVXRNu4N7CUv3suYIw1ix9mH8d32t6h3JXF7YVzD8VHNIDpiDIxOUKQUrLB6OKlyHbmR+tZFGsmhI4AJinZXM0ojiWXmeQO6njlhouXRD1lhovNSg8bhZ/R0kMDAY7pP0a7DLEZP7Mp4SxLGauNDk7vewHDqnNltBILChI5HKMSTEyOWFpCfl6qX8HLDat4+5nbaelrAaDcW84ZVWcwr2wec0rnDNowqfTk81yohwp3Dhv8TazrbqBa81EX7GJ2VjyFti3cy8beOubkjOTc4kms7Kpl7os/BuD6USdhUTRTN2aQSCl3AJfso802khKgpJTXANcM4vgLgZMPuIMmJiaHFENKNuvdfBhpYqneyhq9g7V6J93ORGdTieFkhO7mrEgxxYaTYsNJmXBRZrgolA7Ufj+1EUm892oHOH3bSg93GB/ixoIXKzcwmhJcXEYFgnihmbGGl3ziEfPj8fFb/zH951Q4IZrPCZ35dJniJyYmADQTZCmdLKGNNXSxhk4aRRD8u9pkChsjNR/HWYsoVd0UK25KVTdVeSWUW73Y+xcCtVHlKcfXHPsfdVgT7uAb21/GrVrxqXZuzD+GUt3Dp7XqXeNcyyBfjQvVT9Cy+KPnlPj5hMIpznJOcZajZmXs/weyn5iOKBOTYc6aYAtPBBbzdKSGGiN+Z5ugZvF5azXztELmaAXxXF9/eK/HkUiaRJAOEUYXkre0JsLo3BAdzZtaIzfaP0BHMpFsrlCqAKilj1dlPbMpYYTi4Ye2GawxOij0q5RLF4DphDIxOQi0RPt4fsMb/Gv7It5r2YREUuTwcfqoczmp4iROHnEyFb6KQR1LSkljoJO2kB/dMHitbgUhI8rNY07llYbVXPX+H4jpMSZ5irmq7FgAtgc7eLFlNXNyRlLlzuPnky5mVaCFERm5VLrzgOG5SqqY9x8TE5MhJGTEWBVqYWmwhpV6G6tjHazTO+mVcU1NDxbGa1lcaq2irMdGiXRSaWRQKd040NBDiSl3inbo7mmzRB5vq+cOvJax+LmtqHyGuN0nd9ONUVHSCp+bmHzSMJDUKL2sUjtZo3WzWnSxVumiRYSAuHj/GLzMJZ+R0sMIVyYVqodRipcsxY5iT8020Oy+Q9LXORllLJrwhYRtekcPVqHyOU88pU/376p6rgqFocp7Mh1RJibDkNqInyc6V/OvzjWsCbWiIDhBK+Im+0TOtJZRrLhB378qBgLBZrWHn9pXkCVtFBkOro+MIkNYODdWQpWRQYa0UJrhHdhnishO0JvKV5zkK07CCRkmJiYmB0KfHuHZznU80bGa+f6t6EjGe4v53sTzOb90GlMyy9BGXrPfxxVCsKGrgW998Dey7RmUuLO5afQpeCwOLi6dzihPPp4oFNl3jfXpvjKmF4weeF3g8FKYmX8wLvOQITAd4SYmJulZ2LKQV+pe4dzYuZw35jyyDiCyIBkpJTV9bXzQUcMH9av4MFDP6mDrgNi3T1iZqGVzpW0Mk7RsZig5jFJ8A0UVwp09H7sPw4mgiPG2t4lw+3YmZpUNdXdMPoEEYgF+sOQHHGdr5qRoAaMMz0E5bidhPtLaWWJpZ4nWznKtgx4RA8AqFaqll5P1QsZLHzO1XCaShX03d45mS60ofqQipeTtnm3EpMHpevSgHtt0RJmYDBMMKXm9p4ZH25fykn8LBpLZrhLuLzmDc3tzyVU+/k1tbiyPV3pPS9yoxVe9JhjxqogWUw/MxOSQsjHWyaOBNTzRugm/Hqbc6uPWgjl8ZsZZTPCVHJRznFQ8gUWX3j3wWnZ3A6AqClMyy5B9qYKYRyKmI8rExCQdtb21vFL3Cv/Z+h9ynDn86rRfcdXkq/Y7srMj2MF/az/kf42reKdtE03heGR6hmJlhrOQr+cewzRnARP9DsoUd8Lx5X4uGH5cJJIeYjQRoEEGaSBAD1Ei6OhINENBIOgmQg9R3KhkYycHGznYycSGAwUFQaMI0ECANkeQLiVCj4jSI2KoCAry3USFwf/lbabdEoanF1L32YcP67WamAA0BhpZ1bGKVxwNKHbBDeFR3BYaj3c/Y3wiGCzUWnnF2sACrYUNanycq1IwXvdycbicyXomk/VMxlozEyIFFe3wz5vCsTCNvY3U++vZ1rSc9mgfIT1GVOoo4Sgqgl4jQncshCYUMqMqOaqTPNVJjurAEdOxotImQzTovbQaQfwxgy4jTI8RISx1KgI55FlcPNa6nKWBRgD+sOJEZlln7b1z+4HpiDoA1NzMoe6CySHGqHsiZZve3JLwOro5NUleb/MnvJZRPaXNzlDonXR29vCUsp3fqxvYJPzkSjs3x6r5bKySioAbWiHWF6KPUNKBkg6cxrYyoomNhLKbgdR/AEUVA68jGNhjRurkri3x3IGWVOOqs8MKQKO9l9fzd2D/zAx+/Y/FqZ06QrBXDU5ry2T4YnEmphQo9sTXzkIFknSPbL7k77bAkpH4qLRV+FLOZa0sSnit5icK+RvSYL5rJL9Z9Bte2vwSVtXKpeMu5YvTv8i8snkHNe1NyUuUJ5JSouTtOn5Uj6Iq6n6JXybTE+7hP2v/w+KGxfz27N8e8HFMTIYzits51F0wOUAuq7yMS0ZcQjAzyC2v3sI1z13DP1b/gycvfRLvbtGgO9lZkfSDug94f9P/sbxtKzX+ZlqDcbsuX3NxkruCOTklzHaVMGJbBDWqQBTwQ6w7TITEiKfktDs9mGo7xUJJdlqaOa3sNyUlklY1TJM1yA6ljzqljzolQJ0SoDbWR4MaIKCk2p27DtR/DgluQ6NPiWEkP3qSM4j6ZWJcMQ2XbiEiDLpK4lIQ09sKuL1mLCEtRuENmXQmmalHCo7yRC2c3n++jOfrf4TW1UPUI5PBUuWp4pWzXiH29+9wv7aWR20becFay985gUkkRkEqlrgt10aIxbSxSGthmdLBNqWHBhFEFxK7VJlj5HFptIJjjBymO/JxahrYdh1H9dgSjivSOKJUT2LwgFaSl9JGG1OV2L/CXUVh/GE/NZ01bFv/LNu6trG9azvbu/v/d22nPdiefLi0uDU7UakTHmQkk13R8Gp2LELlHw3rkEgqXTn8ftqV5NrczKu+kKaapkEdazCYjigTkyFim9HDw9E1/MOymR4RZZKRyUP6LC4wyrDEPv6kNITORs3PZksPdWofdWqAei1AvRKkXQnjVyLEkNhR0aQgIHR0IVGlwCst5EkHpYaTQsNJtmHFgUqbCNOshKgrC9CoBQmKGLqQuAyN0hwvhpAsyWxGCpiXexyrVx8hD3Ep4+W3dv/5SSHdtQ9DLaBBsz9/w0G0SXZCpSPZCbU7PdEQf97+Po/UL2dzx2byXfn8+MQf86UZXyLPlWqY7C+GNNjauZU1rWvY2rk1brD0GytNvU10BjsJxoLYVBt2zU4wFiSiRxAIMmwZ5DpzqfBVUOYtI9eZS5Yji85QJ029TdT566j119IR7EA3dDRFY2TWSArcBbxW8xq9kV4yrZl8quBTZNmGpoz3cNStMjlC+SQ/B45SFKFwbMmxvHvtu/x+8e/56stfZd5f5vHiZ1+kxBOPPl3VvIqfv/tzXqt5jY5gBwAZFgfTcys5v+IYKj35zOvQmO4oHEixAwiJhr2eu5kgbjTsqAdU1KVLibDS2slqSxdrLV1stPrZrvURTHI0ZRlWig0noyIZnBDMp0B3kKfbKdQdFOgOvIYFm1RREITDBlKAy9BQEEhF0q1EaFfDtKthupQIvVGdmJDkRx0URB2orU7cugVN7lq4aIro9GlRCkJuADJ/+w3WdiROzo9kPF//41B34dBwFNt7xdLJPdEZfEqv4AbrB5wnXucvci4nE7fPOgjzO9bxHDvYJuLyIppFMN7wMVPPoUy6mapncQIFOHdzj2hi7zZgsxHAJx3YRbygy/7aJGE9yor27Sxpq2Hl4jdY2bKSzR2baQu0JbRzWpyUe8sp95Uzs2gmJZ4SCt2FlHhKKPYUk+fKw67ZsSgWYrX/JCYNXJoNTVGRUtLr76Il3ENruIfWUA+9XR2EjCjZFhcldh8F1gy8ihXbbpWYIx4ntYFORriy0RSVjcw6qE4oMB1RJiaHnfVGF7+OrOApfSsqgvONUj5vjGKmzBkwVCT7F84tkWxU/Sy0tLHM0sFyrZPNqj9hpStTt1JquKjS3RwbzcFrWNBQCCk6MQxcMm4wBVWdbhGlSQlSq/SxRO2gU4TjxovUyDPsFEQdzArk4DI0VASdaoQNlj4CapTPb53AuQ2VjLzv5wfzYzu07HxwJP/8JHC0XfswuY7OSIAHtrzJ77a8RWc0wJzSOfz4xB9zydhLsGkHbrA39Tbx9ra3eb/2fRY3LmZ503IC0V1pdk6LkwpfBeXecqbkTyHTkYnL4iIUCxHWwzg0By6ri6gepTvcTVNvE9u7t/PKlldo7WslakSxKBby3fmUeEqYUjCFbEc2mqIRioXY2L6RZU3LuGzcZXxh+hdwdbqG0BkkTLFyk4PH0XYvNBlAEQpfnvllRmaN5JInL2HiwxOZUjAFu2bnlc2vkGHL4NKxlzK7dDazSmYxRq5DVXZFOUTeG1x0dzNBHtY28JbShAcLk8jku6GJWPeRJhTBYI2ti2W2dlbYO1lu7WCbpW/g/eKYkzERD8cF8yiNuaiyZlCquyg1nAOT5mjvvu1Gi1QToukVBJmGjUzDxsj+gIlIUtZ2dyx1qpgRs5ER2/UcUxxHjxPqqOZou8eluY4ZRg4vhU/lM/Z3uEK8zSQyKcbF2zTRS5TTKeYaOYoZ5DC+z5PgdAIQ6r4/k2YjwIOhVcyP1eMVVqZYcvmx61is+5A2kVKyKdjOIv8OPuqpZcnaVla0bydqxJ3LPruPSfmTuKj6Iqoyq6jMrGRE5ghG+EaQ5cgatK1lWOyJ1yQEbosdt8VOpTue7WHYO1P7pyc6ue2qhVEZuxZMjUPgNjIdUSYmh4ntRg93hpbyr+gWnKh8xTKeL2vjyO0+sNziZiXI69Ym3rU28561lXYlHiqdY9iYEs3k7HARY8JeRsUyKNNdOKWWkJq3k+T7pmJJTdfRpUEEA0e/MZUuNa+5znpA12FicjQR0CP8tnEh9370Hl3RIBcUTuabo09n7om/PLDjRQO8tuU1Xqt5jddrXmdD+wYAHJqDaYXTuH7q9UzKn8T4vPGMzBpJtiP7gB1DUkoC0QBOi3PQx1jdNXRRj6ZYuYmJyf5wWtVpLPj8Au794F42dWxiR/cOvjX3W3xzzjcTxMyN1o37PFa66Ic2ESaGwR+jcxgpPZypvcYrlgbOiZakdZpHMPhU4TussHYQVuJ2VUHMwZRIJpf3VTA5nMnESCbeWKJ9ZfWalexMTPZEgXTwgjyNX4pVrKWLNXRyIgXcwSTG4htoFyO2z2OlG+etRhAdyV9dJzNK9XFqz/O8GNnO+dYRCVGTu/Pdmpf5S+Ni2mNxT2+GamNG/ki+PvEcZuRWMTO3iopRN37iorxNR5SJySGmwwjxq/By/hBZh0BwozaOb1gnkS3iHutosvbTXmgXYZ6z1fKCrY4PLW1IAfm6nRMj+cyJ5jI7kku54RqYnCVrRB0oKmLACWViYpJKTOo81rKMn+2YT2O0h3MKJvCTceczybv/4uPhWJgXN73IE2ue4H8b/0dftA+XxcXx5cdz/bTrOaH8BKYWTkVTDu4jXAiBy+o6qMc0MTExGU5Myp/EXy/86wHv3xTtZVWwhXnCnvJeqXTy7dgkXP3Tq2l6FluUnngaXIqwJ1hRyI/Z+Vy4iumhbKaFsygktTCNmSRqYrJ/ZGDhp3Jawrb9cfI0E2SN0sXpIrUaZKmawfcc03GJuKDaDEsem2JdKDaxx/S8bIuLc3PGMstTxixPGWOcudiqRx1w/44WTEeUickhokHv43fBlfw1sp4+YnzWMopv26dRZOxf9TsdgzesjfzNXsOb1iZiQlId83Br3zjODhczRvfEHU+fvPuXicmQE5Qx/tr0Ifc3vE9NqINZGaX8fczlHD9q+n4fa03LGh5e/DD/WPUPOkOd5Lny+Nykz3HJuEs4vvx4rKoZdZjMJ9BuMzExGSJur3+dV3q2kKe5WBzL5RJ1BGXCjdGvJ+Yhfo+OYaChEEOSLeNpa/EFwlSX0m9bj03cYK75mZgMKd+3LOMNpYFcaWet4ediUTEwzhUh8Ir+cS4NNKEQk5IcNe6Y3pMz6ZbSeYet/0cSpiPKxOQgszjawiOh1TwTrsFAcrGlklttkxmrxqstSmNw+k/dRPiHtpU/aZvY4ewj17BxQ3AUl4bKGat7zSUyE5MhpEHv5Y+BtfwlsJZ2GWKmu5i7q6/g3Mzq/VrV0g2d5zY8xwOLHuDt7W9jVa1cMvYSrpp8FadWnnrQo56ONszUPBMTk0PB2/Vr+PeW97EqGleHC/GpdgJGlBcqP02hxc3ta17gYX0td2rHJEQ7SSQaCk0EWay2cWto3GHtdwyDdiVMqxqmTQ3hV6IEhY4AMlUbXsNKDIOwYtChhWlVQxToDuYG8sgyTK0nk08W7ystPK/VYkHhymglmdgIEOPJyInkSwc/0VbysFzHnWJm/zjv1/KVEk0oNBp9fBhr5tuu/V98/DhIKQcKyzT3NtMebCcQDRDRI/j61pBrz0AgCBtROsJ9NHa3oAmVk/PHMjoj/7D2dW+YFq7JJ4qntj7FlQuuZEvnFq6efDX3n3n/QZnoBYwo//Gv5w9dS1kaayVDWLjBPo4vWcZRrmTs+wBJ/Niygr9omwmIGLP0XL7jn8CZ4WKsmLoAJib7YkPXBn6x/BfUZK1ipO7hj/7Z5Mv9i0RMh4HkPaWFxzs/5L/hbegYnG2r4GsjT2Kep2K/w6qfWvsU33ztm2zr2ka5t5xfnvpLrp16LTnOnI/d108Kpli5iYnJweZXy57lqS0LuXzkHIKxCHfveI9zPKNojPVSZvUCcLUymkuir3GndgyqUAbUZnY6x+/RVnNFZAQ5MjWF7+PSLSKsVbvZofRRrwSoVfvY7Oxhh9ZHmxpKKFQzWISE6oiXqb3ZTApkURR1kBOz0+VSCKgxfFEbpUH3wD1XIlme1cyHuY185yBfn4nJ4eB3lvW8oNVyYayMIDr3W9dypiyhWQQpkXGZgqvFKC4x3uBOZqKKXXOwnfbeXcFlfM4+hhzl49uYyUT0CGta1rCxfSO1/lq2d21nU8cmNnVsot5fT1gPH9BxS51ZzPGUMctbTpUzh0KbB4tQ6YkEsCgqY5152FXLQPutfW38dvN8Lhg9mjzHx6/2vDumI8rkE4UqVIoyihiVPYrfffQ7usPdPHbhYyhi/x08UkoWBOv4e/dqnuvZRI8RYYzq4x7XHD5jG02GYkVGEysQhKWOKmXCzSwdMQzO00v4QnQ0E2UmsbC+1/YmJia7cGpOAM6KFPOcrZaLfW/xXNdJ5OE8oONtE738U63hP8p2dih9ZEZsfNk5keud4xmhebB6ixLah40YNmnsc5zbNBsVvgp+ffqvOX/M+Wb0k4mJickw4KaJZ/PNqRcCYEiDE9csYJqzgFvqXyVi6FgVlWrFh4pgudHOFCWbKAaW/sXC7aKXLhEhR9r5o3UTW9UebgiPpvQAn0HNapC3Hc0ssbez1NbBRqs/4f08w86IiJsTQ/kU6A7ydDt5up0c3Y7HsOCUKjqSVj2CX41gkQpWqZAtbWTrNrZaennX0cwiRxvP+Xbwj+yatP3IiFoY05tJXm8GbbYAH+Y1clp9xQFdk4nJUHNddBRfiVYD8YXGixzzmRTN5NuWJUTQsaJSLXxoCJbLdqaIbKLSGMie3ab30CXD5CoOHgmuZovezZcdE6hUvQfUn0A0wOs1r7NgxwI+qPuAj+o/SnA2ZVgzGJ09mmOKj6F0bCmF7kIKMwrJd+WT7czGbXWjKRqtW/9OW6gHgcCqqvisLgqw0xML8XrTWt5sXse7LRv5V9PytP2wCJXJ7kJG+gpxqBb+vn0RPquDayZmHtB17Y1BWb1CiFnAmcAsoAhwAG3ABuBt4FkpZWodQBOTYcaFFRfyvQnfA+Bn7/yM78//PvmufH51+q8GfYyAHuGZxhXct+1VVoZbyFCsXJgxms96xzO7z5M2KkKXBj8LL2Wl3s4oPHzTOnlArDwdP41O3f+L2wsSSZsSZruljx1qH7VqgHo1gI6kTDopMBzYpIqBZLu1j61KL9NiWVwZqcJuChaYHGGUukt57MTHyPn9T7giNILLve/wGe+7PB86JaVU754wkHxkaeNPli38T6lDIDjeyOdbkYlcUjoBh0g9ji4NfrTjDVb0NVLdWsa3x5xJjs29x3OcO/pczh197gFfZzp6wj1s6dxCTWcNWzu3sr17Ox3BDko9pVT4KnBanGiKRn1PPeta1+Gz+7h1zq0UZRTt++DDDLNqnomJyaHArsU1YP6w9jXuW/48EzQvldZMRtqyeK57A5dlxtPtTlGKed2oY4qSPeCEAnhXaeYFpZZua4RKI4MLI6VUGG50BifNIJFs0Xp41dHIq84Glto6APDqFqaGs7goVsZE3UelnkGh4cCOSrR338cuSQqg2LlWMiWcxZRwFjd3QTAg2W7tpcUSpE0LE/Vr2A2NNmuQlZ52tri7+CCvnoii86V1U7lo+5hBXZOJyXBj5/zmb9oWHrFuYJzuY4R0U2lk8KJaz4V6XKj8FFHE67KeKSIby24LjO/EGnguupVuooxUvVxqr9pvJ1RbyM//dizjuW0f8WrdNQRjQayqlWmF07hx5o3MKplFdU415d5yvPbBHbskuyJlmwwEySWDL4w8gS+MPAG9rYP6cDe1oS4aw350KXEJjaARZbG/jiU9dSxqr6Eh1M1lpdP5xYSL6FEsqSf7mOzVIhdCXA18ExgP+IGVwCYgCGQBxwKfA34nhHgS+LGUcutB76WJySHgu/O+S1NvE7/+4NccU3wMl4+/PKVNzNBpCHSysbuR1TvW8V7nVl5uWUtAj1BtzeKhgjO4zFONs39w6gF/yjHqjT6uD8xnhOLhQcdcbgm8xx+j6/mqJf1k9uMikWxRe1mmdbDU2c5qSxebtR66lWhCu1zdhoKgWU2s2ick5Ek7T1t38LB9IzeGxnBRpJQsaWoHmBx5zIzl8Af/bK7yLOAO2xIeCB+T4ryQSDpEhG2il3X2LlZqXbxiradJDeGTVr6qj+W62CgK+1ezbWnGbV24m6s3/YdKWxYPV13I1+tf5ZGt73DrqFNxHCKR8da+Vj6o+4AP6z9kccNi1rSuoc5fl9Amw5pBliOL+p56YkZiqeI8Vx4dwQ4eWvwQN864kRum30B1TvUh6eshQYhPZJUZExOTfRM1ojy19Skee+0xZpXM4g/n/QGf3TeofXdWvnJpdn527GdZuXwhd7W8x2hbNi/3bBlwRBUKJxn9AuXbRS8/1Jbz1+hcjjfyeTtyJqODnkH3VyJZbe3iJXc9LznrqbH0AjAh4uPWznGc3lfE6KgHBYHVe+hkGlQElZEMKiNxWYnu9l3Pu/ObKgHoC2hIpLkQYDIsWNSyiEdsr+MXUR4Oz2KiHFzkzs7vsBON74QnsV7p5l5tDSNlBq8pDQOOqAKcZBCf522XPXy/9x3+z30aJ2hFvO+5mPG23P3qb324m2da1/Dcxr+xoGk9hpQUu7L4/NTPc1H1RRxXdhx27eCn9O6OEIISu4+S3e6JUo9n31ycNxEAJdObUAVw/SHoxx5nwUKIFUAe8DhwFbBcSpkijyyE8ALnAp8F1gghrpVS/usQ9NXE5KAihODeM+5laeNSrnv+OiblTxqYhL3btJ5vLHyMlR070OWuVaZCm4fPlczkksKpzO60oQxiEuQVVr5um8QZlvgN7TbLZL4SXsAd1ikH7VpalBBv2Bp5w9rEIksb7Up82ctlaEyI+rggWEpVLIMRupsy3UWJ7sLRvxIQUnXalBBRYWAApYoLBxrvas3cZV/Nd53L+JFjOXNj+YzRPZQZLqI+SVQYVETczAzmkGEcfC+5icnB4tRoIbcGxvEr11pm6jlcFasCoEkE+Z5tGa9rjQTFrvRXu1Q5MZLPuX0lnGMtxc2+v98+zc43i+ZyVlZ8dfjb1Wdyw5K/8b3qsw/adQSjQd7Y+gb/3fhf3tz6Jps6NgHxlOOJ+RM5qeIkxuaMZVT2KCozKxnhG4HP7kMIgW7oNPU2EYwFiepR8t35ZDmyqOms4cdv/5j7F93PvQvvZXrhdGYWzWRU9iicFifhWJgsRxYnVpxIqbf0oF3LwcJUzTMxMUlHfV89dy6/kymFU3h2/bMsaVjCk5c9yYyiGfvcd+fE6zOj45WujqkNc3/rIiY4clkZbOGnTe+Qpxu8YdTzR8vxAJRIJ7+OzgSgTLrpJcpWpYcRRgY6Buoe7lYSyQO+9Tzr2kGNtRdVCmaHcvl8z0hODRZSpDuRw1CdwXRCmQwHDGlw5/I7CYoABnC2/XV+HpnG1Yza53d05/uXxMoBOMbI4WHrBsYZPlYrndytraLEyOBN2cAflfi9oAQXDzjjv5ercWdtjxGhRQapUr3oe5FleL5tLb+te493urchkYzPLOE7Uy/m/PIZTMsZgVr0qYPxkRxUDvVi397CMf4CPCKlDO2lDVLKbuD/gP8TQkwGCg5i/0xMDilW1cqTlz3J1N9P5dTHT+W0qtMwpMHjKx6nwp3L7ZPOp8ydw0hPPtUxO3nWjIFBGe2qHdQ5HKicpBUDEJE65UoGFUoG3TIyUAL0QGhUgjxnq+VFWz1LLO1IAYW6g1MiBcyM5jAjmkVlKAN1txuxUFJvKA5USg3XwGtFid9A58Xymdubx1qlm39btzHf0sQHWgshYbC7zIEqBZURN74cJ76oHU0Kjm0v5JIDvjITk4PP14PjWGzr4Lu2pbytNVFsOPmnZSsRDK6IVlBpZFBmuBgZjP/cOW4s1sFFLToUC6f44g6uiBFjhDOHSlcu3dEgXsuBi1gGogGeXf8sT617ipc2vUQwFsRtdXNSxUlcP+165pTOYVrhNJyWvWuPqIpKsac4ZXtlZiWPXfgYd596N/9c9U+eWvcUT659ko5gR0rbcm85pd5SCtwFODQHBe4Criq86oCvzcTExORQUZFRwX9O/Q8XzrmQRfWLuPzflzP3z3P50/l/4rOTPrtfx8qzuFgabOJnvhO5KmsSP29awHqjla+pEyghbj+pKGQTjxxvIsiZtteYpGTyl8Bxe3RCQXwy/I6jmTzdwRfaRnNWqIhMs3qdicmgUITCb2b/hknP/pVeotxoW8Q3bYtZKbu4S07Huh/yIrnSzgqlg/Ojk7lCH8E9ljW8SxNfVcZT3D/xUYVCtrJrfDYafZza/QJTtBz+4T1jr9qga/uaqY/4+V75yVyaN5EJU2cf+IUfJezRwpZS3r+/B5NSrgBWfJwOmZgcbko8JTz36ef44Vs/5OXNL9Pa18rXxp/FT6dfjsuyKzRSb27Z63E2hNupiTRyiqUk4UakCmXgNmgVKov1VlTEATmhohi8Zm3kH/atvGVtwhAwIerjm33jOD1SxDjdm7ACYJASxLhfCATjDR/jg5P5UXAyBpI2ESbYZqBJwTp7Nx84W9lk9dOghWl0tKMLSXFwz7o4JiZDgYrgodAsvmdbynK1g/+pdczR8/h1aDoj5K7Klrqxd52NTcJPQ9jPKdY047z/tVXRmN+5FVWIA3ZCLWlYwqNLHuWJNU/gD/spdBdy7ZRruaD6Ak4oPwGbdnAnKgXuAr4x+xt8Y/Y3AOgIdhCOhbFpNmq7a5m/bT4f1n9IQ08Dq1tWE46FKfGUDLkjylyVNzEx2ROjvKMQQjCrZBZLv7iUS5+8lCufuZIP6j7g1MpTmVIwhQpfRdp9e6NBFrds4emahSzaspyJ9jwqrZl4VTu/LD6VUE/DHs8bETqzjVx6RJT5WhMnxQr2ao/9o3Eetn5LUZiynCYm+0V5Rjl2VOyoPBE+njstq/iNZR2b8HONHEklGUwlO+2+fURZrnbyX7WWZWoH46WPCunGg5WfRqei2fYeER+RBnMsBfTKKK9HajnVWoohZVr31zdK53FH2YmmpMBumCV6TEyAOaVzeO1zrwEQ1aOojU8Naj8pJQaSH7cu4L+9mxmNh5ci27nSNobplry0IZqv63Wcq8bDQFfo7fgQFO2jkkqDEuDv9q38076VZjVEoe7g5kA1l4cqGKH3O30Ow31NQZAn7QT0+GR9TiCPOYF4Kc/mukOjg2NicrDIxsbD4fgKVBQDixzcoJHEx/kvtFW8pNRTHcjmpdA2rnRW73Gcv9y8lguKpgCwrKuWQn8dJZ6SvZ4nEA3wz1X/5JElj7C4YTEOzcGl4y7luqnXMa983gFV9zxQshxZCb9PLpictt3q1asPV5dSMMXKTUxMBkuOM4dXP/cqX3vpa/zuo9/xu49+x6T8SSz9wlJUJXXa6NRsbOxqINuWwe9Lz2GcffA6MKtEF1apcFGkjKet2zkpVoCCQN+DM8pmFoUxMTkoKAi+G53EWDWTW8Qivqi0oEnBe/IcRpIq9u1AY4voIQsb94ePYazw7df5Vurt2ITKWdZy/h3azKnW0j3KttjMysgpDPoTEUKMBS4FSoFkBS0ppbz6YHbMxGSosKiWQdU12SngpiKoj/Xyr5ILqfRrPBxczS19C3jbd3HC5HTnZFUCjTLAF0LvUCt7+Q0z0x8fySKljUe1jbzkqMdAcnKkgLt7Kzk5UoAmTXUUE5MDJV7haN8RgzvFLFUEjSLA36JzGVdUxsN9q7il+13ezrkk/TiXkoZgF1cv/is7Ah38dcJ1ezzH9q7tPPjhg/x52Z/pDHUyPnc8D571IFdOunLQ4romJiYmJnvHqlp5+NyH+dnJP6Oms4aWvhZiRiytI0oRCl8YfzoAkfcWp7yfTl5hdwHvY2QuY3Uv/7PUsVLtpFJ340A1Rb5NTA4Dl1LB2bKEHbKXWvr2WDFZQQzohgKk8wmnHeu7iXjP0goYr2XzfGQry6OtVKlefDgS2pikZ1COKCHEVcCfiVvtLUAkqcnHy/85whDewVfBMDky6XnytZRtgS27KuI96tjIUr2T43rzGR3y0JHbRXRRKzXdNs6mmD9OXMO9G5ZwQWMVUWFg6XcaBZUYj8/aSHHQxZUNY/h283QA6khUolzp6uDukUtY6+zEE7VyVeNoLm+uoiQc1yLoBjRr4rBz+FKHoc2T6KxSbKk3RM2dGHaqB2MpbcIdif3rbE69dZSMSbwtdKW0OLKwTRo51F0w+ZgkpzikBhQJbCWJ93NLvm/g9wfbF7Ms1MSpFVOZkFFIdLOXionH4Zx9B7crKn9/eBL/mjmd66ddT1SPYlHjYykQDfCXu39OZWYlt8y+heunXZ+2f92hbm544QaeXvc0ABePvZibjrmJeWXzTONlkJifk8mhRC0tHOoumBwCsp3ZZDvjqTrh139GOOn9vvc3JLwO1AaRSHQkv8/YxNPO7Yz1Z3FaVzGndBcBEArsfMBI5le0cmJ7MbYeN40TwlzhfJcv7BjHp5pT7QpFSbTdLLZUWy65VFQsnLhcGhY6LZ4AdWqAVjVEuxqmR43SJ2JEhIGBxCU1xqheKgw3EgiKGCuMDpZZOhkZy+DGwGhypJ1QUvHnYCh1Zl5amSgfHEhpcWThPGlqwuvYit+hTf7KEPXG5EDQvIlyBTF/BDsKo/EwmridZ61MsvdiqWEHlrJcpIyP9fuaP+Cf3WuZ7i3lwvxJnJ8/Id7mmG8MtF/x2u1cWH0hkwqn0/l/Z3JZ63v8cM4P+fLMLx/sS8SQBvX+erZ2baWxp5GWvhY6Q530hHsIRAMY0kBVVEZljaI6pxqbZiOqR9nQvoH3a99HIrltzm1MK5x2YDGYhyACfrARUd8HngOuk1J2HfRemJgcRnamkiiKwrhx4/Zr302qny97FlGlZ3BxWwV3Fa7kjqaJtFhCvJ7RwLnd8dK2t+6YxF0Vy7igsQqLVIgInTp7HwA/3XgsJ7UXDzin0uHUNQJqjG9vms45zRV4taGNflqvdVMdSw1p3StSgjlJNBkqpKT1+h8gImFyHr87bZNkJ9RO1ofbubr+BUZbs7iu+mRuX/8sd1WfT2O4mxeaV3N9/+r5Pafdw1df/irXT7sei2ohHAtT01kDwOMXPc5F1RcNOKfSkWHLYGvXVm6ZfQs3H3PzkFelW92ymgl5E4a0D/uLGRdqYmKyN1avXn1A9t7uRDCwolCv9vGurZlH2mdR0xPkj/kbUKXgRH/hQGU8HQNf1MbdVUvpVaOUhNyMCGRwals8NfvjRETFMNjo6GaTt5O19i62WHvYZu2jUQuQnGkuJLikhlUqqAj8SpSwMFLajNDdvGlt5HHHFj4XquR82wiqwvu54H6U2XumE+oIQ0rqz78NEQ1T9NIDH+tQEUPHqqjUhrt407+VJ6ZeQ12wi19tfRNNKJydNw7d0FEVFd3QyXHmcNOLN9Ed7qYqs4qxuWO5dNyl/d06sIgoKSXbu7fzUf1HLGtaxprWNWxq30RNZw1hPdltDg7NgdPiRFVUwrEw3eHulDZFGUUEogGeWP0EF1ZfyI0zbuTkESenjQY9nAzWEVUAfMl0QpkcTRj7ECVOR5nu4se9kzkumkdfn+TY3lxAcHvTRL5R+iHn1lUikczpzmdE0MMyTytT/bm8ndXAMwU1bHJ1893N07FIBQOJsgdjpDLg5T+Lz9rNWNn/vh4sGkSAr2V9xMhYBl/3j2VUbJAGylFklJgcgfR//6R1/0W9R1i8/DL/ZE5wlaHlFnNia7wM8J3V5/O55Y9zPXFD4fSq0xmbM5YFOxYwt2wuL2x8gT8s+QMrW1by+3N/H0/zlcYetZ0UofDh9R8Oi6ieOn8dVz59JWNzx/KD43/A2NyxQ92lQWGmuJiYmOyLA7H3AJbJdh5hHS6fwmf6RrBB8zMxmsmomIfCHi9N1iC/LVzLif7CAXtORcGla5zcXsJFjZVkR+3cU7mM5/O2cW1j9X7dswwkGxzdvJfRzKKMFpa62wmo8ah1l64xMpLBzEA25dFyKoWLkpiLPMNGtm4nQ9ESbEwdSVNGiB1KHyoCKwojAxl4pIXNag/3utbyR8dmfj9uE5P6Mjm7s5Qzu0pQGIT+5zB4hpl8gtlp71kOvIjL0mgrvwuuJKvOx+dzprIm2MJUZyFj3fmMdedTH+riJ5te5uy8cQM2naqoeGweLh57MTdMu4F8dz5fe+lr/HX5X7ntuNv2y7ar89fx2pbXeK3mNd7Z/g71PfUAaIrG6OzRjMkZw7mjz6Uqs4oRmSMoyigi35VPpiMTbTftKSklLX0tbGjfgG7oaIpGua+cUk8p/rCf+xbexwOLHuDZ9c9S4inhiglX8Knxn2Ja4bQhsUUH64h6DxgLvHEI+2JiMuyxoXJcNI8oBt8tWspL3npaLCG+2DqG7JiNvxRu4NrGMcQwsBsq5YEMJJLT2kvxaxGcuoXn87cxvieL3KhjYAUtHcNlglUknbzSciqPubbwncxl/LxzKj6y9r2jickRik3ROMFVRlTq3LTqCZ5qXE5DqJvbq04l15rBPe/dw23H3UbMiOG0OBmTPQYpJZeOu5SOYAcZtgz+svwvzCyaSWFG4cDqWTqGgxMK4tVDl39pOQ999BBf/t+XeeichxiXe+ARBCYmJiZHMj+Wy3iDej7PaDpiAe7PWMdZwWIW2HZVUL6kfQS/LVzLMlc7YwO5A9FOlzZVIRBIGY9iuqpuDPkR56BCOP1qhAWeZt7xNPGep4k2SzwCYmTQw/ntZUzrzWGa9FEedSc4mqyuxOMkP1lUBBXSTYW+q6qxLuMOupF6Bg/5j+XHYjL/CO/g+awd3FWykrtKVuKo1vBGbBQH3Iz2ZzHan8lsq4sRETeaGZNqchTww95FvBbZwfWO8fRZrfyi8V0u8I1hvn/rQJtrSo/lJ5tfYWHnNuYJMRDt9MXpXxyw42JGjNuOu22fhWkgXhhrwY4FvLjpRV7a/BJrWtcAkO/K58SKE5lXNo9jS45lQt4E7FqyNPeeEUKQ784n352f8p7X7uVHJ/6Ib839Fs9veJ7HVjzGfQvv457378GqWslx5lCcUczUgqlMK5zG5ILJTMibgNt66CqhD9YRdRPwtBCiHXgV6ExuIKUcupANE5PDjAWFKYFsvt84hQ9cLczPaOLknkI2O7v5btWHbLP3kB21Y5XqgEOpxRZksj+bmDB4rGQ939w6dY9OqOHAToOqmSA+LFzdV8ULzjrCIq4XtdHVyag+37BxmJmYHGwsQmWWr4L7xl3M/PZNvNiyhnPyxrOmdQ3XPHsNG9o3kO/Kx6bZBgyRen89c0rnENWj/PK9X3LfmfcNeejz3thpTDX2NFKYUciNM2/kX2v+RSgW1wBZ0bSCSfmTho3DbHdE/z8TExOTg83nGcX3mYIiBIHeIFdlL+D8YCkPeNbzur2RWcS1oS5rG8Ez2dsY25qLBF7M3c45rfHKyAYSDYW8iINYf3rfnljhbueBslUs9bShC4k3ZmWuP5+5/nxm+/PJizoG2tpch0aaN1faubZ1NNe2jqbG1sN8bwPbohG6LWG2u/38p2IDUSU+3cvQLfy4eQoX+MsOSV9MTA4X1znG8UPXMShCYCnI5cJN/+TyrPHc3bSA//XbfQDXlc7isfoPmUd8jvR/K/+PKyddCcT1m1ShUuAu2Ou5OoOdfOXFr/C/Tf/DH/ZjVa3MK5vHNVOu4YyqM5iQN+GQ21t2zc7l4y/n8vGX0xHs4Ln1z7G+bT3twXZqOmt4cu2TPLr0USAeuX/jjBu55/R7DklfBuuIqgOWAX/fw/tyP45lYnJUcFlXBQAn9RbyP18d83ryuaZhLO/6GlFROKmziJguBhw6VQEvEaEzrjeL35et4Xdlqxjd5+O09oOnCyORtKlhGrQAzWqIbluEdiVMj4jSK2IINV4hwilVphs5nB0r3uOxdk7wfm/ZyJOF2zglWEC+bqdVDfFU+SpWeNvotIT4/I5xnNlvdJmYHG1cUzoLgLPzxvNkwzJOz63me+c+woubXkRTNM4fcz6wy6EzPm884ViYGUUz+PHbP+Z7b36PKQVTBjQDDhb+sJ8d3Tuo89fR3NtMa6CVzmAn3eHugQgsm2ojz5XHHXPv2ONxdho89y+8n8dXPs65o86lKKOIpt4mvv/m93mv9j1a+lr47rzvcsXEKw7qNRwM9pTebGJiYvJxKBXxKIDXZD03Fb5PRczNG/ZGPtVXwR/dmwYcURXhDHQh0TFQELRag3RqYXwxKwqCZ/NreCOnjm/UTGHkXrSXrIZCmyXE9c1jOKG7kEl9Waj997dksfLDQWU4g8qWMbQ070rNiwqd7W4/nSPa+IevhluKPuJ9Zwvf30sKuonJcKdMzQDglfAOvrLi71TaMnmpezNXZ0/hgW3vDDiiRrlyiUkD3dBRhEJDTwNtgTayHdn8ZdlfeGrdU/z69F/vVdrAa/eytnUtl469lPPGnMeplace0oijfZHlyOLaqdcmbJNSsrVrK6uaV/HS5pf47Ue/ZUHtAu6Zeg8Fzr072vaXwTqP/gB8CngWWE9q1bxBI4QoAe4AZgCTAQcwQkq5LaldJnAPcGF/mw+Ab0gpVyW1swM/Ba4EfMBy4A4p5TsH2keTo5//bP0Pbs3NmLFj9igmPFiRuV4lSq8SxW1o2KTKqZ27BCnZbcV+g6uTad25FIdc1Nv7WOhr5pfrZwPsNUVvT+hINjq6WepuY7mrnRqXnxpLLyFFT2lrkwouqSEQGEISRMcfje7RERXDGAi5/kF0Mr6IhSY1yC86pvKp3HeZ2VPIvWvmssTbyqu5O0xHlMmwZGnbUlZ1rOLzIkyW3LN2wGDGek8shD8WwqPZsWt2Lh57ccK+O/df3rSc48uPZ0TmCGo6a3h1y6v8+7J/A+w1RW9v7OjewYIdC3hvx3usbFnJ+rb1tAXaUtopQsFr8w5oUwWjQTIdmXt0RMWM2IC2wN2n3U2eK4/6nnoePvdhTn7sZM4aeRbPffo53t7+Nk+sfmJYOqKGYaCWiYnJUUQedu7rmMHYqJd7PWsZFfMQFZJH89czozeHp7K3cl5H2YANd0199cC+vytfxRJvK1/ZNpHKoAdD2bM2aHXAx7MrzuAAZA0PGxapMrInk2K/k3P9JTyQsw6/GjWdUCZHBfmKgz9WnM8EZx4/a3iHansOUUPn7i2vMy+rir/WLuLTRdMH7Ljbj7sdgO+/+X3e3v42Pz/554zNHbtPbdBlX1w2LKPMdyKEoDKzksrMSi6ovoBzRp3DPe/fg8e6n0UMBsFgHVEXALdJKX9zEM45ErgcWAK8C5ye3EDE/zrPAyOAm4mnAn4bmC+EmCKlrNut+Z+Ac4DbgBrgK8ArQojZUsrlB6G/Jkch23u289dNf+Xetfdy48wbuXHmjWQ54rpHUT3K45GNPBhdxTOOMyhRUj3VEkmTFuSR3PUscbZzur+IJkuQ+0pXcmJnEZN7s1EQGMSXsRQEk/05PF6ygV+MXMqsrnym+HN4L7ORY7vzB+2E2m7vYX5mAwu9LazIaKO3X7QyP+JgbMzD7GAuZTEXRTEn+TEHRU4H2YYNe3+hTsW268a3s2/p2Cj8lEkXbuJOOq9hxUDysqOBViXE52vHIZFU9/p4NXcHLdYAeYMRtDQxOYxIJL9a9St+61W4MFLGjUY11XJX9cf3oo3cHVzKJdYqrrZXp+4vJfWhLu7e/Drvd9ZwQcEk6kJdfOv1b3He6POYXTobRSgY/ZnpilCYUzqHX73/K778vy9zWuVpzC2by0ubX+KUylMG7YTqCHbwv43/4+UtL/Pu9nep9dcCkGHNYHLBZC6qvohRWaMo85ZR4imhwF1AriuXDGtGinFj7CVrfl3rOip8FWTY4quBmY5MdKnzzLpnaOpt4tvzvo2UkqkFU3li9RPU++sp9uw5itLExMTkaGOyyGZU2AnApGgmNVovP+yaxAdGB3eVrODE7kLO7ixNKCmzMxI+Igy+t2kGI4Ie+tQoGdKS0mYnu34fgvCnA0BD4Za28UgkwaHujInJQWCKJReLNxeAac5CNoU7+NXYC1jYtY1vrnuWc/LG86nCqQPtdy5EhvUwj573KNU51fSEewZsqt3b7M5wdkKl47wx53Hu6HNZs2bNQT/2YB1RfcDag3TOd6SU+QBCiOtJ44gCzgfmAidLKef3t/0A2ArcDny1f9tk4DPA56WUf+nf9jawBvhJ/3FMTFL4+sSvMzN3Js83P8/353+fOxfcyVkjz6In0sOaljXUh+uZquTQJSOkk5wTCOxSZWQ4g5tbxvGbvDV85GrjuPZC/pW/hVeya/nW9qkIdhkXmlQoCDv56rZJjO/NYo27gxUZbf2RU+nFySWSte4O3s2v483MBrY4/QBUBTyc01HG9N4cpvfmUBR14vClGi82+54dXHtalZNI3lNb+KK2hTuiE5lo+Fhh7WBUzMNPvSv5RdfUgf4u9rXQYO8jL+IEYgPH2JuTy8TkcDE9ZzpPn/o0z/7vm/zbup0nxDaO1/NxSJVapY+1Pd3kCwc2sWchcYdiYaw7n++POoMfb3qJBR1bOKdoFg8vfpgn1zzJb876TTzusd+wsCgWSr2l3HnKncwsnsnihsW8X/s+sj+3Yk8GSG13Lc+sf4bnNjzH29veRpc6+a58ji8/ntvKbmNe+Twm5k3c74iqPa3KSSmZv20+v1/ye3560k+ZWjCVD+s/ZFzuOG599VYePufhgf6+te0ttnVtS3FC7c3JdbgwNaJM/p+9+46TsroaOP6709v23mDpvUhREKWIBSxoVOzdaCwxxthjNNFY8mo0pqgJiRqNiQ17L6hYURCl97Ysu7C97/T7/jG7y04BFtjO+fKZzzLP3OeZO7tT7pzn3HOF2JvVlavZXr8dT7KHdGc6RoMRgzIQCAao99WzqHQ5tQEPP82cuM9jVRt8mLWB0b4k+pcmc37pwJbb3K3aKRRug5/vE0s5dVc/3krfyquZmxhRn8zg+gROK+nfa967esvjED1bpaeSL3d+yZjgLnKUEwOBloQAnwqyQdXwY+0GbnKN3+OYL+x4ATdmZWBcQh7jEvK4pu/RUW2UUjT6Gvls62dcdthlPPPjM8xbOo+J2RMZnTGayw67rMcFnfakox5HWwNRTxMK+Hx0sHfYxqLmc4Ci5iBU037VSqm3CGVn/aJVOx/wYqt2fqXUC8BtSimr1tpzsH0WvY9RGZmaNZVrjruGlSUreejrh/hi2xekOlI5POdwzttWx7HG3L2+8BIDFi6oCA1CLNrILafRRIQAAQAASURBVDtHMbAshSqThzNHfcQRNRkcXZqDVwWwaCOTqzI4smr33NohdYmMqNvz6nMllgZuGPEla+MqMWrF+JpUztw6lhmV2eR4nJgsHRPsUSiu8A9mdDCJB82rsGHg8NpUlIZx3mRmurNoXjPm731X8qvNocBUAI2B3ZMRG/wNLCpZxJSMKViN3TjXXPRqgxIG8WDDeG5rHMkzjs3MN23DqgykaRt/cAznEutQ7GrPH4XJFidX54cGIFaDiQeGzuGII2+kvKGcsf8Yy8z+M5kzZA4evwerycrxA47nhIEntOw/NnMsE7In7PH4/qCfa965hn8t/RcazfC04dwy5RZOG3oaE7IndNiUB6UUvzjiF4zPGs9vP/stNpON6fnTUSgm5U7ipMEntbS989M7+dMJfwJoqY2gVOiV3pWvc4XUiBJC7J1RGbnp25vg2z23ybHEc3nGhJhjvjLt5lnXet5xFBIXNHNX1WggOqOptSAaW9DE1PIsfj9oCcPqkvj9+iNYGV/OgpRCkn02plZmt8vjE0KAy+zi8TWPUxhomjRlj25jqFPMtuYzzpIe8xhlwUZe2PkNr1auIcFo5f/yjgP2XL4hqIPYzXZOGXwKV7x1BeOzxvOfn/yHRYWLeGXNK6Q70zl58Mnt9hh7o7YGorYB5yqlPgLeJ/aqeU+1Y79GACtjbF8FXKSUcmmt65rabdFaN8RoZyE0DbD988hErzIyfSTPnPZM2LbqRy7f6z4bjDX8PWsDfbwuptdlUmRuoMboAyDRb+XWbWN5IP8HjirNxqJDkfdt9lryG+Nb6i/tbdnbIms9V4/+jAqzmzvWT2B2dQ4Jgc6d+nZEMI1XPNNDq+bVmdlsqmWtubrl9n/nriHNa2d6eShLwthqQPan+DVsW/Z/VHmreHj5w5w/8HzOG3hep/ZfiNaStZUb/SO40T+iZZs1be/z3dd6yvn7yq/o70hldvpwChqrqPKFJiGkOFJ49IRHue696zhl8ClYTaEgzPry9QxJHdJSf6m5BlMsHr+Hi16/iJdWvcT1R1zPtROvZVDKoHZ4tG03pc8UPr7o45ZV89aXr2dFye5SjP/35f+RE5/DqUNPBQjLyLp74d2s2LaiS1/nEoYSQuzNgPgBzJ85H0OKgfLGcgLBAEEdxGQwYTFaGLb1O0Y40/d44tGBCQsG7qkcy2G+3ScPFQqPCvBs+gaOqE0n3RtHot8aVvNzZlke76YXEOc3k+t2kemzs81eS5nFHfO+hBAHxmww88+j/0ndR3+kmAa8jT4CaIwojCjytJMpfQbiMsSuCwzgUCYsBiOP9DmBic7dGeCeoJ+/bv2c6SkD6e9IJZPwmp9nDj+T51Y8R6Itkf5J/cmJy2F9+Xp21u3s6Ifd47U1EPVE08++wMwYt2ugPQNRycDWGNsrmn4mAXVN7aKCYq3axUw3UUpdCVwJkJWVdTD9FIegvzjW8JZ1B2eU9mWRs5QGo5/DGpP5Q+ZyXtoVyng6riKXD1K285+c9Vy0YwhF1noe77OSuzccji2495TQrxKLuWPItwSU5vEV0xhVm4rF0nVTYDKw48GPVRtZYaniV0lLcPSzs9lRw20bxgPgU6H+BdF8Yy3lTft2nh31L+It8Wyo3sA3Jd9Q56vDZe66lSGE2B8Pli3i1Zp1XDbgaD4r30Cd38OkpHxuXfsGJ8x+DIAzhp/BS6tf4pFvHuHGI29ka9VW7vz0Tp4+9WkcZsdej7+tahtzX57L4qLFPHTcQ9x05E2d8bD2KCsu9FloM9lYWryUS9+4lHRHOqvLVvP4iY8Dofp5zYXQP9v6GS+sfIGnjnxKXudCiG7LZDAxJHEII4eNjHm7p2z7Xvd3KBOX1Q2M2r7aXsmt+YsZ1BjPTnMjZSleHlg3CSOGlmBU/8Z4zisaxEtZG7mqYCQmbWCVq5Ixxant8tiEELvlOnPJMYQCSP5A9Lpq9r0EoQAcysy16YeHbfuhupBLl/+PEXGZFLqrKPXW8+KUX2M0GFuCUcPShvHLI37JY4sf43fTf4fZaGZx0WIm505uvwfXS7U157/fPi7927lfitjV+iJPV7S1XRit9Tyt9QSt9YSkpKQD7KI4VAWBJ2qO4MKKgVxfMpydpkauKBuCI2jiHzm7S6kdXp2OPRAKOmV7nDy47kjsQdMeU7l3Whp4sP8PXDfiC9I9dp5behyjarvPYCUn4ODVkunkBBzkNbq4ZeM4BjUkAmDWobeSWuXjr3FrSQ/YeXnLy2yu2cyghEGc3f9s+XIqepQgmmdzTuGa/KO5a/BsdrirubH/MTiNFu79/N6WdjPyZ+C0OAHIT8znpbkv4bQ493h2vcHXwOOLH2fcvHGsK1/Ha2e/1uVBqNb6JPThy8u+pE98HwalDOKvs//KqIxRAC0rjNZ4arjvi/vIisvq4te56vR/QohDm4fQysRVJi+TatN5ZOskbt0xhoDS/F//pS3tmut/zi0eyPjqdB4Y8D0/Gfc+/RvjmVgde2qQEKJ78ARDdW8rfA3MSBnIf8dexEPDTiWgg1z37nUt7Zrrf1498Wqm50/nmneuYdhjwxieOpxj+h3TJX3vSdqUEaW13tbRHYlQQexspuaoUWWrdn320q4ixm1CHJRfNgwD4DtbBZfnf0V/Txx/yFjO6VV9+WfqBrI9TkbVJfNx8g6OLt93DQA/QR4YuJQ3MrYAcPrO/tyw6TDswbYmLHYeG0ZurBlOyc5Q3zSab5J2cmRlKJvia2sp68w1/LtsCl8abTy4/EHun3g/ydY918ISoju6LTV0JuuH6u2csvgfDHFlcNuaN7go93D+tPw5+ib05YjcI3h1zaucMviUNh3z6R+e5uaPbqa8sZzJuZN59ifPMjA5+kx7V7OZbNw94+6W61prPtj0AbMGzgLg0y2fsrJkJe+c9w6vfPdKl73OFWDoJYVAhRDdW6Py83/xq9BoTm3MY5OuwdB0KtyiDdyxcTw/Gf8eZ+0cyICG0OqszWfKb9o0lnqTjwuKvfR1x8W+AyFEl2sI+vjtjk8JojkraQRrDFUYm2p1WgwmHht5JiO/fpRrJl7DiPQRYfs+OutRajw13NBwQ6eXWeipOqYK6sFbRaj+U6ThQEFTfajmdv2UUpFzIIYDXmBjx3VRHOqM2sDtxaP535ZppPttlJk8nLdzIDstDdw68FuGNiRybvG+34ge6b+MVzM3c2bxAN5aciK/2TShWwahYqk3+vkyubjlzN985zZurx7JGF8SP8n/CYmWRMrd5V3cSyEOnFEZeXDYaSyYdB2Z1nh2eWq57vDr2F6znfNeOY/DMg/juiOu2+dx3tvwHj9966eMSB/BF5d+wVeXfdUtg1Cx1HpreXfDuy1n/p5Z9gz/d+z/MSF7Qpe/zlUnX4QQh5537IWcnP4pRhT9/C7uT1jJoMYE3k3eTrE5VKY2yW/l/KLBPN4nVOJWo5nXZxXrnJWYMJDgt0oQSohu7HXPZo5e8xRGZWCgNZnf7PiEEXFZvFj0A9sbQzkwqRYXN0y6gbs+uwsInai7Z+E9/LjzR0wGE8n2ZAlC7Yc9fttVSv0I3A28rptHn3uhlMoFbgEKtdYPHmS/3gQuVUpN01ovbDp+PHAK8L+IdncDc4FnmtqZgLOBD2XFPNFRNJqhngSGekJnvU6r6su1fRbxwI4jyPQ6OKOkP8l+K/59HOfVjM08n72BC3YM5sYtYzu83+3NFTBzy6ZxLdcne9JIDIaKqu+o34En4KHaW72n3YXo1rTWjI7PYXR8KLPxgtyJnPX9U/zvxL+Tl5DHFeOuIM2Zts/jrC1byzmvnMPojNG8e967LVP5eop4azx/mf2XluvT86eTbA9lP8nrXAjR26UFbDxQeRiHe0PlEj6z7WJUQzJnlfXnrj7f889NoZVVjynLodBWR7XJQ4LfyvjqNAbUJ3Rl14UQbZRhsPOXvrOZ4gpNtvqoZhMTE/rw0z6TuXrlS7w98WcAnD7sdDZVbqKisYJkezLT+k5jZHrsGnRi7/aWdvEf4J/AY0qpF4EvgGVAKeAhNP2tP3A4oQDRNOBj4G/7ulOl1JlN/x3f9HO2UqoUKG0KPL0JfAM8p5S6mdBUvNsJnZBsCXJprX9s6tujSikzsAW4mlDdqvP3+eiFOEAqojzZV64SnEEjSofOmSf7976MeYPBxzO563gqdy1HVmZy/ZbRHdndTjPMl8CdiT/ygnMrro1Bsp3ZTEjb89L1QnRnkXWePi5bh8tkxdCUpr2vIJTWmpdWvcSNH96IzWTjjXPe6HFBqFhGZ4zm5+/+nCd/eBKjx9ilr3Op2ySE6GjNAahyg4fLU76mwuDl93k/MLesH68lb+P15K0c25DPemc1GkhoGgOO74RaUEWmBpbZK9jsqqHAVI9bBfChGRZI4EhPGoP8cSQELVi67SQYIbqHyeYszK40Sn31zN30MuX+Bn6x+hUuz53EfwoX82zhYs7LHseyncvQWreckJuWP63D+1bjqWFR4SJWlqxkbdlaajw1uP1u8uLzmJ4/nQnZE0hzpmE32fdYo7Q72mMgSmv9sFLqX8BPgcuB64kuDK4IBaXeAGY2Zy+1wcsR1x9v+rkQmK61DiqlTgb+2HSbjVBgaobWOnJ5i0uB+4B7gURCwbJZWuulCNGBfATZYann7qwf0QpuKx5Nhs++130qTG7eytjKcznrKbO4Ob40j99sHI+plwwQpnjS+WTX8bzqKKD/4MvIsGcAoS/kPemNUYhmvmCArY0V/HLVfDTwh6GnkhOfs9d9vAEvr699nUe+eYRvd3zLmIwxPHXqU/RJiFXSsOc5pt8xrL52Nc8tf47E+sQue50rwCCBKCFEJ4kLmvlJQx8urh/A04GtLHGVclZ5PzbYa3hl5EIqzR6uKejYzAi3CvC1cxcLXTv5wlnCVkuoWonSkB1w4NChRXI+shfxaNyalv2G+uL5o3cCEwOxF8HxEpRglRBAgtHGuckj+Vn6BJ7xrOeLys1cnjeJ1XXFzF78d8qMNn4/4/cd2oegDrK0eCnvrH+HDzd/yLeF3xLQoYUS0p3pJNmSsBgtfLz5Y/62eHcOULI9mfuPuZ8rx18ZczzmDXixGC0d2vf9sddCNFrrauBh4GGlVB4wGcgmFBgqB9YC3+3vFDit9T5HjlrrCuCypsve2jUCv2q6CNHu3NqPTUW/VMwYMGsDp1T34fSqvqG2ezjGKlcF/8tez0ephfgMQcZXp/HwmimMrk3pwJ53ndMb+lAVl99yXYJQorvz6SAKiFzc12wwYjEYOTt7PBflHh5r1xZFtUU8sfgJ5i2dR0l9CX0T+vLUnKe4aMxFGA3GDut7V7lg9AWsXLmy5XpXvM7lnUUI0Rk0GgsGLq4fAMDc8n5cOvBzrisezrj6VBYbKhlel4SxjcEcjW5zRmcQzXdxpbyespWPEnfQaAxgDxo5oiGNCyr7M6EhleHmOOx691i1xuRliaWcQmMDFQYvzzu2cIrjE87x9eN0Xx+mBjJa2t7rXM4XlhLer5yJvKuKQ5nWGovByM/SQ1nel+VNYtZ3T3DXoFkcmdSP76q2MenYh/drTLc/J+nWla3jmWXP8J/l/6GwphCFYmLORG476jZm5M9gTOYYUh27g8m+gI8lRUtYWbKSisYKPtj0AVe9cxUvrnqRM4efyTUTr2lp++6Gd7nwtQv5/srvyU/Mb3P/O1KbKyI3ZSJFZiMdktb6J7X832AwMLwL+yLah/uNO8Ku7/ikBoC19iquG/Q1f9twJGpNblibskYjkEgyOXzWtM3Y6n1GoynM384Lw5axJrUEu8/MCZsHc3ZJf/o31QxoAJJTfFH9cSaHJx86cqKj15ac8LoDloHRK/RZj7szxqONtnr1aoLBYMzbDAYD/Tf8N2yb/+V1Ue1y/zl/r8fpadaapoddN6xezfDh8mrvOTQ0TaFNuzU0GzxQWBzWQsWFpsnV+Bo5+6snOD5zBLec9q+oIw1suuzJpopN3PvFvTy3/DkCwQCnDDmFqydczXH9j+t2Aag9vUYNBsN+Pb9702tdiD1pPd4D+RzoDbyf/yHsevkry6LarF5sC7te3RhdZHxHUjkNuQZ2FbpYX+Wkj91KXUSbONfuSqFfJxWzIHcrHhXkZ6VDGOyOx4QBV0b4F1RrRui+g1rzA+W8wTZeMxZQFKgnQVk4xzmMMwZPZmpSf2zG3adOzJNvjOpj62fqXZ4abvnoFv619F84R81k6MjrW25L3/IKK5b+jg/nnszcbT+EHcP0zo6o4/Z/vpeN94zhU6vkdd5zJf36GQDcb0d//wlW14ddtx1/VFQbQ9rpYdeX71oOa98mbvQlmLPGMaUNfXh/4/s8v/J53H43tx91OyPTR2KKkdDQbFvVNl5d8yr/XfFfvi/+HoMyMGvgLO4/5n5mDZy11zIQZqOZyXmTmZwXWun5lim38M+l/+TWj29lR+UOptqntrS1NFiodldz93t38/S5T7fhkYR05Gu9ZyzN1Y31ljdhEU6j+TJ+FzcOXERcwIxRK/bnL70mo4jXxyxlQ8YuUhucXPHj4czcNgCH30JKvLfD+n2g9vY83p/neG9+PfTmx9Y7qYifsRXUl/OTL//G6upizu87aa9tI22t2sq9n9/Lv3/8N2ajmWsmXMP1k66nf1L/A+xzx9vT83h/n9/d5fUgNaJEZ+ouz3vRNYJoyh31PDf6e0pctczZMJwBVfvObP8maSfP5a5jbl0fiswNPJ26gZ+XDKOv1xWzfaGu53jeYxduTCiOt+Rzv2sIJ9n7YzeYsKTu/zTveGs8fz/571zT95qWOofNTupzEo+ufJS/r/47s+yHEWfY99Sd3vxa6M2PTexbUAfZXr2d2xbcxubKzdww6QbGZY3b947Ah5s+5OFvHuaSMZdQUF3AI988wl3T7trjKsknPHcCH276EIDxWeN5+PiHOXfkuWTFZR1Q35VSXDn+Sn467qesWrkq7LZMRybH5hzLK1te4fby2xmcMrhNx+zI14MEooRo4tMBFtcX8XHtZl4cuZzN9loGNyTwxPopZPocrG/DMTallvDKYUtYm1lMYoODq344guO2DsIc7F5ZEUIcqrTWrKsv4ZOy9bxetpLPS9fjMFp4c+p1HJc5ok3HKK4t5u6Fd4eKdSsj1068ltuOuu2ABw7iwElFEyFEe/ESZJ5zPaOtg0n1OKJuN6AwBQ2MLMlk9uKj9xkIb55+t8ZVQaLPypyqPhSa63k4cyVZvujjN8vGwXHkMIUMjiOHzIz2+2yJDEIB2Iw2rhp2FX9Y9gfGGVfyh+SjOcMZ/iW1yNzAQ+kr2WKt5fJFjzLBPIFEa2K79UuIzvRe/WZMW62ckj8x6jaDMmA1WZmRP4P/nf6/Nk2ra55+933R96Q50jh/9PlsrdrK7Qtu32t90OP7H8/x/Y9nzpA5DEoZdFCPKfIxxOr3FUOu4KudXzHy8ZHcdORN3Dn1Tuzm3fWN3X43D331EC+seoETBpzAFeOuaLc+xSKBKHHI0lqzeMdiPtr8EZ9teoGv67dTH/RhQDHBl8r5uwZySnkfnMHIqjHRKhz1vDpuMd/230R8o51zFx/B9PVDybLtc1chRAfbXlfGuwU/sHDTUr6o2ESRpxqAoXGZ3D7sJC7sN5kBrn2vbuT2u/nTN3/i/i/vx+P3cOW4K7n96NvJjc/d576i/SmU1J8TQrSLIkMDP036hmXmSq7KsXLG5mEx2yW5HRy3eQjKqFsCTaX2et7pv5HMRifHFOcD4TWgDq/K4IO0Au7J+pEv4nbSzxPHems1Q9wJQPSJSoNS/JnJHfVQYzp/4PmMTBrJH7++gYtL3yegNWe5hqDRPJ2ykT+lr0IDAzxx3PDBDcSZ45g/cz7ZzuiyEEJ0Vz4d4ObSz/hnzXKOMWyOGYgCyHRlcuX4K1uuNweatldv538r/kd+Yj5njzw77DaAmf1n8vzK57nu3et4f9P7DEkZwopdKxidMRqzMfr75I1HRk+p7UhDEofw1glv8XTh0zzw5QNsq97Gcz95DqUUX2z7gkveuITNlZuZmD2Rv333N/606E/cP/F+TulzSof0RwJR4pD0bcm33PX9XRQ1FAEw3JbKBcmjmO7KZ6qrL1VPt60cmkbzxaB1vDz+O/zGICevGMPslaOx+5vTmv173V8I0XFqvDVc/dXVLK9YDkCWNZ6jkgcwI2UQM1IGMyCjT5sDGd8Wfsulb1zKmrI1nDrkVB467qF2PXslhBCi89UqH9+by7khYQn1ys+/KifTd/OAfe4XRGNAsT2uioeOWMio6lQKnbWsTajgmrXjwrKlRtamcMPmsbzadz1/LpjESnslz6ZuZGZNNmfQfU5kjEkZw6dZZ3Hizlf5RfknHGZN599pa/lz+mpm1Gbyu+Kx5PicVD56G5P/NZkFRQu4cNCFXd1tIfbJGwyw3lPGjWWf8nljIdcnjucPJ9/cpn2DOohBGVhTuoaz5p/F5NzJbKjYwOKixfzx+D+GjSMPzzmch49/mMcWP8bLc19mSdES/vLdX5gzeA5nDD+jox7efkm1pfLMac8wKHkQd356JzPyZzA4ZTCz/zub7LhsPr7wY2b2n0lJfQmz/zubN7a+IYEoIdpTliOLgfEDue+4+zhp0EnEffxo2O1VbThGo9nLP6Z+wqqcHQwpzuLib44isz6+I7orhDgAceY40m3p3DfxHE7rdzgDa8MzaNqabn3fF/fx289+S3ZcNu+e9y6zB83uyG6L/SA1ooQQ+2unp5Z/7FjEszu/pzAjlCGb73fyQuXRDPEnsHoP+/kMARblbuPbnG0MqE7mxM1D2ZhUzpGF+fxs2wjqTF5+PeEzFmYWMG1nHwIEMYRyNymxNtDX62K4O5E+XiflJg9brLWd96DbyKyMPJ02iyOLnue44vmUpTdyemVf/lA0HkPT++2E7Am8dcJb5Dq7TxBNiEieoJ+XKlbx99Il/NiwkyAaqzLyr4xZnBs3DEuMDKWWff0eXlnzCq+tfY2xGWO59vBrWVK0hLnD53LXtLuodldzyvOn8MrqVzhj+BkEgoGW6XCFNYUMTB7I2Myx9E/qz666Xawvb0uBl851+1G38/m2z7nuveswGUz0SejDZxd/RoYrtKJmujOd189+nfJt5R3WBwlEiUNSH1cfHpvyGCNHjgTAvZ/715s9/Gn6x2xLKeO8byczbd2w0Ae0fCcSottQSvGnyX9ieEroa0Wgrngfe4TTWnPzRzfz8DcPc/6o83nsxMdIsCXse0fRaaRGlBCiLdaWreU/y/7DVytf4Jvqbfh0kFkpg7moLI9+/jiO9qYTp/f8xVSjeeCoj7H5zUzfOpAv8zfxad+NFLlqSHKHaqy4/BamF/fljT4bmLYzVBdGodBozEEjxebGULugmTX2Ks6q6AfOjn/s+yvXFMc/U4/nzJI3mVOVxwOtglAtbSQIJbqhGk8NTy59ks82vcxXtQWUBxoZYUvjlswpDNQuJtmy6GdO3OsxtNac/PzJuCwuLhlzCc+teI5nfnyGDRUbyHRlApBgS2Du8Lk8seSJlkwnpRRaa6wmK9trQjNr4q3x/Ljrxw6vtXQgjAYjz53+HGP/PhaXxcUnF33SEoRqlpeQR7WhusP60OZAlFKqP3AW0AeIrHyjtdaXt2fHhOiu6s0e7pr2AQXxVVy18BgO257f1V0SQrQzrTXXv389f/3ur1w78Vr+MvsvMYu8CiGE6N6WlS/jmrevod5bz1hXJtfkHslPsw9nkCOVslXft+kYCsWN38zA6QuVXvBYvRS7ahi/M5enRy3him2hxS5mFfbnmYEr8BgCxDWFyhWKCdXpLMwu4Kq+X1NgqWOwO4H+nrhuGYgCOMGRz7rcy2BVVVQQSojuqNpbzcxnZ7KkaAn9LImckDCQ81NGMSOuH0opgtX1bTqOUor5c+e3nHis9lSzsWIjJw46kZs+vInfTP0NAJcedin3fH4Pbr8bm8nWsu/0/OnMXz2fOc/PYVPlJkalj2Jo6tCOedAHKd2ZzsprVmIz2XCY97yAQkdpUyBKKXUq8DKhk48lgCeiiW7nfgnRLflVkIcmf0ZBQhXXfnoso3bkdXWXhBAd4JFvHuGv3/2VGybdwMPHPyxFsbspmZonhNibpWVLueara8iMy2TF1SvIXPa/Az6W02fBY/Tzn9FLWJS3lRnbBjCmJItai4ciey3ZjXE4AmaGVqfwY/IujnWnU2ppZL2ziimVWfyu6DBW2SsZ6I4n19dNI1CtZJtc7KTjsiGEaC+Vnkqu/OJKNtdt5s1z3uS4Dd8d1PESbAk0+hq5+aObmb96PheNuYiZ/WZS3ljO5srN9E/qj8viYmL2RD7b+hmzBs6iqLaIZTuXMXvQbB4/6XGWFi9leNpw8hPz2+dBdpBke3KX3XdbT+/eC3wGZGmts7XW/SIu/Tuui0J0H/8es5hlGcVcvWSyBKGE6KXe2/AeN390M2cOPzOqEKXoPlQXXIQQPYs36CXPmcfCSxbudRn1trIGTOTVJPL7z0/AbfKzoO9GcmsTeDdvEwABgqS5HaS5Q9kFJZYGttlDtaDS/Dam12b1iCCUED1JQAdQSvHmOW9yypD2KaxtN9sZkTaCTy7+hHpvPf/+8d8MTR3KUz88FbrPYIDc+NyWlZN31OxoqQWV6crkxEEndvsgVFdr69S8/sCNWuvSjuyMEN3ZJ3038M6gNcxZN4Jjtg2irKs7JIRod+vK1nHBaxcwOmM0z5z2jEzH6+ZkyogQYm8mpU/ixZkvkhOf027HPGHTUMxGzUmbhvLOgLXMKBhAaVIld4/9ggqrG5ffQn5dArgCjKhLYURdSrvdtxAiWqotlReOeYHRA0e363Gvnng1AD8//Of87bu/cdHoi1hbtpaz55/NrrpdJNgSGJ42HICJOROZmDOxXe+/t2trIGotIO+i4pD1Vso2/tZvMaN3ZXHhivFd3R0hRAdYV7OTY9+ZjslgYv5Z87tkvrwQQoj21VEnFJLcdnbEVXPW2tH029WPN/qsJ7PRyRGl7Rf0EkK0TUeeOMx0ZbK2fC2/mfobLh93OU8sfoL8xHxZRfkgtTUQdQvwqFLqW6315o7skBDdzSupW/ht/veMLMni11/NxKQlQ0KI3mZ5VSEnLXyUoNHKpxd/ysDkgV3dJdEGkg8lhOhM9WYvq9N28nXfzWxJqGR6QX/ivFawak4tGNzV3RNCtJNqdzULty3k+ZXPs2znMi4YfUFLPaXmTClxcPYYiFJKfR6xKQVYo5TaAFRE3Ka11tPau3NCdKV6g5/7+v7AG6nbOLI6nV98NRNroM0LTQohegCtNfM2LeSmH18iyezg04s/bUmzFt2cQup3CSE6lc1votzewIiyDK5eOhmn39J0i79L+yWEaF9Oi5PCmkKm9pnK30/6e8sqeqL97O1bdZDw1fDWdXBfhOgWiny1/DNzLS+nb6bI0sDVO4ZxVdEwNksQSoheozHg5fWtK/jX5i/4onQ9x2eO4OkjLiNbglA9hqLtK64IIcT+2BhfwaKMQs7fMCpsu1EbmNVUI0oI0bPVehu549v/8vvDzyXBGr6IgMlg4pqJ13RRzw4Ne/xmrbWe3on9EKLLFXirOX/ra3zfUITOg/G1qdy7ZQKH16Z3ddeEEO3o4h//wxu7VtAQ8NLPmcqfDjuHawbNkMLkol0opfKAPwHHEYqXfQz8Umtd0IZ97wcmAOOBZOBSrfW/Y7QzALcCPwMyCZ0svEdr/Uo7PQwhDlkb4yu4bdICLEEjc7YOgUZzV3dJCNHOqj31nPbeH/iqeC2n5E/kuLwxXd2lQ06bUjyUUhcB72ity2PclgycrLV+tr07J0RnyjS5cBnM/CbzaCZ/6KCvJ66ruySE6ADpFhcX5x7O6f2OYGr6YAlA9VgK1c2qRCmlHMAngAe4mFBm+b3Ap0qp0Vrr+n0c4jrgR+Bt4KK9tPs9cBNwB/A9cA7wslLqZK31uwf1IIQ4hL1n3cENU77D5bPy0NfHEe+zUt3VnRJCtKtN3irOfvXXbKgu5pljfyFBqC7S1rlGTwOTgahAFNCv6XYJRIkezWIw8t7A8wHY7Fnfxb0RQnSUh4b/BAAV59xHS9Hdda8wFABXAP2BIVrrjQBKqeXABkLZS4/sY/8ErXVQKTWQPQSilFLphIJQf9Ba/7Fp86dN+/wBkECUEPupTvn4s3MNj7vWM7Qyhd8tnkaKR1ZOFaI30VrzUt06bir9FMwm3j/lTmbkjNr3jqJDtDUQtbexnhOp0CeEEEKITtRNa0TNARY1B6EAtNZblFJfAaeyj0CU1jrYhvs4AbAAz0Vsfw54SinVT2u9Zf+6LcShSaOZbyvg/rgVlBjdnNuQzwVfT8YSNHZ114QQ7egH9y5+Vfop33mKOcyazotn/pYBCZld3a1D2t5WzRsLjGu16RSl1MiIZnZC6eAb2r9rQnQe26n3hV0ffio80OenYdtqA+HfD+rsdRSPXY8lYGRARSouj5X43CoqzG7KLG7qTD7GVKcyd2JfLGr3gCb+wtOi7n/9VS+334MRQoQxZJ3V9HP/9/X4PTy77FkKqgsYnz2eQcmDqGisoKS+hJ11O9lVv4uByQM5adBJpDhS2rnnogcaAbwRY/sqYG473ocH2BixfVXTz+GABKKEiMEy9baW/2+t2sqV2z7ho82LyS9N4+bvjqN/WTprA9H7jUz1hl3v378hqk3GMWlh1+OufiKqzYYzzzzAngsh2sp28u9b/t/oa+S3n/2WhwufJ83i4p8jzuLC7AkYShsxDDy9C3sp9pYRdSrw26b/a0J1CGIpBy5vz071NCtXruzqLoj99GP5jywrX8bFXBzzdl+DN+Z2ALfFw+cTfmD5sPX4DQH0PuaG3O4281fLFE415se8fW35EIL3/TZsW2Q9ggOuT9BOz82NA84N33BbdJtD4XVwKDzG3qTcXc4/1/6TG4M3YjZEF5s1GAwMHx57lbygDvKPJf/g3i/upai2CIVCs+dVkgzKwNUTruZvJ/4t5u2rV68mGGxLskvX6YnP7y6oEZWqlFrS6vo8rfW8VteTgcoY+1UASe3Uh2SgSmsd+YSsaHW76CA98XUiov9uL256kYdXPIxCcc6iIzl63VAMe3g/iQxCxRIZhIpl9erVBH/3u7Btnn3u1Ubt9LzcMv6K8A3jY91V738NHAqPsTeK/LutqlzFjYtuZEfDDi7POYIHBp9MotkOgHnyjR3SBxnvtd3eAlGPAv8mlP2+GTgd+CGijQfYFWMwJES3FtAB5m+ZzzkDzsFqtEbdbnZYYu5XlFbK6zM/o8ZVz/QtAzl1zWjsPgubk8toNPkYFQdJXhtpXhsmbaBgRjX3+pZym/dbjrflYlfRL7kgkv4tREewm+x8uetLZlfOZkxKdCHKPQ0UyhrKuPj1i3l3w7sc3edonjntGabkTeHHnT+ypWoLqY5U0p3pZLmySHGk8EPxD/z52z/z2OLHOHfkuUzpM6XN9yUOThdMzSvTWk/YR5tYY6L2jJipTrgPIXq1DHsG07On86uRv2LjUy90yn3K54AQnSvXmUuOM4d7xt/DhfZY54jan7zO226PgSitdTVNiRhKqX5AsdZ636cEhOgBxqeO57XjXsNkaFuZNL8hwFejl/Pl+B9w1Tu44M0TOdGd3nL72OJcAIbkhC+INMuYRxxmTva+zz/9a/mFOXJ2qxCiozhMDl4/7vU2v84B3ln/Dj97+2eUNpTyt9l/45qJ16BU6Pv95LzJTM6bHLXPxJyJ/OPkf/Dx5o/59Se/5rOLP2vZR3Ss7rZqHqFsqFgZSUnEzpQ6EBVAklJKRZwITGp1uxBiL6ZnT2d69nQgeo6rEKJ3SLAk8OTUJ0NXaj/o2s6IKG0anWuttwEopWYQWj0vB9gBfKO1/rTjuidEx2nLl9Mgms3ZRbxzxLfsSq5k2KZ8TvjiSOxeK8S37X6mGDOZacjhUf8KLjYNbutuQoh20NYg1MaKjdzxyR28tOolhqcN581z32Rc1rh979jEaXFy59Q7+fl7P+fDTR9ywsATDrTLomdbRaiGU6ThwOp2vA8rMIDw79DN80zb636EEEIIITpEm7LalVLJSqkFwALgHuCspp8fK6UWKKWkHoHoVQI6wJcjV/DI3Jd5avb7uC1eznx/JqctmBEKQu2nO83jqMTDY/5V+24shOg0H276kGn/nsagvw7i9bWvc8/0e/jhZz/sVxCq2RXjryA/MZ9ff/JrZMZ6x1OAUp17aYM3gUlKqf4t/VQqH5jSdFt7eB/wAudHbL8AWCkr5gkhhBCiu2treYW/ABMJDXLsWus0QivmXQRMAP7cMd0TovM1+Bv45Te/5N0jviOh3sncz6bxq/lnMqigzwEfc4whheMNufwvsFG+oArRDWit+ff6fzPruVlsr97O/cfcz+ZfbObOaXdiMcauEbcvFqOFW6fcytLipaws6R6FIHs7Qydf2uCfwFbgDaXUqUqpOYRW0dsO/KO5kVKqr1LKr5S6q/XOSqlpSqkzgVlNmyYopc5s2gaA1roE+BNwu1LqV0qp6UqpJ4BjgF+3rZtCCCGEEF2nrYUzTgFu11r/r3mD1toH/LcpG+rejuicEJ1Na80lCy9hffV6Tvl6MpPX7F5Ry83BFZ873pjLh75CNtbsZFDCAawjL4RoN4+tfox/rP0Hc4fP5d+n/RuH2dEuxz1x0IkAfLz5Y0ZljGqXY4o96241orTW9UqpYwgFiv5DKHFrAfBLrXVdq6YKMBId37obmNbq+rVNl+Z9mt0B1AHXA5nAOuAsrfVb7fRQhBBCCCE6TFszogLAhj3ctq7p9jZRSuUqpf6qlPpGKdWglNJNaeut2+Q3bY91SYxoa1NKPaSUKlZKNTYdd2pb+yNEa0op8uPyeezIx8KCUO1hhiEbgI8Ll7frcYUQ+y/ZmszVw67mhTNfaLcgFECfhD4MThnMx1s+brdjip5Fa12gtT5Dax2vtY7TWp+mtd4a0War1lpprX8XsX160/aoS0S7gNb6Xq11X621VWs9Wms9v+MfnRBCCCHEwWtrIOoN4Ow93HYO8Pp+3OdAQjWmKoEv9tH2AULF0VtfaiPaPAlcAdwFnAwUAx8opcbuR5+EaPHg4Q8yJTN6+fWD1U/FkaecfLxjRbsfWwixf84beB7XDL8Gg2rrx2DbHdf/OBZuXYg3IAvNdjTVyRchxKEnoIKU2RrQSGkFIXorrTUl9SU0+hq7uiuHjLZOzXsL+JNS6h3gZWAXkEEooDQCuL4pFR0ArfUneznW51rrDACl1E+B4/fSdrPWetGeblRKjQHOAy7TWj/dtG0hoRVl7gHmtOGxCdEplFLMMGTzRtEq/MEAJoOxq7skhOgAx/Y/lscWP8aiwkVM7SsJuh1F0fazaUIIsb9W5m3j7cMXUx5fQ1Bpji7qw2+WTNv3jkKIHmNTxSaueOsKvin8BrffTaYrkzXXriHRltjVXev12hqIak73zgNmx7j9laafCtCE6h7EpLU+uEI74eYAPuDFVsf3K6VeAG5TSlm11p52vD8hDsq1phH88uSfYuyALAwhRPcws99MPr7wYw7PObyru9LrSZaSEKIjrMor4JmZC8ioSuKc9SNpMPk4YfvAru6WEKIdFdYUcsyzx1DnrePqCVeTYE0gLyFPglCdpK2BqBkd2os9e0Ap9XegHlgI3KG1bj2vaQSwRWvdELHfKsBCaBrgqk7pqRBtMNiQSHxKfld3QwjRgeKscczsP7OruyGEEOIAbMos5tkZn5BTnsJV781mQmJX90gI0d5K60s54bkTqGys5LNLPmNc1riu7tIhp02BKK31wo7uSAQPoWWOPwRKgaGEliT+Wil1uNZ6TVO7ZEK1piJVtLpdCCGEEL2QUpITJYRoP2szi/jnzA9JqY3jpx+egM1vAaTenxC9yS5PLbOemcGWyi28e/67EoTqIm3NiAJAKZUKTAJSgLe01hVKKRvgbc8pd1rrYuCqVpu+UEq9Tyi76Q7gguYuQczKgXsdmSqlrgSuBMjKyjro/gohhBCic0mNKCFEe6m2NbC8TwEvT1xESk08V70/G5fH1tXdEkK0o4aAl88rNnHL+rco8NbxznnvMD1/eld365DVpkCUCp1yfBC4jtCUNw1MJJR59AbwJfD7DuojAFrr7UqpL5vut1kF0CdG86RWt8c61jxgHsCIESNkCQwhhBBCCCEOMVpr5k1bwA/5WwHIK0/hpx+cgMtt79qOCSHa1bztX3PjujfxBP0kmGy8d8EHsqBMF2trRtTtwM8JrUT3EfBtq9veAi6kgwNRTSIzoFYBP1FKOSLqRA0nlEe7sRP6JIQQQoguIBPzhBAH48fyH/khfytHrxvK0euHkFORgjsg7yxC9Ca+oI+7N37AmLhsfjvgBI5K6k+8BKG6XFuz2n8K3KO1vh9YGnHbRmBAu/YqBqVUH2AK4UGwNwEzMLdVOxNwNvChrJgnhBBC9F6qky9CiN7l5S0vY/OaOWPJ4eRVpGKQV7oQvc6CogWU+uq5c8DxHJc6BLvR3NVdErQ9IyoHWLSH27yAc3/uVCl1ZtN/xzf9nK2UKgVKtdYLlVIPEwqSfUOoWPkQQllZQeD+5uNorX9USr0IPKqUMgNbgKuBfsD5+9MnIYQQQvQsUiNKCHGgqr3VfFD4AZM2D8Dqly+mQvRW8zfPp68tiWNTBnd1V0QrbQ1E7QBGAp/GuG0MoQDQ/ng54vrjTT8XAtMJTbm7GrgEiAPKgE+Au7XW6yL2vRS4D7gXSASWAbO01pGZW0IIIYQQQgiBw+Tg/on3U/vKN13dFSFEB/rFyF/gqFqAUcnpq+6krYGol4G7lFJL2Z0ZpZVSg4EbaSr83VZa673mvWqtnwKeauOxGoFfNV2EEEIIcQhQKEJrqQghxP4zG8yckHsCX9as6equCCE60Ojk0QwxF3d1N0SEtgaifgccCXwObGva9jKQB3wN/KHdeyZEF6sJBMOuD7CFR9HrvOCyhLcRQgjReSQMJYQ4WNX+8OuD4wNh1+s9RpzW8G1CiJ7FkJ7a1V0QEdoUiNJaNyqlpgPnAScQKlBeTmilvP9qrf173luInkdrzfkf/Apfg4eXfvIYfkOA5yd+y9rMIq757FgyahOY+Pw1GB2WvR6nMNbG8g7pshDiAKxcuRKDwcDw4cMB+O/y//KbT3/DH2b+gbNHns3q1asJBiXg3F1Jkr0Q4mBorTnp3V/ib/DywZmPx2wz4OmfY7Bbw7a5I9psI4aVK9ulj0KIg7emcTwGAgyx/xjzdhnvdb62ZkShtQ4A/2m6CNGrNU/3MDusVCRU8+YxC9mZVo7VZ+aPJ7zLjR+cuM8glBCiZwgGg9R6arnpw5uYt3QecZY4znv1PAI6wGg1uqu7J4QQooM0j/dMexnTRQahhBA9UxDjnm+TIFSna9PJRKWUTSl1lFJqrlLqTKXUFKWUraM7J0RX+nrX1/zsi58x76xXqYyv5dpPj+X2904moIL88YR3Kagr6OouCiEO0va67fzu+9+R/Ug285bO47Ypt7H9hu1M7TuVC1+7kHe3v9vVXRR7oTr5IoQQQgghDt5eA1FKKatS6s9ABaEV7V4EXiJUK6pcKfVHpZSkhYheZ2fDTq7+8mo21W5iytKx/PTlnzB2e19yqpK58cMTCRiCfLHzi67uphDiIN347Y28u/1dzhp+Ft/+9FseOPYBEmwJvH3u2xzd52je3PYmWuuu7qaIQQFKde5FCCGEEEIcvD1OzVOhXNW3gWOAN4B3gQJCY7884GTgBmA4cGKH91SITrSpZhOJ1kSemfYMn/35xdDGphzAnOok7nnjdI47//yu66AQ4qBVe6vxBrz8atSvuPfUe8Nuc1qcvHnum2xcu1FWZuvGpEaUEEIIIUTPs7caUWcCM4Aztdavxbj9X0qp04GXlFKna61f7ZAeCtEFpmROYcGJCzAZYr9E4jz2Tu6REKK9JVgSeO241wjo2KshxVvjsRgl6VcIIYQQQoj2tLeTiecCL+0hCAVAU/DpZUBSQ0Svs6cglBCi91BKyWu9B5MaUUIIIYQQPc/eAlGHAe+04RhvA+PapztCCCGEEG0jgSghhBBCiJ5nb6eB0wjVhNqXAiC9fbojhBBCCLFvSoFBokNCCCGEED3O3jKiHICnDcfw0lLGWQghhBBCCCGEEEKI2PZVGCNHKdV/H21y26szQgghhBBtJQlRQgghhBA9z74CUfPbcAwF6HboixBCCCFEm0kgSgghhBCi59lbIOrSTuuFEEIIIcR+UEiNKCGEEEKInmiPgSit9TOd2REhhBBCCCGEEEII0bvta2qeEEIIIUS3JAlRQgghhBA9jwSihBBCCNEjSSBKCCGEEKLnkUCUEEIIIXokJZEoIYQQQogex9DVHRBCCCGEEEIIIYQQhwbJiBJCCCFEj6OQs2lCCCGEED2RBKKEEEII0SPJ1DwhhBBCiJ5HAlG9zOuvv86dd94JwFtvvUV+fn7Y7YsXL+ayyy4DYN68eUyePLmzu9jjnJzvAWDSU8eEbV/j64reCCGEEOJQ9/jjj/PEE0/www8/YDLJcL49zB5WC8DI/50btn11cVf0RgjREYwDLu7qLogm8snVSzmdTt566y2uu+66sO1vvvkmTqeT+vr6LupZz6C1RimF1jps+zrfBIIYm1shazYJ0TutXr2aYDDY1d0Q+yDvwEKIg7Gn8d7anf0J6ubJvzLeE6K3kvFe15HyCr3UzJkzeeedd8I+WN1uNx9//DHHHntsF/asZ1BN8z1UxLyP3UEokEGJEL2XDEp6BoPq3IsQonfZ43hPt/6KJC9+IXorGe91HQlE9VKnnHIKRUVFLF26tGXbggULCAQCHHfccWFtV65cya9+9StmzpzJhAkTOOWUU/jzn/+M2+1uaXPfffcxbdo0fL7w+WgNDQ0cccQRPProox36eIQQQojWVBdc2tQvpfKUUvOVUtVKqRql1KtKqT5t3NemlHpIKVWslGpUSn2jlJoao91WpZSOcTmtjd0UvcyoUaN4/PHHw7bt2LGDUaNG8frrr7dsu+OOO5g5cyZr1qzh4osvZuLEiZx00km89NJLUccsLCzk1ltvZerUqYwbN44zzzyTBQsWdPRDEUIIcQiQQFQvlZ2dzfjx43nrrbdatr311lvMnDkTh8MR1ra4uJghQ4Zw11138cQTT3D++efz2muvtdSaAjjnnHOoqKiIGoC8/fbbNDY2csYZZ3TsAxJCCCG6OaWUA/gEGApcDFwIDAI+VUo523CIJ4ErgLuAk4Fi4AOl1NgYbT8AJkdcFh7kQxCHgPr6em699VZOOukk/vznPzNixAh+//vf891337W02blzJ+effz7r16/n5ptv5q9//SvDhg3jhhtu4NNPP+3C3gshhOgNpEZULzZnzhweeughbr/9dmpqali0aFHU2TIgLENKa81hhx2G0+nkjjvu4I477iAxMZEBAwYwYcIE5s+fz6xZs1raz58/nyOPPJK8vLxOeUxCCCFEs244YeYKoD8wRGu9EUAptRzYAPwMeGRPOyqlxgDnAZdprZ9u2rYQWAXcA8yJ2KVMa72o3R+B6PXq6+v5zW9+w+GHHw7AhAkT+Oabb3j33Xdbtj3++ONorXn66adJTEwEYMqUKezcuZPHHnuMGTNmdFX3hRBC9AKdmhGllDpTKfWKUmpbU8r5OqXUA0qpuIh2SUqpfymlypRS9Uqpj5VSo2Icr00p7Ieq448/Hp/Px2effcY777xDSkoKkyZNimpXV1fHI488wuzZsxk3bhyHHXYYv/71r9Fas23btpZ2Z599Nt99913LtpUrV7JmzRrmzp3baY9JCCGEAECB6uRLG8wBFjUHoQC01luAr4BT27CvD3ix1b5+4AXgBKWUdT9/Q0LEZLfbWwJOABaLhT59+rBz586WbV999RVHH300LpcLv9/fcpkyZQrr1q2jrq6uK7ouhBCil+jsjKibgALg10AhcBjwO2CGUupIrXVQhaoFvgn0A64DKoHbCaW1j9VaF7Y63pPAScDNwGbgWkIp7JO11j92zkPqvpxOJzNmzODtt99mx44dnHTSSRgM0bHHO++8k0WLFnHttdcyZMgQHA4HK1as4L777sPr9ba0mzlzJqmpqbz88svcdNNNvPTSS6SnpzNt2rTOfFhCCCEE0C3rC4wA3oixfRWwr7M2I4AtWuuGGPtagIFN/292ilKqATACPwB/0Fq/fiCdFoeWuLi4qG0WiwWPx9NyvaKigjfffJM333wz5jGqqqpwuVwd1kchhBC9W2cHok7RWpe2ur5QKVUBPANMJ1RXYQ5wFHCM1vpTAKXUN8AW4BbgF03b9jeF/ZA0Z84crr32WoLBIA8++GDU7R6Ph08//ZSrr76aCy64oGX7+vXro9qazWZOP/10XnzxRS699FLef/99LrroIkwmmeEphBBCAMmETqBFqgCSDmLf5tubvQUsJjQ2ygB+DrymlLpQa/3cfvVY9AoWiyVqQZmqqqoDPl5CQgLjxo3j8ssvj3l7enr6AR9bCCGE6NQIQkQQqtnipp85TT/nAEXNQaim/aqVUm8RSmv/Rat2USnsSqkXgNuUUlat9e5TO4eoyZMnc8IJJxAXF8fAgQOjbvd6vQQCgahg0htvxDqhC3PnzuXJJ5/kxhtvxOv1cuaZZ3ZIv4UQQoi9UWiU0p19t6lKqSWtrs/TWs+LaBOrU22Z2Kfauq/W+rqwBkq9BiwCHgAkEHUIys7OZuPGjWHbPv/88wM+3pQpU1i+fDkDBgzAZrMdbPeEEEKIMN0hlaV5Xteapp8jgJUx2q0CLlJKubTWdex/CvshyWg0xsyEahYXF8fo0aN59tlnSUtLIzExkddff52SkpKY7TMyMpg2bRoLFixg+vTpZGZmdlTXhRBCiL3qgmLlZVrrCXu5vZLwzKVmScTOdmqtAuizh32bb49Jax1QSr0M/J9SKktrXbyP+xK9hGoqXjZr1izmzZvHvHnzGD16NEuXLuW999474OP+/Oc/59xzz+WSSy7h3HPPJTs7m5qaGjZu3EhhYSG///3v2+shCCGEOAR1aXkFpVQOoWl0H2utm88w7is1PamN7WINBEUMDz74IMOGDeO+++7jzjvvJCUlhdtuu22P7Y8//ngAKVIuhBCiS3XDYuWrCJ0oizQcWN2GffsppRwx9vUCG6N3Cf91NP3s9DQx0fncbjdGoxGj0QjAT3/6U84991yef/55rr/+ejZv3sz9999/wMfPysrihRdeYMiQIfzlL3/hyiuv5N5772XJkiVhhc6FEEKIA9FlGVFKKRehgp5+4NLWN9G21PQ2p7DHuO8rgSsh9EHbm5x22mmcdtppe20zceJEVqxY0XI9JyeHv//971HtWrdpbeHChWRnZ3PUUUcdVF+FEEKIXuZN4I9Kqf5a680ASql8YAqw5zM8u/e9m1BR82ea9jUBZwMf7q3cQFO7uUCB1nrnntqJ3qOgoIDs7OyW61arldtuuy3qRGLkWO6+++6Lebynn346altmZiZ33313O/RWCCGECNclgSillI3QgKs/MC1iJbwK9pzWDruzoA4mhX0eMA9gxIgRcuawjZYtW8a6dev44IMPuPnmm2OuwCeEEEJ0BkW3XDXvn4QKh7+hlPoNoRNmvwe2A/9obqSU6gtsAu7RWt8DoLX+USn1IvCoUspMqBD51YRWET6/1b7nEqqZ+W7TcTMIrRo8Hji3ox+g6FqrVq3i+++/5/PPP+eiiy7q6u4IIYQQB6TTA1FNg6tXgMOBY7XWkWk3q4DjY+w6nNCZvrpW7X6ilHJE1Ilqawq72E8XXHABDoeDOXPmcPbZZ3d1d4QQQhzi2jhdrtNoreuVUscAfwL+QyhetgD4ZavxC03bjUTH0i4F7gPuBRKBZcAsrfXSVm22AOnAQ4RO3DUQWvhlltb6g/Z+TKJ7ufHGG9Fac8EFF3Dttdd2dXeEEEKIA9KpgSillAH4LzATOElrvShGszeBS5VS07TWC5v2iwdOAf4X0e6AUtjFgdnTVD0hhBCiK3SzOBQAWusC4Ix9tNlK7NXwGoFfNV32tO8i4JiD66Xoqd5///2u7oIQQghx0Do7I+oxQoGj+4B6pdSkVrcVNk3RexP4BnhOKXUzoal4txMasLUs/9bWFHYhhBBCCCGEEEII0T10diBqdtPPO5ourd0N/E5rHVRKnQz8EXgcsBEKTM3QWm+P2KctKexCCCGE6IWUkjKPQgghhBA9TacGorTW+W1sVwFc1nTZW7t9prALIYQQohdS3a9GlBBCCCGE2LcuWTVPCCGEEOJgdNNV84QQQgghxD7IGE4IIYQQQgghhBBCdArJiBJCCCFEjyRT84QQQggheh4JRAkRg9YapRRaaxL+cTtaa9b4FKDZveJ26/8LIXqylStXdnUXxAFQSLFyIcSBaz3eMzx8J1prVhfLeE+I3krGe92HBKKEiEE1nWaP/Bk+EJFBiRBCdCXJiBJCHAwZ7wkhRNeQGlFCCCGEEEIIIYQQolNIRpQQQgghehwFGCRRQQghhBCix5FAlBBCCCF6JIlDCSGEEEL0PDI1TwghhBBCCCGEEEJ0CsmIEkIIIUSPpJSsmieEEEII0dNIIEoIIYQQPY+SVfOEEEIIIXoiCUQJIYQQosdRSI0oIYQQQoieSGpECSGEEEIIIYQQQohOIRlRQgghhOiRZGqeEEIIIUTPI4EoIYQQQvRIBilWLoQQQgjR40ggSgghhBA9kiRECSGEEEL0PFIjSgghhBBCCCGEEEJ0CsmIEkIIIUSPo5AaUUIIIYQQPZEEooQQQgjRA2mU1IgSQgghhOhxJBAlhBBCiJ5HSUaUEEIIIURPJDWihBBCCCGEEEIIIUSnkIwoIYQQQvRIkhAlhBBCCNHzSCBKCCGEED2S1IgSQgghhOh5JBAlhBBCiB5HAQZJiRJCCCGE6HGkRpQQQgghhBBCCCGE6BSSESWEEEKIHklWzRNCCCGE6HkkECWEEEKIHklqRHUOpVS61rqkq/shhBBCiN6hU6fmKaXOVEq9opTappRqVEqtU0o9oJSKa9UmXyml93BJjDieTSn1kFKquOl43yilpnbmYxJCCCFE11CdfDmELenqDgghhBCi9+jsjKibgALg10AhcBjwO2CGUupIrXWwVdsHgDcj9q+NuP4kcBJwM7AZuBb4QCk1WWv9Y7v3XgghhBCiF1JKzdnLzbZO64gQQggher3ODkSdorUubXV9oVKqAngGmA580uq2zVrrRXs6kFJqDHAecJnW+ummbQuBVcA9wN4GVEIIIYTowZSSGlHt7DVgIbGTv+JibBNCCCGEOCCdGoiKCEI1W9z0M2c/DzcH8AEvtjq+Xyn1AnCbUsqqtfYcWE+FEEII0d1Jjah2tQG4XGu9JfIGpdT2LuiPEEIIIXqpTq0RtQfTmn6uidj+gFLKr5SqVkq9qZQaFXH7CGCL1rohYvsqwAIM7IC+CiGEEKKbaM6K6qxLL/cMkLqH2/7emR0RQgghRO/WpavmKaVyCE2j+1hr3VwI0wP8A/gQKAWGEqop9bVS6nCtdXPAKhmojHHYila3CyGEEEKIfdBaP7CX2+7rzL4IIYQQondTWndNWrtSygV8BmQDh2utC/fSNo9QptObWusLmrZ9BLi01pMj2h5HKIg1VWv9xR6OdyVwZdPVIcC6g3s0Qoh21FdrndaeB1RKlQLb2vOYQoiDdlCv9aGuFP3kmFnt2Z99Ourr/32vtZ7QqXfaRZRSOVrrHV3dj/YinwNCdDsy3hPi0BDztd4lGVFKKRuhFfH6A9P2FoQC0FpvV0p9CUxstbkC6BOjeVKr2/d0vHnAvP3qtBCix2rvgY4QonuQGlEd6gcgvas70V7kc0CI3k9e50L0HJ1eI0opZQZeAQ4HTtRar2jrrkDrEecqoJ9SyhHRbjjgBTYebF+FEEIIIQ5Rvb8qlhBCCCG6RKcGopRSBuC/wEzgVK31ojbu1weYAnzbavObgBmY26qdCTgb+FBWzBNCCCF6r84uVH4IFCuPJOlmQgghhOgQnT017zFCgaP7gHql1KRWtxVqrQuVUg8TCpB9Q6hY+RDgdiAI3N/cWGv9o1LqReDRpiyrLcDVQD/g/M54MEIIIYToOodgcEgIIYQQosfr7EDU7KafdzRdWrsb+B2hKXdXA5cAcUAZ8Alwt9Y6sqj4pYSCWvcCicAyYJbWemn7d10IIYQQ3YdGSdKOEEIIIUSP06mBKK11fhvaPAU81cbjNQK/aroIIYQQQgghhBBCiG6sS1bNE0IIIYQ4WDI1r0Nt7+oOCCGEEKJ3kkCUEEIIIXokCUR1HK31+K7ugxBCCCF6JwlECSGEEKLHUYBSUiNKCCGEEKKnkUCUEEIIIYSIopQyAAattb/VthOAkcAnWusfuqxzQgghhOixJBAlhBBCiJ5HydS8TvA84AEuAlBKXQU83nSbTyl1ktb6467qnBBCCCF6JkNXd0AIIYQQ4kAo1bmXQ9Ak4N1W128G/gUkAK8Cd3RFp4QQQgjRs0lGlBBCCCF6JKkR1eHSgR0ASqmBQD/gb1rrWqXU08D/urJzQgghhOiZJCNKCCGEEELEUgOkNP1/OlCmtV7edD0A2LqiU0IIIYTo2Xp8IEoplaeUmq+UqlZK1SilXlVK9enqfgkhhBCiY8nUvA73NXCbUupk4JeET9MbCBR2RaeEEEII0bP16ECUUsoBfAIMBS4GLgQGAZ8qpZxd2TchhBBCdByFBKI6wS1AMvAmoeyn37W67Wzgmy7okxBCCCF6uB4diAKuAPoDp2mtX9davwHMAfoCP+vSngkhhBCi43RyEKqtgaiDydRWStmUUg8ppYqVUo1KqW+UUlMj2gxWSv1ZKbVcKVXX1PZNpdSY/f8l7p3WeoPWejCQprUeqLXe2urm6wkFqoQQQggh9ktPD0TNARZprTc2b9BabwG+Ak7tsl4JIYQQ4pDTDpnaTxI6yXYXcDJQDHyglBrbqs3xwAzgGeAU4BogDfhWKTW+fR5JOK11eYxtK7TWpR1xf0IIIYTo3Xr6qnkjgDdibF8FzO3kvgghhBCiE3XDVfOaM7WHNJ8kU0otBzYQytR+ZE87NmU0nQdcprV+umnbQkJjmnsInXwDeAF4TGutW+37CbCVUJbSRe37kIQQQggh2ldPD0QlA5UxtlcASXvaSSl1JXAlgN1uH9+vX78236FSCpst9iIxbrebVuPCbmNvfe4KnfF7CnvM/oiniGmPTw3RVt6KqE3a7Q67HqgNv+5LymzT3JbVq1eXaa3TDq6D4ZKSknR2dnab2+ugpn5z+In+1D5mANyWRELVaboXpRRWXRO2raGgLqpdmSe8741BX1QbmzJHXI9OnjVG/AoSEwNh1/0pbft7Hwwd1FRvCv2dPDrYLseM7HGsd6q2PCrVhsce2SJWinJkGxXj3g0Rm9ry9nqgf5pYu5kMu+/Qnp8e3aE9aI/Xejes2xQzU1sp1ZypvcdAVNO+PuDFVvv6lVIvECoYbtVae7TWZZE7aq2rlVLrgZz2eiC9zf5+Dsh47+B1/nivKvxGU2KH3vehSjeGj4+CNfVh171x6T1qvNcQMd5LybcC4DbF013He5Gvc/emTVHtSuuNYdcbYoz3HIbw8Z4lxt/NZgx/DTuTwq/7EjI6ZbxXvqkk9P8YI7PILbHedmLt1x7aMi6L1SZ6fBfr2OFMB/h7btN9RZzYi3VXVtPuNoa8tv/d9/Ra7+mBKDiA7wla63nAPIARI0boF198cW/No4wcOTLm9pUrV+7XcTrTnvrcGXRFeNLaqqL+dMYb+54es/fT+6O2WWb8uqO706sEd82P2qZrwoMgW3/zbtj1xt/8tk1vWKNGjdp2cL2Llp2dzd5e51prlFJhP7889c9hbS79UxYAG/ueFXocWne7b8GRz/llx58d1eaJldaw6xt80UHFgRHB2oFma1SbbHv4W+/xP2kIu77r/F932O+n9d/p5dmPhu4v4A1rU6ejB1zGNrzvGGIE3SIFI4JedhX9UWqOOE6s+44M8BmjWoA54nfojBHksUd0OTJICOAwhf+9Ajq6UTDi0zQQ49M18jj5yZ6w60n/vLVNQThon9d6G/5cne1gMrVHAFu01g0R21cBFkKr1K2KtaNSKhkYCTy9X709hOzrcyAWGe/tn2Dpq2HXV+8aRGeO97xf/F/YdsvRt3b4ffcU/qCf/y7/L98Xf8+M/BnMGTIHoyHWp064YPnrUdsCWwvCrpc/+yWNBPjEXMxblkJuP/MpnBbXPo/dXcZ7y854NKzNOS9PAGCtOqrHjPfW/+TMqDZPfhcfdn2RpziqzXhLZtj1/tbo58SAhPDx1KQzw8cBO069uVPGe8/N+hMAjToQ1c4bEQ5wx2jjjxi7+YhuExkwsqro30cgIsplasNAJD7GONEecWxHrCBgxJgvLsZL1hk5vlNBvum3ia3J5QzblclhhX2wRvTRaYnxOwyEt4m3+aPaZKS5Wemq4L3UAqbOvZ4pmVOiOxTDnl7rPT0QVUkoKypSErEzpUQX0L7oL4Rdqb2CTsGSV6K2GdLPaJdjBzY8FXbdOOiydjluewnuii4L4lu/Ney6NS789sYO7E9HiHxjV7boYEx3EywKH3zFOiMU+XEZ6+Mz8kPVGqORw9w+GUgHa09Dn1jBochfh5/oxxB5xixWACkyWBXrbEjkr6wtQTBjjEFIZODJFWMQYo/YFusvE3lkZ4y/X7w1fGBiMUW3CQTDj5SaGh6I6h7Pig6VqpRa0ur6vKaTW80OKFO7Dfs2374nfyX0Z350H/chRLsL6iCBYABjF2eJqW6UDdYRGnwN7KzbSXFtMRmuDAYmDwTg0UWPsqhwEeWN5dw65VaO7X9syz7NX+SfW/4c7298n8MyD+Nvi/+Gw+zghIEn7PM+DSmnhV1v9DWyufy3bHdXsbmxnPUNpXydspZluhwvQdKwUVBfwDDL8HZ97B0p8nNL1zVleMVFNe22rPHR2yLHIZHZ7hCdYWOJMd6zN40NgmiCSmPootdZvCHUOXcg/C/mR0eNsWJnTe37/ckQcZzIoBNEB7AcMcIpkb9XU4zRtjWiTeugk9fop9bRgCe+kXi3nYza0B94wbCVbEwtoc7q4eTVoxi5MwenJfT70GgUio/6bGRV5g76VSbz6dA1uLSJIyuywu4rOS785C2A17e7jwEVpDGxjhJrA4X2Orbb61gbV8GKxDKqjT4sQQN9are0ORC1Jz09ELWK0BnESMOB1Z3cF7EHhoyIKH1p555J9K/8e9j1QOHOqDbWWb/b7+O2V9Aplu4WeIpkGn111DbPD9d3QU86Tqwv6t2dITs8Ayo+9eWoNpFnYOzKEtXGGvGBmWKN/iBOdoYHmB3D0tvcz/bkaPrgtgbD+xx5dgwgqCODTNFRncjgVKxngSPidxg5cIHYgw67ISLAFyPwZI/YlBA9bsRiCH8ccZboXroigkpJcfs+IRDrO6Ql4tgOV/R9OVN371i1z3tpP6GV7Dr9i2+Z1nrCPtoc8IzOA9lXKXU7odpSl7eeEtielFJ5QB4Q9Q1Ea/1JR9yn6B6aAxmxfFv4LRe/fjEGZeDM4WdyV0ZeJ/cunHI6wq4H1j0Z1cY45PLO6k678gf93PjBjXy741uS7Ek4zA7uO+Y+CqoLWFu2ltOHnY5BGfjbd3/DaXYyOW8yWuuWL6f/W/E/rhh3BXNHzMVmsrFgywJGpI8gNz435v0t3rGYT7Z8wraCDyior6CwoYLCxkrKPeFT/q3KxIj6BC5qHMBR9RlMbkjDe/qwzviVtJt0Z3jmx4JrVzD11rTY3zC7qb7PzKfoqvCk28iM6iOsaSzzVcZs0/w82ebRjIhYVmNzegn3DFuEQnFMSR7xb41i5JXhgY3O4GgaQpmCkUEehT9iAGOOMQYLENkmegwYuVesMaAzIqAXa7pc5Dg60Rh9X3ERd5ZhC/UvoII8M+FbNqWUkhgwYw0YuXjNYZTa66lNL2dWeQ4GFB+NXEUfh+ZwRxy6KcxmQPFwv/WcXd6P2eTyjM/HrmFbSW00khXY/f7YnAxZYnTztqOQIlMDO8wNFBkbKTY2UmJspPWvWWno74tjjiWfIw2ZzDbmUTvw/Bi/nf3T0wNRbwJ/VEr111pvBlBK5QNTgNu6smOHssisDEyRT7PBdOaca/+m7WHXjZkpHXZfkSnMkWeSIDp13ZB2eof150DsrNvJ5srNJNmSGJwyGKPBSHD7/8IbRf1NQRnD31FrdnWvNOb9ZY3IiMIfnaLa3RlinNmyRLz2XIboQJQzYkdXjBTeyACF9nbN78e2h4zoWJujagjEaBMZQIpZEylia2RwL9ax7bFSriM2xcf4RHZFPA/TXNEBpcjMJas1euhks4Vvq7Q3UGirI95vId8dhxGFjpiuZ3VEHydWBrolcd/TOzpM93ubOZhM7Qqgzx72bb49jFLqKuB+4Dda66cibz9YSqn+wH+Bw5s3Nf3U7A6cdeETQBys8oZytlZtZUftDkamj6R/Un9K60u54q0rKKotAuD+mfeHZdk0+9WHv+LJOU8ypc8UjvjXEUz2jOfYtKG7G1jo1Neo+6sfw64bE6IXqrQP6aTOtLNAMMD1k65naGro93vtO9eycOtCvi/+nixXFmeNOAuAl1e/TLWnGggFFwzKQHFtMf2T+uMwh76IHtXnKJ5d9iwbKzZGBaKag3cfrn6X3yx/lSSLkzxHMnnOZCalDSTHkURWmYdccxwDLElkm+No/L4AnIQuQPTp3u4tclr6sY8Ojd2wGyu7/VwsSeGDCFerDJt6q5svrMU0OhtJqIjHWePCY/Pw2jEfU+MIzQY/bskE5tSHT9UDeHDQUn67cSJja1K5aMzHnD5zFAZn52dFJVlCf6iiGMPNyIyoWFnoroh6WDXB6KwgY+Qgpw1ZnrFORloijmOO8T4YH3GiMa7pBKLPEOCMLUPJXX4EmckeHhy0hE05RayNqyBbWTmX0N9okWULlrQGbMY4gk392GVsZIDVRUqqmYREA9OM6bxs2UqRs5F+/t0pftofelw1Rh+/S1qGTRvI0U6ygw6m63gyfQ5yjU5ytIN87aIPTqzKiNm1O5hVu8/fzL719EDUP4GfA28opX5DaED0e2A78I+u7NihLFgWPlZuSXFtFje4Uwcm3oLwaWSqMKrOK4b0Z8OuG/sd2KJDsQJPUW0OIPC0P9MAvQEvZQ1llDeU47Q4yU/Mx6AMvLfhPT7d+inlDeWcPfJsjh9wfNS+a0rX8OtPfk1BdQHpznRunHwjx/Y/FkPeeeH3EVGHAcBfEX6WzJmsaVB+3nfu4H1nEX8I+jAbo4Me3VVcxNxoZYmRmtLNWZNiBT8i0rBjBFEiz6JZjNEfxE5HeHDKEGc/kC4eNGdT9yPnv6sYg4fI7BlfjALnwYgQUqwBRmRhdFuM32Fk4ClWmC4yvBdruBOZ2dTMpwLUWDzUWDwkWxRZjU4MKL5JKWJlVjHVRi+zKnOZUhMasFgdu4++0VLDI5mrKDI1kBKw8tPKQRzVkIGKCHrZU6MfV11ReH+cmUYCAc03plJesGxhTvkyxqaOjdnnjtDNynbAwWVqrwJ+opRyRNSJGg54gbBsJ6XUhcDjwMNa6/sOvMt79S9CwbFfAmub+iF6idL6Ui587UIa/Y2kOdLwBrzMO2Uef/n2Lxzd52guHHMhmyo28csPfslhmYeR4th9Iq+isQLcJfSpXETAs46r8kbywfbljDUkk9IU8CC1cx9P5Jfj7lhQ/kBZTVaGpg7FH/RjMpjIS8ijtKGUX076JfO+n8dRTx3FrvpdXDDqAmYNnAXsrnfjCXhwmp24/aFFZOKt8ZgMJiobo2PjzRlj1+XP5Rcn/hvL549Gt+kXHmsvfzu6UHZPYo84sabiogOY3Z05JXoM5ml6+tfbGnll2kJqjF6sjVa2G4Mc8dlEto7exICSTMZvHEh5XA1vTPqWo744ljjv7tdRncWDwQD9sGO1Bzm3vD8f1m5mrCOTFJMj6j47UmLTSTZXY/QZsYbIEVQbXvqOGCUcIseAseo/RZ6MjHXiM7LeU2KMiEt8xPMuJX73x2smdvwJbuz2IDlBO3WORi4pHcTbgzdzYcqnlBk8nOHpw8nJWRjMqiWjTSlFfJwDbbJgN8eTFtDYvDbqGgOY9O5O+OtCo9LBxLOieg6p2oprZPjMBu+O6ujHnhZjDuhB6NGBKK11vVLqGOBPwH8IhTcWAL/UWkcvF3UIa11Y02AwMHx4x83djpy25f3sgQ67r7YwZ4d/YAbroqsVBYtLwq4b276QYqfYn2mAD3zxAPPXzMdpdpLqSOXWKbeSZE/ilTWv0CehDxnODP6z/D8EdZBZA2cR1EG01hgNRv763V8ZZoNXjr6Fv658j1eWPMhotpDe/4qw+zBmpuEO+NhaV8Yudw1lnlqKTJvZ5a+nwF9Dga+GTbkV7DQ3ohXkeZ3sqN9Bfnw3+8XuReQX3GCjJ3bDbiSygK766e3kfvJY2DZHRM0hWzA62GCNeOzWGNMU7XERgShb1wQZm1dsiyz8HYxV/yniS4mOEcVQEUOKyPRqiK4zEGuKXaTkGBXETZEZUebokVO8PTyEFdc0hWBe35UsSC3EHjSS5Ldy6Y6hxPstfJldQB9lJyNg5Z30AoxWzbT6TIJaN6WuKJ5N3sQQ4nm66kiedGzgo+QixpqTSLeHD2QbdgbQaApNDZSa3JQbPVSmeCgzeigyNVBoaqAo3ss2fzVegsQrC2PrtnVqIKobOphM7TeBuwkVNX+maV8TcDbwoda65U1IKfUTQoXJ/6W1vqm9H0QrE4FLtNbRZ0NEtxT5ObC3MZ/FaOEvs//C4JTBAJz43xP5bsd3fLX9Ky4YdQHpznQ2VmxkZNpI/MHQe0/zVL1tVdsYlD2FhpyTMaYOYYBlIF8V3UaZVZPq2neh6o7gLwn/4mTKii7L1tU1OLXWeANe6rx1VHuqqWisoNpdTY2nhhpPDXkJeRzT75g97m8ymKj31rOiZAVT+0xlbOZYku3JzBkyh0HJg3h7/dv8fcnfuWrCVfiDfsxGM06zE5vJRvH2twi43PirizHVbyBQCcHi8CxbQ1Yosyq+qehQQ2lVVB+UKXzcYHZ1vzMC+8MamfXdnAHfjc+dRo33jvs5fZeEP7eTTKHAo00ZOXfxZIpKQrVOPzjxU2oyqijPLGfI5mQcjXZK4mrIqEjCZvPjUoGWwMauhGr6BVz4nD6sXhv9lIPNDj+VGS4y4qKzpzqSqemkaKwTe5Gr/UWenITok3+xSjhETunzx2gTWc8zVla83aAIqCBekx+Pxcsup5cGi4dGiw+32UtABTmnPD9sH5cz+sSjta+XbQlVTPKmMtkQzzdWG7N1HgOI40P7Dp6zbeUy0xB8OohJGYjXQazKSEkw9F1XE1o8x5yfgqNV9mPDj6HZQiaMZBE60e4rCc9xMtijw0TG9H2Vutw/PToQBaC1LgA6rlhPLxQMHnjtm8jV0qLqPxFdk8m7oTC8QcfNjIspMvAUqIkORPmLw7Ok2iv3JVYmU7Ai/AyUMT165VqVfOoB3Z8/6OfskWdz05E34bQ4uf+L+3lv43soQitO3DXtLgAuf+NyNlaETq43B6HqvfXYTXb6ZszCkH020w1DKVz+HN/5szg+IphoGjaIz7f/yInvhJ+EV0COwUmewcURdWnkep0cUZfGhPpU/OfkH9Bj6irpGeGBJ2NqYtd05CBooxnHpPBaDX2d4UkZFTXRHwNZtvAP3oQY9YXsEZ9FhtT2/XBqq75JoTNI2xrDR4yOGIMQTxuKWbZlid1YA5zIGgHOGKfIIlOzHRFjl0a/Ijvid+2whQ9MAgFFYraHM4PZXLdjIA5t4h8Za/k+rwhFKHvtxvJhWBKN3GBfzE5LA64EI35/ECOKBvzE2U3kBhyYE0wcpTLZafSwLLGK4wPhZzeduSaCgSAzXR/iU+GfG0lBC7kBB4PrnJycO4gxtgxOjh9Ecd850Q+8A3XDjKg2ZWorpfoCm4B7tNb3AGitf1RKvQg8qpQyA1uAq4F+wPmt9p0KPA8sB/6tlJrU6v49Wusf2vHxFCJZUD1aIBA7qxIgwZZAgi0Bb8CLxWgh2Z5MRWMFT815ils+voV7Pr+HysZK/nbi38hwZQC7a8kYDUasdVvZtfZpBqYNwlqxFXOdh4ptBfgdTV8VO2kaXGl9KStLVpKTbSXXHI+h6Y2hYcX2qLamrPBBqHHQ/t2XL+CjorGCisYKKt2VVLmrqHJXUeOpodZT2xJQqvJUUd5QTkVjBVXuKqo91dR562jwNbQE9WKZO3zuXgNRECpOHggG+NmEn/HK6ldYV76Ol+eGakJWuiv534r/cdWEq1oW1khzppETn8NnWzfw8z7nEyxZxYrln/CzQi+eXeFvF0r9GHbd4IheqCVYHz6Orm76Ne+w1PO/tE1cHXBjM3VNlvSBSEoO/9zdeN839P/FGOjchJ+Doo0WnJf9NayeW9Yjlzb9zwh+F8NTAyyuMOLy2DDa/Zy48CiWHbmUTw/7kQaLh/O/m4y3PB57socgGgMKuwkcZgP1iR5s3jgSzCYCq3ZQ1aehTdPW2lNGRh3L4svRKoWU2jjMrU6kVkS8pGKN0yLrSFlj1Ej1srvwt8fqxW/14rZ68Fi8eKxevBYfBksAj9kX2mbx4bV5aLB6cFu8uC0evGYfPnMAv3HP770Wv5Ebl4YH8uzx0d/Pn8zaisLAFc4RvJlYwBanl+eyQjNa6mtsvFS7luvGzSGggxiVASeQV1DH53XbuLZ/FjSaWF1Yz7WGNLR790e5fWhG1H0FPRFj/cg5q4B56ADqfW7mrfuErMrljE4es8fH2BY9PhAlOllbglgRg57mDzG/DrLZV9XpT7rapeHLlZrjYiy1HuOsWXuIlclk6MCaziaDiaGpQwkEQ3+DvPg8vtvxHeePPp/nVzzP2fPPptpdzeCUwVw5/koAgiv+gVaKSnc15opVmNNDs0qS7EmYDCbKG8ox5ocXIA3sKGa0z8G/D7uQTGs8adY4nN9tJhlby7L1xVt2JyX2huT4QFlV6D+xKrh0V0phPjI8WSLOenHYdbshOuxqNoS/zuMSogfNJkf4h7whKXT2VGvN1oZy3EE3NmPHD0QTm1KZ7TvDB8sxEpAo84c/E4Mx5/WHb4ucpgjRBcVjfaWIynaK8caXGBFkSnREHykhKXyb1RUqRzkoEE/AoDEA+ckJLNXlnKnyeVVv5ee276hVPvoHXVwU6I8yglGHAmr1yo8VA1aLCQKQiAUTigrlRQcipiWaDRgNRh7zHYELM2naRkrQQrK2hq0S43A2vanVd/4Kqd0tELUfmdqKUG2lyNHypcB9wL1AIrAMmKW1XtqqzTGAFTgM+Cpi/21Afns8lib3A7cqpT7RWtfvs/UhoCdN96r2VnPJwkv4PP9zsuJiFxfWWmMxWthUsYnyxnKGpg7FoAz0T+zPXVPvIsmexA0f3EB92RdcPeIEPAEfVqOZtIYqzG4v6ws3MsmfQHVlMUEdJEFZYn6B6Ujnv3o+H23+CAjV+YtXFhIMFlKCFlKxkYyVJCw4MWHfUYHJYMCsjJiVAeOiP6MJZSl5/B4a/Y3Ue+up99VT6w0FlsobyilvLKesoYwaT81e+6JQxFvjSbQlkuJIIcmWRE58DgnWBFwWF06zE5fFhcviIs4aR7I9mURbIgnWhJbre/Phpg9ZUryEJ+eEajk5LU5W7FrRcrs/6Mdutrf8f1f9LrLjsjmm3zG8u+FdbvnoFgqqCxiTMYZstym6GH3E89u7Kbrik06wsTNQzzpfJWt9FazMK2K7tZ4v43ahNBxZvowjMiZF7dddGSOmpef/6oge9ToHuGPJHcwNzuWC0Re0bGu9urFG822piZq4GjxWD6lViRgxkFbvYs6KMTi9Vp6f8C1JKY0MLRyEVwWw6FC2jM1kosDZwJEWI25jENvIHBKtrt0VrzuBAt4etJF70pfBqFDxbJvPgt1rxumxYWmw4XDbsHusWL0WDEEDSiuMQUPT/yGoIKiCBIyhIJHX5Mdv8uMx+/BafLitHuqtHhptbjxWL9qw9+eA2WfC5rXg9FhxeKyk1rmwe1Ow+swkBI1YA2ZsPhM2v5kBNoXLb8Hls+AImHD4zRjiwo/vyg0fKH5m3MlyWw2PJc7EYrCR4I5nVf0qDE2174JeMw6PDWN6Cv6Aj13eerLticy0TeDDldv5TfUitjdWMCajP7lpeWGvdd3gjv4dW8LHcO7Cciq1h43BatYFq9gcrKH4w+9YULKWMm8dlw+2SSBKdJzA1udibNxzdLdZ85M7qIMsqy3iw/LFLGzcziJPMT4d5OvDrsNiij7D0t5WrlyJwWAg3RX+NDfGR9+3IaFj0sgjC5PH0rpmlNvvpqyhrKXGU42nhmpPdcuZtnpfPYm2RG6Zcstej2k0GAnqIIuLFhNnjWNS7iQ+3/Y5td5axmeNZ13ZOuavns95o86D9BQMBiM2tw17aQJly17EU7Idn6caY8lSGopX4U8fH34HWpMKnGPpH4oyucFtCJ9Tb7KEv8Hu+5nTvZgjsoI6+8xPR0lLCs/0UuXRgShnZCFyHSNgk7T7TNIO6nlr0xd8UrqOL8o2ssNdxeNHJnF01tR26nU41eqn+dE7wePBfPoTYW3MMTKSkiIK6nva8Cf1xfi7GyKmN8bK3o8MPLWusxVQQeosHurjGqi1uqk3+2gwebEmNVJv9NFg9OM2+rm8YDhme/hAz9U3/N6CaJbUl+DEyOj6OL6wW6hPDDJeZbBBV/N+XClzTQPw1DZixICdIHbM1Br8GJUJkzZhw0QQMBoiOt306zqd3VNqlSli6mLfTk5x7QHakqmttd5KjGqJWutG4FdNlz3t+zvgdwfTx7bSWv9HKTUU2KqUWkR0wXWttb44xq493vrq9VACNZ4alu9azo87f2TRhrfJtMbzx6NfDEVBte5+0dBWEiwJTEidQEl9yR4DUc1fTP7w5R8YmzGWSbmTuP+L+6n31TMmM/QlY3T6aL6t3MS1WWfRfHohC8j+5EXe3rmSC+xDWFNRSG1dPf0CCm9zXf1OWjzttyN+y9TkqTiXvct2XUc1Xqq1l1JfAwWqlmWGcqqUl0YVgPUrwnde/VrYVZPBhNPsxGlxEmeJw2VxkepIZVDKIFLtqaQ6Ukm2J5PiSCHRlkiSLSmUWdYcaLI4WzKR2tuWyi3c8ckdzB44m3Vl6yiqLaJ/Un9mD5zN8U+OxagMBAny8OTQS3LZrmU8vvhx/n3avxmSMoT7c8fw3PbvOMaVzslx8VBXG/Um5CupojzoZkewju3+OrbVlbONWrbqOrbqWop1A1XV4UmSzhQTOX4HF1YP4IqqQcSlH9Ehj78jFDUUYcyoxq80G0w1rLFUs3r5CpZXFfL+idNwmJzdcVGMKONSxhGMqF8ZOd5zlplZcNgKcipSGFSawedjl2Gx+BjdGDoZP6g2iXVppTjK+zclgwVwYCHX5uIjvZMLnEPYpOtpsDgZPmj07gOHVzdpV61/9Wdc9Sy2LW+w5tEFlMXX0GD10GjxUm/1UGNrpDKxhgaLB7e1DUm8Giw+E2a/CYvPjMVvxuaxklGZhN1tw+G2YvfYcHos2DxW7B4LVq8Fm9dCYsCCxWfGqEOv84QY0ZTMiDqqfTMbwhsYweYKb2NO2D2+26Zr+UNwJSe4BrPZ6uYrfxn5Ccmc4BjKKZtfxKgUQTQPDTkJ5bCzvKyYv2/4hKcm/5SBhYr70qfy37JlzLDlcJJrMMoUXr496PNTH/RS6Ktlu6+GAm8N23zVbPVWscVXzXZfDWX+hrCVBs3KQF5lMkelDuSXg44lJfXA6im3JoGoduBf+6+m/x3B7kVkuve7VuTc4khvFrzJsoZlDE0ZyvC04YxIH4FCsWLRHyn11pFgspNscZBqHUKSLQmL0RJamaOumB9Wfsy3jUV8ULuZnf7QCeChKpGzDQOYbEiPOR2mI2it+fmXPyfPvJ187WIoCQwjkaRiL7aIRX7sYw58umIzb8BLRfHzVLrrqPTUUeWpp7qkmDq/B2/Qjz8YxBv005gymlpPLeWNoTNspfV/pLShlJL6kn2eaTMZTIxKH7XPQBTAk0ufZH35et6/4H2+2PYFXxR8wVvnvgXAS6te4pFvHuG8UeehTSaU0USSKZGsuFQ+37kFQ1oyhkbFppI6Tsgah64Pf1PXvujMjUBjeCTd2PNqe4eJPNFjTE7omo4cpMjXuu2vvwFCr49tddv4aNmDGBZUkl6VSGZlIi63nRXZ5ex01mELmIjzWqiL1yQEzNiCRowo6g1+vjJ4WE4FH+siVlEJP0CG2cXUxH4clTuVwQmDO+0xPrHpKX6YtpDUehfZ1YnkViZjqXZi9ZvDptpFZinFypqKSAoKW3UGQmfTGs3epjRsD41Nqdoesw+fMRA622YIoi1+PCY/9RYP9VY3boebGqubaqubWqubGLG9FkqDPWjiwpp+WJzhQXJjxJz954Ib2GZrYL7teL5O2sUSXyX/bTwagNdVAU8YVvGTQA4q3oJRGUjWZrICcSzSJZgcVkxBP1vcDRxn6YslLrwIpXtLVXTfvOHvlV2xck4LpaMK0Iv2pZS6BLid0LmEcURP0+u1f4CzF5yN/+Pdn3UJ1gQmJOdydNbw8Gh4N3fHYXdAGaws2/O4762CtwjqIA8cG5qGnxufy5vLnyKwJbSQS23Zd+SnhE5IrSpZxffF33PRmIs4L2cCVcV++qz6M0PsafzaMwi/J7r8QUdLsCRwWt/T6Fu4I2x7w9qIxXPQxM0ejl8H8ekgvmAA64ybUSgsRgtWkxVTZEC+G/lh5w9srtzMqu0fsGzbe+THpTFq+AncOWQUH5ftIMXkINcST9/NlTAMDs85nMNzQgteKqUYGnRxZ9ZUtrmrWFa0kS3bt7ItUMMOfx2FgTp2BGopDNTj1uFjPIfBTD9LIgOsaUy1xJNU4Sdd2RmsEhisEqj5OHxae/f/FrTbQ8sfYkHmgpbrZq0YVZ/J3MRhuP3uUCCqBzygM/qFzn20HvM1j/eaA+amzW+gXviSE7+fCAZIbnCyon8BxqbMH4/JR67PgdkSZKOtmlXOKk4t78u5CcOpca9iiGc+Q4yJPDjlFQzpR+6+85K9f6dsLwZl4JR+p5G1fWvYdm8wuuxCqU8TVJqAIUjQEAyNuTQYtMIYMGIMGqLGexB90txuiP7DR4aZrTHizvaIumN+f3QjY2Rtslb3tTxYyVZqWVNfwsr6nfQxxjPCFc9vp57Hwl1rSbHGkedIpq8rFeOAi5k8ECZPugcA5XyJkTrIdfWj2FZXysK6MrbtXMS2hgoKG6vY3lhJYX0FVYHwrCijMpBnTaS/PZkTE3NIqQ6QYrAzwJjAUFMSeQYXjlH9W9qvb4fXRfd9t+3G/Kv/GXbdNLypkHPLi7+bv1u1QbWnmiUbP2L+qpejVhAIszj24oTxBivHxvXjxPiBTNpgJIPdU3R2Gjs+GwqgMdDIrsZdLGc75YZWZwUSwaaNJGkLSUELidpC6qofiDNYMITWHMDsCU14b/5g9Wt/S8p2nbeOOm9dS+p2nbeOGk9Ny2ok+/YKNpONFHsKyfZk0pxpjM8aT7oznUxXJqmOVNIcaSTbk1vOssVb44mzxmHZy6pzretRLdq5nvnLXuJvw07Hv/wJdPkmlm3fPYPDZrLtDgiuWk9zCGlCnYl5VUV8t20VP9YXU9dYz+EkoyKWhA1WR68FYE4Jz4gymjt/MNqeIssbBCqbgoRx0W17IgXU+GoocZeweehGfKb9zFnTocLXk82Z3GubxJzjTmd4Ym7L2fXVVdHzzztKmbuU9ZnFLLI3hKVSG4IKp8caunhtWN0W7M0p26iwr9AK0Aq8hgA+YwBfU7q23+zDawrgMfnwNAWc2soQVLi8VlweK0k+K7n18YyoSCPRYyfRYyPXaCLBZyHOb8HpN9EnTeEKmrBpY6h/RjC7IgYvrQYqi4OlvEUBjyZNx2i0YfFZWVVdhbVpRSNXYzWqxog1IxntD/19jcARvhyerd3Ij846lnlKaQhoJqcPwLOtPOyuTK7oaLL2RwSiXF1cB6Tnf9x2d3cDrwGXa62rurgvneqPR/yRnLwcbCYbI9NH0jehb8v728peNN5bV7WOp9Y9xbljz+WFlS9QWl/KEblHcPKoSxj93v9hVEZGpo/kH4MGE9w1n2DFdnTNZoK7HKRsr+FWPYTbkodgVkbcu6piLhTRWTwF4cXKA43RfVGlNZjZXQvUsY+pcN3J6cNO5/RhsVdePqPvxZQ1lLGjdgcf1xZR+OwcSnx17PDWUuitpshbS7G3lhJ/fdio3oAiy+wi1xzPaFsWJ5njyTHHkWuJJ9ccT1aBmxSsKK3ADbhBR6yka84Kn7XbnVeLiowhXzLoEuauqEOh6Od3McAXR85ZhwGwwdpznhv7sq5qHU9vepoh7jg2DtxEnc3NgLJ04suy+MXxr2PQin51CdxVPhaTRWM0h6Ysmiya3LQM7tSp3MU0zMqII+/Ifd9hB2pePa9ZUX3kFEGFuXmMFzC2RJfC6nQaoD7GW5Ut4i09srYngC1iWGaOMYXPFrHIjys+RomLiDtTrVL559CPOfTDNjQnfB+jlelpg9nRWMX66iK+2LWGkjXvU9RYRWF9OdvrKyhuqKLYXYUvGD6uT7G6yHMkkx+XzlHxfcm1JZJrS6SPLZE8WxLZWDG1KrzuXrVt984aCGgsR9+6e9s+klraQgJR+0FrTY2vBl9WHAYUFZ46dtRXsOjTK3GabUxMvIKekhG1LxcOupDfJybgDvpY31DG6oYStNYMjc8iwxpHtd9Nla+RarxU+Rrx6QBBHSTZ7GRQSYB8UzzGptTkev+uvQezOojD5ODFmS+S8dx9VONljaGa9aqaUncjVQYvVQYvlcpLtcHHxkA1dV5v08pSGjZWhGVuGZQBm8mGzWRrSdXOdGW2zPWPt8aTYE0gyZ5Eki2JJHtSSwDJZXFhNVkxKiNWkxWH2dEhZ9ya61EV1RZxy5I/cUy/U2ioqmRBSQHpZifHJg7gwn9OxGE0U+iu4nd9j8b37SN8v3UND1d8y7PZpzBQG7kz7nCuW/caeaZ4bkyaQGBXBToQ/oYarI9eQU57w99k91KLs9ur89XhsASwYKRG+Sg3ePisYQOr6ndxQZ+5Xd29djM6eTQvz3yZxaf/iTJXLUUJVdTY3BwdZybX7cSrglSbvZgHeKlSPtwqQBCNVRsZP3Uigx1p2JtS31SjiWBjq1oS9hGd9jZ452F3ctmjNryGAIWuarbEV1FoCM31rzd7qbV6qLd4qHM1UGquJGgInSlr1vw/BZgCRkwBIza/CbvfjLXRidVvwuozY/eZsfksJAbMOL1WnF4LTp8Fh8+C3WfGHDBibKpJkGXVmLShJZgdWXQcIDXdGzq1ZgldElKj6y3Y8qKnDSuzkeJgPb+tW8pUazaMG8gidzVp1pEct7GEq4NLsNW4KfTX8tvMaRhdDn6sKOCPNd/zbOoshpnSuEsdwS/LPiXX6OLGhPEQDGLrF73WuqcgPKNAWcP72LB0M/bhuXQFBXTQDBixWwrw+KEWhAKYmTOT4UmrgQZo/A7d+B2qaUWx3mRT7SZqfDUU1hRSXFvMyPSR5Cfmc9ORN3HxmIvJcGVgMVoIbH0O7Xcz3J7G8Lw0dKMbX/HuqV0+YgevO9KikkU8seYJjMrIkIQh3OCtIVc72aUaWWaoJNVmIT/gIkHvPokXrG/rScOuFdRBSutLKa4rprS+lLKGspYC6aX1pS2Z9M0/S+pLoqZmASSZ7ORZE8i2xjPOkUW2JY58SyJ5lgT6Gl1km+Mwt/ry6S+pCv3HG7oEbNHjVW9ReKiptiz6jbinfAsamzKGhPrwzzDt7fx6hx1tU+0mar211DoN1DkayK1KIqfBySm7BvOTir6keK2YtRE/4BjgZwzxjCEeksEyZnBYCQL/qn9gGvGzTuv7opJFPLH6CYwGI0PiB3NiUgMZbifl1gbWJ1SQ7LFj2pmM09cq0cEbY6XiiKdprPOvkd9WE2OsZhzJZYl+3bmc4V+CbK4Yhb+b5vTV4qNYNdLQL44yXwMV/kaq/I2U+xsor1xPqaeWUnctJe4adi2rxxOI/g5mN9nJS8gjLz6f6Tk5ZLmyyE/MJz8xnz4Jfeib0BenxRm1X2vez/8QfswjOn5utQSi9kNjoJGj3joq5m3HDzieiWN7UK52GxjzsnECh9GXw5q3Dbxkn/tV3nsRAap3pzd2ctHKSKYECylYOAoXR5FDzfboequZ00aFXbee8NvO6l67aX4DWVS2hhVFS4irL+Mrv49sSxw3ZB3J3VnTeWHnD8RrK6fH92OaL4VAcRmDijR/ZSKeLaUAHJOcwTFJTWfc/BCoa8QYmfUQ48ufjvg796AFU6L84ptfsCRzSfjG1RBnsHDKqGoSrIld0q+O4jKByx1HvjuU7jVyQNMSrhrwOEgNRP/B43UC1HsJNs3UMWdFVOGP/pzsUBaTxoKBoQ1JDG1IoqZx30U0gzHmx0XEXPHHaBNZNiqyphaAlUDYR4HTET3icUScbLVmRL9ojHHhU99MaaEpoiurK1ldU0Wi2cUvl/yPHGs8N+QdzT05M3h+yyLiXSmcaU1kmqsvAKNzBvBkdj+MBhNGYJYxlVkt7+wh3q3RhR4ia0LF0pxtJXqlLwlV+lmwr4a9kfb0/gUDT8w7kRPzTmTkyJFRt+Ul7F6oJLB9R9TtgcbwL1va33njvaAOkmRN4sohV5JmT+PVLa/yvKuAixjIY2xgA9U0mv1M8Kfw68ZRLav9mfvs/qz6qraADz66lQnZE5g1cBZx1s5JedZaU1xXzKaKTWyr3tYSBCyuK2ZH7Q521OygqLYIXzB2QCTeGk+aI410Zzr9EvtxePbhpFNOpj2RbGcy2c4kklcUkGq0hy1IEqiqgyAtmU3ewmq8VIfNtzUlhX/m+CtjFDWO+FhwJYd/Bva0VQ2sSeHjBYOzBw9g9+DEvBOZnTub5U89GrY90eYnERuhiStB0kcaiAwPqLiOqaPbFi2v86FXkGZP59Utr/Bhvw2cUjiAl/PXss1Zg9cQoE9yJucsH9/yOre3qr2wPm0ny3ILGFCZyuiiXOz+phOobfi+7gtGt0m0ho954u3RZ96bx4l1Ri/b7XW402spMjSyy9jILoObXcZGSuxeioMN1DXPS1kVfgyrMpJuiyfVGke6LY6hcVlkJmeQ4Ugky5lMjjOZLGcSmTnnE2+ND190IPL3WPJKeK5qjPqnphFDw677l62KatPeJBC1H4zKyK2jb8XRuJwgmmSzgzSLi4n9RpPvSmVtQ3MmVM/PiGorz8f3Rm1r3BE+Jcvk6rxVFWIJRqzkFDNA0pbVALu7pkDQyclDKT0qFEhrmU4G4IerGRIahDSCvzGUwm62WWh9DjPYEGPgE/HrCbqj2wQ94W/EzVOPN1hqmB+/jWt0AKPqGW855/Q/hxMKPHgIEKfNJGoLk06Zyej4HDYae2atqCit3qIMEXV2bBEreRgd0X83U27nTb1rC1fEinORASUAX8Qc/Vj1ASLLAZhitDFFTEuIs0UPQiLHA9U1ZpISw7/UWiKmvHrL3TgGhUenrKMHRB3bv30XJzr7s3PY9QAY08NX/bx+yLEY0iOym9ZuxoiCplRt7Q8QdIf3x2CN/juriDNoxoToM2rWw0dT6anniTUfMap2EwPiB0a16RCqW9eJ7i2uB15SSlUC7xNdrBytY6Rh9BLB4l1h1435XdOP7kBZYmQ7RbwAI09IdSSDMjAkYQhDEoYAMCZlDNs2LmUeaymhkZf0DGp3uHk0cTWv+ws4qSEXTRDttGNQBj4oX8eTpYsZkngi/13xX8oby7lqwlXRq8gdII/fQ0F1AQXVBWyr3sbWqq1sqNjAurJ1rC9fT70vPFwTb40ny5VFdlw2R/U5itz4XHLjc8lyZZHuTG8pkp5kT8JU8nrU/UUGTf2p0eO0QHlt+IYY5xn8FRFj+MToOoD+qvDgVIzFd3u0qrd/JOG44V3djfbT9HxWSoWtpAfgSAi/Xrc9SOKoiM/9Pud3bP/2Ivp1PpZlpqW8mr+OKmsjf1k2jQBB/py9lh/7bWbKjvzQ61xpDCh+zCzkkwHryKyL55v8TdRbPRy7cSgajb0NX09jvRXYWmVJBQhSHVfHLls9O+317LTVs8NRR3FCNdtstZSZw8/KWrSB9KCNjKCNEaZkZhryyDU4yTI6yUhIJsVoJ8VoJ9Fow6FMWPKzw/Y3T75x/3+JRK/iHix/PapNcHth+AZzx39n6xnfCrsJq9HKBYMuYEjDR2HbDXGyapDYN7ffTUl9CWaDmQxXRoetqtIdeHWABc5iXo8r4J24QqzayPHVGxmSNHTfO3cDx+ceT5r727BtqYl9uqg3oifxGAJUWdyYMZDksWFoivhFBqFiiQxCxeLfvmufbaKCUDFEBqFi2dfy1VprVg9M4KXFzzNv3SdUexu4aVTfzgtEIYGoTrCm6eeze7hdI2NJ0YUCOoBRGVlduZq+2kqxaiCF0BQdI4oSoxtzU+2VALpl7PVh+TpGODO477j/4+VVL/P2hre5YPQFuCxty/4IBAPsqN3BpopNbKzYyKbKTWyq3MS2qm1sr9nOzrqdYe0NykB+Yj6DkgdxdJ+jGZI6hAFJA8hPzCc3Pnef02Za67WR326iVwWhWtnXZzoQFYTqck0f8q1f50leKyW2RhKapuKVVdmp6t/IjmDotR1sCkIBLMvaQV51EnNXjuObnK38kLOdo7YOwOY3t6lojEZTZ/Wwy1XDrrhaSlw1VCbUsMtRR5mjnnJ7A35D+Csy2WOjn9fF1Oos+nni6Ot2MTTJSXbQTpK2tGRiubLCx3xGZy8pQrsfZPDQZq2ynaLmbvTgYjh7scY9AQCDwcDw4bHflHVjdMquryH8pW1J7NpvCsXn/BoV8NJv1X9DG1YXR7Vpy1k8f9BPRWMFFY0V2Ew28uLzMBqMfFXwFR9t/ghfwMd5o85jRPqIqDNqRbVF3PzRzXxZ8CXD04Zzy5G3MKPfjIN6XO63fhN2PVbdg2Bt+JktZY0+bWWK2Barja+oglp8VGgP5UE3BYFaCnQd24N1FOsGioL1FAfrqcCDEQMBgnhygiQGzVxVP5hr6odA4pADeZidInJSrQJ8deGv80BRUwAgvG5grzD0pRsJNnoov/ZRAMyO8NtNCdELDATrwp9blrE/D2/QDkUM94f9b3cAoN0eArc/iN2676G6ijHlUBuC1Jo91Fq8WIJGMtx2jBhYlVzC0rRiAoYg0wv7kV+b2JIC7rCHsoxKLY38ZcCPLEssZZAnjst3DeGIutA0EGdq9HuMJSXiF22M7k+wKvwMtqlPZvTjsIWfsda10RMjlD38bxh5lg3Au3IT7qCfiqCb8kAj20p3sU3XUqjr+X/2zjs8jurqw+/MbO+r3qtt2XLvxsYYAwZCJwRIIJRAiAkkJJCEQCqBdFK/EEhCICFAQiAJhBp6NwZ3Wy6SZcuy1etqtX135n5/rCx7tXLB2JZs5n0ePdrZOTNzZ3fvnXvPPfd3WrQQzSJIu0+jLdw3+EQMbYphkA2cO+5cvr/o+yhdRzkCVndEHWnu5DjOjHcgYpt3pGxL1nuSL5RFyQHSQDaq44G3V73NI/WPcPa0s5lVMItc35sp/ZhEU/rS3f7G1Kgb95hkO9NCiIfkeq4UGrJ05NqEhJbAIBt4bNtj7Ajs4JzTv8O4SD/PvnsXz0hNCFuCV2xt3Nw3YTD6x1BRwnZ/O2qrjXnF0wAo85SRYclgQ/sGTig+Ie06Gzs28oeVf6Cpv4m2QNvg0jlV7FmiY5SNlHvLKfOUMSV3CiXukhR9liJXEcbDlE5YHkarLL7it6nbuzrTbAKbUhNSGN0HLk+0Nf15YvSmPk+EemwvYdXiqU2cCB9lbYGjyNjHvsYDNX/C8I9VVPmyUJyGZLT0AMNFRu+LSCLC7z/4PRPkCZQ4jtxk7dB6/qUvfpdIIsLj9Y/xdrCRoM3KivwmPrtlKiZFoEoCi1ml1daPYlSZ0p2H26xSnrDSqBnpze1iQk82sSFR8nFJ5dFJa+iyBem1hOi1hum2BokNEZPKDtvIDdmZ5Msip9VOJRbyojbyB/5smhGTJbUPmpU/TDs4RPpA8aY7ouQMz6F9aAdA9PrSizOkHx977UdpNurOR/famsJH7YTpjqiD5mD0n44vjajdaId72doIdNrEfrLNHSy/eu9X/G3d37AZbWTZsvj6/K9T7CrmwTUPkm3PBuCJTU9gMViozKhECIEmNBRZ4d4V9+K1eGn8aiP3fHAPj254lOn50/FYPB+5XIeDsJagWwvTqYbYFQvRGPezPdZLfczHzngfLfF+wmlJTcGFiQLZRoFkZ4LsIUMyD4q8z+n0sjCWi2mg99czmjvru8s29P/B2B6z7AnVBpCtRyeb5WFhP9+XZPlo9/HkmE28VrIdc0LBFbPwqW0TyA7bebGkHk8s6fB5u6AR0y6FgpATgUBFQ0HmX4VbcSVMPP3eeTw9ZgvPZOxkQtiDS/3o7c/hICFUuuNhuhJBWtvb2RHqYXuoi/pAB9tD3TQHuunV0jvgZhTyJRsFko05WZXkWd3ISCSExuSxF3Ph+AvJtCUjg/eXIl7n2EMIccdIl2FUctw8B/ZQ76/ngdoH+NOWPwGQYXYw0VPEGHce41z5zA8ZmGnNRx66HA9BtxKl3txPmxShRurlH9J2VAQn+OupOkKTUEIIDLKBh+oeYnnHcq6puia5fMcNAfJ5RKtnkSEbt2YkR0111vvjYVRNI9viApLPwUgiss9EMh3BDh5e/3ByqZwzn8Xliyl2FVPiLmFMxhgqvZUUuYpQ5JGVohg1jOZ68bHs7yWRJAlVqDzU8Ai9M5KrrM1CZlzcRUXCQanqYH6iiJOUAmzDSGkEYgG2dG2htquW2u5aHlr3EDv7dvK1yV/j6nFXH5Ey77OeA7uCu3gq97dMiZbgiJvwRlLrecgYR5ME7oG+mwTEZRVlGN0nAIOQebV8K46YCW/ERpkvg7ltRWSF7OQHneQN/HmGfDSZ3mPbEXvofPR6oTuiDpo9EVHhlbUpexwXnZp8ET3+NKK2+Lbwi/W/4JT2U5hVMIvpedMp85QNDl4Dy7alHRP2pd67cUDErecLt4HJPCIziKF4EGNlMpQlPExElOXsO/d7vKqpnF91PtfPuh6X2cWv3/s1z299fjDE+6enJYXC73jjDh7f+Di3L7wdVagYZAMxNYaqqVR6k1ovC0sWsrNvJ281vsV5VecdVPkTNX8grql0xwL0xEL0xcP4/U2EtDgxoRHVEvi1KH2JCH1qFL8WJajGCUfCREWCqNCIohKNxZL/UYmgEhIJ+okTGybQ24OJCpxMltwsSeSSKyxkYCZDmCk2OCjFgRPjYIy44kgdbHfs7B9IujIw0zSaZ453l22v/2krJxVleNtjnN2h2kvfWUru5C4m9GVCpouxmhMTyXs2lWWnHacUDq8RtWnTpsPvvD5I4lochMBq04D0SFXjkNkndUhnREVjUWchFzaNwZ4w8a/yzawrbEIiKYb+lbopAPy5YgPvlzVwRcNEEpKG2QBxKQ6KRnHUhsGgMTuSSZslxGp3J6f2F2DNS3dGKa7UTpOS4UQTAp8aoXfgr7+hhaAWJypU4qiEMmzJep6I0KdGCCSihIMBIppKVKjEhEpU0gZeJwhrCUIiQUCLERpG+NYsG6i0ZVFuzWCeyKTA4CBLtuJVLJQUFFNm8ZJrdAy2+VooNfLSMuPzB/xejiTH8QpnnaPNMM8BeYgm2mAGWeX4eg4AzM6ezXvnvUc0I8qa1jVs6NjAxs6NPN+8mb/UvQFAtrAwBS9F2NEQ1BT62Gb14zfsaVssQuHUotP50uSbKLIduRBiSZJ4ZOsj1PbVcsfMO8i1Jp9Jmqby2TFz+Sxzad/VytuxbsYVZeGUnSSEhlxwKXZTLYGt63EWXACAP+pHkqR9Tg6eXHYyvtt8R+xeDoS67aGUbc3Xl27TPGTZ9jDLsOxjUjUuY+3p0U6x3iHZvgrTNaJEYsgzfuilRnO9GKaea9HUG1B7+oe3PcYRQqBICq+d/Rqbv/ktNrm66azwUav0sdbcyzNyE/8X3oJFMjDTkkup0Y1bNrP9kTPZ3LWZnX07B88lSzKTvJP47sLvMi9n3hEr8z7rudA4p/hsLmpaSVNQZX1sF+ONJnIyoiTQSEQNZJoFCUuULBO4HXGELYpREeTICg6LSjSeXkcef+GSFBFz5xD9UWwa0hBdVVlOP4/Nk/qeuTA92knxpC4DVkrT20vJc2R0aSW364A2al8g7T3T3nphh2Hlg+6IOmg+nhFR/fF+/HE/dy+7m4SWrIwWg4UsWxa59lymGPqYq2UxW2RRLOxISPTLcdpNYWQBCjJ5sgGnZkw6oeCoN+aa0LjunS8wxgi/mHA+B6566SiyQlVW1WBq3CJXES39LbjMLrZ0bRm0q+2uxTig2rh7gN8X6cMgG7AYkg/zTFsmJsVEZzA9bHo3v1z2S9a1r6M92J7MpOJroCuW3iAMh1lScCsW7LIRiyZjlhTMkoJJUvBIJkwoWCQFCwpWDLiNFpwYyZItZEoWCsNmSrDjkfZElqiJ1AGsNJzC5YEYzQ/xj/kMWSgRQhMaL+fv4KmSrfwEUISEV5jIFGYm7yrgBFsRJ9gKmWTJxiDJxNQEDYFONCGQJQmXvwm32Y2qqodF6PVQ+HPtn3mp6SW+5yhkcujDi6kryBQH3WgDversiA2fPYg9YaTRvmeJ3E5bP4Yh2fQChjiKkDCLpPPOmzBhFDI9hn2H+L8S28VT0e10amHatBDtvggd8SCJ/SmAdA2UVZJxK2acBjNWVca0Vz13yiayZANmScEqG7BIBtxWBw7FTJbRRobBRrE3hzJrBnlm56BDPVa7M+VSRlfO0KuPLnSxcp3Dycf4ObAbq8HK7JLZnFiSmiG6K9TFv352Hq9KrWzFzxp6kIBynJzZU0xlxElFxMWMfBcFwkbXvO8d8bLuCuziVzW/ItuSzd3r78YoG/l0xaeJqBGW9dVQaHDyUHw1ZynFjJM8ABgG2rqqrCrWtq0djIB6sf5FilxF5DnSlz4DI/ZMO2YZzZ/Xx7ie7/4dG2QDFUE3FUE3Zfl7VjtEUVk3WeJ/wQbWRtp5K7QLnxphnHUyC0sWUp1dzYSsCYzPGk+Ft4KtW7Ye8TLvr563hFoodrTzWO5OTu4upDyUHOEZkEkApSEXW529KAP9tQ+yW8mO2MiI7jsr4sFk0tM5fOiOqEMg1pbqEBD9B+cgOBaZnT2bx099nMqqSmo6aljTtoa67jq6w900+Zt4nHX8xVQPQHbMgiJk2qaF0s4zP5zNH4924QdQhcqi/EXcv/kPvNC5mVOzyznFVcFcRxHVtmysshHR89+UY6SM84c91+4B2/vN72NWzFw34zoaehu46YWbyHPk0RnsTBOcNMgGzAYzgQFHkkE2YFJMxPazpv61un9Q091Ivt1Lmc3DnMQY8owOshQbmQYrLsWM02rHJhuTjibZgN0fwy2bMe2lx6CFUgfBid7070aLpHr7tYF0zCp7nE9aLHVgbLQPoyswZELAkZvamPfs825HJ+oQ/0F0Y2PyRf7RL8uRxmaw8eeT/oz/hh+x09ZP8EQ/m4WPLiJ0igjL1Q7+1ZZ0uNoNZorsGWzb1E4iJVnWbQCsuGAFFiV9BvVoMNEzkf/u+C9XjnuT6YUZzA/kMieYxfiIG69qRvKn2sdi6Q5Vy15pebdmdmISMhe0VtJqC/Kb8avIiFrot0SwqAoWs0pC0jAawaxIWCSZqDGB0Siwu2RsZhkMGlaRXocAtsZ6eDHaSI5sJUeyUa1kkGe0kSVbyZAseGQz3pJ87IoJi2zAJBlwZWXhNlqxKabBTmW8tjHlvEpeuui5ZBxSZ4fJgKW4hmhWDTOjLplTI7uir/wQ82nfSbM7GkgcN+MDnVFKeENqFiFXVdnIFGSEybJlMfvtEmaTqgPTH0wdRmSbIsSPkpR2saOYlz7xEsF4kI5IBx3hDpxGJzEtxgcFhbT0t7C4pIobipJOtb5EhOvq/sPD0X6cZieXT76cu966i8k5k3ln1zvcf+79OM0jLxastf8r7T3Rn6oVqDYNk7RiiMbgcNmNh0ZAxfvTI4dlY2qjGu9J76uqkdTv+FjPmqcNSaErEulSFMcbiQGNTGPGnjpsBM5aciZnDbEdyax5+6vnq7tW81rhVhYlcrl0VxnYoF+O8O2yFXxv0zzsqpGzO0t5eEwNY4JuNmZ28K0ts8k0ymBUMRrT2yptSKS81ZL+WzAMSac8NPMggDUndZnu0LEWAEN+Z5Ih3S0j534q/bjDgJz9ybT31IbUnCSG0nQt0cON7og6WPYOz9y3Ecfb0rzdWI1WZhfOZnbh7JT3V59xMVvtfax3drPe0Y0mCfI6M8kNJZ0xqixwlgTJUi0jFuJqlI18oeo6vpSXwa/qX+Wlto0866sDkhlVSsweipryybV5uHXGJ5mVu/+MTw+ve5i1bWv51yX/wmPx8O2Tvs3f1v2NCm8FmdZMntzyZIq9y+wiz5HHsl3LgGSE1s6+ncwvnr/Pazxz9rdStqPvrEizGarpowb9aTajitEc2jxMqPZB2x7j7BbWFyKZZaQs5KJKSc0E6rrkdBoDXSzrqOP9znqagj1c4BlPlS0bk6yQEBqxilPxR/2Y5ZHTmjop/yRmZ83iXw9ey4u2Fu7L2czvB76i7LiFnIiN7JiFE3vz+VR75X7P9b/8BrY6e/lxzYk4EyaubpjIC/kNFEYcZHQaeSOrOcXeoRrJillY60yKwWoImpUQM6P7zoR3vWUS11smDW5Lw6TKNXuKUrZlq2e/5T7ajJQTSkfnsPNhngPHcX/vsHCUnpNZliyyLFmUOksH36uggs8t/hyQKrbrNli4d+z5g86mm+bexJ9X/5mdfTu5Y9EdVGcfn5nSRoTR3D/S+3sHlT1vNLGvej47axZZa+6it2HP/Tg1Iz9onIlFTXpHP908lqfyt9NmDnFdwyQqQkdmqZvOoaE7og6WgwrPPP6W5h0IAzITgl4mBL1cStKB096VOhAd50lG4fSPZIirJFFuy+R3Uy5By+2iIdrL2mAb60NtbI/20opgU88u+uPh/Z5mVcsqHl7/MPedfd+glkCFt4I7Tr4DgG+/+m3OGpucS9idHUWRFeYUzuF3H/yOZn8zq1tX0+Br4JTyU47Y7Y5KRvNDXA/V3u/SA0mSKHNmU+bM5rLKBQAkduxKsTHNvA6AmqOcLW8oVqONL/ZW8fnWKvrkGDW2XrZY+thm7qdZCtNiCdJp2n893+Ls4X/5O/j6ltk4E8kIoMKIg883TAbgT2PWsqAnGRpnEDKgoSAxKZjB3/PqaTeG2WnqZZchyILoKF/edqxzfFRDndHAkLZ9V7CJPPakAR9iPOS/Tgqj9DmZZdwTse4wOfjqvK+OXGGOZ0bZ957CkN9mW7gdMypWhhGaH6W/40PlYPp7xxT7uA+vamZ3L8+mGbmsOSlurqrHyX0fR+iOKJ2PJeVmL+VmLxdmTADANHfGAY9pD7Rz84s3s6h0EbIk88aONxibMZZVratY1bKKtkAbqlD59knJNPI1HTX85J2f8OgnH2VC1gS+d9L3OPmhk8l35POdk74zuMxPR0fnyODWTCwI5LIgkNSLCvkPnNGoxxTm/6pWM603B0nAak87RWEntc4etjh76TaHQda4dmdy9rze5uNv5Zv5Wf1cKsIurm+u5prqN8iTLNzkH7+PQazO4UJvRnWOBBE1widf+SRu4EyKuJ7xjEOfSdfROd740dofsbzgbRZEs7kyWMHiyPA6YTo6Oocf3RF1CKRpfZgHIoDSl2Mf92zY4Uh7b9aE1CVi1qzk4K8/zfLoYpzxZQC0ln+m7duXJtTerGhZwZq2NdhNdt7d9S75znxumXcLmtCIJCJMyJ7AmWPOxGZM6qyMyxzHr8/4dfLaipGLqi/iouqL0Dr+DfQP/AfR60u7ltrclrI9dBkeQKK9N2VbxNLXH4e3pSozqeH0tc5pa/0N6QPnRCg1jFdLRNJshmLKPLZFA8SQj8qQfSgy98cWLleyETMVDoniGWbdumFM+dEo0iEhtOTfUMzW1DeHm0yrc3Sz1dmLTTNQ4+0kK2bh8l1VSIpGwpCgIuzklHAOXosEqFRJdn7QNxlHRvLcF1LAhbsKMO5uGnf7voYJhVcDqdobhsz0zznR0pWyLQfTo7nkjNTfpjxMlhWtb8jS3UQCeUjWFMmRqhElNIHsHWIz5EOLr/7dYNt61JHQA1J0jhjfnf5dVq78E4/TwN+o51xK+H54HFO9JXDgR+Axx3b/dm5bcRuFawpxmBwYZSNWo5Wrp17N4vLFbG5KZsrb27k+oyq1XTG6Rpdn2HTKt0e6CB8aEUjPZKf5UnvQWn+63meiK9Um0Z+eKEMakjlWNqZ/X0Ib0t+LD6OjMyTbmL0oVTtwlAtFpHD5mMsp27yLFx0tXJW1jOqom9vj8znftv/l+8cyX3j7C8Tm1uNMGPF63JgkhVn2Ar6UO5f4hlpMZ92RMlk+3LhJLrj0aBZ5nyhWhaxqCLUOSaokpY93IqHU37uipHcghuo/DZcRz2RJrRPO4vRJTnNB6vjYMqEozUbOSO2rKWOuTrM5mohQav9Sdtr3YXn40B1RB4uuGTDI3unZp/77ZgDUUIyaK36//wOP8bXW54w7h/7b091pMwtmcsH4C9LeNykmcuz6spxBRvP3/jHWDNjfPe+YeiVCMUF3sk2TURmfWXv0y/hh+IjaBwu7C3nj7T3ikLvT9E4IZHByV7IjYbPv6eCYhIxHHRlx9o/CUCfUsDbeA9uMmBNKR+dws1dbaFEsnFdyLtev3kyXiPAHsYU/U8vTz3+fC4pn8P1Zf8YgGzne+nsek4f2QDsN8QZkSaY/3M9403iyg9nkPvxprn7raqpdE4i/swtbzMQHboFZkwkpCaKSxlyjl/mJnOPvOanz4RjN3/uQ3+a87Lks6Z7Gt7un8KRzJ/d5armi6wUmGDP4ad9pVLgrR/f9fAh2a0Q5jU6a5AQdthCmUBhVCML2Ms4svQQhBFf9fhYuk4uynDLcZjfuRDNOo4VIIo4/Hqa86ExOM9cNnm8EbwhId0LpHDvojqiD5WOqEVXrq+WR+kfY+lYyRefMgpmc5jmN6VnTB200odGstbGiaAdhY5wedwKTkInIKiqCObKXMZrzuFtrrfMhGc3f+8dYIwpJIpQIcc/Ge9gw/nW6jBGmtudyhrWMxcruWc7kvXZGfDQ1racp2IPdaMZmMBNV44QTMSoTRczIP/AS1yPO8fK96BwU+tetc9jYx3MgS7LwHWkaXxITeGhSjKZQz4ATCo6n/l5PtIf3Ot5Lee+0gtM4t+RcAEJqiApnBTV9G+kv7iFiSPCCsicyQNbgARmKVRvPSwMi4XoF/Xgymr/3fdRzIzKX9JdxUX8pb84NcH//BnJteam2xzi7hcqXtS8j4BzI+B4NYpeN3DHrzuSmFmWMawzvdbzHxr6NBGIBInutgjBIMon1zwDw5JInGePaf4KnI8px8r18nNEdUTr7xR/382brm8wvnY9A8GL9i5SOK01xRD236zm+teJbcNK+z/Pv4MmMOwrl1dHR+fBYFAvP73qeYmBiyEudM7mkc/FeNr3RXk557hS0faXmfv0ebpl3C58r/NwRL6+Ozm70fqjO0cIjmfnelGQyks3H4dK8SlclN0y4gV6ll6gapcJTgSfuSdl/UflF3Lz8ZhgmOaomQ4Xq4I7Q1KNXaB2dw4yCxCX2Ki6xV9FgPPJLk442kiRx06SbqHvhMdrNYSZVFWGXjRgHnOsWxcJNE2/i2Z3PElbTpQASA7oHPz/t51Q6j9/lizpHB90RpbNfJnon8pVJX+GZ1mfQhMbN825mlnlWis3J+Sdzx/Q76P3tW5gSBmYWxpGRsGgKAkFDWR/TVS/pq951dHRGAxISP5n9E/7xzPfZaOvlXOtYPmMfn2LjNXv58ewfU+nuwKgoZJgdKJKM1WDCrBipk8qp8FZA5wjdhM7Hk9ElSaOjc8xS01vDA7UPENWiGGQDCS3BXTPvSrEptZfy89k/p/63z2DQZMblRfEb4uTErDhVI9ZCwQmJbLr2cQ0dHZ2RpS/WxwO1D9Ce345Bk3m7s5ULvRPS7O6ceSd5hXmoQsUT2khHuI8Ms4NCewbNpvFcVH3RiGdJ1jn20R1ROvvlhV0vcMfqO5iSOwWrwcptr97GAwsfINeaO2izrnsdv6r5Ff6TkvKEi/vyuW/7gsH98+IZALojSkdnlNIebuf6d67H4zAyMejlAf8GDEh8YS+bUCLE7zb+juZQMwAGSSF07SMoctITUJ1/AQA1nXrHREdHR+dYY7J3MueWnsudn7iTDGsGf137V2abZ6fY9Cf6uXXFrTA/uX2CP4c/1+0Jh89I6CGKxyPblH7qFD+Fmo2JCc9IF0fnI+A2uTmr+CxmPFXP7L5stlwm8BpSdS49Zg93rrmT/g+SurhWxcTOy+4lw5IU4JYLLjrq5dY58tT1t7PZ30qRzcs0T/FRcRLpjiid/XJW8VmUOEq4fOHlSJJEY18jweZUl1KRvYglhUvw/LMNc8LAjNz0TAU6OjqjlzxbHn9a+Cem//pZQCL3k7nEUFOcxzaDjfm585mdY6bUmY0vFhx0QunojAiSvjRPR+dw4TF7uKzyMv669q/0x/o5vfJ07OHUpUmVrkp+MOMHhO5ehs8aZlxuemY2ndFHVKh0EaGHCCZkKnBiQOYdQwfPGZuIorI0Oo4qLT3j6npDL7+0bSIiqShIfCE0loWR3GGuApvwMYH0c+iMLq4edzXPWr7Ci1k7OVObxAmWYmJDbL497dtUV1ajyApr6v426ITSGb1EE1E6Q510h7oxKSbGZo7FIBt4veF1/r3530QSEW454Raqs6vTjl3Vsoo71v+bsBpDkWS+OvY0Ti8Zfpl1a38rBvnwuJB0R9TBsleWBVOONXVXZLdYwPGXNW+bfxuP1j/Kl9/7MqpQmV0wmxvH3MhE78RBG4HAaXTSnLGJgjPnMWfqzcRh8PPq2D1SGCVZVI5mylF164Np7wl1iMaOmu64k+xDfmOx9IwQal9q+l7Vn94hFInUa0W6h0nDO+TyWiI965g0xN8QDaSfJxFL/U4zxiZP3HnZrQiTecS/9/0yTNa8QS3aAQyF2cPbHusIgT/ez4tNL/LdWS/RRoiJkUl8ec6Xd096D5gN1HOc1DR2c0n5JWzqLmWwveseJZFQQuCeYKVv8zDaBrHU37ZpGL2roal6VTX9OzZahtgMk7DFYjpwmmxJTj23Fko/kWxJTYs93G9OBFPvVW3tSLcZ0oZIZlOajZLlSX3DlC4EY6i+Lu09SM2melQ5DqqgzihhmOeAwT0kI6Zp4MEQOf76e2+0vMGX3/syBtmAxWDhvpX38bM5P+Os4qQulhCC7kg3TzU+RWhKM2VTpnLZzLvQTN7BdqlruAy0x8Nz8gii1v81ZTteuz3NJr6jPfWY/vT+nhpObeMT/sTg67stNbxgbMYtjNiEgS9ExjJZ9fK0ZSde1YzAwD8MDVwZqaSg14ZAoJHUS7o/u55pgQxu9I3nAfdWXjK0UhZwk5XYUzes+cnvePncE9lkyWTBaP7eh/mNmlypZVWyPcPbHusIQUgNc+YLZxCuiOCVzDzb2Mhlky/j9iGm/2v6H8+0PQMxuLbqWjb1TGSwvesZPf09o8eM0jVM30lOH8tYbKl9lOGSLKvx1O/Z6krv11gzhvxeLEqajbHAm2pTWpRexuzM9AJ8BH709o94csuTeC1e7CY7N8+7mRn5M3h84+Nk2jIRQvDgmge5ftb1jMkYgxACTWgossLvPvgd8yd8mtsX3s5vlv+GF3q3MyP/bHId6U7nuq11PFz3MF+d9NWPXGbdEXWwfEyz5kW1KDW9NVwx5QqsRivLdi3DYUj1ireF2nhs+2MopRqOlh5unnbLnp17f17HW7YxnYNC7B7Mjubv/WOeNc9msPFO+zvMlLKoktxsdBUOYybx2PbHMCgG4on44OBk1LV3x8v3cowxEk4oiXQnuY7OIfNhngPHYX9vbs5cbpt6G7csuQWPxcOyXcsw9uyZkZEkCUmSMMkm4ppCfWA7TqNz//08vT0eFXw9Us03I5MQmuA+Sy2vmdrYrPVhROa20KSkjWMlL5tauIoxqAgMyPRLcVyakRw16XSaF86mzRlmo8XHokBe2nXOKD2HuBYf3d+73t/j9mnf4oydG5lgyKDpwi8nHY/tqc9wo2xEMSg09jUijdb27nj5Xg4T31/0fe5cnMx++Itlv+CFrS+wvn09JsXED0/5IQBfeOYLPFv3LF+d91VUoWKQDfijfjwWD/nOfABOLjuZJn8Tq1tX84mxn0i7TqYpk6Xjlx6WMuuOKJ39MiNzBi+c8QL2IjsxNcZ3TvoOzfXNKTZTMqbw98V/J3T9k0z++9dHqKQ6OjqHikE28MIZL2B89od0ijC3nPcncuw5bNm0JcXub4v+xuKZi9PaAB0dHR2dY58CWwHfff279EX7qM6qZoZpBi6Ta3B/hjmDUwtPRfv3B5z+uW8NZtrSGTlCIkE/cTzIGPaRvUFBxk+MFiVEkxxiasJLkxwiIu0JiS9QbdQaklqvuwNFQnICs5AHHRFuzYgiJHyGoQu5ksiSjFkZJqWizqhBExoVzgr+Hf4vmxM9jF/r4LSK0yigIMVuYd5CxpePx+AzMNY9doRKq7ObuBrHF/FhNVpxmIZfJqnICn2RPpr8TTT6GpldOJtGXyPhxJ6o+WJXMTUdyYg2MRASFogFsBgsg/Xca/FikA10h7v3WR6rwbrPfR8G3RGls1/eanuLm5ffnJzhGODBkx5kdvYeAcvV3au54d0bkC6Cv3afxoysGSNRVB0dnUMknAhz2vOn4Y8nO6H8qpCvn/B1riq4atAmoSX49GufJvFqguuqruOmSTeNUGl1dHaTjNDQ0dH56KztXstN792Ew+Qgy5bFYzWPcd+C+yh1lg7a1Pvr+fHaH8NJYGs/iQvLLhzBEh//hLU4DdFe6qONbNf8NKr9NGp+2uNBOkWEbqKESC7Be49zGIsr7RwCgYTECkM3X7etJEezcGYs6XRYa+gZtMsSZtbKPSnHmoSMWSj0yUnHk4SESciowyxr1zk2UIXK0neWEk6EKFdcvPj+bwnFQ1xfcn2K3c/X/ZzAqgCnFpzKb074zcgU9mOCqqnsDHSxo/9VtvVuo6G3ge2+7bT0t9AR7KAj2IEv4gPgF0t+wdfmfy3tHEIIJEli2a5lXPfMdeQ787lg/AUAfNDywaBdjj0nZRvArJixGCz0RnqBZPSrSTGR0BIcaUatI0qSpJOB14fZ1SeE8Oxl5wXuBi4ArMB7wM1CiA1HvJAfA8qd5VxeeTmLqhdhNVhpDbRSYahIsZngmcDP5vyMVQ88Rsk5JSNUUp2RoNUQ4vsFa2gzhjmvu5SrOsbuFcKrc6xgNVi5qPwixm/bSK5kJXT6pUzNmwp9e2wEgl/N+xUxR4yMaMbIFVZnRGgK9fKl1Y/S/Pa9XDnlSr4676sj7wSSGHUrBXR0jlVmZc/iTyf+iatOvgqTYiIYC1K7uTbFZnrmdF4/+3XevfkXnHLeaSNU0uMLIQQdET9b/K3U+dvYuHMLWyKd1EW62RXrY28ZG6dkpER2kouFMbKbbMlCJhackpHsmGXY8+/uk52ayGe17xzWKj08YW4kUzMT38uhlKGZiQ1s725W3ZqJ3ISFD6xdg3bbTP2c0p2+fF/n2MAoG7ln/j0srnubTNmC5dqkI2rn1p0pdi+d9RL2AjtNDU0jVNLjj0AiQm1/O3X9bWzxt7E52kVtbzP1fW3E9nL6GGUjpZ5SilxFTMubRo4th2x7NhnWDE4sOXHYc+/uj31i7CdouqWJlS0reWjtQ2Tbs4nvJWSaacskpsZSjvFavRQ4C3ir8a1Buy1dW7hw/JGfaBi1jqi9uAlYsdf24DclJT/Bp4Fy4MtAL3A78LokSdOEEHrt+YiUOEr42pSvMWnSpMH3ampSReqyLFmcVXwW5Zu2kGXJOtpF1PmI9Mkx2g0R2owhchJWxiWSGU9+mVvDMnsHLtXIT1tnkZdID8P8Zd5GTgzkssRfwJeK32dc2M38/uGzqeiMbm6ZfAuFO+4GwDv7iwDU9O2p60bZyOKCxUyaNCmtDdA5NuhNhGmNB2iO+ymwRpniSs6Kf6f2OV7rrsNrsnP/9MsptHrSjv32hv9wWm41n1p8N596/FNMzp3MaRX6QFRH53jBKBs5IfcETEoykYHdZB98vRtZksmyZDGuOyepD6Vz0Agh6I300tDbwKbOTaxvX8+69nWsbV5OZ7R/0M4mG6myZDLfUcxYyzQqzF5KeqBCcZEhmZEkaXixcobJmjEMhZoNCdAkgVUY2CkHKdHsbFP6mZpICizvXuInIzEzmsm/XI28bmtji6kPSUhURzwf+fPQGTlmZc8isz45tDbIBlzm9Eg6p9HJpNxJyJ26EOOHJUyCxmg39bFeaqKdbIh2sqHJx7Zg56CNjMQYTz7jvYWcXTaLMe58xpZcTGVGJYXOQhQ5XQD9w1DsKkaWZDShYTPaaOhtoNxbTl13HbPyZwEMZr6TJZn5xfP569q/DupKyZLM9PzpH6kMB8Ox4IjaLIRYvo995wEnAqcIIV4HkCTpPaABuJWkE0tHR2c/3Jq/kl4lhkc1IQE3JybSY4jSbohwV8sMVtm6uDdrM1/prCZT3TPjpiFoNAVY2llFfsLGRV1lLHO2MybsImcYp5WOjs7I8oXGZ+hOhMkwWJH8G7hz3Fl0xQK0Rv3cO+kSlvkb+XHdi3x//FnkmPcMMjWhsS3Qya3jP0GRq4hrpl/Dy9teZmL2xEFxy5FCFyvX0Tl6aEKjtq/2wIYfc2JqjFUtq3h317usbFnJ1p6tbOvZRl90T5ixWTFTnV3NOUXTmOwposqVzzhXHgVNfuQh0abx/vahl/hQdEhhAlICBYkPDF00ySG+GKriHaWDbzhW4RUmwiT4ZSApu1Fj6uU+by2/b5/HmJiLb3RP4rcZmymK27jBV5V2fhWNnQQZPiZL51hki28LE7QJI12MUY1AsE3pZ43kY6XcTT1+GqQA7VIYdiRtJKDC6GFabgVXls1nvCuPcc48xjhysOWlCv7L2Ys/UnnaAm30R/sxyAbe3fUujX2NfH3+13m14VWWPruUDGsGoXiIB857AIDVrav56Ts/5fGLH2dC1gR+fOqP+cGbP6DMU8btJw7No5ikvqd+cBng4eBYcETtj/OAlt1OKAAhRJ8kSc8A56M7oo4KraFWHql/hFMM6oGNdUYdf2yeP/j6hsL3WGfrYbm9k3mBHKojHqojHj5b/hZbLH0sCFpQEchINJj6qYw6iQ6IXY6NuNlk89FljOiOqOMQTWjcvf5uvp337ZEuis4h8kTlJYOvP9P8NCt8jbzRU8/ijLFMcxUyPauM0979Pzb0NXNqznhUoaFIMnX97Yx35REZ0AqcnDOZ1a2raQu0jbgjSl+ap6Nz9Hil+RW+9v7X+GzVLEbrEDWUCHH7K7fz0LqH+O2Zv+XiiRcf8Wt2Bjt5v/l9ljct552d7/B+8/tEEhEAyjxlVGVWMa9wHhXeCsq95YzPGs+4zHEYZANq/V9TzhWX+oe5wkejQQ7wHesabMKAR5j4fGQshZqNCxMlyAON6ISEmyxhJopGdczD79vnAaAgMS+SxbTW+fjkGB2GCP9zNdFqDONXYrQbI7yltAHwkrgLRfpokRw6I09PtIcr37iSudvm8n8z/m/kl+Hvg2can+EvsSeZ683kx73Tj7g0SERSqbH0stHWy0pTFx8Yu+lWktGJXmGiSrg5ReRRpjmoLCyi0uSh2pyFQzZhmpLuwD3c1PfUc9MLSZ2/DGsGN829iWJ3MZdNvmywXk7OnUy2PRuAaXnTePzix4Gk0PnJZSczv3g+veFeOkOdPFf3HI19jXSHuukJ9/D6jtdZ176ORxc/ypSMKYelzMeCI+pRSZKyAB/wInCbEGL3QtaJwHBrRDYCV0qS5BBCBA5XQXb07+CHa37IX0UpeZLtcJ32mGdZ+zIe3vowBdmnMnOkC6NzSDQbgtSZ/QhgWiiTNxxtqNIe7QCXamS7KcCCYC4CAUgICayaQp+SXGts0xSMQqZfObjw8NFKRI3wrRXf4rPWECeH09MTf1xpDDTy38b/4nzfyQ2lN4x0cXQOkcZoH5siHQhgjqeMFzo3kxB76rrHYKU20MGpOeOTGVWkZAYlm2LCFwsCe5bs7BbPHElGawdZR+dYZUvXFjqCHSwsWZi278S8E7mx+kYqn28ZgZIdHIqk8PeavyNLMlc8eQWFrkLmF88/8IEHSXeom5UtK1nduprVbatZ0byCxr7GwWtPz5/OF2d9kRNLTmR+8XzyHEenHyEQBEkQRSWKRliOoSJQkCjTHDweXMTubl0cQYcUwYWRi6OlCAQ9Uoy1hh5qHX4ajAGaDCGajEHalTDthghhOX2yWRLgVk0sFLmcJ0rQhKY7oo4R+rQob0dbOC8ewmZMHdN6TV5+OOuH5BTkjOpn7Pud7xMWKo84GshVrXzVf/jc41FJZYvdR723h40WHzXWXurMflQpqdpWmrBzSiyPObEsTrTlMQZniiPM6i7Y16k/EkIIomqUcDxMJBEhpsYGE4qVe8p5+YqXkSUZWZJJaAla+1uxm+x8dspnkSSJQCzA5s7N1HXXUdddR4OvgR2+Hezy76Klv4WecM+w17Ub7UzJncKvz/g1Rcaiw3Y/o9kR1Qf8EngT8APTgW8B70mSNF0I0QFkMBj8lsLuT9ELpDmiJEn6AvAFgPz8g5/N9cf9rO9Zz0VKPS8WXUKGkoz6EP6B2Yvj2De1rWcbvZFepuVNS9t3UflFzMyayeLiF2k4+kUbVai1D6RuN7cd8BgRT89KoHb7U7YTXf40m1hr6k870hkngUafHKdPjtEnx+lVY/QqMaZGvZTHnSSGyAoIBEKVeM3RziNZ9WTFLQRCkBO0s4Mw4f7kupesfjvbRRh/t0JcAoNmQDHawGJkWzzK5B4D3WaZuF0h2meit8/ImM8mO34dB/wERhcxNcauwC6uz93K47GTmaslZw5MJw+EqR7H+kiRCdlsinQy+b+3knP+z1P2lTvLeeb0Z5g6aSpN9aNbfk+2GBguq7hlSFbpWEik2zhT3xvwvaQwtF9mHK7tH7JkTKRfCsWbGjmoONNPJLvtQ45xoQkNfyJKbyKMLx6mzyHTEwviNdo4JXcCIjDM/IvJiCRJvNJQz70db5Fr9ZCwmilx5bBD7UdyOJBMRkrcOTQmkttCTWCo+jw5gXZsfj9N7mQnL6bGUCQFs0FP061zfKM4UhcbiUBohEpydFjTtYYbnrmBQCzAwxc+zDR5Wsp+m8HG9ROup+zz9w3b+R4NmBUzG2/YSCQRYf4D8znvH+fxypWvDNt/3R9CCFr6W9jStYUNHRtY376e5U3L2dy1edCmwlvB3KK53Dj7RuYVzWNmwczBQX0oHuKNHW9gN9pZULIAg2wgsf6+tOvENmxN2Y63+tJsQm39NEthGuQAjXKAJjVIixymVQnRKkfokiP0S3G0vZ9N6bI/w+JQDUQljbi8Z0JCEpCTsFIUszEx6uXkhIXMhAVPwkSGaiKjy0Ve1I4jYURGYsarjwHpGrLHCpaC1Gev5ew7ky+O0fs5EH2xPi7re4YN4Q4+dd9snrhpY8p+SZI4vej0Ua8J+q1p32KCKOb67lf4JZvIkS1cHilHRsLiTu90afHU93b3y/xyjO2mALXmPurtftaZellv6iU24Ln1aiamxr0sCeYzLZ7BbCmTbJF8NoRI8IHJRycx5pKNYbdewJCO4rD9Mleqzp4Qgs5QJ9t6tlHfU09jXyNN/qbBv5b+FnwRX0om+4PFYrBglI30x1IjLjOsGZR5yqj0VnJSyUnkOnLJtGaSacuk1F1KmaeMLFsWRmVPp/pw/iZGrSNKCLEGWLPXW29KkvQW8AHJJXffIRmUP0z3fv+xeUKIPwF/Apg4ceJwxw93EFMypvB/J/yWG9/9Ihe1PMX/Ci/GLBtSbJCkPf+PE3b07+Dc350LwPLzlmM32tNsyhylNMxZOqrvvaamBlmWqa6uHumifCgSQmOXFqBFC9KphekSETq1MK0GP+1SmHYpQgdhegqj9MvDp9q8s3Ma5fF0YVEJCQF8pruCz3RX8KazldczmukzxLBoe2a1MmMWOs1hAIxCQQCZcQs5MSvvelu5oK2CHnOEZmuASX1DBOuPhXqxVxldJhd/WHAf1z57Hpeb3uL56GmME+6RLuGRY+DehaYxf9u/2RHYwd1z7ubMYR40mZbMUe+EQgiaPvE1OCWK8/9+MtKlOWiEEHQmQjQnArSpAbrUMF1qmA5/jLZ4YOCvn241Qk88hDbMo++MvImckjv8jODuWc2l5QtZWr6QF7pqeaZ5LT2xENa9Ohi5FjetYR8A1qrPJ99z5FLoLOT5+ue5dsa1tAXa2O7bzglFJxzmT+FDIpHm8NPROWSGPquG8x7vMWZPF3SUPtcOgWJHMbMzZ7MofxHjtHGp9Wuvz2XHCV8c1c/0HXU7APjt3N9y5ZtXMv2P0zml/BSWzlzK2WPPxm5K78fG1TgrWlbwesPrvNH4BsublhOI7Rk85thzmF0wmyumXMG8onlMz5+Ox+JJO48Qgrveuot/1PyDMk8ZiqTwQfMHfGPBNw5Y7oTQ2Kz1skHrYYvmo1bzUa/10eDoHxwUAyhCIkezUKBZqU64ydJysMeMODUDZqFgFjIGTcaATAKNiKQSlzSESP5iDUJCQaJXxOlSIpiFQk7CQkHMRnnMSUnMjlkoA/eTXs7+4KgdPh6YD1XPjzMG7tlpcDAudyHne8YzOWPKPh0Lo9kJBWBTrDTOXsrXI5ez88nz+KZzNX+w1nFFpIKzw0XkqekyIQLBdmOA5bZOlls7WWHtot0YGdxv1RSq426uCYxhRjSDaVoGBZo1JdpJMUvJTNKWzTxl2kmJcKIgsVrK4ctMPGC5hRA0RXxs2NlCTc8uNvuaqe1rYWv/9Sk6cgBZtiyKXEUUu4uZWzgXr9WLy+zCbrRjNpgxK+ZB0fFwIhklpQkNIQQG2YBRMRKMBWkPthNNRClwFlDkKmJs5ljGZY4btg07mhxTLYkQYrUkSXXA7IG3ekhGRQ3FO/C/97BdfOBhOy/3BB7M/QSfbXuWb3W9xS9zTkmzGa0P5kOlzFnGHTPuINuSPawTCjhm7l3TtAMbjRBCCHZEfawOtvBB53Y2xLrYHvOxM+EfdtDpVozkCCu5wsIssnCHDLg1Ex7NhFsz4tZMOGNGPKqJwsTBhesVxxy8bGujNOJkh7WfemsflWEXneYw0/xJB1OnKUy91c88Xx6Lu4potPbzqZkvYEkYuLxxwoBza6/yHgu/jSFlzLRm8UTsZE43v8TnTct4IbqE7BEs3hFl4J4lWeYbU75BXIszPevIZ8o4Yuz+Ls2jN1qnlyjr5F42BLaxNt7FNrWPhoSfMOmOZKtsIMfgIN/oYII1mxy7hwyjHa/BitdoxWO0kuHJxmOyUWT1DnO14alwZPNsy3rGOXOo7W9nY18LE7NKaA37mJ89FoCW/hY2dmxkSeUSLpxwIbXdtVT/vhqHycGtC25FkqTDKlp5KIzmZkXnGGPos2q/Py5pyP/jgyxLFv83//+G3/mhPp/RQbGtmM03bubPq//MfSvv49J/XYrNaGNx2WKybFnYjDZ6I720BdpY2bJy0PE0NXcqV029iursaqoyq5iUM4lcR3pG4NDAsqa920FNaCwsWcgVU66g3FvOGzve4Hcf/I5tPdso3Uc5nwzU8aOe5WyL+YiRXAJnQKJCcjFWdrMkkke5cFKuOSjV7GSHzIOZ7XYTDw4f7ZHy3pDVdUOj5D8WHIO/48PGwL3KssIdM+8Y2bIcDgbux2hx8EjfQp43N/MXaz13OtZzl309M6KZlCTs2DWFiKTRKUeoNflpMyYn1vPiVuaGs5ngc1MRczIm6mSMyTGomwYgGyTCJLBiQCAGHVIaMDeRxadipYzxZvCOaON+UUsD/ZRLw2cU3RXu5dNrHqIu2EFfYo/zq8iewXh3IZ+d8gnGZoxlTMYYKjMqKXWXYjUe35q7x5QjaoC9o6A2AqcPY1MN7Dyc+lB7c6FzHF+KzOAe32oWWIuYFbTgT0SwHcdL8y4qv2iki3BcEdHibAp2sD7YRk1/KzWhdtaF2uhJJBtHs6Qw0ZTFbEsel5rGUxAxUijbyZGsZMlWMiUzclsk9Zy+9FBNNbb/cggE7YYIPYYoCUnwtrONhCT4bOtY3vW0cfvY90lIgon+DM7oLAGg2xhhk7OHeb48CqJ2btwxmTZzCG/AgTtuRkOw09ZPXqiHbLPj2GxlgCJh577YCVxieoPbjCu5N9zDmtY15JLeGT1eOCn/pJEuwnGFhmCHHGCT0sdmg5/Nso+Nko+d8sB6vwCMUdxUGbycYiqizJ5JocFBnmInS7GRpVhxe70pjh7Fm77eQvIcOGJPCEFrpI+OaICEUHmpq464UPny2FN5qW0jV77/ZxJozMms4NKyuQC0B9pZ0bKCJZVLKPOU8eNTf8zOvp0Uu4rJtGXS5G8iHA+TY88ZOYfUx2kQoaOj86HJsmVx24m38Y353+DtnW/z+MbHeavxLda3rycUD+G1esmx5/DZyZ/ltIrTOLnsZDJtmfs8X21XLd985Zts7trMBVUX8KU5X6LYXYwmtEFtlhNLThxcyjI1dyrr2tZR6Crc5zmdsplKo4czbeWMD9uYJHsZK7kxDegtRX2pa8RVRu+kqo7OSGBC5oJoMRdEi6lX+nlK2sVr1lZWmrsIygksQiErYWFmJJP5PdmcEMqmNOZIEziXTcn/2wz9/Ni9gXpjP2dGCrg6NIZCzYY2oLsmk3REGQccwpPwspFe8vej05NpsuM0mPlMwUyqHXlMq5jMZG8xLlPyGLno00fksxnNHFNDREmSZgHjgMcH3noa+JwkSYuEEG8O2LiAc4G/H8my3JW1kPcjLVzZ9iyi7VkWZVRyT/7njuQlRzUjPSs+mmmPBVgXbKUm2M76QCvrgq3UhroGOxI22Ui1NZsLMiYw3V7ADHs+1RHbYAcE9qERdRjKJiHRYO7n7oIaMhNm8mJWLmseg00zcEpPIZVhF46EEU94j0d+XNBDbsROvc1HkzVIo9WPzxgjngXdpjAfZLbhM0Xh5eeY4Mjj8TOG8xUfGyzS8rglMZFfGjfy+M+zkCSJd859B6dx+NmO4x29nu+bkJRgk6mPWlMfm019bLb2scngIzSQVVIWEhXCwXQtg6vUMUzVvMwpLscj74ncGk4j6nB93pIkURfo4LaNT5FjdlJkz+TGMYtxGCycXzidCa4CPDYnedY9Tq2xmWNxmp28sv0Vartq2eXfhaqpBONB3tjxRopWyvNnPE+xo/iwlFVHR2d0EtfibPdvp8pz5DNAHW52Z4U6uezkgz6mtquWV7a/Qk1HDWeNPYtzq87lvab3KHYV8+D5D/Ln1X/m6y9/nX9+6p/IA9owkiSl6Kk8v/X5A17zNFspp9mS8VLDaUSNVoJKnHWuLuo3Po5ZMVNJ5UgXSecwsbF3IxO9B15mNhoZozr5SmACX/GlShUMlVbaHdWy3djPO/YO6sx9nJbIY0mkgFWmbgpUG7/yz+Yftgbucq7nD33zBqOlJCSMezmxXqaFBQeYqLYpJv4354uD20ruCGcdPkhUTeWD5g9o8jehCpXiWDFu0+GRLBm1jihJkh4FGoDVJDPmTQduB5qB3w2YPQ28BzwiSdI3SC7Fu51k1NTPOYKYJIVH8s7lZz3LmVY0jsWZY4/k5UY1m3o34TV7ybcdGxXqSCKEoD7QwbudW3mncytvt25hW6R7cH+hycVURz7nZ1Yz1ZHPJHsuFYprsAOzGzWa7nj6qMTQaDaGaTeGCUsqQhIkEMSExtWdY+gxRPErcWocPfgNyWwr3aYI3cYonUqEdnOYbbY+Gm39xOTU2TizqiALCZtqYE53HrN68ii9vDJVQ+0Y5euJicTRyFryGU4pPwWr7/gOk90XoUSItd1rmZ97+LIPHcv0KFFW27pZaetilbOLGrOPxEA2FYdmYKLq4TPRciYlPFSrHiaYvFhIzSZkkQ//8kFNaHRE+2mO+OiNh1GFhio0EgaZqJbg6tIT6IoGcFkctIR99McjtEf9tEX66IyHaAv72OxvZVNfM75Y6uSKUTZiVIwYZSNzCudw3YzryLJl0RHsINt69BevShJIukaUjs5RY3nH8sOWtnu009DbwGf+/RnmFM5hVsEsfr7s52RYM3hqy1PcuuBWMqwZ3LrgVir/r5LarlqqsqpSJmsSWgKDbOAfNf/g6mlXYzFYhll8fWRIoOGT4/iUGIqQcGgGXJppMHrjYM9Ra/HTZgjRZYiy1eJng7WXXkMU78Dk5HpXNwlZg3+9RYGzgBdPf/FI3ZLOUaQ70o0/dvjHIaORXcYgXyn4gCkRL1MiXu7z1uHRTLxobeGL/VV4hYkbglXMz3qBeqWfMaozZYleAg0j8B+xg89IFViOYtZIIQT+qJ+ecA9RNYrL7MJtdg+rgbe/czT4Gqjvqac90M623m2saFnB1u6tZFgz8Fg8rGhZkZJN7/FTHz/+HVFADfAZ4Msk89G1Af8Bvi+E6AIQQmiSJJ0D/AK4F7CQdEwtFkLsOtIFLDI6+V3uEoylyTSGtUf6gqOUbEv2iAxCDgVVqIc9qiMQC/B6w+s8Xfs0z21+gtZIUmguw2RnvqOYa/NnMctRyCR7HpnDpNcaLmveoaIhaFPC1Bv62W7sZ5sUYJupn23GfloNYcQh3rZRk8mKWagMuZnnyyM3YiMzbqEgYqc05MSpmojGUjs4s0uTQsZbPupNjTAKMt9JTCV70XcBqPGPbvHGI0UoEWJezryRLsZBow4Vw/io50OwwdbDG642XvO0UGtJdtKMmsy0mJelfeOYFs1gQsxNUcKG2Z3aGVE4vJ2TnniIumAHdaFO6nb5qetvZ4u/le3BLmLaobUpEhLZFifjnHlcWjqXytJPkOfIo8hVRFVWFfmO/H22nSMmajoKA/QkSSoGfg0sIVnCV4CvCiF2HsSxFuAu4LOAB1gLfFMI8dYQu1uAxcAsIA/4gRDijsN2Ezo6w7Awb+FIF+GoUe4tZ/XS1YPb/6j5B3EtTmeok85g5+D7U3On8t/a/3Jr1q2oQsUgGdCEhkE28PjGxyl2FfOp6k8BoAoN5SN6zzUELXKIHUqAnUqInUqQFjlEszNEuxKhS4niU4aPmc9KmMlSLWgIVElQFnEwOezFrZoIygmCcoJ+JUazMcQKexcBZc+zxKIpVIc9jA+76SBGRFa5rHkcJ/TmcdIffo9JMRFpiQx7XZ1ji0xLJidYRjgZyVGiOG7nmcZTB7ef9ewiIQl65BjdcpTdq2CrE25esrQwJliFisCAhIbAgMxTopECbJwnJaMaVXF4ls72hHvY1rON7b3bafA10OhrpKk/mUGvLdBGV6iLxDD9PbfZTaGrEEVSiKkx8hx5zCqYRaW3klA8RH+sH1/ER2eok3d3vktjX+PgsbIkMyFrAtPyptEX7aMj2MG5487lrLFnUZ1djUE2EGweJp30ITJqHVFCiJ8AB0x5JIToAa4Z+NMZAY4VJxTAX+r+wppVa/jJqT9hfvGhR3b4o37+venf/L3m77y5403iWhynycmZuVWckjuBE7PHUuXKQ7R0HMbS70ETgl0E2SL3USP1sknuoy63jwZDgLC8ZwBu1wxUxBzMjWRTEreTG7KRl7Bg0wzIQkJGwpCQMQmZzIQFh2pgpxplpyWAUchkxixkxs1Yo6aUddTiUD1aOscsWZasAxuNEmr7avnKsq/wFWcen+wvSRN1PVgSaLzj7ORp707ecLXSZ4gjC5gVyuJrbROZHcpiUtiL03bkZsB6EmE2hTvZEG5nfaiNunofdcFOuuJ7OgIGSabSkc14Zz5nF0yhRHFQZPHgNdpQJAlFkjGaLZhkhUyTnSyTAx8JavvbCCVi5Fpc5Fpc5DgyUOQ9n5Uy5uojdl+HjVG2VFSSJBvwGhAFriIZ/f9D4HVJkqYIIQ7Ug3sAOBv4BrAduBF4UZKkE4QQa/eyuw7wA08B1x/Oe9DR0dnDiuYV3PXWXYTjYcZnjeeMyjN4qvYpzh9/PgDnjjuXf278J7cuuBVlIBpClmRC8RB/XPVHyj3lfPPlb7K8eTm3FU5hSe7BZW6OCpXNWi+btF42mbqol/00yAEa5SAR555+niwgV7OSF7cyJu5kXiSbLNWMR00mrxFAvxynW4nSKofpUaIYBvpzdWY/r7paU87lUk1kJMyc3VfE3GAOJVE7WQkLOXHL4LO0vzd1+FidnbynmpaP50SdzrHPOksP92RuISKpVMadLIrk8qK1hU/0J7XdlkQLeNqyixuCVSgD9UdGIkSCv4qtlGLnDm01q+jiFmkSn6DgoK4rhGB7fwdru3dQu72eLV1b2Nqzla3dW+mNpOZcy7RmUuQqotBVyMz8mWTbssm2Z5NhzcCsmOmP9dMT7qHZ30xzfzMABtnAzr6d3PPBPUTVPdkJnCYnXquXmfkz+cb8bzA1byq59lwKXYXYhgma2JuatsNXz0etI0pH50iQZc6ibkcdCx5cwJKKJdy64FZOLT91vxFSQgg2d23mP5v/w9s732Z773YafY3EtTiV3kq+Ou+rnDnmTBYUL8Cw7ZGUYz9qTIYQgqZEP2tijWxQu6lT+9iq+ahX+wha9njBSzU7laqTE6LZVMadVCYcVMSdZEUsKQ6keDj9GtqQQhZG7RRGU8M6E6Mx7EBHZx+omkqGOYNbs1dxr2cL1/nGcVGgFNsBopK6lSivu1p4w9bODlOAXcYgQTmBUzVyal8+i/x5nNCfQ6Z0+JfU+bQoG0PdrI92sjnWRX28l9pYL51qaNAmy2Cj2pnH+TmTGGvLosqewzhbNhX55RjkPfcmAul5OiSzKWU722gl25yqdSbJ+jq3w8B1QAVQJYSoB5AkaT2wFVgK/GpfB0qSNBW4DLhGCPGXgffeJJmY5U7gvL3MJw5EhRvQHVE6Omm0BFtoDjVTFivDYXJ86ON3R8+rQmVO4RzcZje3v3o7JxSdwFNbnhq0K/XsyWwlSRLv7HyHeUXzaPI3saF9A3mOPEo9pVw59Uqq2t7a57UaEn2sjLSxLLqDD7QONmm9xAfCMYwmmQrNQYXm5BQ1j9KInVI1mUGvQLVhQj7krHkBOU5U0rBpChahpIk3D3ceHZ3RgipU3mp9i4VymFztw0tn7F5mpyGYGvbiiRv5qbuGmbEMXjS2DNoVqjYsItnPkpB4X+lipppBqxxmM73kYqFYsvNpKhgvefZ5va5YgFV9u1jua2T5uhZWdG7Dv9fgrNRdyrjMcXx60qep9FZSmVFJpbeSMk8ZTvOh69PG1Tjd4W5sRht2ox1FPnpLCPeH7ojS+VhxQdkF3Hz6zdy74l5+vfzXLHl4CSeWnMhfzv8LYzLGDNoltARv7niTZ+ue5dmtz1LfUw/AtLxpzMifwcXVF3N+1fnMKZyT4sQa6njaHOygNdbPbGcRTsPBDV7rw90837uBN8O7WBFppWNgICoBJbKTMbKbE8x5jAlYGae5mCS8ODES6Roma96H+3h0dI4Lqr3VPLr4Ud679wv83lPLt7PX8FvvZn7SPZ0l4T2zVALBVnM/rzpaeMPZxhprN5oEBXEb46Mu5oazmNmbzcn+PMxir4f2kCdnndFPhxJhWtSLQxg5GHqJ8k54K6/Fmvgg1s5W1Te4L0uxMs6YwSfs5Uxw5TPeksVkWy4FRieGjPR1+dIo6VCMBKNQI+o8YPluJxSAEKJBkqR3gfPZjyNq4Ng48M+9jk1IkvQYcJskSWYhRHTgfT1tlo7Ofnih6QV+U/MbPv/251lYspCrpl7Fp6o/ddCDud19u3lF85hXlFyW/oM3fkB/tJ9cRy5/XPlHrpl+DU/XPs2nJiSX3mlC48nNT1LiLmFsxlg6vpEaFZ/YyxG1K9TD/9o38WLrB7wdbqJHSy5rs2NgppzNjcaJTJMzmShnUNAhp0T2qpHDV/0dmpEP76bT0RkdNPQ3cNN7N0EmVCQcfDJawsWRUvL2k71ub3Y7XqdHMpkeycRoh1/LmwhICbI0Mw9bt/PpcBkvmVs4O5KU4tEQPG9qpjBio0JzUCtfvM/zB7QYrwUbea3mXV7rrmNbKKkbLCMxNbOUz1QuYEZWOdMySpk48asfSt/pw2BUjOQ58o7IuT8KuiNK52OH3WTnGwu+wU1zb+Iva//Cba/cxtQ/TOWmOTdhkA3s8u/i2bpn6Q53Y1bMLC5fzM3zbuaC8RdQ4Dy4UMuXWjdyR81/iURCVFoyebRjDfeMOR+rMvwgVQjB93a9ylM9m9k6IG5eafRwqq2UWZY8pkQcTFQysEt7jo/1pUc96OjoJJEkiTNChZweKuA9Syd3Zq7n2tz3uCBQTEXcSa8S5a38DraZ+wGYGPZwQ9cEPhEqYELMPdg5ie1nIdXbjnZ+m7OJuKJSmnDwH03hx90zBmfNhuNpeSd/NmzlA7kLrU/glczMM+XxaetYZrqKmWLOJtewpyMiu49Mp+S4QGLULc0DJgL/Heb9jcC+e6t7jm0QQoSGvL8RMAFjBl7r6OgcgIvKLmKsayytSiv/3PhPrnn6Gr7x8jf48ak/5trp1w5GBGhCS0sYsy82dW3igqoL+NXpv+JX7/2Ku5fdTWVGJV+a8yXe2/UeT2x6gi/P+TIl7hLEPkKJImqck9/6Jat8Scm4IoOTc+yVzLbkMcOSR1W3AcOQ8kQ5fJosOjrHEyX2Ev626G9sf+4XvGxq5Rf2TfzKtokrDJV8zVeNW0tGg2sIDlZUss7YzxnhAr7nm8KfXfX8wV5Lqergc6ExrDR287y1iWuiYykSNgT7Dhm8tf11/uxbS1SoOBUzizLH8PniE5jlLmGGuwhPSXmKvXyEnFCjGd0RpfOxxWwwc/2s6zln3Dlc98x1/PTdnyIhkWnL5IwxZ3DRhIs4o/KMQ/JO2wwmbqk6nQuVIjShcU7NQyzv38liz/CpbSVJYl2wjTKzhxvy5rCEfMqNnsH9ia5jJ3tFrzHCO9nNWPxlTHYdnONOR+dIISExP5LDf5sX87uMzdznrkOVBHbNwOSwlyt7Kjmtv4DcRDKkex++4mGxagrXdo3lfLUIDcGVee+wytzNgkjOPo9pkcIEpDhfTVRzdu44ZhizB8VrFfvBzeCNBmJqjKdrn8ZhcnBaxWkjVo7R54cig2QG36H0AN6PcOzu/To6OgeBx+zhpPyTmDRpEncuvpNlu5Zx+6u3s/TZpdy97G5K3aVoQsNqtPLcZc8Ne45IIsLGjo38r/5/rGpdRSQRYWbBTMZljuNnS36Gw+RAkRQUWeGva//KoxsepSqziqWzlqZk1tobi2JksruQiwpncHbeZCp39KdE1scl35H6SHR0jjtMionpWdM5LTyOL4TH0SQH+b2tlodd2/ivYxfjYy4sQmGzqY+XdpyOS0vv5EUllTqTn7fs7Wx09BJFZUrcQ0XCybf6J2MXBhQkFCQet+7g36adVKpOroxV7scNBWNMHq7zTONsRyUnVc/G+DGOXt8XuiNK52NPkauIFy5/gWAsiNVoPeiZsbcb36Y10MolEy9J2zfdW4Ity0SiuRVZktEQ9Awn0LQXT42/bPDaavfhdTyFpAQ7jUEaDEGaTEH65QRRWUUgMKsGJAE9xii9ShQSMiZNwaUayYxZ8CbM2KMmjELGb4jhM0YJKAmCSoKonCAuaxg1GVfESrcpwnMF24kqKr99ay2tZ/5Eb2V0RgVmFG71TeKmvgkYhIQBmdjQuJNhWGnvosMY4SxfUdq+6rAHq1DQ7AJ5QGPAJw+frWg3X1DHcb1aBYDF5DmUW9knCU2lMdTN9q5d7Aj10BELENHixDUVq8mCWTbQEw/SHulHkyRMigGnwUKuxUm22UWGzYnDYKE/HqE7GsDf1oY/6icYCxJTYwgE2bZsDLKBB9Y8wC5/Mjntc5c9Rwklh/VeRjFZkiSt3Gv7T0KIPw2xGa5vejAuM+kjHKujo7MPJEliQckC3rz6Tf5R8w8eXv8w/qifaCLKvKJ5+8ymbFbM1HTU0ORv4nPTPscp5adgN9kRQpBh3eMX7g510xns5LsnfZfXdrzG0llL99uXvH/GFYOvY9JHj25XETQrIZqMQdqVCO1KmC4lSrcSJSKpCMAkZLwJM27ViCYJVAT2mBGvaiYzYSYrYSEjYcKtmjAJmS5DlC5DhKCcICypRGSVkJzAKGRy4m4sqoGXs3fxZmYz3gfms+zaZR/5PnR0PipFmp2fBGZwaU8597pr6RzIJHlCJJuAHB/WEWUSMnVmP63GEJcES1kQzcEmDAgEXrFHX7NHitItR7k5Us07xg6ujFUi7+fx/AXv9MHXh8MJJYSgO9zN9t7tNPubaelvoT3YTkewA3/UjyY0FFkhw5JBli0LSZKIq3FsRhtZtiyy7dnkOfLItefitXpxmpz4Ij5a+lvwRXyEE2FC8RDBWJCElqDCW0Gxu5hXt7/KP2r+QUewgwfOewArH16La1/oQ8RDQUl9uMgZA5OcetbSY5q9I5+0psfS9ifqGwCIayqXbnqUrpCfLMXG+jd+y1LvdLIMNqKNnYOdmSCgxVS6RASTGqM0ECK4rQ4tNETLaZjOT7QrdTCrRtLHJsGe1OOC/QYicoLtNj9bHT7q7X1sy+ijwean05zuBDNoyd9xQk5qDTjjRjxxM5pFEJVV/MYYMXnfOgRGVcasGjBoMnFZJWiKo2gSixorOWNbFUFTDNs5pn0eP9qxTxp9a6l1PhyWjPQHv2kvwXJLbvpAQcSTv/k4GtdYl9EjRckUZlryAnwuPoZMYUa2ykhIeBn4fUsSXUSwy0amZGZizzRjyEh9UBu86dFOSlaq3pNp7vQ0Gzn7k2nvqZpKfU89Gzo2sL59PRs2vMvGjo00+BrSUvnKkoxRNg5mS7EarOQ6cjHIBqKJKH3RPvzRfTu+FUnBbrJjVswIBD3hHjShsbBkIX845w/E1BhLKpZQu7l2n+c4ckggH3UfTZcQYtZ+9vcyfOSSl+GjnfamB4b16Hn32q9zFJEdqfVYMg60H9FhjHVGPZIkcdnky7hs8mUHtN3tnLpi6hU4opvwd7+GNWO3fDio7Xv0n0xqjLatr3NZb4iXutaw7tHPM86cSWh722DEK0CkKX2JXbQ3tZ813JxlLJJs58Jygm0WP1stfrZZ/TRY+tlpCbDLHCQ+pL9m1CQyVAtWLZnjKypp9NijROTDoB460EpJAqq7czC91wrXfvTTjhSmQs9IF0HnI2Lypo435tkKmUdhynvCNWRMI/bU86tFFTnsImaCHMOe4GXFYRl8bRAJ/P4a5mdXsbzXT+sYG+NMGZDjSannAEpOZsq2YcoXD/pedvfxajpq2Ni5kc1dm9navZX6nnr6on0pthISWbYs3BY3siSjaird4W58Ed9BX+9gGJc5jglZE3CYHKiHUYFYd0QdNLvXlu4vCG9vG30C83jhf01r+ef298iJwNKCeXTHg+SbXDyRcy4hLc6XW1/iQd96bs2ah4YYTOupCg0JeFu0YUFhwn6yKBwKMUllo83HelsPG+w9bDL30WjrR5OSv1GzqlAZdDG3N5eSsJOisIOCiJ3CiB1X3IQyIHwZR0MgMO7OBjHw0xUIgkocnzFGj6YSlVXccTPOuIlor23QfjdhVFRJYFWTsw2Vf/kSWw5SoH3kGVp3P0ZpYoRIfulD/x+r7H0fH4LX5FaeVBrJli18LlZJjxQjT1h4OHwiIRJ8w7KKh43b+GqsOrWeo6Gg8I7UjhUD4/Ec5tsR1HbXsrxpOR80f8Dq1tWsb19POJEcrciSzNiMsUzJncLF1RcPZlgp95aT58jDKBuRJAlNaMTUGGbFnDbzH46H6Qp14Yv48Ef9uMwuMm2ZeC1eLAZLakIGTaU/1o/HkrzPTZs2jZATKsko/KluJKn1NJRqYNNBHHuhJEm2ITpR1UAMqB/+MJ3Dw4d5Duj9veMdSZLwRXyc94/zsIp+3CYbm3uauHXGBTiMqQ7Kv+54jzOdlcyxFVBlzuRJfx2fdleTJ8n7jLY6EEE5QY21l3XWHmpMPjbbfDSaA4iBU5k0mdKIg4qIk0W+fIojDoqiDnJjVrLiFrLN6RnwAGKShkEk9/hVlR5DlG5DlC5jhB5DFL8UJyKrZMUtZMUtxHusmFUFi2rAohqIyir15gB+U5RZ7YVkh+0U3X8TNTWHL6X7EWW4Ps/HBb2/l4YkSfSJGJfzBlYU3KqZWs3HV4yTcUip0VOPhLdwhqmEOZZ8qkwZPBXYyqXO8VRIGYdczxNago0dG3m/+X1WtaxiddtqajpqiCSS0S0SEmWeMsZmjmVu4VzGZIyhMqOSIlcR+Y58cuw5w2bAS2gJJCQUWSEcD9Md7qY90E57sJ32QPtgf89j8ZDvzCfDmoHVYMVqtOIwOZAlmW0929jeu51ZBbOYVTCLzZs3o7Yf3jRYuiPqoJGG/D9UG51jiS8v+wsbe3dx+ZiFbNqxid80vU2lNZOwloxqsslGPuuZxM1tr3Br1ryUEE1FktFQeULbzneUZKSDX8QwIzDy4VM9xdFYa+7hbWsHyy2drCnpITowA5YXszLO7+XUriLGBjyMDXooDNsHnU37wyCGt5GQcKgmHKqJrGhqI9c9jBizSUttTmTrseKEgvS6+zGqw7sfnEP/H6scwn3cZlzFFsnHxWoZdfRxn6mOcs1BeGDWx4aBS+Nl3G5ZzVdj1an1fKCOPSHt4NvaVAD8xHAKM8ZDSOkmhKDO18IrTet4ramGd9qX0hXqAsBldjEjfwZLZy5lSu4UpuROoTq7ejB1+P6QJRmLwTLsPqvRSrG7mGJ38QHPo8jKoBMKQNNGMHnb6BQrfxr4hSRJFUKI7QCSJJUBC4DbDuLYH5AUNX9o4FgDcCnw0u6MeTpHig/zHPgYPiuOc4QQPFP3DP/c+E/KPeV8ac6X2Ny5mWl50/jNrJMJxMNc/erveGjL69w4+SxUoSEjIUkSFsXIrniAR3w1PNe/leZ4PyZJ5gbKiaBiPYjhVlhKsNzaxTvuDt6zd7LF4kMb+HkVRG1MCHk4u7uEsWE3Y0MuiqOOwQmRZPlTf4sSw7fNpr36fA7NiCNmpCS2J2+emhpUS2d3el8utzs12uOY6u8db32eD8Pxdu+HcB9CCP5HE0+JRkpw8HmqqKOPSXj5qTSbkElwQ+wd/p6o5wvGCan1XDLQogV5xL+R54LbaE4EMEoKX6eciJbYZ0KqvdGExurW1byy/RVea3iNZbuWEYwnIyU9Fg8z8mdww6wbmJI7hUk5k5iQPQGb8cPrhxrkPW2O1WilyFhEkStdYmJ/7J1NHo5Mf093ROno7IefzP4MDmNy8LYp6uA7Df/jc3mz+FnjG5CRFOhdbC/Fp0ZojPWRL0loQiAPNIovaU10E+VJbQffFB9QhpNvMYncg1xf2yFHeMPUxivOVt6yttMvJ5AETIp5+HRnJTOCWUwLZpATtxLs10XwdHQOhe/Ep+Ag2YGoV/v4oXk9l8XL+Y1586DNSWouPinGTilIOS40xKBD6iWpmR4pyn/lRm6TVlIuHHxPzCVXOrjOQ0iL83Z/Iy+9tZLnGlfR2N8JQJkzh7PHns2JJScyv3g+47PGH7SGnc6IcT/wJeC/kiR9h2TIzF3ALuCPu40kSSoFtgF3CiHuBBBCrJUk6Z/AbyRJMgINwBeBcuDyvS8iSdIsoAwGZxuqJUn61MDr54fJvKejo7MfrnrqKloDrVw19Sre3fkuv3v/dzhMDuJqcuLRYbRy2diT+NGqf3Hj5LMG/ODJaNO6/nb+7athiiWHz3mn8kawkbjQODn8DD8wzmShkj/YLxyOL+e8z0v2FqIDmpszQplc3zme6aEMpoQzcASHTCJ8jIJ4dHQOJzeIZbQT5tNSBe+LTu6nFjsGdi+6dUhGLlYquDu+ji8YJyANOKE0Idiq+ngqsp2p5HC1azJvhnaREConrL2PH5edziJ3+X77aPeuuJc737yT9mA7AJNyJnH1tKuZXzyfuYVzqfBWHFJU1bGM7ojS+VgR1+I8V/cc/6v/HwtKFnDpxEv3W+kdRgua0Lh7/TP8YcP/ONU7hsmOfLxGK28Fd3KSPblQ/mR7KS8HG7iSImRJol0LkSvb2CB62CR6WSTlc6s8lW4ifEtZzZ3qNAqx7zOrCsDXXCt5zLYDgJyEhbODRZwczmN+JBuPZkrTiNLR0UkihGCzbzPLLBuwCYXPR8diZ98zVQ6MaAjuMWzmr+Z6TkrkMlHz4BUm3lU6WKAms+AtVHN5w9BGOS5kJNoJk4uVGnrZhI+TyOMb2mR6iHJbZDl3WeZQJDv2mcYb4PGejXxhx9NEhYrNYOaUosncOv1ClhRPpdKdN6xGlM5ejDK/nBAiKEnSKcCvgYdJhsy8CnxVCLG3KrEEKKTfweeAHwE/BDzAOuBMIcTqIXZfAq7aa/vigT9IOq52fNR70dE51hFCsKVrC3mOvJRIzuH4/Vm/x2l2AlDhreBPq/7EDbNv4KLHL+L3c5cA8MnKeXzxzT/SHvKRLcloQkOWZG6oXMQdhqmDzqb/9NXyRN9mfm2ay2wlh8RAVMW+yFItfMZfzimhfKb3ZmEZEnW+/xQYOjo6bYSJoVKCY792P5fm4BxYclcmnDzEVq5hHFfz1qDNuYZSbo4to0OEyZcsgwEGX7BO4g77XIzu5CTjk4E6ngjUcu/4i5jrLCYh1P12STKtmSwuX8zZY8/m9MrTybHvO8PyxwXdEaXzseKna3/K4w2PY5AN3LPiHu754B5+f9bvmZo3dVj73Z2MHKub+6su4pXeen69622qbNk82V836IjKM9jJUpINU43Wwy9j6/iLZTHXyeP5mjIFVWgoksx31JWsl3p4Xm7mOm3cftUlFsRyKFcdnBzNZXzAvU+HlY6OTipvt73NjctuRDFLqJLgQXM93w9P5ZPx0mHtd0c3ZQsLvw3P4Q1DG/eZahmjOXnW2DToiMrVLGSK5BKEjfTyK2UTD6gLuE5UcYs6aUAvSua78mrWql08l2hkqWnifievp1hzWZo9iyXuCk5ZfB4Ww7Er8D8SjMbZQyHETuCiA9jsYJjmXwgRBm4Z+Nvf8VcDVx9qGXV0jnee2fkM92y8h5ZQCzajjaumXsUtJ9ySttxkN06zk4SW4K437+LBtQ9y7rhzmV0wG4NsYEV7PbNzk8ctLJjAy7vWcZlnArIks9nfygRXPjF8aJpGSCSYZsnhhsyZFLckCIh4mtbMUL7fvacPGj9M0U4CQUBO0GOI4lNixCUNm2bAqikkJEFC0ggaNUJKgty4lYqIc7/OMh2d0cg2/za+t+p7rDesB+BULZ8vivGcwvBSA07JSEJo/EJs4FG2cQZFzCATAxKrRRezSCYqmq/k8brawmV4kSWJ2kQvVQYvQojBej7VnMMN7ulUOYsJqFEcyv6XqF466VIunXTp4f0ASOp8doY66Q510x/rx2a04TAlHXJxNU44ESYQC2A1WJmeP32fMg0jge6I0vlYcUnFJVx1wlWcUn4Kf9/wd25/9XYWPLiApz79FKdVnJZmvzvE8nPjTiZR30CFNZP/a3qXkz2V1HTt5Bttr6FIEu+HW7g9az74+pkoefmLZTEALik5qFQkmT4Ro0/E+IY6if/Ku7icCmwY9hkV9cnInuRJ6keIw+4zRGkzh2izhGg1B2m3hPAZowSUOBIS2VEr9oSRgCFGrylKiyVIsyVIQcTOSd0FnNCbR2ksa59aUjo6o405OXO4Y8YdXPz6GnbIAb5jXcMN9vepi/j5ZmRSWn3b3fn+jFqBUDXKNDt/NNVxYiKHLUof3zGvQUFipdLN16LVYIRqPDygLgDAORBtpSDTRww/MW4zz+DJRANXGKuwSYZ9ClmOt2bxs+LkbLvpIzihQvEQu/p2sbNvJ419jTT6GmkPJgUpo2qUXHsuOfYcQvEQ3eFudvbtpL6nHqNs5KyxZw0uAdwdEXBMIDESWfN0dHSOAWyKjbGusXx38XdZ0byCB9c8yEPrHuKv5/+ViydenGYvhMAgGyhyFfHExU/wxMYn+N0Hv2NC1gT+Wf/OoCOqwJ5Bns0DwKreRu7f/g5/mHk5kpRcwuPAxPJwCxcmqngmvo3/qo2cIOcwT8nl5GETah46MUml0RJgm8VPvbWfHZZ+2k1h2k0huoyRQR3Rg8GdMDE1mMH4oIcxYRcZCTOuhImw3YpRk8mM2jBr6RIQQl8nqDOCZFuyAfi2OhUVjQflrXxKfp0vJMZzlzIrTatTCIFBkinAxoNiIU+zkz9RyzjcPEnjoCMqT7KSKyVlVNbEO/lLeBP/51qEJEnIsowDE+9HWrnQMY4Xm5fxn+6NnOgqZb6rlLMyqg7rPWpCY2ffTjZ3bk5m0evczE7/Tpr8TbT2t6Zl0tsfJsXEzPyZzMyfydS8qRQ6C/FavThMDiwGC5nWTLxWb9pxQohDFmTfH7ojSudjRZWnikljJwFwzfRrOGvsWZz+8Omc/fezefxTj3P++PP3e3yJxcO6QAvX5s/mamUMP+1ajkDwh/wzcStm/FovFjl90CmEwC2ZCJOgHCdeTLwrdbBEFCAh7XeJ3ochJMdZ6+6ixtXNZkcvm509dJkjKTZmVcETN+NIGFEljQ+87QQMcZxxI+6EmYKInZO7C6m3+/hjWQ1/KK/BmjBQ5c8gI2bBHTOjRo0YNJmCgIsZbYVkRvZo4fSbImz1djH2I9+Njs6hYVEsXFR+EZmvbSJTNfNs4BRuta7iN5bN9Etxfhievt/6ViTs1Cg+rohX8tl4Bb82b0IAv4nMxoWJCAkswziRBQI3JkKolMtOvJKZdxKtnG4sRpKkw/YQT2gJVreuZtmuZaxqXcXKlpXUdtWmDAhkSSbHnoPH4sEoG1netJzOYCc2ow2v1Uuxq5hTyk/BF/Hx4JoH+f2K3yNLMlNzp1LqKSXblo3daMcgG8h15HJq+alMy5s2WP6EluCZ2mco08owygcW6NTR0dE5mpxaeCqnFp7KpEmTuH7W9dy5+E4ufuJiLvnXJfyTf3LJxEtS7He3bdfNvA6AHHsOv13+W84ddy41O5/mi2/8kYgao8Hfzs9OuIL36tZwQmYFM2fuibTdvYTnUvcEvtP+JqeSy4OmRbyg7uIv8VoK5ImM01yHdD8CwRZrHx+4Othk87HJ1kujJYA6kClZElAYtZMfszGtP4s8YSYrYSFTNeNWTZg0mZCcICyrGISEARlzLBkh1WgOstrRxQZbL++62gfPuTeyJlEecDPG7yWvz4NJVViX3UZCVnmIWw/pnnR0Piouk4tHFz9K/j9/AsCX1WrulNfyR7bgJ8a9hhNT7HfX8yul5CglW1j4I1s4gyK24OPm2DKiQmWHCPAD4yzej7cx15jHdOOiwXPsrueXOMbz3a63OSNnAo9UXcJzPVu4v+0DKixeJpIq6P9haPY38/L2l1nRvIJVravY0LGBUHyP7GOuPZdybzkTsyeypGIJeY48cuw5ZFozcZqdhOPJCChJkjDIBqyGZCa83kgv7+58l/ea3uOv6/5KYEVg2OuXukuZnj+d6qxqCl2FrG5dzdO1T/P0aU/jMO5/6eOHRXdE6XysyXPk8cbVb/Dpf316n2t1+2Nhlndu5Z+1L7Oqv5lFngqKzG7MwRDfy16AJEmsjbRzVfMz9MT6+YpxMnPk7ORAdWDgKUkSb2gtlEgOZosstmp+/iBvYYvo48ui+pCdUALBZquPt9xtvF3RwTpXF6oskASUhVzM6c1lXNBDfsROXtRGfsSON25OHTwLUoSX9x4ndxsjrPJ0sNLRxVZnL3XOXvzGKDFJI6FoJAZm2yp7MxjfmYssZF6uqOXcrcNlL9fRGRkUZH4RnoVTGMkU5mHrW4A4K+VunrI0sk7pZUEimwLNihmFb0aTUVQb5F6WWt/Dr8T5slbNbJGFBWXQISUh8abURgl25hhyqdP6uDdWwxatl1uY95GcUE3+Jl7Y+gIvbnuRVxtexRfxAVDgLGBm/kwunXgpYzLGUOIuodRdSqGrMCVrCuxZajyUcDzMOzvf4e2db7O8aTlbu7eybNcywvEwCS1BOBEGoMRdwqLSRVRlVvHg2gdxm938bcHfDvmeDgt6QJSOjs5BUOgq5PWrXudn7/6Ms8eefUD7Mk8Z69rXcdPcm7i2JIufr34Su9HChRVzOfnJ76LF4yzKHsf8zEouKJw2KMEAsNhRxi+63udaZQyFsp2LpXK2CB91iv9DOaJiksb79k5ezmnldXcLbeZkW5wbs1Id9LCkt5CKsIvKiJOykDtFW8psO3A0lBpPNqCzgtlc1FMGQEhV2WUO0GeI0WeI0xmQiMoqzfZ+trp6WZXZRldRQ7IcQQfnb5tw0Pejo3OkMaPwI20mU4xZVEueA9qX4GAjvXyB8VzJGP5P2oxdMnCOVMrZ0RcgLnOisYB5pjzONZejCg3TQF9usa2EX/Z+QIUlgyKzm0uzp7Ap1MGmUAcTOfh6IYRgQ8cG/rvlvzxd9zQrW1YC4DQ5mZE/g+tmXEd1djUTsiYwMWciGdZDj6y8YPwFQLI/uMO3g45gBz3hHoKxIJFEhNZAK2va1rCmdQ3P1D6DKlRcZhdnjT0Lm+HDZ+87EAfliJIkaR5wJjAPKACsQBdQC7wJPCWE6D3spdPROQpkWDN46YqX9rnfZjCzvb+DMdZMbi9dTKklGbKoEhocWP6q+wOqzVlMihbxaGIra6QuvmKajIYYTK/rwEgfMe6Vt/CIvI12wpwocgFIoGE4SNVdFcEHli6eLG7iVXcLnaZkxNP4fi+fbapiTm8uk/2Z2LSDj1LYly5AZtzC6Z0lnNRUnvJ+d78RgWCX08fygl2sy2nl5Yo6EorGgl1lnLizfNjz6eiMFBISd0Sm7XO/FYVGKUCF5uCWaDXFwp5yLMDvzFsYr7qZJmXyD3k7a0Q3N2nVqfVcGOiTYtwT3cDD8TratBALDfkAJISG4UNkvavztfCvzT/kX5v+xbr2dQAUu4q5aMJFnFZxGotKF5HvzD/o8+0rm4vVaGVJ5RKWVC4Zdn97oJ3ntj7Hc1uf48VtL/Lw+oeZVTCL7530PUTs8IdqHyy7s1bp6OjoHAxmg5nvLfrePvf3R/t5d9e7PFbzGKtaV3H22LPJc+Rh6FO4dcaFGGSFu9c8xfnlc7it+CSeal7Lt2ue5LTc8ZgleTBSYoolh6UZ03miezuXGioJiASNWj9L1YoDljEqqbzhbONFVzNvONvoV+JYVIX5/ly+1DKRBf5ccmLpmZeFODxtoVkojIm4B7c7O9N1bzpVlT5TlLyQQ9cv1RmVfEap3Oe+fhHnAzr5j9jBOnpYQiE5WDFIMl81TMYgyfw2voGzlBK+6Z3LM9EGvh9YzmJjEQ7ZuKeem7NZ6p7GY53ruSxnGgE1xo5oL7c4Fh6wfEII3m9+n39t+hf/2fwfGnwNSEjMLZrLT079CWePPZuJOROPWKZkWZKp8FZQ4d13mxRTY+zs20mxqxizwUxNTc1hL8d+HVGSJF0FfB2YCPiB9cBWIAxkAHOBK4DfS5L0OPADIUTDYS+ljs4IosgyS8efRsKQ/Gk3hHu4p3kZ3f0+PuUaT4nRhU0ystQ7HXsoQK5k49PRV/iKaTKKJA9GRTURZKXWSY8U5i51OuulXnqIAhyUE6rO6OdfjkaetO+k3RDBqiqc5M/j5JYCTvTnYu21H/AchxMJiZJ+LyW1Xi6pnUJUCMLGGM7Y6BHB09E5WBRkrlLHIOLJWeRGKcD9pq30SjEuSBRTpNmxCQPXxMaQqVjJVS1cZniLm7RqFOTBqKgmKcQqqRufqvIjy1zWqV30iIF6fhAdiq6wn8e2vsPDtW+wsnMbEhILShZw95K7OWvsWUzImnDUnS+5jlyumX4N10y/BiEEHcEOcuw5SJJ0RDomOjo6OiOBzWijobeByTmT+elpPyXPkce/Nv2Lf6z6JTOyK/jM2IVs9bXyqcoTALigcBpPNK3kWxue4pfWuahoIGRkSeI7OSdyZU8bN0XfZZnWzqcNleRr1mGlGASCNeYe/u5q4H/2ZgJKAm/CxOn+Apb4C5jdlZeWSW8ksSVM2BJ6Yg2dYxMbCo0EqMbD95hOrmTladHIf0QjUxNZXKyUs13zc76hDIBzzeX8O1LP94PL+aVzYUo9/3bmCVzje5Xrtz7FO/4dXJ4zjUKzc59SDE3+Ju5fdT8Pr3+YBl8DJsXEqeWncvuJt3Nu1bnkOfKO8qexb0yKaZ/JHQ4X+3RESZK0DsgB/gZcCawVw+SgliTJDZwDXA5slCTpc0KIfx6h8urojChPdtbw7YYX+XTOVBa6xvGjrmX8MOckloebB22mKpkUSnYeitdyBWOIomFBYZGUzymGAhzhZMNkxUCt1DeYaWs4OuQIz1qaeNy7gw1mH4qQODmcy3d7SjihpQCbtqcKB4/A/SYk7aBFyg1C1p1QOscFzxqa+KF5PZ9MlLAgkcMvzBv5TmQKK5SuQZspZFAobPxNqudKxg7W85NELqeo+XjdyeUXVhRqNV/Kso2hhLU4L/Zt47EXXuL5xtXEtQTTssr55YKruXTODyl0FR7R+42rcYzKwUVQSpJEriP3iJbn4JF0sXIdHZ3DhiIrfHH2FwHoi/Sx+KHFGGUjN1efxj0bXsBuMKNIMv/ZvpzTJnwSgB9PupATXv8pd5RPwzmQNSukxdkV93OPaQGNop87pVl4JDORYXpqb1rbuDtzIzVmH3bNwJl9hZzjK2ZeMHtwkjJ2mKKddHR0kgmkrmEcAH4R43zxMgZkbmQC96t12DEgSxJPq40sIRlZdadjHif3/Js77HPxDIiYh7Q4uxL9/GnsheyI9PKT8jPwGpL7hjqhdvbt5Cv/+wrP1D6DJjROqziN7y/6PheMvwC3xc3Hlf1FRP0F+IMQIrIfG4QQfcCjwKOSJE0FRo8rT0fnMHNGxjjOzKjCqhhRO3q5v3ctY00ZVJuzuLdnFd8gmSnhRuNE7o9v5gplDBZJIS40HBgxSjLLpRYmCQ/zRQ7zRU6qKNMA6w293OVcz3JTJ5oEE6NuvtczhfMDxWRrSWdPUDvyHZOVng5+OnYVU3pyOLOlnBm9uXqGFJ3jnlMSeZyayMM68Ih8yLSNMZqT8ZqbP5u28k2mAPBFbTwPyHVcqY3FgkKcgXqOzPuJdibLGSww5LOA/GGdUCEtzhd3PMvzfVsJaDFyrR6+PPksrqhaxJSsMgDkI+yEAnh9x+vc8NwNLCxdyFVTr+LkspOPSHaUw46ErhGlo6NzRHBb3Pzk1J8wr2geWud/8EVDbO1r4YfzLmPsIzdwZ8XpZJkdlNozWZJbzb/9tVztncKr/Q0sbXmBEqOb2XEvnzKU45H2ndY9KmmoCO7qnMaF/SWYQyOT/KHdGMaVMGLS5YN1Pka4JBPfEdOYLSWz7/kNKtuEn+8aZzA9/G/u0MJkylZKFCenmop5MrqNzzGDV0ONXN/+IiVGF/PVSi7JmjzohBoOr8XL2ra1fH3+11k6cynl3pGRMGn2N+O1erEZD7/e06Gwz9ZGCPGbD3syIcQ6YN1HKZCOzmjGpiRDkWsCbVy1/e/EhcbrwUau8Uzh5rZX+IYp6Yiqkj0USHZ6RRSvZOa72kpcmHhaa2Sa7OX76jRs7LuzYUamQ4nwleAEzo0UMSZwaFlWPirzevP449rFvO3s4JHyjTgSRsb1ZxAwxnDE9bBsneMT28CjcZPs4wbr+yTQeMvQwRWxCm6zrOabWtIRVSVc5GOjlyhezHxPXo1bmHha3sn0eA53mmfvt55bJQPbor1cnFHNRd5qlpx6AQb56C+/OL3ydN64+g1e2vYSP3nnJ7jNbqbnT8cX8eGxeI56eT4Mo95ZpqOjc8wyr2geAD9b/R/uWvkEpxZNYXFvM4sLJ/Ojzc/z62nJzHs5ZicVsgefGuGB3nVclzGNa73TWFr/X9pEeGDqYniWhPI5PVQwuB0/kje0H57z7uKfmdspitq5pKOCU3wF+9QP1dE5ntjthPqNqOEXsQ0sUgpYqOVxkpLPz4Kr+LkzmXkvW7ZSrrjwqREe7FvP591TudY9hRv73qAtNnwGut04zU6237R9xPssj9U8xh9W/YFKbyVLZy7l/PHnHzEdqoNBd3vr6BwCmUYbX82cw9mOMXyt/RVOsBbhViz8Lr6BzxrG8UJiJ2WyEy/JWbDvSNO4QVvGHcoMTo/vCRocTisAoCrh5s2uMwa31RGKQtIQ5MZsnNNSyXOF2+gzRtni7OHv47ZSl9HF9PYCPrNpGnZdK0DnOCRTmLkxVsUZ8QK+ZVnDHLJwY+QeeTOXaxX8T26mXDgG6/m3tSncKC/ne9o0zrGOHTzPMKvagaQT5Z0J1wxuj4QTCpLZU4pcRVwz/RoeWPMAXaEuVrWs4p4V9/B+0/ucXnk6Pzj5Bx/r8HEdHZ2PL2PdBay79Nf0RAL8Z/t7TM8uZ9Wuzdy24T/EtASvtG/mszlnoQlBY7yP3xQsIctgw42JBs1PhxwmRxo+WmK0iH1f0zGOyzsrWWbr4LGc7cwMZOFX4rxWvItxfRmM8x96pi4dnWOBSly8azmfXhHjaXUHU+RM1qm9fDfwHjGh8VqsiSus49GAxoSfX2efSpZixa1Y2Bbppj0WINfk2Of5R9oJBfC1+V/jxjk38lrDa9y38j4Wli7EF/HxesPrzCyYyYz8GUe1PAftApMkaYIkSd+VJOlPkiT9bcjfQ0eykDo6hxshxD4HhwdDnsnJZe6JuBUzFzirWB/p4AfZySwJZ4Wf53W1hVOVPUtqaujFg4kz5WJ6ifKS1EyIxEe+j4MhIidoMwfZ4uhhhaed17KaeCa3gU2OngMeu9rTwXlznuXHE5eTOZCl5Y9j1zK1o4A73llChz1Aq6P/SN+Cjs4h81GWkuYICxfHy3Bh4pxEERsVH9+KTAbgXMOrvCG1sVjsyVpXgw8PZs4URfSKKC/GdxISR6eex9U4bYE2ajpqeLvxbZ6ufZqH1z3Mfzb/54DHvrnjTcp/W841/72GfEfyfm5/9XZOKz+NFz/7Ijt8O6jvqT/St3BoyNLR/dPR0fnY8cnKeVS685idOwZNCGwGM/dM/wzVrnwMksL/Fn6FaksWGQYr82yFXLHraaZuvZ960cc6rZs7Y6t4IrH9qJc7Kql0KxF8SuyAtkE5gVkonNSXzy5zgFZTiB5jhM3uLpYueIE1GW1HocQ6OiPHuVIJ5bKLGUoWGkmNz187FzJeycCAzNOec5hgyCBDsTDPUsCVbc8xrfGvbA13sSbYyncbX+axzqO/MCyuxukOddPS33JA20AsgMVg4ayxZ1HfU8/Ovp10BDv4oPkDZv1pFq83vH4USryHg4qIkiTpSuBBQAAdwNAW7WMlGqNkps4KS5YBgeb9qmnpjBb+s/k/XPfMdeTac7l2+rVcNe0qsmxZKTa+V99hS6yHqeacwfci2zpTbCJtyUxYPZYW+iy9TPdpVLaWMd+YQ17cioTE9kDSRphMvD6tlfsatvJEfj3OhIlH47uY5svmjJ1j0iKjNC1VT0BR0qvYUMe6Zo2wxdlLnd3HNnsfDXY/u2z9dBujw34OSzuqmNfuYmiQQyI8cD4Ep5OJq3Mmv3XUcueWeTyZv40s1czpLcm1zVO7c1lVuJPq/gyKCkMp5wklQtgMo2MN8qFgOePA6Vd1Ri+N/Y1c5n6ZZkJcLMq4QqtkbMSZYmNwmVipdTJLzt7znjtVcN+Qnawgij9CItDHOQVz+eTMiVwV7KbIloEkSSiVVwEw1d/ETX9dxMunnMu9K+7Fa/XyglViYcmCwYxzH3VGLKEl2NixkTVta9jQvoFNXZuo7aqlsa8RTWhp9pNzJvPJAVHd4dCExuLyxfzl/L/w47d/zMMXPsz9q+8n15HL5VMuB+DkspN5uvZpZhbMTDt+xOu57hvSOYIoWUMekOaBZ/Pwj1WdUcYW3xa+9sjXyLBmcNOcm5hXNC+tDQ79/WtpxwXWNKfatOyZUNiZuw5vxItve4jZwGy8+FhFUyC5DPtyxrHa6+bF/B18fd18YrLKS4UNvGrvpLguH4uWOvRS5AMPocym1LbdalUJyQmaLAGazEF2WQK0OgM0mYJ0GiJ0GaL0KTFicvK4K3oruKN9OvbcfccfPG9q4tu2Ncztz2ZxII9SyYYnYSK43U6vKUpOwEVcTX52VVWpouvhA97B6MY8q3qki6DzEeiL9XG3aQU7RD+fVcZyvlzKcNXKXOhJ2ZYd6VGKckZSCsW/dT1VzgLGfvZv7I5v37sP93sheH3H6zyy/hEePP9Bookof1v3N2q661AX3YL5MGkwJbQEO3w72N67nW0929jeu53tvu00+5tpC7TRHe4mMLAssNRdyo6v7tjv+f5Z809u+t9NLC5bzDljz6HMU0aGNQOHyUFnqJPKjMrDUu6D5WCX5n0X+C9wrRDCd+SKc6wjSPaKd//XGY20NrVSZC1C0iS+/vLX+d4b3+PG2TeydOZSANa1r+PWpkeQJYnVhVcOO3DsJsKTtgb+a20iJCX4Zv9EOuQI77t8nOTPS3EqiYHlbad0FfFo0RZ+UDOf4rCTt7KaeaqwnjltRXgPIdtcjynMGm8HazI6WO/pYIfDjyYlW1533ERF0M3JvgKKo3Yy4mY8CRMZihGHasSpGvGq+15OF5VUzAOpgueFs3nE1Ei7OcQLuY3ctnXPYHSrp5tSvwdILh9UBu57o72Hf679KRt9G1mcv5hLKy4l25qddh0dnSOF/f/Zu+/wqKr0gePfMz299xAInYTeOyooFoodK+ouKq5iWde17c+ua1lX14a9N0QUsAIiAgoovXcCpFDSe6ae3x+TxFQIkELg/TzPPJO599x7z01yZ86895z3mPywB0fQ1zeOdzMW84ZpO+fa4rjD0Y0IbeOQKuVF1zYW6HT+UBfSUdXOw5btKePb3L3MLNhKkcfJoxEjOOgqYlPaOs6L61XtvUFrTXxgPBd3vZjnlz/PZ5d8RsfQjszdPpc3Vr/BuM7jiPSLrHWMoylxlvDb/t9Ysm8JS/YvYWX6SkrLo8U2k41u4d0YFD+Ia3peQ4x/DGG+YYT6hBJsCybIGnTEHE9lrjJsJu97zxntzuDdte+SWpDKxxs+5rULXqsstypjFckRyQC4PW6M5UMIV2Ws4un1T7M5t4Wuc3VydHUXpyNp77UGeY48VqetxuFx8PmmzxnZdiSvX/A63SK6VZY56Crmzfx1XOLfhWRreK19aDSZxjLeD97FIr+D9LSHkG9w8L+EjYzIjaFvYTgKhQeNAYVCEVPqT47FTo6llFCHDxa3AYfBXSsI1eDzMNvZHJjN1oActgfksicgjzRb9WBQkMtMnNOPKKcPyaUhhGoLgW4zAR4zXe1HHlat0VzlSGSoK4IHWceV2e0JLm8jLo9OI6bYnyC7tdY2CoUTD+uy1rIhdyNj48cS5XOyzKoqThdKwwJbEQYM3FSylEdYzVPGAUwwtK0sY9duPi/aglkZuNKva619aK055C5m+r7fmZe7g37+ceS6Srj/p/u5oPMFDE8YjlIKj/ZgUAaUUiQGJ3Ko+BAHiw4S7R+NzWSjzFV23InAy1xlrDmwhlUZq1iVsYoNhzawNWsrDvef/X+sRiuJIYnEB8bTKawTEb4RhNhCCLIFEeF75PaX1pq/9v0rZ7Q7g7vn380tA24h1Mc75Pab7d/QPqR9rX1UBN+cbifrstexIWdDo17nDX1HjAamShDqaFSNZ3EyGhUzihHRI7zJ2SLh6V+f5vnlz/Pcsucqy3Qxh/JM6Mh6v+T4YcauPNxS1Imz7DG87reDfwWtI97Hn6VBBzk3N57+RRG48FROvzs0J4bP43biLL9DlVgcSJjDhls1rEOhGw+bgrP4NTKdP8IPsCcgDwAfl4keeRGMzo4nuTCULkUhhDtsKBQ+vu5q+zDbjn4sN5pvAlIJcVsZXRxDqrmYIJeVX8K9dwgH5EVR0TdsTeQBJm/tDVQf5/ufthsY4n8Fd/e8myfXPcmcfXOY0nVK65iJS5wSwn3CmTl6JgZlwDLjYd5VO5lu3MaPvn/e6Q7QZh439CcBvzr34adM2LWLu0IHMjagPS9m/8HfD/1Ex+I2zDuwkUsSBjIyqgsujwuTwftxel6n83jpj5ewu7xdJpIikoj2i8btcdd5jLrszN7JnO1z+H7n9/yW+hsOtwOjMtI3pi839buJAbED6Bfbj06hnSqDQsfK7XHz+abPCfcNZ1zncaTkphDmE8bsbbMBOCvxrMqy83fP5/EzHweoltTyH/P/QU//ntzdQ65zcbqR9l5rMDhyMD+e9yMe7eF3++88svgRer/Rm5v73UyAJYB9+fuYufdznNpNgimwzkCUQmHVRiLcVl7NGMTrYTtY5pvJ4OIYvojazcLQNO7Z17vaf4JZG4gv9efVpNWcmdGWLxO3cV5aw3sa5JvtrA47yKqwg6wPPUyqnzcFgtLQtiSQ7kWhTDzcjnZlAbQp8yfO7keUrUZPqwZMvqfROPBgxfs50s7jT7C2cNBSSoLTm+tme3A2Y9ISsdYIolXccJ0evo2tuz7CqIwszFjIvT3vJSlEehiJ5hNoDWLuOXOxGCxsn/t3nnCv5Xr3Ys7zxJOsQinAwRzPPg7lljLBp32dgSilFD7KTIzZn0+6XMHzaUv5JT+F87ucx/RV0/lq61f8d+x/q3U0sBgtdAzpyF3z7uKK5Ct4YcUL/KXPX2rtuz52l53fUn/jpz0/sWjvIlZnrMbp8U5XEOMfQ+/o3oztMJZuEd3oENKBxJBEYgNijzm5uNYah9uB1eQNJncI7UCoTyip+am0D2kPwB8Zf3Btz2vxMVfvJVbRlntq6VP8tuu3Rr/OGxqI+g3oBiw84SMKcRKouIi7R3bn44s/5v9G/h+L9i7C1+xLuG84Q5f9gFnV/wXPhpG/FnesfL3bVMh/8vrRdV8EX4al8ESbdczeejYmDJV3jQbkRXFlWmfeTdzM3dv78lXcLopMTkLs9U/r60GzMeQwi+L28UvUfvKsdkweAz1zI7h5Ry/65UTRuTAUkzZgszb8i+4RfzeASRt4K3QH/w3fTKTLRnJmJGEOG33zIipz7vwelUZImY3okoBqQws9aCIcNvqG9SXIEkRb/7bkOnLJd+QTZJFkx6L5VFznYdi4R/fgr8Ud+d6UBoCfNjMqIJ5wVX9vRJsy8bfQP3sA7nDkMj3mXM4YMZZ3di7mjpWHzJp0AAEAAElEQVQfsXbcE5gMpsrgy1mJZ3HnoDt5fMnjvHzey0xfOZ18e/5Re0PtzN7J55s+Z8bmGWzO3Ax4h9VNGziN0YmjGZ4wnABrwBH3cSwMyoDZYOa5Zc/xr5//RWxALMMThhPtH82otqMqz+fbHd8S7R9NYkhitQCTR3uIDYilb2gLX+eSt0kIcQQ2o/c9flrvaUzqPok7f7yTl/94GaMyEmQL4rrA7kwL7ksHS0i9+wj0mLk+zztAx8dj5IHMnsQfCCHXZOeyngsYlB9Fn6I2OJUbszYSbvfh8n1d+DJuF4ti93Hztr70y46ud/8Aqb4FLI5OZVlEOluCs/Eojb/TTM/cSCYcaE/3gjC6FIbg5zbj41NXe6/20OyjcaP51JpCoDZziaMtq43Z2D0eskzeGyl7LIWUmpy0L6j7d7PNms9a3xz+1vkhuod25/9W/R+bcjdJIEo0u4rr/GxjPGcaYnnVtZlnPRv4Qafhh4lBKpK3w8/hDGt8vfsIMlr5W8QQAHyNZp5udy79h/ydrJIser/em9GJo7mg8wU43A4sRguxAbHcOfhOXlv5GjM2z+C5s59jdPvRR6xnbmkus7fNZu6OuSzYvYBiZzEmg4mBcQP5+5C/MyR+CAPiBhAbEHvE/RwLt3bzztp3CLIGcXXPq1mRtoIyVxmHig8BsD1rO4X2QnpF9apz+w2HNrA8bTl/6fyXRr/OGxqIug34SimVDcwHcmsW0LqO5BRCtBJdwrvQJbxL5evi5fOPWP5ddvBryEGG2iPo7wgj3+Ak3uWLB82l2YnMjNjDR5E7uaSoKy7lwVw+zO32lF58GLOdf3dbSZjdxgNbB2KsMWeARpPin8/C2L0siEvhkE8JNpeRoZlxjDrUhkFZsfi5zbVyRDUWheLCwgQuLEwg3VTCYVMpbfZH4lIeVoQc5PeQQ7i0H4va7GHCHu9dhYpeXgC7fQrwd5u5cemN9AztSaRPJJe3v1yCUKLFBWHhSlf7ytdmVX8QGOCt0s0sT89mlG8Cg31iyXOXkWAOxKM9/LXTKN7etZiXts3nrg7X4fQ4sRi9QxmeOfsZ/rv8v9z4zY1E+0fz9oS36+y5dLj4MLO2zOKjDR+xPG05ACMSRvDSuS8xocsE2ga3rbVNY1FKcXXPq7m659Xsz99PRmEGA+MG4nQ7mbd7Hj/t+YkgWxCfbPyEaQOnAVS7o7YlcwuB1sAWvs5V7WR5QghRj0i/SD695FM+vOhDjMqIUqrOHFFVbTXk8VbkDto5/BlVEk26uYSC8uTfIS4r/9jXi6cS1zAzrU1lW2+vXwGJxUHcvK1PvbPiedDsCMrh96g0fotMZ2eg96tV1/xQJu9OZlBmLF0KvDcaa+aIaixGFOEeG19Y9vKibSvxHj/OOhTLkCLv8JzttnzaFAYRYq99w8au3KzzySHB4Uf30O54tIeOgR1xepyVw5eEaAkmZeB2Y3f+ZkjCgMJQ3k6w2GqnYKiwuSyTN3LX0qk0hnNCOrHfnkeey5v8Odw3nOfPeZ5bv7+VCzpfUNnW25q1laSIJJ49+9kj9gLfl7eP73Z+x7c7vmXBngW4PC4SghKY3Gsy53c6n1FtRzXqjcaajMpIpF8kH6z/gCeXPknb4LZc3PViRid6g2YbDm2gW3g3ovxrD7ezu+z8nvY7HUI6NMl13tBAVBqwFvi4nvX6GPYlRKu1jyKuV0tJwI9rixN5MnAj4R4rBQYH3/ukczmdAfhnai/uS/yDS/Z0rWyYpNoKaVMWwFWpXbkkvRNWj3d5xcjfFP88Fkbv45foVPb7F2DQiv6Z0dy4vTcjs+LxcTf/JRbn8iXO5Us23q7m/fIiea3dBogzcfmOHvTJ9M6wZSk/l50++XwavYs+hWE89Lc5PL3uaeL84hgQMUCG64hWY6+7gGsLFpBgDGBq2EAePLyYCJMv+e4yZhfu4O/Ke8fsuX5XcP1vb3LXBVQ2THbl7KJjaEf+PuTv/G3A3ypzMFXILM7kyy1f8sWWL1iybwke7SE5IplnxzzLlT2uJD6w/rt1TSUhKIGEoAS01liMFs5sdyYP/PwAFqOF+4ffz5j2YwAqg1CbDm/i5d9fZljCMG5rd1uLXufyliKEOFYVQ6mP5r/mzXxnSuPywnYs8TtEqcFN39IwnojYwKdpZwNwbnYbfgpNY0bCNibt70q6TxHvt9/E/ZsHoag9Pm5rUBYL4lJYGp1Klq0UpSEpL5zbtvbljIMJRNqbb/IHhWK8M57xznjsuDlgKCU015c1vtn8I3Il22z5nJPSCT+X9/Otau/3QoOTVEsxXcrzT+U78nFqJw6XQ4JQ4qRgauD/4dNZy5ldsIMbgnuysGAvJR4ngwLa8M+UH1hTXmZS90nM2jqLF1e8yJ2D72RP7h4eX/I470x4Bx9T7aTn6QXpvL/ufWZtncXag2sBaB/SnjsH3cmk7pPoF9Ov2dpKSikuTbqUS5Muxe6yk1aQRofQDixLXcZjXz3G+kPrubHvjQRavYG6qu24vLI89uTuoUeUd8boxr7OG/rN9i1gEjAb2EbtWfMaTCkVD9wL9Ad6AT5AotZ6b41yIcBzwIXlZZYDd2mtN9YoZwMeB64BgoF1wL1a6yXHW0ch6pOAH4/rvgwnijKHnTPt0biBf+X35JqwXysDUf2Kw+laEsyKkIMMzo1mSVg66wOzmJbi7fZYEYQCb3fsx3suY1twDgat6J0TySV7uzD8YBvCHN43t7pmzWtOFQ2PSw905NIDHdlVrAkqT7CeEpjLhvCD3FrSjmKjk70+hfxzn/c8e4T2YH3OegocBQRa6r8TIcTJpK0hgKf8hjDCEovJL4hz/BLxaA9PRp3Bhfu/5O94Z8kbHtmZXqEJLNi9gLM7nM0327/ht9TfeHrM0wDVglDFjmKm/TCND9d/iFu76RrelQdHPMgl3S6hZ1TPkyJIW1GHqf2nMrX/VLJKsipnFN1waAOL9y5m2qBpFNgL2J69nRfOfYE92/fIdS6EOCV50LxZNpSYfB/6loXxSdAenjrclwX+GbwTu42/Znh7hfcviMBdfrMwrtSfRzcOA8BRpTdUkcnBG13X8m3CLqxuIwMzYxl+MJ4h2TEEO499wprGZsVIO48/BXjoWxLGlMzOLAzM4OfYvewOzOGRVaNQ+s/+XQEeM7usBZxV6B1yeKDkAFmlWQyKHNRyJyHEcXBrDx/FjaeTNZQhlk68dXAlr3acyLc523j616e5b/h9AIxqO6rypmP7kPZ8dslntfbl0R7eWv0W9yy4h0JHIUPih/DsmGcZ32U8XcK6tHhbz2qyVs6MN7TNUP457J/M2TaHGZtnsO7gOr6a9JU3GXv5lR5sC2ZL1hbGdR4HBY1/nTc0EDURuEdr/b9GOGZH4HJgNbAUOKdmAeX9K80FEoFpeIcC3g8sUkr11lqnVSn+DnABcA+wB7gVmKeUGqK1XtcI9RWikkIxnChcePi/wHXM9N3HCHsktxV1JcHtx+vRW5l60Dsbi5/HRLsSb1fLEdmxjMyOq7W/RRGpPJ70O2aPkTu29OPMgwmEOnzweFr+S+mRBDlslXfGguxWwku9d/B8PCY0mlKDG7PHxf6i/SiUfDkVrYpSihGWWFzaw70HF/Jx/ibO8mvLP8IG084SxFMb5/JAjwkABJhslcN6x3Uex/gu42vtb2f2Ti7+4mI2H97M7YNu5699/kr3yO4t3iA5mnDf8Mo7YxG+EcQFet/D/Mx+aDTFjmJcLXmdKyRHlBCiyfzD2R2AFdZMboj7lU6OQP4dvpFLC9rydsQuIhw2kopDWBCWxqiMuodSu/GwIC6Fd7qsJ8daxqQ93bhuZw983N7eUsa65pk/CQwpjmRIcSTX7vUh21qCURvYFpzFl+238k5+f4xasdtSSLeyYAB+PfQrFqOFHqE9WrbiQhyjByO8gePVpQe5aOcsuvlG8sDeeVwb2YdX1n9AbEAs/WL6MWvrLC5Luqze/axIW8E9C+7h1/2/MjpxNK+Pe52OoR3rLX8yOCvxrMrJaQ4UHsBkMPFH+h88v/x5Zlw6A6PByNbMrfSO7k1KQUqjX+cNDUQVA1sa5YiwRGsdBaCUmkIdgShgAjAcOEtrvai87HIgBfgncHv5sl7AVcBftNbvlS9bDGwGHivfjxCNzoSBns4Q7jmUzBpLNj/ZDjDSHsUuWyEPJ6wmzVqMB42t/A5ZzRwBWZZSXu64jnkx++iaF8rj60YQVVb3zF0nq4pzCrX7MuxAW4gupV1pAGfmxnJ98iICFu+lR0gPJrad2MI1FeL4mJSBPrYoHooYzh+lGfxQtJvRfu3Yln+AqSveI6UoCw+eyql6awaWHG4HLyx/gceWPIaPyYcfr/mRczrU9ZF38qo4p5iAGC7udjHgzak3ofMERr4/EovH0rLX+UkezBNCtH5GFA9l9mJiYQJvhewgx+jgyoMdOWwp5dOYXQzLi+aitE7VttFofo9I542ua0kJyKdrXhiPrx5F1/ywFjqL4xdm90Wj6ZoXzt3rB0M7FwCX57Xjhra/0nfTS/ye+TtP9n+ScFvtmQeFaA2MSvGf9udzRUQvXkz/jSxnMdMGTiO9IJ2Xfn+Jczueyy0Dbqm13c7sndy/8H5mbZ1FlF8U70x4hxt633DS32ysKSYgBq01A+MG8s6EdyqXT+k7hbEfjyXJN6nRr/OGBqLewxvwWXCiB2xgUvMJQEZFEKp8u3yl1Dd4e2fdXqWcE5hRpZxLKfU5cJ9Syqq1tp9onYWoy2Wl3rtfZ9ij+caWzgBHGFfv78KSoAM4ijxMzGlLiat2guL1QZn8s+dSSkwubkhJ4uodPbDo45uC/WRj1UauO9CF6w50Yc+Ea4jyicLP3LoCbEJUdU2w94742f6JzCrYzhDfOO4ddCE/ZGygzO3k2vbDMPrW/kA+XHyYi2ZcxLLUZUzsMpGXznuJhKCE5q5+k7CZbNw99G7uHno3c5fNbbHrXAFKekQJIZpYsj2YZHswABcXtOWWmBU8tW8wUQ4fLj3cnmCXlcIq5TWa6R3X80niVmKL/Xl4zXBGHUyoN3F5a1BRd29PLhcmDPwluxNRTh/2m315qM9DtAtoJ/lARavV2xZF31Bvz+6rI3tzxbbPmNFlInGBcdzU7ybCfGsHkefvns+EzyZgMph4ZNQj3D30bvwt/s1d9UZTce1WnIPJYOLvQ/5OXEAcK3eubPTrvKGBqH3AlUqpBcCP1D1r3rsnXJs/JQOb6li+GZislPLXWheVl0vRWpfUUc6Cdxjg5kaslxC12HFTYHAQoM34eUycl9umznIazadxO3ip/Xpiyvx4Y/UY2pUE4tCNm9SxyOjk17AMdvjlUehTRrHRic1jxM9tppsrkJ4loUS4bBi1ItBtBpomqWT7wPZHLyREK2H3uMj3lBFksOBvtnFZ24H1lv11/69M+nISOaU5fHbJZ1zR/YpGr4/b42bJviX8svcXDhUfIqc0B7PRjJ/Zjw4hHRgUP4jOYZ0xGUz4W/wre201NrnOhRCnkyW+h/DTRlT5iLpgV/XZVzWatzps5JPErUzY14nbtvSrnLTmVGPCwMSCBEq7TKlcJkEocSpYkLsTf6Ol8v+5riDUzyk/M/HziXQN78oPV/9ATEBMc1ezWZgMJq7ueTW9DL0qlzXWdd7QQNT08ue2wOg61mugMQNRocDeOpbnlD+HAEXl5WoFxaqUC61r50qpm4CbAGJiTs1/GnHilpSmkWQJI9xYezYEjeagoZRX/bfzuzWLs8qiGVsWQ82IaIUCk4PHO69kUUQaow7H8a+tgwgon4WksWzzz+GDNttYHJ6Ow+DB7DEQ6rLi5zZhN7gpMDr5zOSstk2U04d/FiRzSXEChlZ8p06I45WmizmoS+hviKi1TmtNhrOI57N/59eSVMb6t2dcQKc69uLl0R6eX/Y89y+8n8SQRL6/6nt6Rfeqt/zxOFR0iBdWvMB7697jcPFhFIpw33BCfUJxeVwUOYo4VHyo2jZWo5U7Bt3BAyMeIMgW1Kj1aVEKGZonhGhyTjykmYt5KHIdCngwsyeRztptQ4B32m/ig/abmZDWgTs2D5C2lRCthFO7SS3N5o4936BQPNPuXGIDYussuyhlEeM+HUfH0I78NPmnyoldxLFpaCAqsUlrUZvCG9yqa/nxlKtGa/0m8CZAcnLyyZklULSIMlcZ83fP55mMmSyzZ/C3wN48GzaqVjmFwqaNdHAFcEdRV8I99c94si4wkwe7rSDLUsqdu3sxaW/XRu2evTMglzc7rmd5RAYBTjMXZXTg7Mw29CwIx8/3z5GwGs3BwCI2+ORSaHTiVB7mBO/n7rBVTA/czsCycO4s6EY4dTeuhDhVaDQbDbm869rDlzqFBPxYoSZirDEVrVIKH4OJTpYQ7g0fTKSp/uFnB4sOct3s65i/ez6XdLuEdya806hBn6ySLJ5c8iSvr34dh9vBhV0v5MruV3Jex/Pws/jVKvtH+h/sz9+P2+NmRfoKnl32LO+sfYezO5zNlD5TGN2+rntKrY2SQJQQosmZMWDWBi4sSOCSQm9ahsIaZTSad9pv4r0OmxiX3p57tg7AJUEoIVoNszJiVoorI3pxTWSfesstSlnEuM/G0T6kPQsnL5Qg1AloUCBKa72vqStSQw5192YKKX/OrVKurqQbIVXWC1GnImcR3+/8ni2ZW0grSGPT4U38lvobZa4y2hgDeCZ0JNcHdK93+2Bt4fqSDvWuL1Nu/td+I5/E7yC2zI93140muTCs0RomGT5FvNd+Iz/GphDgtHDrnh5cltEJ//KZWGpSKBIc/iQ4/hy7fE12B+bFpDLDfy/f+qXxz/xkAFLMhbwQvoUHMnsS7ZLAlGi9nB4nq8lincoh1VLEPkMRywyZZBvs+Ggj1xs6cashuVYQqkKI0cbU0L717l9rzeebPue272+jxFnCm+PeZErfKY3WbbnQXsj0VdN5aulTFDoKmdxrMg8Mf4BOYfX3zAr3Def8TudXvr6VW7lr8F0889szLE9dztgOYwFv4P3hRQ/TN6Yvk7pPapT6NrumGVkshDjNrCjNYJM9kynBdfdijXf5EV9Y980IFx6e67aGOfG7GZfennu3DJSeUEKchA65i3mtcD3/FzSYusaltLUF09ZWfxDq802fc93s6+gY2pGFkxcS6RfZdJU9DTS0R1Rz20zds+klAfvL80NVlLtIKeVbI09UEuAAdjVtNUVrteTAEqYtm4YHb48hf4s/HUM7MrXfVEa3H83w5fMwq+Mf07/KP5OH264hxVbIRRntuXNPb/zqCRAdqy1BWXzWbitLotIweRRX7u3GtSnJRBiPvb4GFBeVJHBRSQIajULhwjtDzHcBaSQ6ArgrO6lR6i1EcytxlTD6u9EUmbwfGWaDgVjtw5nuaIY5Ihnvn0ioqr8349Gkl+Ryx8qPmZ26moFxA3l/4vt0i+jWKHXPKMzgfyv+xxur3yDfns+4zuN4ZswzJEUc3/XYN6YvMy71zuuhtbcjsNVo5bud3/FTyk9cnny55PYQQpxW8sryWFC0m++Ld/NBwSY6mIO5NjD5mPZRZHRyb6cVLA05yOQ9Sdy0u2erTkouxKnGod2s1dn8lr+d14rWUexxMd6nAwNp+CQrWmue+e0Z7l94PyPbjmT2pNmE+IQcfUNxRPUGopRS64BHgdm6otV6BEqpeOCfQJrW+tkTrNdc4Aal1Cit9eLy/QcC44FPa5R7FLgM+KC8nAmYBMyXGfNEfboGd2VK1ylMGjiJfjH9ag2hKV7x03HtN8/o4Pn4DcwK30us3ZdXNoxicG50Y1SZ9cGH+aDDJlaGH8TfaeaqlG5cmtqZcHt5EmKj+4T2X7XhlOD0Z1RxNJ8Hp3BrdtcT2q8QLcXX5Mv1na+nz8Z1DNThhJdZqt2lNivrEbaun9vjYfqOhfzf+lk4PW6eGfMMfx/yd0yGE7+3sz9/P8/8+gzvrH0Hp8fJpUmXcveQuxkYV39y9GNVEXBSSnHrgFv52/d/4/f03xkcP7jRjtFcJHgmhDiSHHsOizIW8dGBj8gp9Q6UKHQUsvbgWnZm70SjsSojNwb14rHwEVgNJpxH2WeFPT4F3NllGam2Iu7ZMoAL0zs23YkIIY7ox9QfyXGtJ0MX49EaF5rt5LFZ52LHAwUwwhrHiyFn0MXc8CBSkaOIv879K19s/oIrul/B+xPfx2o6vvajqO5IreaPgLeAV5VSM4ClwHogE7DjHf7WHhiIN0A0CvgJeOVoB1VKXVr+Y7/y5/OUUplAZnngaS6wHPhYKXUP3qF49+PN/VQZ5NJaryuv24tKKTOQAtyCN6fV1Uc9e3HaivSJZFryNLon1j/07lhoNF/7pPJI8gbyTQ7+erAztxxIgoITf6NK8c/jra5rWRaZQYjdxi3be3Nhaif8PI3Tw6o+1+a156/xy5gfkM7Qg82dJk6IxnFzt5uJ2fBvANycWLAWYEPZYW6b9yWrslM4J6Y7Lw+cTOfe95zwfvPK8nhq6VO89PtLeLSHG3rfwL3D76V9SNPOSndNz2u496d7eXXlq60vECXJyoUQR5FVlsUjax7BYrQQ5uOd+cpmstEruhfX9LiGATs3MtAWg+0YbyQsCknn/k5/YPUYeXPLSLpm1J3UWAjRPP676b8ccB8gAhvG8tvrHVUQUwxdGaAiOCOqY50TUB3Jntw9TPx8Ilsyt/DMmGe4Z+g9cgOsEdX7rqu1fl4p9TYwBfgrcAe1E4MrvEGpOcDoit5LDTCzxuvXyp8XA2dorT1KqXHAf8rX2fAGps7UWqfW2PYG4EngCSAYb7DsXK31mgbWRYgTkmIs4l9Ba1lsO0zPolDe2TmCLqXBAPXOotcQ6b6FfNhxIwvi9uLjMjF1R28u2dcZm6f8sm3i98FRxdEkOPx4LnwT/zrsR798GQctTl9FHgdPZS7j5ZxVhNkC+HjYVCa1G3TCDZJCeyEv//Ey/1n2H/LK8pjcazKPnfkYCUF1pT9sfAHWAK7rdR1vrH6DgbED+duAv2E0tKKpxg3SIBRC1C8xIJEfz/2RMQPG1PneVpJ+9zHtT6N5OXQbL4RvIbkohBe2DyXa4VsrebkQonm9P/J9evz8IT7KhPbUHsxlOcYg1M95u7nmrQForfnx6h85u8PZjVVVUe6I4X+tdT7wPPC8UqoNMASIxRsYyga2AX8c6xA4rfVRW45a6xzgL+WPI5UrBf5e/hCi2bjw8Kr/dl4K2IZZG3g8rxcX7u6I8QQjRHv98vkkcSsLYlMwaQOXpnTl2r3dCHYefy6b42FA8dzB/twdvZKbey9i/IFEHtzRH1OV7MB2g4v1EQfxdZqJJ7BZ6ydEc5lXtIdpB+aT5irkuqAePHfOzYRa/Y++4RHkluby6spXeXHFi2SXZjO+83geP/NxekXXnSi3Kf3fqP9je/Z2bv/xdt5f/z5fXf4VbYPbVq73aA9rDqxhb95eJnaZiNnYtL0xhRCisZgNZuL84holwF5gcHJv1Cp+DMhgXGYCD+3pj83TigL3QpzCYv1i8VEnniJBa82LGb/xr70L6BrRjTlXzKFDaP2TU4nj1+C/VnlPpJq9kU5LO6MvrPzZYDCQFF+ePDZvU8tUSJww+09PVHt98Lu0WmW2b/8zqV2OtYQn+y5nW+BBBu5L5KrVgwgp9WV9jRiUv6X2UKAgX1e1134Bdt5K2MKWgBwyLWXs8M/Dx2Pk2pwO3JTVmUiXD349FN78+3/yaVv9i7Ctc+1u4ZbB1Wd+MERdWqsMwJYtW/B4PLWWJwGzPXY+mj+F/8Wso1encO4N6I/5h4M82mYtPwSnUlqem2pN9yu5JfEWQiynRvK+LYc6V3ttyNxCUpIkbm+Nwh7/BIDSWfdVW+4pKq1V1ufcEZU/O90uHtq8lme3ziI5IpnPx73BsIRhALh3f3DM9Zi1ZRYfb/yYg0UH2XhoI8XOYs7vdD4Pj3q4UXNAHUl91/oLfV9gS98tTPlmCld9dRWLr1+MyWBi+srpPLH0CTIKMwDoEdmDtye8jX++f537aW7SRV40pR2RE6u9NhQZvJ8Dm6S911qVffdQtdepX+yvVWblluo31krditSQbN4Y9QtZfoVcumog52zpzvoqNx6DrbXbe9HB1dttEZGOWmV8w6r33LCF1/5qZkuonsfU3D6aw65i/AwW/I3eub+s5z5Sa7u61PcZAN7vNInbP6p+rC931irX7pMvj7if1mabHlb+kwYUhi3S3mutgu97HwDP4Vm11rlT9lV7bR5Uuw9LXlkeN8y5gdl753Fxt4t5f+L7BFgDmqSuDVFgL8DushPuG37M7Z36rlGDwXBM/99Nea2frLPmtRqnypuwaLhtIZk8PngRJSYnNy4bwfCU+qdRPxo3Hh7u8gc/RO6nS1EwkXYfzsqO44aSRELdzZcI70j/x1aDlScCh3DAXcy/i1YxzBLL04m/szjoIJdnJXJ2Xhwb/HJ4wziL+TvnM+ecOQRZgurdX2sl1/rpJbuskEvnPceSA1u5ud/NvHjui9hMf/ZKNHa47pj29+H6D7l+9vUkBCXQKawT1/a8llsG3ELPqJ6NXfUjqu//WGvNZd0vw+VxcdVXV/HU0qcItAZy17y7OKPdGfx79L/xMflw17y7GPz2YF4f/jpDo4Y2a91rUUqG5olmJZ8Dp6dNsWm8Pmohvk4Ld88/n06Ho5t1XjyP1vzuOsT3jr0sdKSxe1UBpR7vTc0ESxA9faM5IzCA4QnDSY5Mxt9Sf4/dI/0PH8v/96l5LXj/qqfmuYmjSStIY+zHY9mRvYP/nvNf7hx8Z7Pf7Nqds5vZ22bz7c5v2XBoQ+UEC6E+oXSP7M6wNsMY1XYUfWL6EOEbccT61fd/fKz/3015PUggSohjsDxmP8/1X0pImQ/3/HQe8fnH3/vHYXDz3+5/MC9yP9NSenBD2p/TvgeEnHhS5cb2fNAIVjgPckHOXDxBmkf392VStjeR8ojCaK548C2GvTuM2Xtnc13nY/uSLsTJJKXgEBd8/xQpBYf56KKPuKbnNce9L601H234iBvm3MBZiWfxzZXf4GM+tjwFzenKHlfy/a7veXTxo3i0h0u6XcJnl3xWORxvbMex9Jjeg3e3v9vygSghhGhiv7XbxZtDlhKXG8rtC88hqMy32Y6dh4OZpr28m7uH3Z58zBgYbo5hdFhn2lqDyXfb2VaaxeridL5d8I/K7RKDExkUP4jhbYYzsu1IkiOTMSjDEY4kxOlta+ZWxn48lnx7PvOvmc+ZiWc227Gdbic/7PqBl/94mZ/2eGdt7xnVk8uTLicxJBGzwcy2rG2sP7Se55Y9x79/9U7AE+YTRr/YfgxvM5wRbUcwOH5wtRumrYEEooRoAI1mdoctvNNjNR1zw3h4+Zm48o+vq2aupYzv2uziq3bbybWWcfO+5GpBqJNVsMHKW8GjuSLnB6btT6oMQlUY2mYo13W6jq7BXVuohkKcuOUHt3PJvOdweFzMH/8Qo44zCFXmKuPrrV/zn+X/Yc2BNYxsO5I5V8w5qYNQFV457xXWHFhDckQyH1/8cbWcUIHWQB4Z9Qg79+1Ea93yQ+Na+vhCiFPWirZ7eH3YEroeiOGWX8bg47Q0+TFTVTFzjKnMN2aw0pCFW2kGGCK51/dMzrO0JchgwdI2ptZ2OcNuZkXaCjZnbmbj4Y0s3beUzzd9DkCEbwQXd7uYp0Y/1eT1F6K1SclN4YwPzkChWHz9YnpH927yYxbYC5i7fS6zt81m/u75FDoKiQ+M58mznuSqHlfRLrhdndsVO4r5Pf13Nh7ayKbDm/gj4w8e/uVhNBqbycaotqN4eszTzXIOjUECUUIchV25eShmLbOC9zEkow3/WDUcm9tMVh1lNbp8wtC6fdV5Ex93X4PHoBmQGcOkPUmc5Qhruso3sqGWGPZG3cCBNXWdPfyj5z/qXC5Ea/BR4RbumPsa8f5hLDzvPrqFxNdZ7mgBmD/S/2Dsx2PJK8ujc1hn3hj3Btf1ug6rqfmG256IIFsQG2/ZWO8d9Bv63MAm80mSI0cCUUKIJrA94iBvDFlCl8NRTFt4DmZP43xlcqPR6MqJX1KNxczzzWCHuYAt5nw2WHMBSPYEc7urGxe44hjYJvGo+40JiOGibhdxUbeLAO/n1L78ffyy9xd+2vMT76x9hznb53BP8j2MiRtzXD2kipSTbJOddse8pRAnp9zSXM7/9HycbifL/rqMruGNczNda43T48RSnsOtyFHErC2zWHdwHVuytrBk3xLKXGXE+McwKXkS47uM57yO5x11Mhg/ix9nJZ7FWYlnVTuHX/f/yqK9i/h046cMeGsA9w+/n3Eh4/A1HXsPTrfHzfbs7XQO64zJ0LShIglECXEEhQYnN7VZxkq/LK7c2pOrtvXCUEeg6ZB/AVFFgUcMQgF0yg3nipRunJ3ennZF5XmUApxNUfUmY5AvfuIUo7Xm8bwVPJu/ktFxPfj87LsItdXu8bg7ZzcdQjsctRdQckQyF3W9iEnJkzi7w9mtckhEq6izAiU5ooQQjexAQD4vjlpIeLE/dywejamRglC/BRziH21/x6NgZEE0duXmp+B0PApC3RY6OgN50NGDCe4EEvWJzcyqlKJdcDuu73091/e+nruH3M0Nc27g6fVPMyZuzDHvb50th7/FrOCAuZS+b/bjwtgLubDthS3fK1aI42R32bloxkXsyd3DgmsXNFoQKjU/lcu/vJzVGasZ1W4UnUI78enGT8m35+Nj8qFreFem9JnCpO6TGNpm6Am3t0J8QhjfZTzju4znXyP/xZ0/3snjSx4n+axkkkOSj2lf2SXZXDnrShbsWUCMfwyTe03morCL8DP7HX3j4yCBKCHqkW9w8Je2v7LZlseLaQPptK32G1SJ2cELZyzA6jLh67AwMqUT3Q/GYtR1v6n0yIxmeHF4U1ddCNFAWmsezP2VlwrWcp1/Em9e8CCmGtN855flM/6z8fiafQnxCeG6Xtcxpv2Yeu8U+Vn8eHfiu81RfSGEEI0o21TGf85cjNKKfyw6hwCHjdrzqx6bw9YSvovfzXsdNtKxLJDkkhAWBx7AozRTC7pwTVEi8W7vF726Zs1rDH1i+rDyxpV8vezrI37xdXjc7LBn090nsnLZrIB9PBC1hki3jX9mdufHKBcPrX6IxIBEeof1bpL6CtGUPNrD9XOuZ/G+xXxy8SeMbDvyhPdZaC/kx10/8rfv/4bdZWdK3yks2ruIRSmLuDTpUm4fdDuD4wc36Y2+UJ9QPrzoQ24beBs+OUdOBbHp8CY6h3Wu7LW16fAmxn82nozCDB4e9TBrD67l2d+eJbtLNnd0v6NJ6tvgdzulVHvgciABqJkJS2ut/9qYFROiJRS57fyQs4OfotaxKOAgB0ylvJw6mLOLYtleR/mfOm+hfXY4V64ZxA9dN7IxJp2DAfmM3XFsEWghRPPxaM3S4v0syd3DkrI0frNncHNAT54LHVUrCAXwyh+vMCB2AM+PfZ7nlz3P/N3z2ZG9g9sH3d4CtRfVyN14IUQjKTG4mNr+N/KsJdz/03lEFQUe9752h2Txas/1bA/M4YBvMQDn57bhif398PWY8KDRQEAzZmcwG80khdQ/bXuhs5CJKTNYXLyfl+LGMiWsD4v8DnBP9CqGlEbwSsYgQjxWHvnrR8xZPueYe1sIcbJ4cMf3fJ6yiH+P/jdX9bjquPdT7Cjm9h9uZ92hdaw7uA6P9tAtvBtfTfqqsoeV0+086pC7xjYwbiCbcutOoaC15pFfHuHRxY8yocsEvrr8KzJLMjn343PxaA9Lb1jKwLiBAKxIW4E1p+nSSjQoEKWUmgjMBAzAYcBeo4hu5HoJ0ax2l+bwfPpSvsjcQJHHgU+Ike6lITx+oA/DiqPq3S7Lr4iYAu8Qu7N2dmVrTAbrY9P4o81eBqa2a6baCyEaosTj5OWslbyfu4F9znwMKJLMYTwWMpS7AvvVO8RgX/4+uoR1AWBq/6n8tOcnftj1A7O2zOKSpEua8xRENeqkDEQppdoALwBn450P/CfgTq31/gZsawMeB64BgoF1wL1a6yU1yv0dOBPoD0QDj2qtH2m0kxDiNOPCw93tfmezby53LB5Dx+zIautzfIvYFpNBYKkvXQ5GYznKcD2H0c3OwFy6FIRy6f4u9M6JZKiPX2UKhz/TPJwcX6Fy7DncuPRG9hSn0csWxV3p8zGguD/6D5LswbyVPhRf7T1nH7MP3UO7t3CNhTg+0/f9yvMpi7il/y3cO+zeautS81NZmLKQaP9ozmh3xlFnofM1+7J0/1LaBrflwREPMiJhBCPajqi2XXMHoY5Ea83jax9nZspMBsYNZO72udw17y5WZqwktyyX3/7yW7VE54PjB7Mpr+lygja0R9QTwC/A1VrrzCarjRAt5PUDK/g8cz2Xhvfguqi+xM3IrkwkeSTDUzoyt/t6ehyIJz4/hC6Z0RTYykgPysWdlnDU5OVCiOazoiSdxw4v5Qy/tjwePYqzVSwBhqPPgjS512SeXPok53Y8l+TIZEa0HcHh4sNsztzMRM9EjMooeTJaykmWI0op5Qv8jPeG3XV4v2U+ASxSSvXUWhcfZRfvABcA9wB7gFuBeUqpIVrrdVXK3QgUALOBqY15DkKcbjxo/i9hNYuCDvBwah86pidUW78vNIu3R/xCz7Q2zE/axIidnRmzrTsedJ15QwG6ZUXx+dIJ1ZYpH0eTncOJ2pSziUJnIV8lXsYg31jG7P6EGXmbsWkTb2QMqQxCCdGazTiwlju3zuaCiCReOu+lam231RmrueqrqxjXaRzPL3+eKX2mcMfgO/BoT73D6ZRS7Ji2o7mqf8IOlR5iU+4m7ht2H0+Nfoo7f7yT73d9T05pDh9e+GGzz7bX0HeV9sDdEoQSp5oyVxk2k41H247hjrhhxFu9vZvSyG3Q9rH5wXQ9FM3ijtuZsKk3wQ4bbXPD+LnjNs7ZnkSQpGETosVVXOdn+bdjXacb6WQNBcBT1LDMH93CuzGq7SjeWvMW/xr5L8J9w+kT04c3vn2DaQOnEeIT0pTVF63LjXjbTF201rsAlFIbgJ3AzcB/69tQKdULuAr4i9b6vfJli4HNwGNA1W+1yVprj1LKhASihDhuO2z5vBa9lR9D0rjtQBJXZnVgZZX1+bZSPhu4nPM39mLInk7023eYd4cvpkd6G6IKg1qs3o1tYORAZo6eSd993wIwr8NVBBms7Pp6K4Gek6dHhxDHI7M0nzd3/8QjO39kREh7Pul9bbU8n4eKDjHth2k8OOJBJveazIq0FUz+ejLndzqfTmGdWrDmjSvaN5pXhr7CWQO8s+79d+x/eeKsJ/BoD0G25n8/a2i2rG1A65ljXogGmLNvDj2m9yC9IB1fo6UyCHUs/B02kg/GYXIbmdlrFQAJeSH4Oi0UWmuOYBVCNLc9BXvo9HInvt/5PUBlEOpYhPmGcXb7s7EarTyw8AEAekb1JNgWTHZpdqPWVxwDhXdoXnM+jm4CsKIiCAWgtU4BfgMmNmBbJzCjyrYu4HNgrFLKWmW5p8G/JyFENcuLUrl93/cM2/I2E7otYGFQBndmJHPbwdr5k/ztVi5c14/+e9vjQdM+K5IOmZGUWE7e3k3Hw2a0EWT5sx0cbLShlJIglGi1MkvzuXf5R5z/7RO0+fBmHtr5A+dGdGVOv7/ia6zeGz7MN4wnznqCScmT8GgPg+MHM6TNEPLK8lqm8k0osspEBEaDkQBrQIsEoaDhgah/Ag+UJywXotX7MfVHHlr1EInBiYT5HjnGutmWx4chuygzuupcn5gTzlk7u+IwuXn6zB+5Z9wsuhyOJvoEklwKIU5calEqU5ZOwel20jG04xHLrrcfZnrBekqcdQeQ+8X2Y2r/qZQ4Szjno3Po+kpXRiSMOOp+RdNSSjXrowGSgboSKmwG6s8S/Oe2KVrrkjq2tQDyzyZEI0ix5zIzZzMWZeS+tJ4s2XQBUw91q7OsURtonxmJ2WOsHIZXZLWTV56AvMzkwG5yNlvdhRANY1QGXt74PRnFOfyt+1jWDruH2f2m4GeqnXzbZDAxJH4IVpO1chhedkk26YXpgHdGvGLH0UbWi2NV77ghpdSSGovCgK1KqZ1ATo11Wms9qrErJ0RT8TX5MjhyMLOvmI3NZKuVfb/CelsO17f9Fas2MCUqiCEHEjDpP+O3HuXBoA1EFAcwddkoDgfm41Ee4gpkqI4QLc1sMBPrG8vHkz6mc1jneqfgXmU/yMSDs7EqE2329+PCdgMwG//8eHR73BgNRhJDEvn44o/Zkb0Dl8dFUsTR4gqiyTV/jqhwpdSqKq/f1Fq/WeV1KNQ5tjsHONoHw5G2rVgvhDhBk0K7c2VoD5RS7Pt161HLW9zezwOXwY3JY8ToMRBWFMDBgHxm9v+dSasGE+Xwa+pqCyGOQagtgMIpH2Msnw3ZnbLviOV9zD4AONwOLEYLZqOZdsHt2JG9g7vn380LY1+Qm4+N7EgJbDxUn8qhrtnrhWiVRsaMZET0CHzNvkcsZze4mZ46BLty87/2Owh02OiRFVV5V8xQHpTaGnmAbodjiDmF8gUI0dpF+0bz0Rkf0T3yyLP7lGk3n0WOw65dvLR5HuG2AEbFJlXeFatoxPyy9xfOaHcGncM6N3ndxUkrS2vd/yhl6poGqyERM3UC2wohGshYT+LhozF5vJ8FMfnBLO68jdTQbM7alkRkYSBY3Y1ZRSFEI6hovx0LS/mwvW7h3Xh91eusPbiW2wfeLkGoJlBvIEprfUYz1kOIZnekYRYfh+wm1GWle1kwoW4r/h4zf+Q5mN1xC0EOK22qBJwO+Rewot0eOmdGYWzwaFchRHM40nX+ZsEGwo0+9LFEEm70IcBgYX9cOC9s+JZwWwDdQuKpyCKwO2c3n238jOEJw6sluBQtqcF5m5pTLnX3XAqh7t5OVeUACXUsD6myXgjRRP4Xs4mz8+KAI6dWyAjKZVNcGv+Yfz4dM6Oap3JCiEbx8M4fuDCqBwOPUm5L5ha+3/k9v1z/C0PbDG2Wup1uGvStWSk1WSlVZyIdpVSoUmpy41ZLiJaR6yrlwi0fscY3m9nB+3ktfBtG7f2iM2FPN+KKAvmy02Y8aPJtpWQE5hFVFMgNfwzDqCUIJURrkOsu46K9M1lhP8DnRdt4Nn8lxvJOJ7f1OI8uwbE8t24OHu3hUNEhtmVto0NoB94Y/4YEoU4mCu/QvOZ8HN1mvLmeakoCtjRg20SlVM2uukmAA9hVexMhxNF8tvszdmbvPGKZf7VZxetR2/ggcicHA/KPWHbs5p7867uJEoQS4iSyNmstX2z+4ohlbt40g6d3L+SlvUuO+p5wz9B7WH3TaglCNaGGfnN+D+hQz7rE8vVCtGpu7eH23XNJ8o3kv+kDeTV1MIVGJ7nGP2dGmbKpPz4uE88MXMqj585lT1hmC9ZYCHGs3NrDHRnzSLKF827EWD6JPJ98j50cT1llmeeGTCbA7MOVP73IwLcH8nva7y1YY1Ef76R5J12y8rnA4KqTuyil2gHDytcdbVszcFmVbU3AJGC+1lqmYhXiGH2992ueWvcUr/zxSr1lSpWLPsXhLNs4nkCXhW+SN5DlW1Sr3OJO29gQt5+OmVHE50nKNiFOFnsK9nDrslt5+JeHcbjrntGyxO1gaHAi6Wc9QojZl3//+m/25++vVe6NVW/w3Y7vGJYwjB5RPZq45qe3hgaijtT68gPqnk5MiFbEqAy82H48T7UbC8C9cavYZS3kwdg1fBiyi5RA76iKyBJ/1kRmcNWqQQxP6dSSVRZCHCOjMvBCzDk8GX0mADdn/cR2Zw63ZS3k9YL1bMj2JrNsGxDB/NT1vDj2Ra7rfV1LVlm0Lm8Be4E5SqmJSqkJwBwgFXijopBSqq1SyqWUeqhimdZ6HTADeFEpNUUpNRr4HO8Nv4erHkQp1V8pdSlwcfmiJKXUpeWPIyc/FOI00iu0F5e0u4T/nPOfWusyncXMDdnHPlsRgwsjCHFbeSC9F26Dhx+6bSLHp/osWW1yQ+l4WHpBCXGyifaNZkzcGH64+ofKHE8VMkvz+XjHEnYWZ3FGWEfCLf4833UiTo+T55c9T1pBWrXyvaN7MyxhWHNW/7R1pFnzegN9qywar5SqmfHVB7gCOHLfNiFOcqbENgBUNC8+XrWDTPy5cfk5pIVnsqDTTiIM+bQr8WWDsZhr517AKFcImD3V9tMpvvqs2/HDq78ZAgT/dXytZesnf9U4JyKEqJfPJU8DEF/+Or8sn4if3Ww7/xVWZazi/XXvs9EZSYTPEPa6fuLXvyynT0yflquwOLqTLEeU1rpYKXUW8ALwEd4beQuBO7XWVbtYKMBI7RuCNwBPAk8AwcB64Fyt9Zoa5W4DqkZIL+PPnlSJeINhQpz22ge255F+j2A2mgGwXfAYANuytnHlrCsx20tIjdzF6LV96LE3FoDBagjfnLmEL9vsYNCG7uwevIExu7rQqyDce+VaPHSKqd7eSzzDXOvYwVMvrrVs502fN/IZCiF8Tb481u8x2gW3A8AQeQlQfp3/eCX9Y/rzn/TfeXjUw3RM8q6b7iji2q+v5b2173H30Lv599J/M7X/VAbFD2qp0zjtKK3rmqAFlFIP8+cdOE39vaKygb9qrY/W5fyklJycrGfMmNHS1RAnBe+/udYad6mTeZe+Vrnml57rKVUeRqztjUajUPQO8tTaQ8MCUeOqvd6W0xUPxz6rw6mqR48eqxswK9Uxketc1KS1xmg0kpSUVLns6V+fxul28n+j/g+P9lTOmtcYtmzZgsdT+z3jdHai13q/TjH6t//+tTGrdFQ+E55s9Pcn0Tzkc0BUOFR6iClLpnBD5xuYEDWOR/7vNoptZZyxvhcGj4FCt8ZlcDPrnIVkhubSJS+cu38dXW0fDQtEXVjt9bbMjni0tPcqSHtPNKWq1/mlHS7ll+JfyCzO5P4R92MymDAoA3aXnYtmXMSGQxvoH9uf2VfMPuHjSnuvtvqu9SNlXX0ReB9vAGoP3u7fa2uUsQOHdH3RLCFaFW+sVSmFyffPAFKxtYwdcel03dW+vFTj3oGXIJQQzU8pVa2hkFWSxbzd87iq+1UAjRqEAqRR0iROylnzhBAnuSifKJ4Z+AxJIUlorfmjy3b8y2x8ctbPdE1tQ8KeBHzLbOQEFdA+NZ671zfOMB0JQgnRfKpe5263mzdXv0mkXySXzbyM8zuez8XdLibCL4Id2Ts4r+N5vDXhrUY5rrT3Gq7eQJTWOh/IB1BKJQIHtNZ1Z/8S4hTkNLrYH5HJ7GG/MWB7F/pu79LSVRJCNLIyVxkr0lYw9dup3Nj3Rm7sd2NLV0kIIUQTSwrx9oZdnbWahMORXLRsGFva7GdD+z0EZAVT5FvCwI3J9NvSDQJbuLJCiONS9TofEj+E6eOm8832b/h88+f0iu7FgaID3DX4Lm4deGsL1/T01KB5qLXW+wCUUmcCQ4A4IB1YrrVe1HTVE6LlmNxGLC4TE5cNpeOBWIqQjn9CnGqsRiu+Zl9ePf9VRrcfffQNxMlFekQJIU5A/4j+XLTM2+MpKTWBTe32UuRbQpe97YjMkZnxhDgV9I/oz/VnXg/A+C7jmbV1FhmFGVzc7WJ6RvVs2cqdxhoUiFJKhQIzgTMBD5ALhHhXqV+Ay7TWOU1VSSFagkLRJiuipashhGhCSikGxg1s6WqI46QMEogSQjSO9LAsMsKzSN4qMyILcapae2Ataw6s4ca+0gO+pTU0CcZLwADgGsBHax2Bd8a8yUB/4H9NUz0hhBBCiDoovD2imvMhhDjlOI0uNrXdy6dnLuLs1f2IPxR19I2EEK1KmauMr7d+zeVfXs7jZz7OsITGyf0mjl+DekQB44H7tdafVizQWjuBT8p7Sz3RFJUT4mRnN7qwuht6GQkhWiO7y47ZaG70BOZCCCFantFjwMdu5YpfzqBNVgT5SLJhIU41ZoOZEJ8QPr34UwbEDWjp6ggaHohyAzvrWbe9fH2DKKXigXvx9qTqhbdnVaLWem+VMu2AlHp2EaK1zqtS1gY8jre3VjCwDrhXa72koXUS4lgcDsllcf/VvB6RTZZfMX0z4pn2xwgCHNaWrpoQopHkl+Xzr5//xaK9i9iWtY02QW2YedlM+sc26kzT4kRJLyUhxAkyaAMdDsa0dDWEEE3IaDByRrszWroaooqG3t6dA0yqZ90VwOxjOGZH4HK8eaaWHqXsv/EmR6/6KKxR5h3gRuAhYBxwAJinlOp9DHUS4qg0mlXdtvLuhXNJjTpM16woLtiRxIaoDO4d8w27Q7JauopCiEawIm0Ffd7ow/RV02kX3I57ht6DR3sY9u4w3lz9JlrLxAUnBwUGQ/M+hBBCCCHECWtoj6hvgBeUUt/hTVp+CIjCG1BKBu5QSp1VUVhr/fMR9rVEax0FoJSaApxzhLJ7tNYr6luplOoFXAX8RWv9XvmyxcBm4DFgQgPOTYgG+WHYctYkbaNDahzjF49kuMXbA2rY/kSeH7qI+0d/R9d159KuLKCFayqEOF6zt83mspmXERcQx5IbljC0zVAA7h56N1fNuoqbv70Zu8vOtEHTWrimQgghhBBCtE4NDUR9Wf7cBjivjvWzyp8VoAFjfTvSWjfmwOsJgBOYUWX/LqXU58B9Simr1treiMcTp6ktbfazJmkbgzYmM2bFQBQKLN5/5c45Efxn/kRWxO+lnUOCUEK0VpnFmUyZO4Xe0b1ZcO0Cgm3BlevCfcP54eofeGftO0xKrq+DsGh2MjRPCCGEEKLVaWgg6swmrUX9/q2Ueh0oBhYDD2qtN1ZZnwykaK1Lamy3GbDgHQa4uVlqKk5ZZWYHc4YuIyInhLP+6O8NQtUQ4LBy9p4uEF/zX1EI0VrcOe9OCuwFvD/x/WpBqApGg5Gb+t3U/BUTdVOgDBKIEkIIIYRobRoUiNJaL27qitRgB94A5gOZQFfgAWCZUmqg1npreblQvLmmasqpsr4WpdRNwE0AMTGSnFDUz2FyMmv4rxT4FXP9T2di9NTb2U8I0UpprXl91et8uvFTHh71MMmRyS1dJdFQ0iNKCCGEEKLVOaZ555VS4cBgIAz4RmudUz5rnaMxh9xprQ8AU6ssWqqU+hFv76YH8c6QB38OBaxV1aPs/03gTYDk5GTJOivqtD/iMDNGLSYnsICxq/oTlxnZ0lUSQjSyw8WHmTJ3Ct/s+IYx7cdw//D7W7pKQgghhBBCnNIaFIhSSingWWAa3iFvGhiAt+fRHOBX4PEmqiMAWutUpdSv5cetkAMk1FE8pMp6IY5Zdlk2b533A35lNm78/nzaH4yhqM6YpxCiNbviyytYlrqM/57zX+4YfAcGJTOjtR5KekQJIYQQQrRCDW1x3w/chncmukFU73H0DTCuketVn5o9oDYDiUop3xrlkgAHsKuZ6iVOMTNTZuI0u/jLvLG0PyjDN4U4FW3J3cKivYt48qwnuWvIXRKEam0UYFDN+xBCCCGEECesoa3uKcBjWuungDU11u0COjRqreqglEoAhgG/V1k8FzADl1UpZwImAfNlxjxxPBxuB5/v/pwuqfFE5ge3dHWEEE3k410f42/xZ0rfKS1dFXG8lGrehxDitOA0uljTbRsfTviOR0Z/R4GlrKWrJIRoZFprFuxewPjPxjPo7UF8u+Pblq7SaaWhOaLigBX1rHMAfsdyUKXUpeU/9it/Pk8plQlkaq0XK6WexxskW443WXkXvL2yPMBTFfvRWq9TSs0AXlRKmYEU4BYgEbj6WOokRIWDpQcJsYYwbHOTx1eFEC1Ea02pq5S/9P4LQbaglq6OEEKIk8T+6IN8ffYiSnzKiMwKxei2YHHLZDVCnEpySnM49+NzWZmxkmj/aHpG9cRqtLZ0tU4rDQ1EpQPdgUV1rOuFNwB0LGbWeP1a+fNi4Ay8Q+5uAa4HAoAs4GfgUa319hrb3gA8CTwBBAPrgXO11jV7bgnRIAn+CXw15iu+e+HFlq6KEKKJKKV4YcgLJCUntXRVxImQ4ZRCiEZUZnYw96zFWO0WLvrpTNociKJXoPSGFOJUM+2Haaw9uJY3x73J5F6TsZokCNXcGhqImgk8pJRaw589o7RSqjNwN+Uz0DWU1vpos9q9C7zbwH2VAn8vfwjRKJRSqCNPviiEOAVIXqjWTKEkb5MQohF9O+h3inxLmTznAmIzI1q6OkKIJvDV1q/4dOOnPHrGo9zY78aWrs5pq6GBqEeAocASYF/5splAG2AZ8HSj10yIZqepyMOvteaC7+/EUWLns4teAaC9tXq37A7vTcPka0FrjVKq1jNAhtbevCJVnjNyVLVjVf9ZCNGcNm3ahMFgICmp7p5RW7ZswePxNHOtRIMoJG+TEOKEVLT3nCV2Hr/jXlZ12cF5G3sxrDAKbN4yXT/42/G19w5Le0+Ik0VFey8sIYyp306lT3Qf7h9+f+V6ae81vwbdCi7vdXQG3qFyy4CfgJXATcDZWmtHE9VPiGb0Z+OgomFh8a2/m6bJ11KtbM3n8hd1P1driEijRIiWdKSGhzRKhBDi1FXRZvsxcz5zz15ERHYI49b3qVZG2ntCnBq2525n8DuDKXQU8sGFH2A2mivXSXuv+TW0RxRaazfwUflDCCGEEKJlydA8IcQJmr51Oq9teY02h6KZuOBMzEoSkwtxqlmZuZJpy6YRYAtg8fWL6RHVo6WrdNprUCBKKWUD+gMxePuVHgBWa61lLlMhhBBCtAwZmieEOAGHSw/z+pbXOTf+XJLeisKoDZVD8oQQp47nNz5PiDWE5TcuJz4wvqWrIzhKIEopZQWeBW4ErFQf5FymlJoOPCBD84QQQgjRvJTMmieEOCEbcjZgUAZuS7qNxXpWS1dHCNEEcu25pBWncVPXmyQIdRKpNxClvAOfvwXOAuYA3wP78Qaj2gDjgLuAJOD8Jq+pEEIIIYQQQjSSMXFjWDxuMYGWwJauihCiiYRYQ1h0wSJcHldLV0VUcaQeUZcCZwKXaq2/rmP920qpi4EvlFIXa62/apIaCiGEEELUpJAcUUKIEyZBKCFOfWaDGbPBfPSCotkcqU/7lcAX9QShACgPPs0Erm7sigkhhBBCHJFSzfsQQgghhBAn7EiBqD7Adw3Yx7dA38apjhBCCCFEwyiDataHEEIIIYQ4cUcKREXgzQl1NPuByMapjhBCCCGEEEIIIYQ4VR0pR5QvYG/APhzIRKdCCCGEaE4KGS4nhBBCCNEKHSkQBRCnlGp/lDIyB6IQQgghmpkCdaSO3UIIIYQQ4mR0tEDUlw3YhwJ0I9RFCCGEEKLhJG+TEEIIIUSrc6RA1A3NVgshhBBCCCGEEEIIccqrNxCltf6gOSsihBBCCHFMJEeUEEIIIUSrc7SheUIIIYQQJx8lOaKEEEIIIVojacEJIYQQQgghhBBCiGYhPaKEEEII0TpJsnIhhBBCiFZHAlFCCCGEaHUUoCRHlBBCCCFEqyOBKCGEEEK0PgrpESWEEEII0QpJjighhBBCCCGEEEII0SykR9Qp5rXXXmP69OmsXbsWk6nhf94HH3yQVatWMW/evCasXeuhtUYphdaaiW0dAAyePpQdhmF4lKmikEwdLsQpasuWLXg8npauhjgimTVPCICHH36Yr776imuvvZZ//vOfLV2dBlu4cCFpaWlcd911LVaHqu29CW3tAAx++wx2eAbgqfyapPF2wRRCnGqkvddypAUnRB0q8o7UzD9SGYTyrmzOKgkhmpE0SloJpZr3IcRJpqysjPnz5wPw3Xff4XK5WrhGDffzzz/z4Ycftmgd6m3vVbtXL9e+EKcqae+1HAlECSGEEKJ1MqjmfQhxklm4cCFFRUWMGDGCnJwcfvvtt5aukhBCCHFUEog6xfXo0YPXXnut2rL09HR69OjB7Nmz69zG4XAwcuRInnnmmVrrZs+eTY8ePdizZ09TVFcIIYQQQjTQ3LlzCQwM5IknnsBmszF37txq6x988EHGjh1ba7sbbriBG264odqyLVu2cN1119GvXz/GjBnDW2+9xauvvkqPHj0qy9TXhly5ciU9evRg5cqVlct+++03rrnmGoYMGcLAgQMZP34806dPr6zX3LlzOXz4MD169KBHjx511lMIIcSpSXJEiVosFgsXXnghs2bN4s4778RqtVaumzlzJv3796d9+/YtWEMhhBCnPSU5osTp7fDhw6xYsYJLL72U0NBQzjzzTBYuXEh+fj5BQUHHtK/c3FymTJlCZGQkTz75JGazmY8++oiMjIzjqltqairTpk3j7LPPZurUqZjNZvbt20daWhoAU6dOJTc3l82bN/PSSy8B3vanEEKI04MEokSdLr/8cj744APmz5/P+PHjAdi+fTsbNmzg2WefbeHaCSGEEMhwOXFa++abb/B4PJXttIkTJ/LDDz8wb948Lr/88mPa14cffkhpaSmvv/460dHRAAwbNuy4eylt3boVp9PJ//3f/+Hv7w/AoEGDKte3adOGkJAQTCYTvXr1Oq5jCCGEaL2a9VaiUupSpdQspdQ+pVSpUmq7UurfSqmAGuVClFJvK6WylFLFSqmflFI96tifTSn1nFLqQPn+liulRjbfGZ264uPjGTp0KDNnzqxcNnPmTEJDQxkzZkwL1kwIIYTwUko160OIk8k333xD27Zt6d27NwCDBw8mMjKy1vC8htiwYQO9evWqDEIB2Gw2Ro48vmZ1165dMZlM3HPPPcyfP5/s7Ozj2o8QQohTU3P3af8H4AYeAM4FpgO3AAuU8vavV96W3tzy9dOASwAzsEgpFV9jf+8ANwIPAeOAA8A8pVTvJj+T08AVV1zB2rVr2blzJyUlJXz33XdMnDgRs9nc0lUTQgghhDhtbdq0id27dzN69GgKCgooKCiguLiY0aNHs379evbu3XtM+8vMzCQ0NLTW8rCwsOOqX0JCAm+88QZaax544AHOPPNMrrrqqmo5pIQQQpy+mnto3nitdWaV14uVUjnAB8AZwM/ABGA4cJbWehGAUmo5kAL8E7i9fFkv4CrgL1rr98qXLQY2A4+V7+e0Z7FYcDqd1Zbl5eU1aNsRI0YQFxfHzJkz6dKlC8XFxVx22WVNUEshhBDiOEiOKHGamjNnDgDvvvsu7777bq31c+fO5fbbb8dqtdZqB4K3LRgcHFz5OiIigpycnFrlavZkqsgb2pC25cCBAxk4cCAOh4O1a9fy6quvcuuttzJv3jxCQkKOeo5CCCFOXc0aiKoRhKpQcWskrvx5ApBREYQq3y5fKfUNMJHyQFR5OScwo0o5l1Lqc+A+pZRVa21v7HNobWJjY9m1a1e1ZUuWLGnQtgaDgUsvvZR3332XNWvWMHjwYNq0adMU1RRCCCGOjVKSI0qclpxOJz/++CM9e/bkzjvvrLX+2Wef5dtvv2XatGnExsaSnZ1Nbm5uZfAnNTWVvXv3Vg7pA+jZsyfvv/8+Bw8erByeV1ZWVqvNGBYWhsViOaa2pcViYdCgQZSUlHD77beTnp5OSEgIFosFu/20b6oLIcRp6WRIVj6q/Hlr+XMysKmOcpuByUopf611UXm5FK11SR3lLEDH8p9PSxW5LM4991zefPNN3nzzTXr27MmaNWv44YcfGryfiy++mOnTp7N9+3ZeeOGFpqquEEIIcewkb5M4DS1evJi8vDz+8Y9/MGDAgFrrL7vsMh5//HFWrlzJOeecwyuvvMJ9993H5MmTyc3N5Z133qnVI2ny5MnMmDGDqVOnMnXqVCwWCx9++CEWi6VafjSlFOeeey5ff/01bdu2pV27dixdurTWkLsvvviCVatWMWLECKKjo8nLy+Ptt98mMjKSjh07AtChQwe+/PJLZsyYQXJyMhaLhc6dOzfBb0wIIcTJpkX7tCul4vAOo/tJa72qfHEokFtH8Yr+wiENLFd7oPufx71JKbVKKbUqN7euXbReZWVlGI1GjEYjAFOmTOHKK6/ks88+44477mDPnj089dRTDd5faGgo/fv3JyIigjPOOKOJai2EEEIIIRpizpw5+Pn5cc4559S5/rzzzsNmszFnzhwSEhJ4/vnnOXz4MHfccQfvvfce99xzD23btq22TUhICG+//TaBgYE8+OCDPPnkkwwePJjRo0dXznpX4d5772X06NFMnz6de+65B7vdzgMPPFCtTOfOnSktLeV///sfN998M0899RRxcXG8/fbb2Gw2wHuz87zzzuN///sfV155JdOmTWvE35IQQoiTWYv1iFJK+QNzABdwQ9VVgK5rkzpeN6RcLVrrN4E3AZKTk+vaR6u1f/9+YmNjK19brVbuu+8+7rvvvmrlNm7cWO31k08+Wef+8vPzWbduHddccw0m08nQgU4IIYQoZ5AcUeL08/LLLx9xfUBAQLUeSqNHj2b06NHVygwdOrTWdklJSXz44YeVr91uN5dffjlJSUnVygUGBvLvf/+71vZV25a9e/c+aj19fX159tlnj1hGCCHEqalFIgtKKRvemfHaA6O01mlVVudQd2+mip5QuVXKJRyhXO2Mi6ewzZs3s3r1apYsWcLkyZNPeH85OTns3buXjz/+GK01V1xxRSPUUgghhGgkipNyaJ5Sqg3wAnA23lr+BNyptd7fgG1twOPANUAwsA64V2u9pEY5A3AvcDMQDWwHHtNaz6pSJgZvXs2zgU6AA9gAPFpzf0KAN8CVkJBAbGwseXl5zJo1ix07dvDaa6+1dNWEEEKcYpo9EKWUMgOzgIHAGK31xhpFNgN19TVOAvaX54eqKHeRUsq3Rp6oJLyNrV01d3Aqu/vuu9Fac80113Drrbee8P6WLFnC//3f/xETE8MTTzxBREREI9RSCCGEaCzqpAtEKaV88c4AbAeuw9tz+wlgkVKqp9a6+Ci7eAe4ALgH2APcCsxTSg3RWq+rUu5x4B/Ag8Bq4ApgplJqnNb6+/Iy/YBJwHvACrz5M/8G/KKUmqC1/vZEz1ecWpRSvP7662RmZqKUonPnzvzvf/9jxIgRLV01IYQQp5hmDUSV38H7BBgNXKC1XlFHsbnADUqpUVrrxeXbBQLjgU9rlHsUuAz4oLycCW+ja/7pNmPejz/+2Kj7u/DCC7nwwgsbdZ9CCCHEKe5GvL29u2itdwEopTYAO/H2XvpvfRsqpXoBVwF/0Vq/V75sMd4bb4/hnS0YpVQk3iDU01rr/5Rvvkgp1RF4GqgIRP0KdNZau6ocY175/v4JSCBKVHPbbbdx2223tXQ1hBBCnAaau0fUq3gDR08CxUqpwVXWpZUP0ZsLLAc+Vkrdg3co3v14u7dXDiTXWq9TSs0AXizvZZUC3AIkAlc3x8kIIYQQogWdfDmiJgArKoJQAFrrFKXUb8BEjhCIKt/WCcyosq1LKfU5cJ9Sylp+k20s3t5NH9fY/mPgXaVUotY6RWudV/MA5ftbB/Q/rrMTQgghhGgEzd2CO6/8+UG8waaqjykAWmsPMA5YALwGfA24gTO11qk19ncD3i7nTwDfAW2Ac7XWa5r2NIQQQgjR0pRSzfpogGRgUx3LN+NNHXC0bVNqpBuo2NYCdKxSzk7tFASby5/rPY5SygIMAbYepS5CCCGEEE2mWXtEaa3bNbBcDvCX8seRypUCfy9/CCGEEOI0sXr97nmGsAvDm/mwNqXUqiqv3yyfibdCKH9OqlJVDn9OplKfI21bsb7iOU9rXXPW35rl6vIIEI/0HBdCCCFEC2qRWfOEEEIIIU6E1vrclq5DPWoGiMCbXuBoVAO3bWi56iuVugq4D3hca720AfURQgghhGgSJ11yBSGEEEKIViqXunskhVB3b6eqco6wbcX6iucQVXusYM1ylZRS44H3gXe01g8fpR5CCCGEEE1KAlFCCCGEEI1jM94cTjUlAVsasG2iUsq3jm0d/JkTajNgBTrUUY6ax1FKjQZm4s25efNR6iCEEEII0eRkaJ4QRxH85v0AbGvhegghms6mTXXllxbimM0F/qOUaq+13gOglGoHDMM7LO5o2z6Kd3bhD8q3NQGTgPnlM+YB/Ig3MHV1efkK1wCbtNYpFQuUUkOAOcBC4JryCWGEEHWobO/JVSLEKUvaeycPCUQJIYQQQjSOt4DbgDlKqX/hzeX0OJAKvFFRSCnVFtgNPKa1fgxAa71OKTUDeFEpZQZSgFuARKokF9daH1ZKvQDcr5QqBNbgDVadBUyscoyueGcUzgKeA/pVHc2ntV7R6GcvhBBCCNEAEogSQgghhGgEWutipdRZwAvAR3gTiC8E7tRaF1UpqgAjtVMk3AA8CTwBBAPrgXO11mtqlHsQKALuAKKB7cDlWutvqpQZjDdvVAiwqI7qNiSBuhBCCCFEo5NAlBBCCCFEI9Fa7wcuOUqZvdQRCNJalwJ/L38caXs33mDVE0co8z7eBOVCCCGEECcVSVYuhBBCCCGEEEIIIZqFBKKEEEIIIYQQQgghRLOQQJQQQgghhBBCCCGEaBYSiBJCCCGEEEIIIYQQzUICUUIIIYQQQgghhBCiWUggSgghhBBCCCGEEEI0CwlECSGEEEIIIYQQQohmIYEoIYQQQgghhBBCCNEsJBAlhBBCCCGEEEIIIZqFBKKEEEIIIYQQQgghRLOQQJQQQgghhBBCCCGEaBYSiBJCCCGEEEIIIYQQzUICUUIIIYQQQgghhBCiWUggSgghhBBCCCGEEEI0CwlECSGEEEIIIYQQQohmIYEoIYQQQgghhBBCCNEsJBAlhBBCCCGEEEIIIZqFBKKEEEIIIYQQQgghRLOQQJQQQgghhBBCCCGEaBYSiBJCCCGEEEIIIYQQzaJZA1FKqUuVUrOUUvuUUqVKqe1KqX8rpQKqlGmnlNL1PIJr7M+mlHpOKXWgfH/LlVIjm/OchBBCCCGEEEIIIUTDmJr5eP8A9gMPAGlAH+AR4Eyl1FCttadK2X8Dc2tsX1jj9TvABcA9wB7gVmCeUmqI1npdo9deCCGEEEIIIYQQQhy35g5EjddaZ1Z5vVgplQN8AJwB/Fxl3R6t9Yr6dqSU6gVcBfxFa/1e+bLFwGbgMWBCI9ddCCGEEEIIIYQQQpyAZh2aVyMIVWFl+XPcMe5uAuAEZlTZvwv4HBirlLIeVyWFEEIIIYQQQgghRJM4GZKVjyp/3lpj+b+VUi6lVL5Saq5SqkeN9clAita6pMbyzYAF6NgEdRVCCCGEEEIIIYQQx6m5h+ZVo5SKwzuM7iet9aryxXbgDWA+kAl0xZtTaplSaqDWuiJgFQrk1rHbnCrrhRBCCCGEEEIIIcRJQmmtW+bASvkDvwCxwECtddoRyrbB29Nprtb6mvJlCwB/rfWQGmXPxhvEGqm1XlrP/m4Cbip/2QXYfmJnI4RoRG211hGNuUOlVCawrzH3KYQ4YY1+rQtRH/kcEOKkI+09IU4PdV7rLdIjSillwzsjXntg1JGCUABa61Sl1K/AgCqLc4CEOoqHVFlf3/7eBN48pkoLIVot+bIrhBCnN/kcEOLUJ9e5EK1Hs+eIUkqZgVnAQOB8rfXGhm4KVO2+tRlIVEr51iiXBDiAXSdaVyGEEEIIIYQQQgjReJo1EKWUMgCfAKOBiVrrFQ3cLgEYBvxeZfFcwAxcVqWcCZgEzNda2xur3kIIIYQQQgghhBDixDX30LxX8QaOngSKlVKDq6xL01qnKaWexxsgW443WXkX4H7AAzxVUVhrvU4pNQN4sbyXVQpwC5AIXN0cJyOEEEIIIYQQQgghGq5Zk5UrpfYCbetZ/ajW+hGl1F/wBpQ6AgFAFvBz+fpqScWVUj54g1pXAcHAeuBerfUvTVF/IYQQQgghhBBCCHH8WmzWPCGEEEIIIYQQQghxemn2ZOVCCCGEEEIIIYQQ4vQkgSghhBBCCCGEEEII0SwkECWEEEIIIYQQQgghmoUEooQQQgghhBBCCCFEs5BAlBBCCCGEEEIIIYRoFhKIEkIIIYQQQgghhBDNQgJRQgghhBBCCCGEEKJZtPpAlFKqjVLqS6VUvlKqQCn1lVIqoaXrJYQQQgghhBBCCCGqU1rrlq7DcVNK+QLrATvwL0ADTwC+QE+tdXELVk8IIYQQQgghhBBCVGFq6QqcoBuB9kAXrfUuAKXUBmAncDPw3xasmxBCCCGEEEIIIYSoorX3iFoI2LTWw2osXwygtR7VIhUTQgghhBBCCCGEELW09hxRycCmOpZvBpKauS5CCCGEEEIIIYQQ4ghaeyAqFMitY3kOENLMdRFCCCGEEEIIIYQQR9Dac0SBN0F5TepIGyilbgJuAvDx8emXmJjY4IMppbDZbHWuKysr42Qc6nikOreE5vg9nWzn3Fyy2mRxqMMhlEdhcpiITInEP9ufA50P4LQ5MTqNeIweQjJCCD4cjC6/fBSKnNgccuJy6LCyA1ltsygMKyRxbSJK176cdOnhWsuU8c+3E601ZQUFlGoX+R47hdpJh6BOGJTxqOewZcuWLK11xAn8GmoJCQnRsbGxDd/Ao3GnHqq2yK9dAAB27Ys+8ltMi6jrf959IKVWuZys6vcf8j2uWmVsNf5OVlX7fG0mT7XXviHVyzgCI6GO7RqVR1O8J9P7c41Duet4i/HUWOap4+PDU+N1XWdQc6vjPcua2zVkPwpFSc8yigaXghuMJQYCVtuw7jeTP7wEd4AHY5kBbdL4brPis8tS7Tov7manJNlOxFcBFPUuoyzBSfg3ASiPQtU4s7rqY6xx+0qZ3NgNbopNTgpNDqICYgmwBDbo/JviWheiPsf6OaCUwmqzYnfZKXOVUeYqw+1xYzaaCTQGSnuvAZq9vefKq77SFNykx24OHuXB4efAWmxFaUVa1zRMLhMOmwOlFW02twEgpU8KQYeCCM0IRaNRKFxmFxldMvDP8Sc0I5SSwBKy47MJygwiMDOwzrac3RyIw+3A5XHh9Dhx2vNxetw4yh8u7cZTx9+0Db6EaitFyoU1OL5Bn/8nS3vPuf8QboMHu8GNw+jGGGrGoz2E2eJQJ2Gfjbquc1dG7fZebnb1uhd43LXK+KjqZWx1nK6pxjLf4Op/f2dwVLO090pSvP+vZmPt/z9d47tKzfaet0yNXdbRyqnVTqxjP4bjONWjvQtqg8Yd4saUa0R5FHlnFGOwK1wBHpSG4AX+AORMKMS2y4LfFitaaZRWuG0eCkaWYE0147vViivaSXF3Oz57zPikWMqPr2ocz43T6MatNB6DB5fBU/nsMnhwKQ8eVbvWQR4zCS4/7MoNYdGYjOYGnX9913prD0Tl4u0VVVMIdfeUAkBr/SbwJkBycrKeMWPGMR20e/fudS7ftKmuUYInh/rq3BKa6/dUcc4e7aHUWYqfxa9ZjttSPNrD7pzdBNmCiPSLZMamGczdMZfRiaOZtXUW3131HQAPLXqInNIcXjn/FdweN0aDN+jwn2X/ITU/lf9N/x9bM7fy1pq3GPn3kVzY9cJaxyp2FLM9ezuZxZlklWRxqPgQ6anzSS3OYVfhIXYUHqLYZQcgEDMXmRK55ZzphPscvb3Ro0ePfY33W/GKjY3lSNe51hqlVLXn/JufrlZm6JcTANiSk4T3K7rm+EMQTaPmdZ733A21ynw+vXqQ6YfinFplutZovCf71T7P6ABntddD/1Y9+LB34M1N1jCp+nfacYV3TorcMiNlJidWlwmFIttZe7uyGi0Kex2NaWeN5kKprhmaAnONv7tFHb2hWlfQK9RY/W/hqqOlUjN0a1CanLICbPMt+Jf5sD5xD1v77qdTdCwbYlOYsmAsfkb4pvdqinvauaJ0KB7lwd/orfP3bTeS4ylmSrtBpHny+Nmwg25DoxiQ3hajoXoFzEYPqQF55NnKKLDYKbCWUeBXTJathAy/QtL8C8mzlnnrpRUD8iO5cfwjDIocdNTfBzTNtS5EfY72OVCVw+3gogUXsbVkK54q7wFmg5mRbUfyYt8Xm6iWJ64523se7cFwhPe/5m7vlXzy92rLfa8+deYscnlcmAwmXlv5Gnvz9jIpeRLvr3ufnTk7yS7NZkq7KTxz9jPAn5+RaQVpvPT7S/SO7s1VPa5iT+4eXl/1On1j+nJF9ytwLvtPreNM3PQhPxzYWfnarAxEmfzoYg6hjTmQCKMvoR4zocpGgMECSlGyPYdDxjI+9UshxVzER6MeoHd476Oe08nQ3nto1UN8v2cHduOfQRqFItDiw+vnvE6oNYzW0N7LeezaWmW+eN9a7fWC4rxaZZLMQdVe9wioo63i58SDxlD+Oxj0l+rfp/aNuLVZ2nsbL30RgMgAR7UyOcUNC4YUO6u/V5XWjstRVrvJV4uzxq/IXMep1wzo1dwGwFLHW6c71oNRG1hs2EJ2RBF9Utrze8edZF6XT7HVzsiDnbm0cCC0oTLgXOhXxALfLSREhjKkpAP5gQUsCNhGYkIYw2gPgL+1+snO67CNl3r+UflaaQh2WIm2+xNd5keY3UYEFoJdFoKcFgwolFZ4IuzM88lgsc8hbuwyidu733H0Xxj1X+utPRC1GW+eqJqSgC3NXBdRD0/qpzWW9KCp39D3FOxhxs8z+C31N1anr6DAWUq4LYBOgdEMbj+OEQkj6B3dm4SghMpATGtnUAY6hXWqvPsYExCDURnpGNqRxOBE7vvpPkwGE4eKDnHPsHsqtwEosBfg8riIDfDeRQr1CSXYFsz+/P11Huu3+XczdvUb1ZbZDCZiLYF09AljSGRfErc76OwKoIcrhCyDHR9beFOdepNwuWvcPXDV7jl0sjNYa7/FW2sEG4x13O2zNaBB4Wer/qFmDPA9xtqduHxHPvM7bWV9ZAa7QrLJ9i3B6jIRVRRA2OFw2h2MIj4rgrD8QMzu2r8Lcx3nWbMnVc2gE9QOPNX1NcxQY9+GOvbjqBEYqwgWVWWttXNFeGmQtwFihjiHD3sVtC8NIKskgJ8H/oFBGyiylXLelh7YjN7+UL4mDyUmB0ajm0i7DwaliTUYCdUmioILCMpxYTNXb4FpNH8f/R2OKg10o1aEOa3El/lzZn40HUuC6GEOILksGLfSGEN71/HbEKJ1sRgtDIgYwOQ2k+kY2pGkiCS6hHchwBKAUuqkvvHY1DYf3szk2ZMpcZZwTY9reHDkg5XrXBumVy+shjd9Twmg0F7IstRl/JazglRXIV0tYfS2RtJ79X8Is/pXK2vqPrXJ69MUTAYTDreD1Rmr6RLehX6x/fhu53f4mn3pHNaZ5WnLeXvN20zpOwW3dmNSJmwmGz4mH7JLsgFvm89qtOKu6BljtdQ6zqP9Luce5wQMSlHoKOVw+l7S7YUcchaS5SxmsyOXtMJs0t3FlFLeLgrzPiU7gnglayDdgrs2x6+kUXQN7oolbQvxJQG0LQ6kXXEg538xGaUUWw7U1dfh5BT60EfkvzCl2rKasY8xfsEsLimstqxmE2NzoSK5PBiVGpjLq4OX4rE4OedAOybv8Qa/1n9cSN87jqHXWSOxWZzsDslmddwhdgbkEVnmQ+fCEDoWBePOCK3Wzip0HP0GobmOIjUDUXXdIKwZeKqrB35NtdtytZcp5Q14ugwuMsKziC4IYmhZCKluC2GFIcRmBLIr4jAbu2/h3H2dcCtv0KrYx02oEYyBxcQGOjD5uggygp+Pi3B/Z/m+qx/rfHsk3TeNwuI2UmJyUWh0UBBeTKapjGybg2y/QraZy8gwlpBvrH5nN9Rj4b7C7oztcPXRT/woWnsgai7wH6VUe631HgClVDtgGHBfS1ZM/MlTWNysx/s+9Xvu/eNeDMpA35i+XBnfn3ifEPaV5LCt8CDTV77CCyteAMBqNBPrG0KAbzSB1kDCfcMJ9wknxCeEUJ/QykewLRh/iz++Zl9MBhMmgwmjMmI0GDEoA6r8zU8phULh1u7Ku6gKhUEZKssalfdZo/FoD1p7nyvKu7Ubp9vp7RJd/uxwO7C77FhNVgbHDz7i+avyd5sVaStwepyMbDuSPbl7eGvNW3QM7UiZq4z0gnQ6h3WujKZX1NHp9r7ZmI1mzAYzDrejzmN0N4Yyo+uVRJr9CTf7Em72IyDPXnlsgEMZKZQpN0+Hbea90J18lHstyaEnT8+8o7HU+FKurNZ6Sp7E6vwCUKPXSx13s2sOxbMZa98islqqB6IMQc3b4zC7LJuxP4zF3sdOTLE/XTKjaZMfTIG1jIP+BWxvk8razt67ukpDQLEfVqcZq9OMT5kVvzIbRrsFnzIrNnvFw4LVacbiMmHwGLwP7b0LpLQC7Q2he5QBNGil0Urj0t7rCE1leV9lxKDLB7spjVbe8ihvYEgrjdvowa08uA0ePAZNocmDy+DGZXTT4VA0Zo+xVkPFz1T176dJjTqMx+AhOTOa7IBCfum4nTYlAXiMbjwhhYS7/b29sbTCZQKzQeFSHoJ9XRSgMKPwGDwYDRpfn9q3B5/aPBQ/t4lgp5Ugp5VIba4VvAxr6+KboDT+FbKOq3a0Y2pS6/yiJ0RVj/R75KTqTd6Yckpz2Je3j/TCdLqFd6NDaAcK7AXc/O3N7M7ZTbR/NG9PeJtIv8ha2/59/t95aORDnN/pfIa/N5xB8YMY034MAO70g9ULxzfteaQUpjB963R+mfMLpa5SFBBisPG+pzxQmD6TSGsAHfzCaesTSpxPMGG5uQTZgvA1++Jr9iXAEkCQLYhAayABlgB8zb5YjBZMBhMGZcCgDJVttIpH1eHOFb013NqNy+OqbK+VukopdhRT7CyufM4vyyffnl/5XOQoosRZQpmrjFsH3MrYjmOPeL6v/vEq2aXZ/HPYP/lh5w+sPbiWryd9DYDVZOXN1W8ypa83GOFJ/ZQQrYlypbJ0xwJujQ2jbOs61u/8jvPancm69NWku4tIt+ezvzSX/aW5ZNjzSSvIIt1VRJGu/uUz0GAl3OxLpMmPntYIzjUm0tYUSDtTIKYlZUQ5fAh2W7xDAo2tp710ZYcrydlc/aarMfwi7w8HKgLOJ1dvqLoUvHQjqsbNrACThyKLnSy/InJ9i9mabsYff5xmJ6tHraYosIh1ZQFMXDoc/zIfAHoE/dkO+LjvH0za2otziiK5ddACuuWF0z87mr43hqKLy5rt3OxuOy9vfpnvxn1Jlq3Ue24OC0VmBxUj8qxOE7FFgYQX+xNe4odvmQ1fhwWry4zFbcTmMuMpsWBzWrCVt/N8tRFjlXYeaNwmb/vMU96+c3sbbJXjILTSlCmN2+DGZfTgMrpxm504TC7sZhcOk4syswO31UGpxUmp2UGZ2YnT5F3XNjuc8Rv7AOBT43tGUHmvpa87bMHpW8YNG4ewOn4/+8OyeeiPMwD42aj4vu1OLkjtCEpj1Jpwj4VIp431YYexpHXBanOzPySXs3PjyQnN47C1lLyAIg5ZSjhgLeGQtYRs31IOmkrJNtmr1cGmDYR6rIR5rCQoPwZ6wmnj9qOd9idW+9Cpbzeizf6YlIFdtrAT/tu29kDUW8BtwByl1L/w/o88DqQCbxxpQ/EnrXXlByVAmG8YJoOJw8WH+T3td8pcZSRHJpMUkVTZRbKqzzZ+xjO/PUPPqJ78Y+g/6BnVs1o5Xep903g1ZQmfpa/irTPnYGjCXkhDI4dyV/e7uO/c+4j0i6Tk47vADhjbQzAYpz7N2oNr2Xx4M1uztnKo+BCF9kLy7fnsztnNipIV5JbmYnfbj3aoZtcrqhfrpq47arnvdnzH19u+5serf2RH9g6+3PIlv97wK0opvt3xLXfOu5P1U9fj9rgxGA34mH2I8I1gedpy3Ls/wFFWQN6h3+gaGIN79wfooqJq+w/OdzDKE05aWSEprjT+cJeSb3ByyFnMLnsuKY5cDrcrJNdkp9jo4tLMRNr5t2uaX0oTMdUYg+7JzCr/qUvzV+Y4GQN9Kn/WWlOsnRT4eP+W/nYrRm3A6eMgOzIbt9FDUG4gQblBlQHKChajZmmbPXzVdSPt8kKZuCOZ9vhUK6cs3q7Ry/L38c893/MPn64khdbVYbVxhNnCuL377XR9dTMdCkPIKqreNXtXoYHMoHwOhOZwODiPXP8iysxOyswOin3KOBySS6nVjsNycvZ0e+GrSQSW+mGu0YOt6tvvmphUVrfZx32LzyEzOI9VCSk8uvB8wnzdrIhK4+1eK3l98ThcyoNJGzArRZjLwtaQTGwWD6VmN3arg+jiQGyWOoKNVg9nFEdyyFLKYZ9S0oLyWelbRq7JwX5LEXutReT52MlXTrINdnq5Qjgn7uym/tUIIU5ATmkO182+jryyPMJ9w3F73Lw+7nVe+eMVekT24L/n/Jcl+5bw5JIneeSMRwjx+XPunyJHEYX2QnpF98JsNDO131R+3PUjvaJ6EeEXgSm5c/WDFTTtuSgUyw4t4/re13Nxt4vpPPtDgpSFw55SNniy2dPOhy2FB9hbksOKnBTSy/Jw7lrYtJVqAKMyEmgNrLzB6WP2ochRdMRtFu9dzMKUhbw1/i0AbCYbGw5tqFyvUJgMJuwuOxmFGaQ4o8ksyWS3J4Qlh/fR+9unScvdTaGrjG+yqg8aMaCIsQQQZw2iqyGEs2zxJBoDSTQG0jEokjamQHwMf35ldB7I8yZUdHgfucYCqGxuaI58Jicfk6kBXVpOcspc+yt9prGI9wYvodTiwN9uI6udk0GLB7Crxw7CcoIZuKwvljYF/NpnHWPW9MXXYa1s+5YanZSZnXQsDMHPApcc6MCqqHSSygIxd+zRrOdmMVj49dCvdM4P5Zat7ehTGEak3Zcyg5tdAbns8c9ni6mIAwGFHAwoYENUOnZzHePuWoDNYcbmMmN1mTC7jUQWBVS262w1vmcYjZoNYYdYH3mAO9cPxmjUmFwm9gTk4vF4G3++FjdWBX5+dnItZaTaismxOMjyLWZj6GFuGvoDmT7FFJmcLIlIr1WfYKeFKIcP0WU+JDlDaGP3I8HuT7zdj26hfgRpc2W73hxcx6iK9FI8lOIAykf9nZBWHYjSWhcrpc4CXgA+whuyXgjcqbVube+DTWrTpk0YDAaSkpJqrZu1dRaP/PIIBmUg3Decvw34G+M6j+Ol319iVcYqgmxB/J7+O3cNvou4wDjgzzG7v+7/lQ83fMhb499i6f6lPLHkCb647ItqwSrl4/10cpoMRPgEUegqIsgSVKsex+tAyQH+s+E/aDTxfvFclngZf+nyFyJ8I8gtzcVqqh70cn/xAD2BnpVLIvG96qNa+y1xlpBbmkt2aTYF9gIK7YWUOEtweVy4PC7c2o3b82fPJ41Ga41GV/Z6qlhecRfN7XFX9paq6EllUAaUUtVeV/RIqni2mqxYjBZCbEefDHJb1jaeX/48L5/3MkG2IA4UHeD39N8r/yYx/jEU2r1dc81GM57MrzAAfWy5PL3nOzxxPSgrzeOntA1c26c3y/euZ5+zgH3F2ewuzmRPURbbctM46Krd082Ioq01mA62UBLsFgJKTYwtimNYaSRF5taVo6tm+qDK7vybTt47ZBXDRSqudUPgn8Plvs7bxpOHfqVwtJsAu40xO7vSJ70N27vtICciF7PDjG+RD503dEY5vEMZKgJNO6MOsLjdLu5YO4TN4YeZlbSeMWkDy/fs/UVZznwAgIjDm3Ee+oNST+PeLavrOp/c8VqUz6MU+BfCzupd6H0MioTCYBIKg6F8ZHp2jT7WBsCtPJRa7ZRa7ZRZHRSbHDjMLjzKm7jRY9CVPZ8qz7a8V9Ofd9HKfxNV7qLZjFRuo7TCREWPKlW5LFAZMHoMlXfkApTC6DFi9hgId1mwGDWlrur/Zz7lDeb0gDy+77qJG1YPJgITdrOH3eGZ+Js1Ho8ipMSXUpMTj0dhwIjZ7MGMolthKF902oTeBk7lYVXYQSbu78guv1xyQgo5YC0mzaeINFsRqX6FpFmLcdeRsDLCZaOdw5+ehBKozXR3hXCtpwNZgY3QMhFCHLcjtffAO8Tr+XOep3OYN2g07tNxrMpYxeebPufTSz4lJiCGy5Iv44UVL7A9ezuD4wdXtln25O6hS3iXyqBJB0M6y/M3cDD1E8JC2+DeU2M4f1jPJv2obBfQjkUXLKJPT28Pg1z7R3hwEo6Js4jiPEcYWBPBCpt8s/jb4fkUB4RgMVqYlDyJiV0m8t3O73hj9RsoFGG+YVyWdBlGZcThdlTruf7Lvl/Ymb0Tq9FKdEA0F3a5sLJnFFDZS95qtGIz2bCZbPhZ/PAz+1U+B9mCCLJ6e2PVvKl7JNuztnPnvDvpH9uf2dtms79gPyaDiQjfCDq+1BGnx0l+WT4mgwnbk7WT1QcYrRSX5RKBlfN925JsDSfG6EdCaDRxlgBizQGYy28Qa0f1nlDaXjvhojHIp9rr0sLCWmVE06rZ3lM1M4oDgUbN9esHEFPo/c71z6HzyIvMZW/H/Yz6aRiBpX50Sgnj1+6byArKJyEzErf25oI64FtIXGEgpUYnBoOJtmX+bA7KIs9ahql9u+oHymu681QASjHzrC+wLfo3AFklFjyAxW0gKSeSmNQ4hpWX3xuYyyv9fqPY6MLkMTJkXyL90xJYG5vKT522ozT4O2wM2peI9ihcBs+fbTet2R59kIOB+Zg9RoJKfEne35aqIwkUCoPHgFErTG4jZrcRf4830GR1mbC4TPg4zfiX97yqGC5orRp0Kg9EWWtM+pMTlMeb3VfSLT+MNbGpHPIpxqwNhDtt3HTO17iVh2KzE6vbwKgzv8RlqL692W2gyOQkxG1hcF4kHUsDiXL6EOXwIR4b0S5f/Dz1h34C/ap/XzYF1h66a+0SV/8f6zi06kAUgNZ6P3BJS9ejNfB4PLUaKFpr+kT3Yd4184gLjOPHXT/y+qrXKXOVsXjfYpbesBSA11e9zv9+/x/Pnv1stQTXWzO3EuoTyoC4AYT5hrErZxff7fiOCzpfUHlcne+9JXZn1CDujBrEdnPDZlRqKJfHxei40fib/FmbvZZ3d7zLA70f4JONn/D88udxZaUyyBLNi8GjyitUo6dLPTO6VHTbrgi+tQa5pbnc9v1tDIkfQlxAHBsObcDf4s/ItiN5aNFDRPtH83v679w95G482sOq9FX87/dZXJp0Kbty3EQFdiD4x/twe9xorenxy5PV9h9hDaC9fwRjfNrSyRJCgimQWJO/N3mlxY8Qow1TeQAua12VGTxa4TtNzTtk7v2flP/Uk5M1WXmFymu90xV08VuP1pr+RaH8YBzFlmvWsioyne877sDq4yQnNpuJc73DAbZ028H+nns4e20UHuXBoL1/y73BeQS7LfQsDiVcmzkcUMAfbdI5qySm1rGTI5NZe/PaRs+hUu06z1rjvc573c+Pwal8GLODskRF15wIblk7BABbjU6XHjSmGnm/jIAZIza7LyF2b9DOqWv2QKr9N66ZH6BmEnSAoDryPfnXuA7qymAQWKNnUrCt9l29QpOD9/uvoGtOJFEOH7KiMglxmeidG8mXvVYTavdhR2gm16R1ISTAwU6/XD5ps4OzD7YlzaeQKLsvY8d8gcfgwaAVl58xt9r+fT1GEpz+JDuDGF8cT4LLjyiXDxEuG4GlFoLdFqz6z19w3FWdKn/OQgjR0io+A4BaQalAayCBVu/MaBajhTDfMNweN31i+rBg9wIGxw9mw6EN7MrZxd68vdUCUQZlqJZzKCDyAqzph8j37Y8hcjiun+6uXpETH7lxVGbDn71hXfk10gnsz6780VeX8DKDGDDiXNJKc5mw7DXG6EI+2vwtv97wKzEBMXy4/sP/Z++84+Soyz/+npntffd6r7lLLr0XQu+9dykigiioNAUVxYIKIhZUFAR+KKh0kd5JSEJII/Uu/Xpve3vbd2fm98deLtmSSpK7wL5fr7xyM/vdme/s7vc7zzzf5/k8bOjaMCz6vYOtfVt5cvWTNHy3AYD5T8zn2NJjmZY3bb/6GpbD9AX6aBpoikvRcwfd9Ph76PX30hPoodvXTbe/my5fF92+bgLRWGbB6o7VScfUSTpcBhdVJic1jgJKzRnkGx0Uam3kGx0UG53YtDHHkeIeiHtvpL49ljGAlx13GiFx8dYbSL6OtvhQN6Mt/h54pEUCGBKEnFeecBnTP/jPCPVm/xi29476FpW9r8a9linUkRm0EtFF0KoSY1QjWlEkuyeD7qIuSrpzCeb00W/zEHUOkjmQTWdAotIRwaxTMSMRMQewmbRkGgXMWgHZGWDrLS9Q+ccLDut1akUtevPQ76w7/jWnOYI4ZFDJOpEf183B1ZVBj8HHvfM+YF5fLosrtvLjd8/EGTTxcdkWWuxurlgzI+44HRYPi8ds4bf/vRSAX57yGuO7cinp27PGrSYhcl1BJWoMMmAK4NeF8WvDRA2x/z26EN6h4i8+Y4ABfYgBXRC3PohPG3P6brEn11sTFQFzVEuBYmBMxEZBwER+1ERu1Eim10hu1EhGVB9zlKVIOpK0wC6JA5oUxVV1mfEOZn15cmr2wdb8OwIfD9N8XhRl54OOIAhUuCqGBa4zTTF9pFA0NJyqB7Fw7GWtMXX9HStA/ogfb9hLpbMSiBk3RbYi6nrq4hxR0ebO+A6MO7jXU2gupMgSK19bZCniN2t/w4dtH/J049N8/NWPcf/pm/wptJ5X+zdzhrYEybZz9AXUKE/5avn9g5kUWzP52ZwrOKFwEmLGeQe3k4eJJc1LWNK8BG/Yy/82/Q+dRseJpSdSaC3kxboXCUVDRJUoH9Z/yK1v30pEiU16/1ofE5Q3iVqKtTZKDQ4qDS5KdQ5KdQ7KC0opMTqxDs1cqi/ZMAnVNQG+YWMmdKRZIgmIiaLexUOifKM4IioRBQmp7GoAqog5nhsNXyEHDQ5Zi6CPENVEhx0iUW2E7uxe9BLIAkgqhKUoAU2UAp8VQQBLVEt20ERD5iB63eETq4wb5+ZCfrPuQT5s/5B/FW/m5c5jWb3KzCtjNvBpXhOz24uJ7uLPCUtRlozZxDsT1+LwWjh91XTGtOenFJiU9+F7Tax+Yk5RyzdxjznF3TbR6ZQoFp5qnyiobMjqYGNmFxFthFX5TegRmdmTS37AzKKcZqKSjILKOnsPf6lYg18TSz98qyDmHJYUyI2YKPKbKQlbKAybKQybyA9YyA+bcA0ZM5ashAsVIDi0OB6nVOUffWnMadKkibGrzbcDVVXRSToa3Y10ejvJteTy21N+y0OfPMTkv07muJLjqHRV0uiOhZPKijwcgaOTdGzr38axpcfij/gBsOqsAHFRuIeTZ9Y+w/82/4+7HTKlonV4v7rLjaCAWFS26LRjN2upcObRqYnS5esizxpbVBmXOY77F9/P/SffH1eta33XeuYWxRY5fGEfF9VcxOubX0/piJIVmRtevQF3yE1/oJ/+YD/9gX76An0MhvccOWTSmmJapaZMss3ZjM8aT5YpiyxzFhnGDDJMGTgNMQ1Tp9FJhjED45CTKbrx73HHitRtA28U6GZHTJNkjxduV6PJCx2J+2RPcnSzGk4obLEPlcZGM4n23tT39q+a+mhAkWVEe/xCv0Eb0zMzINBp9FAvBZgXMHHi0pmsmFTL8xe9yqSuPLIHbfSaY0Z7Va4PnSqRgwa9AN32AYjaCIhREMCiaKh6+YX4kw8cnuINzdmD/NZUy/xwKcf1xAvQdfbHdMk0g3bsQFgRkIJ6sgetdGljjp4iVQ96mcqAjdfHr+W8lbOGI/9VVLZZ3YzpyUYjQFCKMKupjPWFzZT3xzuidgTXvz92Pduyugjow/h1YXy6ED59CL8uhLoHU1JSBGwhA86IHntYT7XHhSNswBnRYY8YcIT1WCM6rBEdLlWDLaLDLMdS5uzOZDkJjW6oQ0PnlFIUETTl7j3aSbLGa7upqQI1pIMrrZN2RKUBdq76L2tdhifk4aKai3h729s89MlDlNhLhp0bu7LjB7rjvTpJh1bSEorGP5QcahFjQRCGV+s2DWwix5hDR6ADl9GFRWdB1RspVq28GWnmLF05Qo4DaShq58P+jbzgrqf5usd5fstiHl7zOicWTT6k/d0XwnKYHn8PfYG+2AqZv2d4uy/QR3+wH3fQjTvoHl5V6w300h/oR0Xl09ZPh4+1qn0VAgKZpkxy9QayzXbyTE4KSqeSb3JSXHIehbZCyhxluIyulBEg4Y9+BWFQwzGDJNqV7K2P9vkP3QcyAoipwlWOcARBwKBX2JrRQ1AX5rT+Al40dbB2Yh1Wr5nO3B4i2ihmjRqrgKaqSJKCRlSRJBWdVsEkCegEgYgWJA5fxcn4cb45Ns79nbi0erIKzDhXSeSFTKwoaOKY7sK4iK66ghZWlG/nJ89ezurSej6u2UBVe35SRRkg6YpSKUgZEiumpGiTmFqf6uckiDEh0UF9bIUsaAzi0QeHVszCeLUhQoYQXk0YrzaCXxPBowvh0YaJigp1rp3xRxvtfUDMUZgZ1ZMViUUwZQ8ayI4YyZON5EaMFIRNZEeMqJHkHpmdKgzbJipiCgshZ74jbltbeBhCHtKkSXNQ2XGf//WiXzM5Z/Kwk+VHx/yIm4M3U+mq5GcLfkZUic2Aek3sASXHkkORrYjXNr/GdVOvY8uGx+nuWM/4vklE+5ahpIieOdSoqsorm17h+drn+ZH1kjgNUiVFtKrSP8D63u1s6WvlWEMhE7In8PyG5zmq+Cj+s/4/9AX64o+PijvoJsMYm+v0Gj0WnYXmgeaU/ZFEiY8aP8KoMeI0Oim0FTIpZxJOgzPOmbQjTc9usOMwOMg0ZWJIFaawj2jGxldMI/TnpDaBJfEOA115blKbaHtv3LZoSH6qFfXx6XoaY3L63pHEQX62HhkEAc3Em+J2uWwLh/9+tGoduT0ZlHbHvvNjPptCsDbMvIiN/078DEFU0IsqJlEEVLJlA3lhE59ktXGjt4gOi48BQ4jJWsdhvKh41paFeXWghZmWXMzBeMvL6IvfDkYk2p39tFs9TOnLpcTj4KPcRqp7cviooIFBbRi7Th52RCmoqMYgllBsrtMqEoaohi6Tj0Q/q3VoEbEro5/WjF5MYT2WsI5crxVTWIc1ZCBT0WIO6zFHtJgjOpyqBnNUizWsxxSNOZUSFxot5mSLU6dThgzTWFtzZgrLNaGD+ozkH7QuJ36RQLIkzzWiKdk5lYh2wi46ub27b7evpB1RB4DS/VLctt9+ynCY8pFCqrSZ5d3L+cu6v/Db2b+ldXsrvzrxV/xs4c9oG2zjlIpTeHTloyidL6AoMooooVVknEYnG3s2ArHUmVA0hKl1OeFFvxk+rho4tKvlUSWKRtSwvHs5rzW+xhnFZ1BuLWd172reWPoGVREvTwc3MVZ0osoKgboWtIKIRw3zWWQLJ5GF4DqX6pJScrrcfBYqYv+CrfdOMBqky9dFp7eTbn/3sGNpR/j1ju0efw9dvi76g8mOnh0YNAacBidOoxO73k6mKZMKZ8WwgZNtzh5eQdvxd6YpE0mUkLc9lXQ8qeK8uG2175WkNoo7fhVPSrHqaRgXHx2jrNi2p49kVCGk+F9KEBGUFZmtfVsPZ7cOColjff1PTuH1dev47azHyLIU8lD3Nn7499uJmAOMaSlg9bhN6IequUkqaAQBp6qhxTCATqsQ0ERRtFHsBj0aY4pll0NE3DhvepUzis+k3FLG6sLVLK25FGXh//F+6VbKvHYsRhntoAaNCgFtmI6MPia3xVbPsjw2rEEjLRk9ZPckh1snpMjjT7HSm2gG2IfeIwsKPn2IQWOAXlMAryGIVx9icCgE26PfuT1oiP1TUugvQSwM2xrRYYnosERjhkxG0IhL1Q5XsHOF9TgjBrIUHc6IHmdEj16V0OmTO23OUGPeMEPsn5hCnDXR8aQxJRszgcb4uUBbkpWy/2nSpBk9pLL5Xm96nbaeNr4141vU1tZSU1NDtjmbbHM2td21bOnbwg+P/iEA2/q2sap9FRePv5hLJ1xK22AbBQ8VUCDDvfnHEd02JMSXIsLmUCMIAj8e92Puqr6Lgld+R5SdNqeoTZ7DWoJubl7zH/407QpMOj1/O+tv3PLmLTyy4hFOrzwdTcJEKCCgl/QEo7GFuB2aUdpUYQdDbPv2yNs/kS1NSfv01fFRJMENjUltlECCUylFZIeaEE4c2L3JekSgMxzhIV1DJI5z459i4/e1pteIdvn5S81P+O8FMQelPWjEHjTSV9RHt93DhXWTMGoVWoyDbLL0c2J3MSd1FdOjDzCn5HXyFRPf841HZx25bIDjT3qYFRE/oVt+z65Jpv5g8jj3WAZ5ZOpSvrtuNnZB5NZ1s3l4/AreG7ORaZ0FSKownGUmEDOPdIoE2ihWvUxEkNFrFbSKgEZIfB6IvfFrn84HwJ5CQiGaIAWRYR1KG46dCAB9QlR84nMHgJiwL1VQpT5B8SbqS/49G83x0U7yQPKiQaIjSpOXvNCoeg6uHlzaEbWfBKIBxKwL6PX38u/1/+aZdc+wou1STi4/mQcmPzDS3TtgWnwtPFL3CHdOupMCcwGKolDhquCp82KOi8dXPc784vmIORcNL5jrgKnCGn758S+BWEjxK5te4anco1ADO0N55YFkUeuDhaqqaEQNb7e8zUv1L3Fa0WmcUXQGAHOz53Lzkps5xa3DLQYpVgxEfD5UqxZVUOlVggwoYeZKOUBslcuqs9Lqad1j3r+qqnjDXrr93XR6O2nxtNA62EqHt4NuXze9gd7haKX+YCwce3fVUDSihkxT5rDjaHLuZLJMWcPGYIYxA6fROexMchldw2HYB4JUcU3SPnnr/8VtK93JTlUlIfVGTfWdJoRwpnrQPVIIRAM4LDIRQWWhpYMXnQ0svddASCuw5JwlGKQDX7UcSRLHOUB5ZjlXfXwcAMuqNlHRmYtreFUmdjMr7MriqbJazNYoGgEW5bTwrYJz0Wt3Fh3w/eO7mK/+/SHpd9I4Lzw1Ns5VlbnZc7ll6XeZN0aDXxemLGrCbIoyrSzMlkYbg8YAYX2YsV05aEUwqBLGiBav2U9ZP2gSbKpdF9AjooxqDtKpC+Ax+Rkw+xg0BgiZA3j1QQK6WDh2YCgcO6AL7zYc2xLSYwvpsYUM5PusWPszyY7qcYQM2MJ6rBE9trCeAkmDPaLHJGsQEJDE5HHkytnlQUELg33xRlg4JJJTFW+IJE5BShRMufEmQNQbb0wpYQVTZXxhiUhPfOSjb0UjjsuPSX3RadJ8wRgIDuAJHeJScIeBLQNb+Pumv3Ni/om81/oeXYEuLnFdwhtb3uCZdc+gl/R8a+a3qMmKaUv5I356/LEIzEJbIT8/4efcffTd2Dc8E3fcSMvILcrqRB2RvniNKEOxNW57UA1z3cp/cGv1yczPjq3sV7oqefPKN4FYVsB79e8BO6PGBEFgTMYYHl72cOw8ko7lbcs5tuTYQ3o9eyK6IbkwuNzUFredqPUEoCTIKmiykwsHye74m4UymLyYLCdEo6jK6Jcq2BMGa/x9dtNV5yP94TcpK4UfaWwZ2MLjmx7nxPwTWdC3gLUT6ijrzGFjYTOrKrZhEwXObaxiimIGS4TtUZVIhp8MMUIGWu72juUn6ngyBAMMZXb23nMlGT9/Zs8nPtgMfQ16rRGtOf73ZzHLuAd2Oob9UoTfz1zENW1VHCM7wB7GhYHffXYcAHX2Hmp9dszDjqDY918WsvCuqw/nkA3clNXN2I48XMaE33tC11JlsO1LtFNiJJ4mRfViW078wSMpkk805vgId6012b2jhuPPn0rcXjDEO6JUf3JarlT9tZ0bB0ELNu2I2g+CcpBZr8zC/LqesBIloshMzSjle/O+x8kVJx956nxDeCNefr7q50xxTaHSVsl2z3YyDBksbVlKh7eDTm8n725/l9+cHItyahts4x9r/sFd8+9iTNfHXJhVweyHyxAROSFrDKUBLUpgp8dU9hy6UG1BEHi18VWWdC3h2xO+zXhnrFy8qqpcXH4xF5dfTMa/f8G1wseUKhZUFeRwFI0gEVYj+NUILjVWOc7XvZ2AtxZb0AmcnXSuhz55iJ8u+CnesHe4Ut6uaEXtcB6/0+ik2F7MlNwpOA3O4eikHf92OJZsetshvckpXS/GbYvZybr+UuW1cduqLzmcmwSNCdGS7AyLtMYboIZ4+48jSUXmlk9uYdX45WhVEb8okx01cOWsr3FsybEIR6jBlXKcGzOpH6ynrqQBrzHIlvxWzlo+C8EMPXo/7xRu54ptE5hj13Oau5Arxn2AoMK8wWwqM+KFyg3n/fKQ9T1pnDt2Flu4uPxiLi67iMBbP+OOcYspDMYspY2tJrSiiqJRiGgi2CJ6zBJotFHQyrhkHZKQbFC0Ovr53emvEdZEkaXkcS6oYA4ZMAf1mMJ6zEEDuR47prAOS8iALWjAEjRSpOiwhwxYQwYsER0aNfmmb0oQSDXvsqq248yJxoukVQkH4n+DJktCiLoDognGiqU0YTXMF01a1bbUxFceBIgOxBsikjGFgePfZY43ciTIp6VJs1duWXIL4xrH4TK6WNG2gmWty+gP9jOvaB5/m5XsCDiS2OrZiifsoT3QTmegk0pbJRnGWMW4C8ZdQKGtEItup57QxJyJTMzZWbJ9RzGXSGTvFdYOJ6IufvIJNu50GkZQ+Kb5U6YUF3GJWoB7+zYMgoae/AaMGiOD4UHuX3w/t865NdZejlDvrqcqo4opuVMAeKH2BfSSnnVd67j/pHhB88OJZvyNSfvCa+KF4qUsR3KbLfHl3CVHsnSGZE5YaEsVFZxQNTkaOXIm/cQI+Ec3Pkpr3nJKIma2awdZpe+jReuHh//LorMXHdQq3yNB4ljXaGVyonpczWXMaSllnk3AJGthyHFyUqERQhUwlPigRYMjwxF3TNt3/85hY8cXtaM+kApGawptsyFzJiIo/KJqKWO9Tk7vLsaviaBTJLp1AWRZi18T5V/ltVzSWI3ZECUqKLQbvRT5bUwM2YgqAq87W9AqElvMA1zWPoPEDN9EWVCzPrk/pgTnVTicbANmFcTPl9LeM+MwFyTbYFp7whtT6JYmOp01xclpuZHt8fODaLMktTnYpB1R+4GiKnxnwncQpO3oJA2XjjmaKVllw8LWB7tK1OFibd9aVvasJKyE+XTxp1g0Fm4cdyOKqPBi3Ys4DU5umH4DZc4yIJYaVmIvAcA06WZ+NParnNnxGRadhTGuMShP3xV3fNl76FwQHf4O7lt9X6w8rsbM+23vc0bRGSiqgoDAGPsYfmeoowoHc3V5SIIWuTtImCiZaGgyD6IJKsjNrdS3b0LjC5DtCac8V01WDddOvna44swO51KBtYAiexFOg3NEV07CC3+dtE93zF0pWsYTXf/XuO2UHvDM+AlMjSR79qN98Q5H+QiWDDi35FymbnLjE6Mc68vlGF8OY34e+5y+aOO8ydvE8qrNmMJ6jtpcTa7PiinDh12jUhw1YjJEsZoFvu2t5sRIDmZFQ2nEgnZcxWHre9I41+0Y5zICImPslfyzegPVWDha68SeJaNtiS01ufwmekw+dFENOkllwOZFpwpkhoyYUoRB60M6Zm6rRBfVYIhoMQcNWIMGbH4TDr8Za8CIOUFATJ/iOKaEsry6FCtdusQ2KcTKE1fahkUpdz1/gq0g6VPMQ4mHTiXUnrDyLZp1SeKV4bYUYdkjkI6TJs2hJCgH8YQ9PLPuGQZDg0zMmcjFNRczJmMM4zLHQWoz4Yjh9KLTOb3o9Lh9Rfai/T5OtD2+TmY0RfTM4SQyED8XSbsI+i3X9PKGtpWpES3zt/0TjSjxsykXsnXza/x1xV/RSlqunXwtp1WeBkC3v5ufLfgZT1/wNBpRw9/O+hu3v3M7oiDyo6N/hNPoPCTXkLiACKD2u+O3Q8k/QCk7vj9yjzupja4qPjVPGUheQY92xOfZhduT53xddoKzavPh1wY7WHjCHpbqu3nZ0kRexMi0YAY3nHwXxfZitBw++YFDxelFp3N64WmwQ3j/17+LvTBko9vtAdglg0FnT3aY6MYcvsI0SaQoUK3VJzeLRmONVtl7+SCjlbE+B9e43kWjitzcPIEGwyD/ydqORhE5va2MuX35IIJHH+SpyvX8eP08dIjcsX4Wf61ZhajC1dvG41J0sco9u2AxplIPjSexRoTTleK5KWG6TJXtqzHGfx9SCsmESEK1UOu8suRzdbnjtrUpnFXasoRK2IfhmTbtiNoPTBoT11dfzzjDiuF9ar/7sJSnPZTMy5nHivNXJO2fMGEC1065dnh7R4iqy+ji8omXAyBveQIDMBdiIS+DqxjsSrhpHcIMrRxjDi+e9CL9oX4avA20+FrwRrz0Bnt5astT9AR7OB4DP5KmkikYCKkyT5m2cYlcihUdUVGhRxdC6erlsS0fcXHGeIp3E9l2WuVpwwbKaGRfnE4p0SSk57R1JzVJDPFOnNAAJFv8nSESTHZoHSmcXXw2du+qnTuOzEy8OJLGuaqCIDA1Yypli+p37tYrRGURs2zkhLYyosTKvNrQMJfMWH67PiE89xCzL+N8niRxW9cEMmQ9AUHmw6o6jmuswBHVokgKfrMfeuGDyo3MaSwny2dBlyJ9tDhi4qur5gxvy4m5dhIYEowSXQpHlJRgyyVGP0Gy40mjSXZESQl91Kb4LWrN8X0UdcmGpByIN4J0WclRjYlOJ8mZvBomJBgvuuoilF2d1wmRkGnSHIkYJANPHfcUNXlbCcphjENi3YLrXODIXZA42CSmcQmJE99hJjwYP1/a8ndOmMdSSBdX4rr5n0nvu3nWzUn78q35PH3B08PbE3Mm8s5V7xzE3qYmVeS6osZXKZNyLkpqo678416PneScSrGIIFoTSrinECsPbI53QGoTdAmPJD/tnZPu4FeL/ASIYhx6LM4/9h7giznOQwnaRdoEO0RrS/6+Bd3ocsiFU/g95aHrmtKXw5IPL8Vii7d55vuyuai5aucOg0wwJJIVNvKTDXNj4e7AhKiNP609brhZJIXTKbGYUYrCpEltgv7kudGZEz/+Em05AF1GfLSTNjvZLkt0Fiem4QFJgRJyrzupTeL7dFMOcpn7FKQdUQeAYD30oWqjkVTRPmo4OexF9ibcgg6hR1UQBArMBRSYC5jgmhD32okFJwKQ/fx9SFERhShRokg2HU6dHVEQ+LV8FN/wL+DHm1s5qeIkLjv1t5h1R+b3K295InmnmOBAqk+u8iLa4kOzBX3yDSe0MT5cU5ufvBIoD8Y7nkwJDtojKTUPQGM8ckLND4hdxqWYIMRotcTfjIwFKZafDiPJ43xnjHZsnKtYfnvvcCSQIoAUVrALIqJW4aYNM3hw+iK8U5YxsSOPua0l6ARhWHByVxKjm8Ipgn20CbpNqfQBtAnHUVKcy5ggcGlxpHBWJdQFkFJ8FXI4sQPJVpFlUoIwezS5TeIDSLQ3eSVckxHvaZK7+jFd8dudO76AhnuaLzHRKAZE1KEUtC/4XWGPhN79efJOOSFt3zCyjxWJ8o2RvhT6Rg1PJ+2TSr9yqLp0UFAH4x1+kZZkp5PcHr+IKPcma5lJjnj7NlWVQ7lv72LEupx4uzG4emf/1ll6maiqiEeQtpKoETB/AaKfdssu34U9wWmYKNSucSavdmnKiw9Nv/aHYWVxAVtBisW2aLzdqsjJvz8xwXZLVR1bSIieiMrJEUhmXfy5Eo8LoEuIXk+l/6SzJTgFbcnnEnTx+1JlGQkJi4+iKdlQlHvi5wPRkbxqKOXGF59JpSu8g/r+evpCfbj0yZIO+0PaEZXmC4+0S+F0Ixpu0NcMb0+QXCyyno/mpj+iqipmXXK+fJrPj3wow+LSpAGkXR4RDarEOfVjh7fLPE7+/OHZdEZUVFQM8hfY4DzM7OqEkpV0il6aNGnSfNFRVBUvEWxCLFpDReUzaw9/LdrAp44u/ta1lHm580a4l2m+EOyDQ7O/Mf2McajwhDxYddbhYJRGdyMPLH6Ax1Y9xqXll/L9yd//XMdPO6IOAHl7fLlTMWeEOnKI2RGSKooiNTU1KdsoXckVUiID8Z5irWtkH/raL74bwiEyHo9pKKnR5AnL4n4L2BlHIGZdcLi6d9AQDClydkzx4RRqKLmksNwdH8EWru9MaqMmhHyoweTA62h/fESUuyXmAFxm7eLnpav4q/8G8ocqtR0JiNqRTTE4nEx84TaUQIj2G/8AJAtBahM0wkYjA7ffG/sjHCLzqfsx6pKdIjlIgADa2GuDoeTVp1TRTYkkVkNJhSnh/InRT7FzxRtYmhRClVpTQhtz8u9SSYiI0mWlCptKSPEryU7RJv66lEDyylukLXWd7vbBdi554RLOzDmTs4rPStkmTZojDbkpQbz1C2rvQczm25O9l1hRCUD2jK4U/IFb70WIhMh57kEANK5ku2i0Rz+lJEFCITH6CZLtMtGYfB9QfPHfl5LwHllVaNWFaJIH6VB8dCp++gJ+3GoIP1FCqkyr6mOt3ItXiDIh6mBuNIv3p3Sy3eTBFdbzve1TmH7u9AO90hFBTKWr+AVlzH9uRwmE6PhGzN7TGeJtA8meIm1/D5ExI0HPjT8GQIiEyP7Pb9DqU6WiJRtziZk9emOyLRcJJWgyScmZP4aEKDI5RfSVyZZQhTiFrJTGHG+DpqiDhcYeP4cpgRT9KY+PZEpSVydeakFVVXo0MvX+XtqCA3SGPPSG/bjbIngjQQJymP6wn9Uv305bwE2+0cGZ+ZNo8vXxTscGJEHk+urjubj82uQO7ydpR1SavaKkSn4dIri+IWlfxJuQb+xIaDAS4bo6PdbJsYEq2kxJLx+JjqdEFE9yOLXaHu9U0s2ZltQm+NbC+PekSNlRgvEzaHQgOZw74omfHAVdlP/L2sJD+RsoDpkJyqM4OW+XkN8d/wtfEj/UjhuzaNQPaybZCuMv3jhn/GHv155JrHuzy5yi06PPNWI2Jf/eEsOnQ9HkuSgsx1+7SZt8Qw8nvM+awsmkTdB70qcqy5sgXpnKCSZH4ncaEqujkKztpIZSWDwJ866mrDCpiZgdb8zogNCHS+P2aedOituOrn2EhdZqrnzpSjwhD+fmnpt87jRpjlRGWPPocLMney+0dnvSvv7V8ekelqKEhccRsPdUrZ5QX8wekaz7UIZqlBFZ9XDSPqUzXpNJ0CdfV6Q1vo0mwxZ/DFWlvqWZBnWQPjVEnxqkSxuhU/bTqAxSLw/QLHuJpEjttqHFImjRI5EpGLgoVEKmomehtou/67cw3uviJ1tncFpPESZFi6gZ2XT+PZLC3tNYvhxR0rvaezuq9JpzEpwzU6sPe78OFFWrRwkpWAtEhITFYyWcoupxV/w+d1eyG0SToMtpz0i2pwKD8Q4ksz3ZBoyGE/Q0TckGXmQwQZ5hjC2pTeIcapwxJqmJ3B8/D3vKstky2El3aJDekJfOoIe2gRZawh7qQ/3Uh/oZ3JocUGDSmrDpbRg1Riw6C8dXnsm4zHGs6ljFv7a+jd1g58fH/pjrpl5Hsb34oGiopR1RaQ4bHRfchqrVD4skH1b2JcwhzQEjqwqfanrYKA1QqMQcfT+rXstmo4dT3Pn8qmkGOmtyFYdRw47f5K7/f0nYUYQgMertQKmtrd3jw8wh50v03R1qEp1QAFu8XSzo3oxTZyLXYOcvvc08t+GbVLoqefeqd6FrBDqaJk2aUUXnJXek7b0RIKBGqY962CYP0NwTpiniYXu4n6aIh/qwm4Ca8FAdBpdgoFiyMFmTyXn6CkoVM0WihVzBRI5gxCZLSAkrc8EeHwC3B8cTQmZgY/zj5A67YlSStve+cPZeohPqi46sKjQF3WwJ9NAQ7KfB3UlD2E1DeICGsJvetcnBAlZRR77OSrneyXxrMZWZhZQaMygw2MnR28jUmTHPvn2354zIEURBRBKTMwk+D2lHVJrDhrqj3uZI3JxG6w3xCGVADbNe7mWV3MMKuYuP5Xb6bPERKPlhEw/Xz+HkgXwEBMKj+TtIsUL2ZWGHsXiwjMYRNUrgS/XdHWrCqszGUC+rgh0sD7Sz2N/C5rq+uDZ6Sc+9x97L9476HkatkfVdabHyNGm+7KTtvUNLVJXZHOhlvb+TDf5Oav1drB9oo0H2xClyWkQtZVoHFTonJ1pKKR/UUi7ayBAMuNCTbbGjE+IfLJVgfHS7uhftPz0pBJZH83eQtvfS9t4RgqqqtMpe1kV7qZP7qY32sXGll42+bkK7OJW1gkiR1ka5zskUezVji6sYY80h12gnQ2cmS29F39ARd2wpJzPxdHtEKx2aqMG0I+oAUNzJlSi+qATlIM3eZiYwIeXrHR/2Je0LJZSoFHWjIyVLUxAbdKpvdGkaHEqUhHBNdW1tUhvZ7YvbFk3Jk02b181itZMFdLBI7aBhlwouRYqZE+VcTvTnMi3iokMM0i0Gmd2VjUnVwFC6+ZFUzhdA1H25Vljq3HXkGiJoVBFdTrxGgHbmd0aoVweGxmHC5vQlv5Agb2SNpqi8kmBYpUi1R0ywfYz6ZEM9sfJgqqoqhgTpLVNhsp6JaI4fj6I++bYtGuPTNKSC5Comoj2hEIOU/PDg2b6Npf0NvN+ziQ97NrPW00ZEjV2bU2NktqOEb409n1OKpxCIhqn3dDKt+iZKHaVJx0qT5otAZGND3LaU++zQX6MtXfnQ0/pOsr0X8MXPI1pzsn7JSGAd54j9McpSK5Xul5J3JkSnCAl6UGElyoYMgZW9Dazpb+Kz/ibW9jYORzdJCFTqnEw15nKFbjxjdE4qtA5KJRtOUR/ndIgq8dX31JCCkpiKl6AVGO1LtpnDAwmp5wlVhkfHryDNntBIse9QnxNvd2in3TIS3TlgRH1sjEcG4u0wyZg89g2OBFmFSHLanTax8maKR8bESoP6FMXWjQlV8yRDcn80lp1jXUWl0Rrhs3AXayI9rAv3sDrSTY9/Z3RTvsbCRGcpJxRMpNqaS5U1hzJLJjleOS5qUdDtYjdGgWgIsuKrnQvW5OJc0Y1/j+/f2OuTL+wgk3ZEpdkjH7V/xJ2f3sn4NeOZmjeVsBxGUZVYHqnORrZrO1P9GVQGbYh7K2ycGA57OPkShd4eDJrkQRaEWlkcbuOTSAf1SsyhZUPL0eRyRaiMCYqTCYqDbNWAgIAcit0ECpXY5Bbc5TPvloKYRuJ731e+5KHanoiHKz64AsvREtP7crBHRSKqgkGQMKJhwuLfMLtwNjPzZ2LUJgtZjiq+RN/d52Ug7GdB92YWdm1icc9WPutvQlYVNILIHGcZ3yk5him2AiZZ8qkyZSKKIlLlzhTbyZmliLs4oXr9vUSVKBoxbVqk+aKjEtOm2/H/kc9AeIBHah/hBusNzMyfiV6jR9yLWGJYkOnSB8gJmdCqu7RN23v7TUiOsLG/lfXNG9js7WTzYCebvJ1sHOwgNKR0bNMamews5jrHZKYYspmoz6ZK50QvapIcSOxntIqsKrwXbWFttId21c8JUgFnSsX7dYxuTZBXXU1cLkfQHKIIis/Nl9zeEwSBP2/4M4XZTczsyyGqimj2Ms5VVaXB3UCWOQuLLoXXZaQY+u4SnVCjGQWVFtFPnTTAdtHLNmGQrcIgm4QB3B2xJXstIuO0Lk41lDDNnMckfTY1ugwckgHdtHHJx/QlFw7bE7Kq8E7bWlb3N9EacHNK7njOKZiyz5FywWiQF2pfwDRoospetV/nTiRtLabZI7OzZvPDKT/k4/6PWdy0GJ2kQxRE/BE/fYE+BotiAtnOqI7Z3ixsspbtGh9eTYSCoJmSoIVZBgfTwxkYRjIMdrQ6QEYBPjXC2mgv66K9rIn28HG0jQY59r1mCAbm6HL5qjKGuUI2U3DRjI9HhVp+o1uPQ9VxYbSEi6OlKY8to/KoazN/zKjlKfdVjHeO0lXkL3motklj4sHZD/Lqfx+i1t6LSYkZJiFFxkuUf7z3PSCWhnVU8VHUZNaw3b2d5oFm8q35VLoqmZI7hTmFc1BUZa8PL4f4gkbu3KMYWVWoC3SzxtfBWn8Hize3s6q/EUVV0YsaZmaUcUfFicx3VXCUq5yu0CB/3b6APzQswKk1cVneNL6Sv/tKSO9tf4+rX76ai0ou4oaxNxzGK0uTZiRIUSjhCKe2v5bn65/nmW3PDO/bMZd/f973+b8Jr1MZsJEVMWKVtbTofSyxdhGQomgUkeKAhTm4OCqUzTFfQHtvUdMiVnesZnzWeI4pOeaAtVJCcoStA+1s7G+lrr+FDX1N1Pa1sNHdSnQoDU5EoNScQZUlhxOzxjIzdwzTXKWUW7IQBIHQyg27Pb5XCdMV9dMeGcQu6pmgj2UDPOVZz38HN6EVRH5pnEOpZI17XwCZxXIHoDJZzOCRSC16JI4jY6/X1K718/v89bzubCYqqIzrW8OMrBkH9Pkccr7k9l4gGuDFhhfpnjhUeVEFQQUBgbMoZM3vSymyF1HmKMOutxOIBnh729u0eFoAKLIVMbNgJseVHMc07TTsuhGsqnwIvrvlhh5q9W6qwjZmBbI40DleQaVN8rNVM8hWzSCb9YNsljzUaQbwCTsjsbJUPZWqjXOUIqZnFDFNl02N1jWcMpuq+uUOvJEgnSEPre4mHBojEyy5ADzZ8in/7VyHRhB5cOy5lJnix3BAjrCwezMAU53F/HHze+glDaflTdzjNQWjQR765CEe+uQhegO9fLXqq9w28bYD+nx2kHZEpdkjTd4mXqh/gcmFk5lXOI88ax7Z5mxqsmqYmD2RV648mVqjm+WWbj6xdBMSZUr9VrLCBrYbPSxwtvGEqDIt7OKpkb6YLzkBJUKT301T0M3mQDcb/d185m1l9WAb0SFVAZegZ54uj5tMkzhOV8BYjRNBEIh270xzalP9qMDvQjNRgJv0n1CjOBiLNemcHjHMk84tnOTNp9CcXKUrzehAI2j428a/4dBEObq7gJoyCzkYyRKMnCDmE7j5VyxqXMSnrZ/yXv17PLn6SSpcFZQ4SmgfbGdJ8xL+vPzPAHx81sc49I6RvaAvMVFVoTUyQFPEw7awm82hXtaFulkWbMczVLlSL0jMyCjjBzVncnz2WGZnlKOXtKg+//BxPhtoRgX+Nv4SFFSuWvsMk6x5TCV10YE/L/8zDoODY3KPORyXmSZNmoPM3Jy5LDxrIS36Frb0bSEUDRFRIggIjM0ay3RvJtsMg2wyDuCVojiiOs7qLKHa56DV4GOLaYDXnK2s07oZjbNAUI3SrQQJtq3EoDEwNnMskijx2ubXeKH2BaJKlHuOuYfqzOSqYe9ue5eHlz2M0+jk1c2vEpJDnFZ52m7PFVWibO/fzqaeTWzu3cy2/m1s69/G5q7VNHl7UHap015mzWacq5CzSqYzMaOEGtXCGHMW+l0iigTTvkcif6/7I9aGunGJerSCxPeds7CKOhYFWrlMX0mz4uWvofXcpJ9AMZbhKBkRgdv0k3EosfNuUz2sUXqZhR3Tbh4X3ze286Gpg+dLGlFRubK7kst6yim8cJQ6odJg1Bh594x3WfqD29lg78VSpRAe+j2WYiGvcjIbujewoHEBnlAsG+LEshO5e/7d9Af6qe2pZUnzEl6qe4n3z3h/JC8lJUFkesUQ/VIYvSoxRrEiIfKOpo1X7c3IqHzHO45KOfmZZbGlk6ed27ArWt43txMWFOYFc3d7LhWVbm2QdoOHbVovjRovjRofDVovDVovIWHnOHcpOqpkG5eGShkn2xkr26kxOLGxU1rBYEmWVdgTt332LGvczbgEHVpB4u7SE7Bp9Hzct50r86fTFOjnT40fc0vJMZSaXDvHuiDw/XGn49TFMli2erv4rL+JY7KqMKWoeNk00MTvl/6e/278L/Xues6uOptvz/422b7s/epvKtKOqANAGYxXo1da/jP0V2odpSMZQRDINmazsm0lL9e9TESJZX5/d/Z3+d1pv+P/pDbezt9Ctt9MlseGRhHRWSOEtFEqFAvTvE7yjSbGqSPoMR9CPze2mi+3tY9wTw4OSvO/hv9WVZVuNUSzr49mfy+Nvl5a/H00tzTQGh2kPjxAhxyvmWMXdEyQXNwcGcsMOZMJqgOXquOp0DbekLayVm3jJ+EpOIjXn6nGzET/RHTEVkrLJAudET+VwfhwXYNLIA8D7wycRI5ioG8kV00OAG2WaaS7cNgIKSGKzEXUG9pY7eziOTm2WlNhcLFhynxWdtdyxUtXUOooJcucxbyieYTlMP2BfrLMWVRlVJFnycNlcmHRjnzYtiAJmFLczxV57+HbihK/+pUqal+ni095SCz3C2B2xrcxupJX1fQJWlwaR7JGlK4k/kbvNYq0hAZoDg3QFHLTEhqgTQzTGuinwddLo7+X6C4POTpRYqw5h8uKZzEvs4KpjmJKjE4eb1/Bmy1raAsPMimnEoM+/tyTtJXMmzAX3dDDUFX7x3S7TIhZFyR/IMAT5zyBXqNn+6bkEu9p0hypiKZ4o1zMvzT2R98XT5R/y8AW7vz0TvQGPVmmLKblTWNc5jjOrj6bXEsu+o/fYGleM1pFJKCN4NYHUYvdrLV1olclKhUTV0anM0F27v1khxjDtEoApKL84X0/XfEf3mtfj+vddowaI3fOu5OqjCr+u/G/TMiegC/s49GVj3LTzJuodFWiqiqKqiCJEn9b+TdOrzydm2bexO+X/p53tr3DpJxJ5Fvzk869sm0l856I3SN34DQ4qXBVMCejnK+UzqXalku1LY9qex5mfbytIdc3gdsbp9wUWb0prk3icwiA5Ig9VP4p6yREQSDa7eHOwCd81LONHjVAuWDifKkEBLg6+iFL1XaKDWOGk0tNggYTGgKBAHpBYlAJY0TEqEioxN/jdlzaEns3z1i3c5qvgB/0TqQwagY9DO7tCxplCPqDWwlstHPdwusYGL8VgyIxI7OUyeYCZlkKmWEpQH/qT3h106vIqsxgaJC+QB8tnhYWNy9GEiSsOiu3zbmNKblTcA6O/FjXWHVorKAOCXr+Sl3Jh7TjkHUYkPhWdCwVipW3tW2M9dvwCzLPGLdztb+CEqcZFRWFmNba8656jvXkcKW7giedW1ho7KTGZSdXTnAED53rqII3adbuXMDTqyLFUTOlUQsnavOpUGxUYaMSGwXZyeLgmtz4zy/xfgMgZjjid4R3KrD9dfJliIKIYDLyneVP87HcRZfPQ5Ujj0vL5wFwyaePstTfRsWEacMZC1ZA6eomFA6il7QMhgOYRW1KJxTApp5N/Hn5n6nOqOb9q9/nhLITAFi//vPfB9OOqIPKF08zIN+Uz1nFZzGoH8SiszCzYCaedg8WjYX169dzxrXfxdK+kE5fOx3rNxCSohgQUFFp0/j5zBCkVwoxQ87g6JHUDGDkc8DdQTcd3g4qnBX7XX1AVmQa3A1s7dvK9v7tNA400tyxiFZfHy2+Plr8fYTkeHlIg6QlXzSTr7FwsrmUMp2DwoCWItFChWRHVhWWyV0sCTQzIITJV0xsEgZYIHXyjUg168R+fqJbzc/DU+I89nZ0yCiEUdAh0i+Gh51SqchVhibwtEbUqERVVSRB4uzis9nycQc+TZTTTppEmd5Ba/ZJbHFUE+ps5GvVX6PF10JEG2EwPIhO0qHX6On197KpZxP17noAjj3r2JGNiBrh784jhenVBqnGhHYP4yIVMYdygK2yhwbFQ6MySGeTSmvEQ0vEQ0t4EI8SX/xBQiTXaCPf4GC6s4SLCqdTqrVTbHRSZspAL2pY5m7kk8EmAGpsedR62nmvbT3fqTmN1X2N3LniX/x25pXYdumvQ2dClLSE5Qg6SUtfyItuD9pPTuPIG6Rp0qQ5cPSSnnJbOTabjdbBVh5Z8QjBaJAnPU8yI2sGod+dwW8/+krce2yyFpeiIywoDIgR/k/cRpFi4nVFQRDFUaUR9evplyAKlyGVXc3PFvyMd7a9w8dNH+Myurhj3h0AXPvfa3l327tUuiqRVRmNqKHX30uuJZeMofSWY0uO5Z9r/8mGrg0pHVEVrgq+M/s71GTVMDZzLFUZVbiMsZUReduhzw0QBYGuqJ/N0U7caoiztCW8EqknuotrK0PQs0lxAww5mWLfUVRV0AsSn6pdtKo+rhAr9niuH3RP4vvdE9FqEr7jtL03Ohm65lJzCd5AJ14pwuv9m3iq+zO+OuZq7NUXwvr1XPPqNfSHd1Z30Ut68q35qKgMhgb5W+BvALx40oufWyPoczH03am7VJX5CdP4qSAgh6M8qFnPR2IHS8VuHKqOb/hi0Y7ftS9nob6Tq8LlyKhoEOkXQ2QpehxyzBkzy5/Ff+2NbNZ6kh1RQ3xlsByjKlGpWKmIWsmVjcN6ycb83afUHSxEQaQrNMhWbwv9YR/nFk3jpaYVRHZx72TqLNQNxgIwVFUddk9EFRm9pGVJzzZa/P1cUzp3t+c5ueJk/D/wx5xeB3lcpx1RB5UvpmbA95d9H1EQh0OJrx1zLbdPuh2AeTnzCMkhntj8BF3GWDUOg6DHLmsxqBK5USNVOhszlcwRzsceue9EURV++P4P+ftnf2da3jROqziNW+feutv2/YF+lrYsZXXHajZ0b2BD9wY29mwkGN1ZukEraikwOSg0u5iZVc755hkU6h0UmpwUmTIoMWeQobcQTtARiHbvrKJ3vucNLIKOmaqd5zQN2NDyidjNCXIuJyp5nKjkcaH+Iz6SOjlHLkJBHZ5gI0NOqKcM28hTjMyOZKHszdk3Wo0S+NJrBqDCrUtvJVoeRVQFHt9cS7UhkxeqvgVAibWEyysu5/vLvs+Af4DB8CA55hyyzFlkmDJwGV2cUnEKZY6ykU/LG6HvTkHl4eL1vJS9nXE+J8eHcriuf8xu24dRWKN2s5Y+6nCziQE2DgzQr+50NAlATtRMvtZKhd7FsZZSiqwZFOpsFOrtFBsc5OtsaHPjo6ZU/8654sxlj2DRGDgqewxPN36KXWPk454tnFowidMLJ3N64WROeefXvNu2jgtzJ8dpfEXkKDpJy183vEO+2cXReWMP7oeWJk2aUUOxpZiba25mvbyeyTmTeeKcJ2ipb8GljzlRapw1vHzyywTlIOvuexRBFZhdopIXNbJZN8igGCHLYcRLJOaEglGlESUKIv0hHy0dq2n1tHJyxcmsal9FKLpzzs2z5LGhO2Y3qUMPuf6IH5PWhDyk32Q32NGIGvoCyVUEARwGBw+c/MDBvKJhoqrC9sgAwaiPCZpk7aYdqTcfBZr4aWAReYIJExoKBEus6MxQ4E+eYKJpqILerpabRhDpVoP8Vd3IMUIu04VMIoQQ9mBDS6leG8021JfY3ttxrd+deCsfLriVBsMg91SexlhjJq2FsWhnVVX59wn/xh1y4yxwMhAcIN+aT6mjlGZPM+2D7biMLjb2bGSMfvc2zmEhxXcnCgJuNUSD4KFdCHCcnMtasY/wLmlyOYqBzZrY89CO339AkDGqGuShPVZFg6SKuMXd1/y+yRNzbAkH2ZuiqirtES9bg70clzFlt20EQeCDro38ZONr5BkdmDR6Ck0utrl3Zv7kGx00DImZx411UaIn5OXhre9zfHY1s1xlw8dMxYFq4u2NtCMqzR6ZnjmdF096kTNnn0lvoJd3t72Lv8cf12arZys6Ucf43hwEIJzppU8KIwB+McoH2g6qQ0dWWtaBEJbD6CRd0kBe1b6K5W3L6b6zmy29W7jj3TuodFVydvXZKY/zYt2LfP3VrwMxUcDx2eM5sexExmWOoyqjigpXBbmWXBhOCY2hhnY/WabiJevpMdHLAQ/Ngo8mwccgEfqEnceZqWTwrtSW5IjSItIrhHhD18Lt/vFICHt3RKUZtWhFLf864V9k/+zfaFSRnq/pqQ/1x7Vp9DYSkkNMzJ2IVWely9dFtz8mdqmoCh81fMTpY07nTMeZI3EJh42IIKMbivrc1TivM/ez3tzHghXn0mgY5A+VayiJmDnRm7xiDtAvhjidt4FYlOFY7JynLWOs5KBSclAmWikSLVhK8+LeJ1r3L2X0tZnfQBAEBKOeRn8v9f4ePNEgvaGdZbznZFXyRsvqIUeUijh0WVpJQ0/Aw0vbl/KTGZccMkMkTZo0I89bLW9x56d3AjHh4nsX3MuPp/6YC8suBGL3CXfIzU2LbyI4d6ez+76eKfwwczV6RaQudD4WtHSOyBXsnh122aKuTXz7zV+Rb83niolXUGwv5r3t7w23y7PmsaVxS9x7jVojBo2BHn8PEPtsdJIOWT20lbo80SCrvG2sGmzls6561oV72BrpJ4LC8doCXrEn32t32J6XWMdyQTCfhdE2Xos2ElCjBNgpkJyJgS3EHsQTK6b9R91ONXa+KdbEjvkFWlxPA73BXs54+wz8pX4kVeDJjZs5zzWOn5d/FdgpyXLNgmvoDOwcyTfNuIm3t73N9v7tvHzpy9w448aDkpp1MNkxzj+hi+/rlpOLkQvlEgpUMwvFjuF22bKB7bqeuPcaVAm9KtKviTmmBQS0qnjIn20iqsz6YDerAh2s7ephra+DumAPHjmEAPQX12CSdEnv2zHWLyuayeXVx/BhRx2vNK8iIIcJ7JIWnKW3sGkw9j1qEmy4fzYuZZw1j+9WnRR3zMNJ2hGVZo8IgsCqnlX86G8/Qq/Rc/f8u5maMzWuzdfHfp1rq65l2b/vRStLnFApxN24BvMimNDgTzz4F4BuXzf3fnQvi5sXc3Tx0fzomB+RY8mJayMKIqEhkeAyZxnnjz2fd7e/y2mVp6VM0Tun+hzGuMYwJXcKdsPuHXj7V5g3GUEQaJIH+Z12JavFPs6PlFAomHlYU8f3hvTOjpNzuVO3ItY+4f1v6VqpiTqYGHXyobYDh1bHhIjjc/YqzUigqiq9wV5+W7OEBpOHm/xz+WbOrLiHiemZ0/nncf/EXmynP9BPTVZN3O93RyVNd5P7sPf/UNOvDfL38vWstfcw2Z3Fja3jyIjEayoJCITF2KgsCJo52ZvPIlMXx3hzU6bo5ShGnuMExmInHxOCIKAxJ2tEfV4EQaAx0MdDGxewor+RS4tmUmLK4Ddb3+MnU2IroKfkT+Sbnzw5fB278t+G5UzOLGVaVhlvN68mV6lgat7UpPOkSZPmyObonKO5ueZmfnDaD1BRuX/R/cxyzoprU2mr5KKyiyh8ugV7SE92tYeasINn2204ZR2WjP2THThc7HjAOrtoGucd83uWtizl2fXPYtKa4rScMowZw9s73pNhzCDfms/CxoXcMvsWFFVhXdc6rp589UHpm6wobBvsZIO7hfXuFta1bGa9r4Mtgd5hbaZCycIkfRanm0qp1rqYGLXt07FLRSteNUK2YIylfSsDVIp2GlUvM8SYZk1AjdKlBigRrbwdaeLH6krOFUr4rvIJEVS+KYyhehTovKY5OGQYMri55mZm/XslpSErn1wYwSLFp5FpRS0Xll7ItMppVGVU4Yv4yLfmc83kaxAFkYk5e66uNlLsGLOnC0WcEspjhdDDK5omjKqGyC5PTU5FT2QoQkoY3qcjRzbyiaGHa4hFuW/WD3DJYPFB6ZuqqnSqAWqjfdTKfbH/fR5qgz0E1ZiT2C7pmWTK5YqMSYw1ZjLWmIlW2LcFwHJLFt5IkGyjjS5vP5sHO6my5tDg62WWqxSAQDREp3+AUls2b7Sv4/trX+Siwml8Y+XTRBSZ28edRo099eLpoSLtiEqzR95ofoP7Vt/HrIJZeEIeLn3hUn4181ecVXzWcJsF7Qv47iffJXpSbCBdPlDGr3qmDb+eQyy3diQdUW81v8Vabzszs8fspubT3mlwN/BRw0esaFvBsSXHcvH4i1nVvoreQC/PXvQsr2x6hVvfvpV/XfivuPcFIgHKHGW0D7aTZ82j1FHKkuYlbOvfxtjM5FSXbHM22ebPX4lgX1ABDQIXyCX8UVPH16JjaBP8Q6+pFKlmTKqGKAqaoYfpHfpQ95nXoUVkubYHs6rlm8GquKipNEcOnYFObl5yMy6TjnK/jXubP6DW38U9JVcOtwnKQY5/7Xi80VgkTb41n5ZbW4Zv/CatCZPWhBv3SFwCABv6N7ChfwPHhzupgAP6LbYZvKxydFFn62dafxYndBWzydrPgDbML9bPY2FmK78tX80vN82Je19IlCkImenWBsiKGCmMmFll7KVJ56UinPqh4UTh8NzwVVVFI4pcVjST32x6m29WHEeLr2/4tRJLJiaNnqgiD6+YyYpCVI5w99Kn0UkalnRsxKI18oOME+PS99KkSfPFwKw1c+O4G8mzxqIw/3D6H5IiHhx6B9+f/H0aHngQgEmBWHGKfPnIKu5RYi8hqkTRSTp0ko5tfduocFWwtW8rM/JjFd8kQRpOyzum5Bie3fAsj618jI09G8k2ZVOVUbXHVJZU9Id8rHO3sN7dzLr+Fta6m1nnbsYfHXJ+IVBmcDLBnMPl2ZOZYS1imjUfe0d8sZlUYuUQm887ZB9uJURU9rIw2oZbDfED/TQ+iLbyzdAiRATyBBM/1MQWFGqVfv4Z3sTvjfMxCBq+JlQzGReSKlAiWChSzQfyEacZxVw15irEQKywyNdzpgCwJaHNTTU3MWHCkV2Eq0g1E0VFi4gWkQbJS6lsoUHjZXIkpmspIRAQohhVDbNDmbxibeE/9nq26wdxyXrKo9akCPi9EUJmK/3U0k+tMEAt/azvG6Bb3TluMwUDE0053OCaygxTHtONeZTbs5PmE3E3keiqqtIR8tAf9kNYz4eddfSHffxk0nm8o/uM61b+A0kQyTfa+em4WAbOut4mnqh7n78e9w0MopZvVBzDNGcJEiKl5kxKzcnpvoeatCMqzR45q/gsKqwVfOXYr6CoCv/d+F/KIvGunHJrOddUXYPzmU0EpShzckbfz+qJzU9Q564D4LHpV3Ft6bz9er876OayFy6jOrOaeYXz+NPyP5FlzuKZdc9w6fhLqc6s5nuZ32PKX6ewqGkR84vnIysykihh0Vmw6Cxs6N5AnjUPl9GFTW+jbbAtpSPq86CqKu0BN5sHO2n09jAjrFKp272IcIlk5ReRmNPQr4lSK7opUs38R6rnMrmMJWIXxyu5hIccUbfqlnFptIzpuHjAO51q2cYYOfaQHQklx2jVi16eMzRwh3/8Qb3ONAeXXFMujx39GDX3vYFWlQh/y45RjF/ZNkgGLqu4jOmV07HpbQwEB0YkjHdPfNT+EX+t+ys/B87MKOAvvbP3yxk1qAnzo/GfUOK3MnEgk+cLt2AP63k7t5GTOosp8du4qsnG1bPf4jNbN1M9WcgoaBAwyRpMsoZtJg9ZA0Ycsg6LrKVTE9ytI+rzMBANsiXQw/ZAH9nkc0LO7ueSUlMGD02+BAC/HGLtQCsllkz+sfVjrq48moUdGzm1YBJhJYpGlLhh2VNcXTaP+a7pPHLMDUxwFTPWWQCAmHN80vE9IQ9/X/V3Tq049aBfZ5o0aQ4fbb42Xv34VcJymCsnXZn0el+oj4XtC1lf8xlRQeE7mgJKoiNfKXVf6Ai4GQgH0PZuYVHTItq8bdx99N28v/19rn/1eiw6C5Ig8dR5MUHxle0reXDJg/znov8wNnMsvz7x1/z2k99S6arkrpl3AXtOZQnLYVa0rWBx02I+bf2U5W3LaRpoGn7dqTMzwVHI18YcxyRnMROcRYyz52Ns6Uo6VgRf0r5UCILApnA/3+/5CLMskiEYuFk3gQzRwFQpk2liJhFV4XxNGTpRQlVVpktZTDdmATBfyuVoMZMnlc3cx2p+wyxm4tynRcYBMUxQkMmWD35kb5qDiy/i4/2MBjYZB/iKx8J8a3zUj6qqvNP6Dq/2v0qPv4eTK07mtMrTRqi3+0enGsBDGASFT8VuOoQA34nUsFDq4A77SsyqBgmB37tnArBW6+Zv1s38pW82lVEr3+uewOOuzZSELXyjvxq0e05PVVHZphlkua6XVfo+Vmv72KIdRBZi0Yx6VaQKO6foipigyWCC5KJG4yJLNCZVzdsfm1oQBDYOtnP72hew6kxk6i18t+Y0Mg1WZjiKmeksIaLKXFwwHZ2kQVVVZuWMYVZOTNfr2OwqTsgZy9+2LeQnG17h4amXY9Lo97rQGJbDtHpaKbQV7nNf98To8xgcgcitbbE/TONHsCrcocEgGZiaORVPyIMgCFxYc2HSClmRpYjvjP8O7W2/Ifev30E06hncpRrF4I7PYgSr5j1z/DNIORK3vX0b31r9LOMn38Tcot1XCEjEYXCw9Pqlw9vvbn+XXn8v7qB7WDcAYEb+DP636X/ML54fK/uLRJG9iDxLHh/Uf8BJ5Sdh19tZ37V+uErLvqD2vRK3HZIjbKxfzyZvJ5sHu9jk7aSus5HN0X686s7qeb9TZ1NI5fC2EkrWNAi7Y5FsrXYfZVELdwyM5yVbE48ZNuMVovy0cwqKD7xEuVuYhEnVEELlRGLRHIGhcNewf+d3GhCi/N/ETfxZ3IggaZh79r2MH83jIkUVFcly6CtejAqGrnlm5gxyTv0IN2HGXBCriJI41r8z4TtMmDCB2tpaFKMy6vQBvjnum5xXfC4fLr+X+/mUPykbudVfM/y60RGf6y9po3HbdkSe27zT0bIqu52QNUhAHyJgCWD2x8bPxKCDxbmtzJMziKBgMQtUiAYKNHo+y+nkJCmLnCw92w2DfFc/FotTQl9gTeqvrih+9UlbVRq3ragKrXYtG/tb2dTfGvu/OUhddx2dvp2Jk+dyLqec8Lvh7cT5AkDxxiLZ2uUAlWYb9004n6cbPuFPtW/jjQb5w7QrsE2IidM/XH45Zl1sFfyS3EuSjjV8HlXl2Q3Pcuvbt9Lh7aBpQhPXV1+/2/Zp0hzpKJ0vDP1VzRetSvLC9oV8a0lsDtihEfWLGb/g3JJzgaGFLn8796y8B7FaQJI0XHjsD3C6dqbpeFIe+UBIrEK9f1WpdcfclbSvvmkR337z29jXvEWGMYNvz/o2+dZ8LptwGWadGVEQqcmqGZZEmJE/g/9cFNPiVLf9gxnAv6eeETtY38fI3qVxx/f5PCzp3srHXZtZ1L2FZb3bCQ5VMy4zuphtL+bGzBomWPKYaMklX2dDEATkrv7YB+fxA1tRDMl6MEoglLQvkR3FaLaHOwhEwxhUHV7CdIZ9RKMRnpO30Kb6cKDn9WgjBaqRkoA5KaprY6ifzZKbSYKTASWEryWa5Iga7N0ZpSGj8Mb0bfxSt46wCCvOX4F0hNl7ov5L8jisqvjlACe9cRLeMi8SAv+o3cIl4y/hnl2aCYLAr1b/it5QLwbJgM/tozB4cBwPBxVVxTC+gODGtuFdDYqXu+Tl2Iw6XIKem6TxFJkcXKLasARiNb6rVDtZmWYi7gjTyeBR/1wY8p/OVTOYGxp6PrSBpI93ysgo1Oo9fCJ2s1Ts5lOxmx4hNj6dqo5pZHA6RUwyZjNeclEh2tAIItqSrKTua8sK4rY1U27er8tvWvU4Qc2bmCQBryDTLcngtPOfuvW0Kn6cejP/c2+iuKCUcs8gyi5jXQxFqPN2stndyjR7EZ6AF83Y6/foiFrQsIAbXruBzb2beeSoR5ifO3+/+puKL8nIO0x8ASswrOpZxcMbHuazlz5DEATmFc3jmxXfZLxzZ4TLsq5l/GDFD/Ce3sfc1e38bu7vUn8WI/j5aEUtE3Im8NzFzzHzsZlc8NwFLPrqIipcey5Nm0htdy2//PiXNHuamZw7mTP8Z/D6ltf5+vSYuPiZY87kN0t+A+z0bLuMLs4dey7n/ec8rpx4JUtblmLWmckyJU9KiSiqwubezazbvoQNvU2s721kfW8TWwfakdWdEUgFBgdVopUrzWOp0jgZo3VQItnIbI/u9thhZLYKgywwt7NJ46FB4+UifwkTgi5yokZ6NCEmBh1oiIn1CQiY1PgpI4LCVv0gG/T9rHG5adB78YtRWvQ+uqUglytlfP20x8ky7v1aR5QveRWVgfAAP//s53zi/wAPEcb+eTW3zbmNufqdzlpVVTn9rdMJvhFEVVTeOPUNzNrRFbIvCAIFlkLucc1ja1s7v7HUUi5bOTdUtF/H2Wrw8Fj+Rjp0fqp9Do7W5LHQ0c5FXeUAHDuQxxM5m2LnHHqPQ9Fxkjefb+Qv4VxPMbWafkyqRIa6bw7N9oiXjZ21bPC0s97TygZPG3WDHfh30S+x60yMy57EGWPOoDqjmurMaiqcFRTZd399YTnCpv5WPty+ig39zWwd7OQrlfOZac4n32inKzTIdGcJmqHVcUEQhp1QO1BVlaaBJla1r2Jl+0rWdq4ddsLX9dQxPW86D854kMkZk/fjU06T5kjmi1cleXrmdG4Zfwu3nXQbWlHLP9f+k5n6mcOvC4LAGNsYXjvlNYRb/kXRk3cNaxgdfBI/333/vDv8HSxcvpBPWj7h3mPvHbbz5hfPZ9WNq5LaayUtF4y7YL976I0EWdK1hYUddSzs2Mjynm1EFBlREJjqLOaGyuM4ypDPUY5SsvWxhQg1unub7GBxpXYMV+uqUYJRXpMbeVlpIIxCo+rlr5qjMQka7o2u5N/yNu5iEgoqEsLw/P+p2I2MyhlKIR17EdV4NauBf+ZvZpPezfHRXE6e+W2kfdS0GTG+5PaeSWPi5vE3c8L2DUyQXHxw/Mm4jC5I8HX+47h/cPTUo2nc0njIhfkPBH/Uz+LOxTzY/AYnKE7OFksAmCPm8JF4VlJ0kVYQOUvdP1sQYo6n9aKbTzTdLJG6WarpZkCIOZhLFDMnKHnME3OYQzaVWIejpzS6Qx8ZeO2Ua/natK+h9r3Cy9uW8vyWxYSVKPWD3fzj+G9h0ui5e9m/+MfmhdxbczaKqiIJwnBF0E/6tiOrKufkTKQ16N7tedZ1ruOu9+/ijS1vUOYo467Jd1HjrNlt+/0h7YhKs0c0ooaB8ADfP+r7ALyx9Q3MmviHFJfBxbyceagb6pg255iR6OY+4zK6+N9l/2Pu43MZ9+dxfHXKV7lswmWYtCZsehtF9iIsut2HmUeVKCX2EmYXzOaeD+/hgrEXsLFn4/DrpY5STNqYVoJG1NDh7SDDmMGknEn87tTfcfObN6MVtfz0uJ+mrEDlC/tY0ryEhY0LWdy8mBVtKxgMDwKxFcpKRx4TM4q5aMw8qhUTVZZsqi05WDR6Qqs2JR0vRH/Svh1oEakV3Hym7WNeOItveaspls2EUSmKmimK7vyed0ysnVKAlcZeVhp7WWXspU4/MCzQbJIlKoI2LIqWKb4MbraM5Sg1m/bR7oRKg0VroX6wnvM0ZVQINhbbXUSUSFwbQRCYkz2H3Kxc/AP+UeeE2hVBEHjAM53t0iA32T/ln+HtXO8fg12vw6hK5ESNZCi7dxDJgkJ+yMQkr4s/Fa3nxL4C6o2Dw68XhE0YlNjtU4NItxTAIesYF7Lzo+7J3JuzGr1G5M7QeKQUQuWyqrBO6ePTnu0s9rewItBOW9QLm2Ov5+htTLDlc33pfGqKqxnrLGSss4Asox0x47z9+iy0ooa1vY0s697KcXk1fG/S2ZRZs1F8fsosWZRZdo7PHYabN+zl05ZPWdy8mCXNS1jetny4VLkkSIzNHEuWOYsyZxnfmvktvjHjG9TV1u1Xv9KkSTO6MGvN3DD2BkodpQDcNf+upKhXnaSjxFpCuyrFqnGOQkfcXcvvYmXPSgQEtvRuYdF1i9CIn/9xR1EVVvQ28EbbGt5r38CK3gaiqowkiEzLKOM71SdzXM5YjsqqxKqNaaMqPbu3wQ4VkiASUKP0qj42qx7GCHZCyPQTwjRUZ75asPOy0jD8nh1OqJVqD2uEPm6Tx/OS2EhkKL1od+7Gfk0IjSLy5+BsLoyW0F2Suhp0mtHFlZVXUtz0h9jfQym4iWO92FKMdciBOhqdi89ue5aH1j+EALyAhglaF2VCcuT5gdAs+nhP185Huk4+1fXgGXI8lckWzowUcjQ5HKVkk0fseU/Uj8znI4kSgUiAXm8vG/tbqHLmE4yG6Qt5MWliNu5YRwHPb98ZvbljrC/rb2TlQDN3V57Cs22riCjK8OuJ07qKSn1/Pd+b9z1+fOyPqd9cf9CuYdQ6ogRBOA74MMVLA6qqOnZp5wR+A5wHGIFPgFtVVV13yDv5JWCSaxIvnfzSsGDdfSfelzRZVdoq+dn0n9H2xwfIv/P8kejmfjE+ezzrv7meXy/6NY9/9jiPrnp0+LWbZtzEX878y27fOylnEpNyJgEwEBqgaaCJAlsBT3z2BNdNvY43t77JudXnIisyoiDyw/d/yLdnf5vJuZM5d+y5nDv23KRjbu/fzst1L/PWtrdY2LiQsBxGEiSm5E7hqklXMbNgJhMNfYx1FmLS7nx4lpuaP9fnICBwkVLK2e6CpP07UFFZZuzhdUsLC8ydNOliOgUGRWJy0Mk17gpqgg4mhBzku21Iu7w3c8LorJ6TJhlJkHjxpBcpeushAH78lSeAZMPk3un3MmHChFGXkpcKIxLP9x/LM8Z6/mzaxHWOJeCIvZYfNbKk6Yzdvrc64KC6NdbYkxuhQ+8nJ2zk5ax6zu8u42NbBycO5COjIgIPZm7gWncF40IOTvbmc7I3H3N+vGEyoIZ5K9LEu9FmPpBb6VND4IMyrYOjzUVMN+Yxfcwkaqz5ZOp3OsOlws8naC4IAldWH8vlBdOT9u/KNm8XLyy8j1c2vcKq9lXIqoyAwITsCVw47kKm5U1jau5UJuVMwjj0kJUmTZovF9s927l31b34j27ilwPnUWWvGukuJXH7xNuZWjOV1R2rufzFy3lg8QP84Ogf7PdxokqUBQ0LeGvrWyzf/hpr+ptwh/2IgsAMVxm3TzyDY3NrmJc9BovWAKG9p899HlRVpUPxsynaj1nRMFO7+6I2G+Q+rgi/h0PQ8WNpGmZBS48aHH7dgR63Gou2VYndD8KqzAb6GaPayMOECvQSe4+0G4fj1e3VXN1eTe6k0eeQTPP5uGXJLQSWBjg562Qurbh0pLuTxBnFZzDBNYG5XcuYvfFxvhldxGuaU5EOoJDKJsnD27pWVmn6WKfpp02KiYqXymbOiRRxVDSbuXImeeqQ40l3aIu1eEIeartr6fJ1cU71OXtsu7ZzLec9ewdOvZlfzrsKi9ZAd2Bg+HWX3kJ/KCbNoKIiCCJhOcpaTytjLTkUGB2oqPSEY21SBUlMyplE7bdqD+IV7mTUOqJ24dvA8l22h+NahZgl/T+gDLgF6AfuBj4UBGGKqqoth7OjX1b2t2rIaKDYXsxfzvwL9xxzD3U9dQSjQdxBN+XO8n0+xta+rRxdfDQPnvwgj6x4hPsX349VZ+XRsx8dHsiPn/t4yve6g26eXf8sT615ik9aPgFgfNZ4bpl1CyeXn8y8onnDKxGQWvPlUOERw3xm6ONDcwfvWtpp0/oxKBLzfdl8xV3OjEAmNUEHuoRIj/AoXBlNc3DZEc57pGBCw9cDY/hKoJw12j48wSgBUUbej3SSJoOX6Z4sbm+cxLM523gifyNmRctPm6YNG+f3d05P+d4oCh9JnTyrreftwXZCyGQJBk7RFHGCpoDjimoo1O4c59rM0s91vftDWI6yxt3Me521/K91NSv6GgCYUziHu+ffzVHFRzGncA4Og+Ow9SlNmjQjy9q+tVzxyBX0Bfq4e/7dzNXPRSft1CwSBRGdqEOK6LHr7CPY090z0TWRsZljGZs5lpc3vsxPF/yUyydcTplz7zWTt/Zt5e2tb7OoeRHvb3+fbn83eknPJEcBlxTP4ujsKk7Jn0iG3gK6Q7fY1hPxsy7QyTp/J7XBbuoG2tkc7R92Hp2rK+Of2pN3+/4Zmmw26i9hszLA7+V1zBCz4tIobYKW6JC+5469HiJ8RDuLpU4ekzYzSCwKJN9p5Mb+6v2uHJZm9NIb7OUe7/u8G2nmujeN3D3/7qQ2WlGLzqAj05A5Aj3cOznGHHKMOZS4N3O/NIub5MU8rWzlanHMXp9JBwjzvtDGEnMni7VdbNHEIt4ro1ZmRTKZFnBxQjiXctmapBF1MAnIYdZ72lnraWW9p41N6/5HXU8dLZ6Y+8KgMeD/gX+P1zO7cDZtX3uSjX0t3L/yRWbnVsdZuHadiagSS63cMQcMRPy817OJhb1b+XP9QgaiMcdb1eLfcOdRdx7W5/ojwRFVp6rq0t28dg4wHzhBVdUPAQRB+ASoB75HzImV5hCzomcFty29jaMn5vDLke7MfpJnzRsuVbw3QtEQdT11vLvtXVZ3rqbb183swtlMyJ7AT4/7KSoq+dY9Ry981v4Zf1z2R/6z/j8Eo0HGZ43n1yf+mksnXDocDn848BKhWwjSRoAGo4cmycdmrYeNGg9btbEJ2aBIzPdnc3tPDacOFiTpQ6X5cqGqKse9fhz5i/L551H/PCipDocLIxJzIlmEA3t3QIUFmW2GQT6xd7LR5KZPCjPR62JMwM63WsajAvnCnnP/u6Ugf9U18JR2G51ikAxFz9Xaai7RVjBdykIcusHrtAcnjHy31yJH6AoM0Obto7GnhYbBbjYOtLHB3cKa3kZCSmxdZ5arjPsmXcBVJ/x+j3pTadKk+eLS4e/gmo+uIdeaS6mjlG+/9W1ePullym07F+hKraX8/Zi/0/74A+TclDOCvd03HjjpAV6ue5nyP5aTacok05SJVtRi1VsZnzWe8VnjkVWZHn8P72x7h5XtKwHIt+ZzUvlJXFRzEadVnoa+8blD1seeqJ81wU5WB2L/VgY7aAi7h1/P1pipEmxcaKhkrMZFtcbBGPatEmuOYCRD0NOpBnBioEX1USiY2aZ6GC84QY1p5wA40fF75iBFYuXuXxNbeE9o48b+auQhHak0Rz6qqnLzkpvZHGnkRG0hf1n+F0odpZxiPSWu3UNzHjpiIuAvEct5VNnIrfJSfiSvIAcjOkFCj0i5YGOC4MKMBrcQ4DOhjw+EdiKCglmvYXo0g2u9lZwZKiBHNR6yBdeAEmF9sHtonHew0t9O7boeokN6vyZJx7jsiRxXehw1mTXUZNVQ6arcy1F3kmt2kGG00e7rx6W30OztociSyeaBdia6YlURtUN2u0tn4W+TLkcrimgFiZc71vJWVy13HnXncMX3w8WR8ySRmnOAth1OKABVVQcEQXgVOJe0I+qwYNfZOaXgFDJWbh/prhxSdJKOdZ3r2NS7ifOqz+P4suPJNGWiquoenVntg+08t+E5/rX+XyxrXYZZa+bayTGBuel50w+61zmqKjTLgzRGB2mikzb8tBOgDT9NOi9Ngo9BYRf9Hz0IKhTLZqojNs4dKGZK0Mn0QAbGIefTERYIk+YQEFWjnFV8FqJZPKKcUPuLVhXZYhqgwTDIif0FzHBn44zqUVHJigylpOmSB0RAiPKhuYP/2Zr5yNxBWFQ4IZrLr0PlnBTNw+pwHNR+qqpKp6+T+v56WjwttHhaaB1spXWwlYaez6j3dNLpdye9L8doZ5y9gG+OOYHZGeUclVlJrjEW2aBJO6HSpPnSkmvK5YHZD/C1476GVWdlfdd6hO4j2/lQ4ijh469+zAf1H9A40EhfoI+IEqE/0M8LtS/wWPAxICZJMD1/Og+e/CDnjzufMkdZnG12sKSaQ0qU1YNtLB1oZOlAEys8zTSF3MOvF2ttTLcUcH3WdKaZ8xhvzCZbaybS0h1/oKjC7uhSAoSQ0aoqa9U+ahU3v9LMIlswcE90OWMFB2vUPn4kTYUobFU9/IVaHhLmYEOHMnS1elVEHPoI0k6oLw6CIHDX5LsYs+plxkpOur7yfQqsBWzbtG2ku3bACILAM5rjeVlpoEX10UmACAp+VWaF0s3LNMQaSlCgmrhereJcuZjxbiuaFDqenxcVlS2ym2VyF59Gu1ghd7FxvXs4Gt8pGZhqzOWOopOY5ihikr2AMlMGuqn757bo9HYSkkPo/G4+697O+t5Gfn/09eTozNyx9GnGOwtZ1VvPL2ZcBsBmTwe/q3uLR2Zfi027c0FVL2qGF0gPpxMKjgxH1DOCIGQCbuBt4C5VVZuGXhsPpHLVbgCuFgTBoqqq9/B084vNB/UfoKoqJ5afmPRalb2Ke6bdQ9sfHhiBnh0+BEHgqslXcdXkq5L2J9I00MQLtS/wUt1LLGlegorKlNwpPHTKQ3x16lcPWrrLYCTIZwPNrHQ3saK3ljXhbrZHB4gMhVzvsB3sqo48jBSpZuYoWeSrJrJVA7kYyenXkSebMBKbfCLpEfOlpUEZ5BO5k+vkcFw6BsTCtO+cdOcRs0J2oAgInNNbwjm9sQosiiwM70/EJ0b4yN7Oe5mtLDB3EBBlsqIGrnSX83XdGCrUgxPxFJGjbOhrYkXXNj7zvM2q9lXUdtcOFzLYgUFjoMBaQLHZxJmlMyiyZJJndpJndlIomSk2Z+LUx0TmVX/goPQtTZo0XxxOLjgZmz4WbTMxZyLru4/8uX524WxmF85O2q+q6nDqnVVv3W3J8s+Dqqqs87bzenctb/VsZOVAM+GhCmQlBiez7cXcKExhijGHyYYcXBojgkG3l6PumUZlkFsDizGoEiY03CCNpUq0U6JaGFAjDBLmUrGcGtGJgkweJr7O2KTjnK4WcrpciJdwirOkOZKZnDGZYukjgP2KuhnN5AombpJ2VnLb9dlsQA0TRcHsF9Du4niKEF+U5/PQQYB3aOVtWllKF25vbNzY0TFDk8WZmeOYYsxhmjGXIq0NQRDQlhXs5ah7pt5dzzde+wZGIYhZo+fmyWcy1lVIqd7OQNiPJxzgK5VHM8FVhOoPUGBy8q3qk5KOc07uRM7Jnfi5+nKgjGZH1ADwW2AB4AGmAj8APhEEYaqqql2AC3a4OePoG/rfCaQfqz8n/9r6L3615lcA/P7U33OiJdkZdSSwpHkJT699mnuOuWef0/H2h05vJ89teI5/r//3sO7TlNwp/PS4n3JRzUWMyxr3uc/R7utjQesGPm6rZVHjGtZ72odzfgslC5O1WZxlLKNC46BEYyOzK2ZkmIeGuhJJXtcLyQdvIk5z5FLbX8uNgf/hJsyL/zqTd696d6S7dEB0Bbr4W/dHHKu1cFRk92KuB0pIkPnA0c7rziYW2NsJiQrZUQMXDpRwmreA2f4sJIQksfL9wRsN8knvdhb1bmPJsmY+7dxMIDpk1OjtTMmdwjWTr6Eqo4oKVwWFtkIKrAW4jC4EQUipKad407fCNGnSpNmBIAhkmw/+PQKgbqCN5xqX85/tn7DFH4tmmmEr4uaio5htK2aWvZj8IYef3HVwK+vN1GSzyHo+SjAat18vSNymSX7YNAsaxu2o5JEmzRcQuxBz7soH0fEE0EuIN6QWXqKJxXSiClCkmjmLImYb85gpZVMtOhAFAW3uwa8gPqdwDqu/sTrJ5tNLWu6acl5Se7NGzwRH4UHvx+dh1DqiVFX9DPhsl10LBEFYCCwjlnL3I2LxHqmShvYYQyoIwg3ADQB5efvvkBCt8RWD1PDQD3v0VjP/XEzOmMz1U6+nOrOaSydcSk9DT8p282/LZLQm5ymqwk2v38TazrWs7VzLB9d8kBTxcSBE5AivbX6Nv3/2d97e+jayKjM5ZzK/POGXXDL+EipcFcNtVVVFVmVeqH2BcZnjmJw7GUVVUBueTj7uhi0A9EcDLBhs5MPeLXzob2JLJGawWAQtM4Usvq+ZzDQxk6liJrau5FDtsEcGoviHNP6j/uRrSKrKmmL0JGZiBdzJjaLh+H0Zv/gXYTlMe93m5AMeAUiuQ6vfM9ootZZykrGEkw3FZHn2rIE0mvn3tn/zd/cq/uHQ8q56KhW7aGlorPFjRNOfbJQkL4rHbjFrNf08Y6rnf4ZmPGKELMXAldFyzosUMdeUh+gQwBELyZZRed3WSbXkZKImA0VVMVQk32s0VTHtlbAc5dPebXzY28F79e+xrHUZUSWKJEhMzZvKDdNvYnbBbGYWzKTCWbHXdF7BlVydU3Lt8S2fi7CcXjFP8wUlYayp7oHdNPxyMed6M40j3YlDiNL5Qty23N6Z1EZu743brvV18bx3I/8d3MKmSB8CcLShkG9nncjppnLyNObY7ykIBANEGYpKleJvOtGOZMeU7I+fY9UUqXmiNt6YS7XwqPjjnVNKOPk4UV/8vlTSDErC2zJvuwCArt7ktkcCGodppLtw2JFssWdZ3/99G/O1fxzh3hw4okGHaUop4e0dcfsFbfJioKr64rZ1UrItJeji36dxxD/z9ygBXlEaedm/lUWhNhRUxuhd/MB5NOc5xzLekIUgCEgZjrj3aefdsT+XtV8k2nz7kkgrHsYiWHti1DqiUqGq6ipBEDYDM4d29RGLikrEOfR/ymUGVVUfBR4FGD9+/MFTv1HV2E1mx/9fEMY7xzPeOR5gt04oVJXtk68btdcuCiL3Tb6PNX1r+NGKH3H727fz8BkP7/dxZEVmdcdqPmz4kI+bPmZR0yL6An3kW/P53lHf4yuTvkJNVk3K9wqCwDtb3+Grr3yVr0/7On88/Y+Igrhb7YF7Wj/goY5PUFAxC1rmGwv5qm0iRxsLmKTPRmmLN4jDpPAyHWZCgswaay9LbV2senQGWknLY7MfG+lu7Z3EsftlEsUaumaTZOQnZ7w0vL279LvRnpb3tarrmJczj9uW3sq1oY95Uz0FC/tf3ahF9LFY381SbTfLdD00aHwYVIkzgwVcqpRylJw9rC0g7nLbFxD4kDa+Ofgx1xjG8hvLUcO596l4t309Fy14GF80hCiIzMyfyZ3z7uTYkmOTqmeOFhRVYUPXBj6o/4C3t73NgsYFvH7K66O2uk6aNAcflZ1roaPP5vk87HaO3+X+2Hj0t/bT3tuXz2nXNomf7/593juuQRRFampS22QHg4awmxc8m3jeU8e6UDciAvONhdzomMI5lkryxC+bg+MIGBdpew9UlfoZN+zcPkLtPVSVLUUXI0TDFG//2yE7jUcJ81q4gRdDW/kg3IKMSrXGyR226ZxrrGBq/t4XCNOk5ohyRA2xaxTUBuCUFG1qgKbDrg+140f4ZfwxHgHXXmotpdRaSp+mj4eWPoQ34uXKiVdyXOlxexRf3ta3jTe2vMGHDR+yoHEBfYFY5ucY1xjOqz6P88edz2mVp+2TgHOLp4Xb597O+q71NLgbKHWU7rZM5mxzIXfnzec4axkzZQfahNClkYpBCCGzxjTAOnM/WwwDbDcM0q0NEhBk+rUhIqKCqMJczVGcMeaMw1oG9IBJ/P2O9v4eTL5g127RWZmZNZMHZv2Gb3x8IxcLH3KtWsnpFGLZwy3PI0R439DOJ/oelui6aNDEVs5cio5Z4Uxu8FVxXrAIu6pDY9qzlkgbfm42TqJO7qNRHqREsu52HNTYC7i6/ChOyhvPCXN+dtD04z4viqqwpXcLn7Z+ypqONWzs3Uh9fz2+iA930I0n5AFi8+D1U68nqkT3csQ0ab5ICAn/fwkQBBoGG1jXt46zS87ez3vFvrQVUvy9u//3DSUxdOcgMBAN8kLnWp5u+pQlgVYAZhnzeDDreM63VJGr2SU94hCcf3RzBIyLL5jNs1/sx7X/acOfuHn8zYehU5+Dof6rms+f4ZKIrCp8oLbzrKeBN0INBJEpFi182ziZS21jGa/NGLbpRv0zzijmiHJECYIwA6gCdtRR/R/wVUEQjlVVdcFQGxtwNvCvkellmtHO/Sffjz/i5+l1T/N/q/+PTFMm51afy0nlJ+EyujBoDPQH+mkdbOW5Dc+xoHEBAKWOUs6tPpcTy07khLIT9ktnasdD6JqONczIn4GqqrxU9xK3zb2NqCqjFZKH4lmOKs5yVAGgDPiSXj8chFFo0nrZZhhkg97Np4YeVhv6CAsx48oe1VERtFLjd2CIanBE9Uz3ZDJtMIu5974MHAErKmm+kMzNmcvv1Vk8IKzjW+JSdKrIMbocTpULKFBjumkD+hB9YoiF+i5eN7YQEhRsipbZ4Uy+6q9kfjib6qgtpVB5KlRUBATW088MKR9QeTVcz83GSURVJcmZDFBgcvLwrKsBkEbICaWoCq2eVup66ljXuY5FzYv4uPFjegOxPAuDxkB1RjXjssZh1Vmx6qxMz5/O8aXHU+KIibqnx3maNF98ZFVmMDK494ajAEVVDqoA+RZ/D4+0LOGp9hV45TBjdRn8NOtoLrGNo0RnR40erNp6Rw4hQeaN7EZ+88HD9Id8PDDrHyPdpTQHCXfYPdJd2CcO9jgfUMP8W9nGo0odDXhxKnq+YqjmUsMYZmlyEAQBUbf/UfZHMqqq8u72d3l106ssal7EA1MfIM90cLSWR60jShCEZ4B6YBWxinlTgbuBVmBHTtX/gE+ApwVBuJNYKt7dxFzxX+wSbqOIhsEGMgwZWLWjL4UkFRpRwyNnPcJDpz7Em1vf5MW6F3m+9nke/+zxpLaVrkp+ecIvuWzCZZQ5y3Z7TG/Yy5+W/YlFTYu4dc6tzCqYhVVvHZ4gBUGgL9CHoipcNuEyFjYu5MnVT7KxZyPlh6B06A5UVAaFKL1SkG4xRIsUoE3jZ0AK4xWjBAWZiKjgE6O0aHx0aoIYFQ0OWYtbitCh8aPsKN+rCkwIObhmoIIJfZlM8jnJjewMO0/UiErzxWND/4bhNN0jgSuo4HK1nJVqL68ITbwuNPOern1nA33sP6ui4RJ/CRf5S5gqZ+y2VLVPiPKkaSvLDb3cGK5imuzCghYFFREBAYF+QijAhfoKFkfaeTq4ic1aN+OEQyOKu4NgNEint5MuXxctnhaaPc10+brwhDz4wj7CSphAJECLp4UGdwOCIJBhzEBWZer76wnJoeFjlTvLOaf6HI4qOorZhbMZlznusJf0TZMmzeijwlZBha1i7w1HmIHwAOe8cw7nlpzL38b9Da20fw+OsiKzureBuv5W1vY28MbWT6nzdaERRC7Jnsw3i+Yx1Ws87JEQqqrSR4hmZZAWfHSofrrUIG5ChBSVEDIiAhICUUUmioIeCStaMgUDpaKJYtWMBhEtIqWY0JF6bpdRqdO42WQdpEXrp08K4REjaFWREsmBCjxRVEenPkBem5Ojc8ciqzJSigWXNEceP5r6o5Huwj5xy5JbCMkh/qmMIfcAUmEbGGQDbjYxwAI6+CTahYzKbCGLH4vTOMdZhW4EftO+sI9mTzON7kZaPC10+jrp9nXjj/gJykEAJEFCRSWqRBEFEZvOhtPopMJZQaWrErPOjCiIFNuL9xht3+jpYm1vAw1bGmkbbGMgOEBIDjE2cyzF9mL+vPzPLGpahFlrZm7RXLwHsbz6qHVEAeuBy4FbABPQAbwE/ERV1R4AVVUVQRDOAh4E/gIYiDmmjldVtXlEev0lpCPQQZGlaKS7sd8YtUYuGHcBF4y7gFA0xKbeTQyGBglEAzgNTrLMWRTZivZoaOyIdHrok4dY0baCyyZcxot1L/LOtne4/+T749pqRA2KqtAX6GNJ8xLe3PomDe4GXph7BXkmx+e6FlVV2S4OskLqZaM4wGbRQ5Poo8Xixycmp8zoFBGLosGgSmgRMSoaCqNmZgQzYyl2YoiqsJ3iiJmSiJmqqI2KiBWTGpsyUomVp/liE5bD+FOp3Y9yBARmkMkMNZN7Q5OpF7z0E8YnRNB4Yql3+bIJw5AxLojJv+0dkU6PmjazRtvP+dFiXte2sEDTwT2hyXFtJURUVPqVEJ9GOnkv0kyT18vzkQLydJ/fWd/j72FJ8xJWd6ymrqeOLb1baBpoonuoMlNcXwQJq96KWWtGJ+nQa/QU2go5q+osBAR6A70IgsBZY86i3FnOuKxx1GTVHLJKUmnSpElzOLDr7JxWeBpPbn6STU9t4o+n/ZFpedP26jja1LOJv6/6O/9a8zht/pjMrEaUmG8v5Wv5s7gwe9LOane+PStze5Uwj/Svwi7quco6HuM+yDd4lTC1kS42ym7aFC9dSoAuJUBr1EuH6qdD9RMmPt1PIFYi3qhq0CKioKIOLY5ICIRQGCSCV41AQgaTUScxR86iSrZhV7VoEBkQw7RIfhbqO+kXd4pAGBUJq6IlIMgMOmOliSZ6XPx882yu++M3EASB2t60EyrN4eXqMVdz/cfXc5Swlt9ajuJUXTHGFFkmu7Ij6ulZtrFG6BveP1a1821xPGeLJUwRMgDQ7MUJ5VXCPNqxGJuk5+qMyRjFvTu9I3KErX1bqe2uZXv/drp8XXT6OmkdbKVtsI22wbZh+YNdseqsmLQmDJpYQSFZlREFEY2oQVZkPCEPA6EBFDV+jhAFkWl505iZP5MMYwYWnYVBz0q6/AMsbN3AJnfrcFutqMVhcCCJEk+ufhKAPEsej5z5CNdNvQ6dpDuoEfCj1hGlquqvgF/tQ7s+4Lqhf2lGgDnZc0a6C58bvUbPpJxJ+9S209vJY6seY23nWs6qOovTKk+j29fNPcfcw8yCmRxfejwzH5vJHfPuIMucNeysquuuY03nGmY8NoO5hXO5YsIVGDQG8kyOA9JR8qhhPlDa+EBu5X2llTZLzEmgU0XKFSvlipX5wWxyZSPZioEMWU+Oz0hexIRZ3Tn0E+dYNYWkQXqBK41O0jEza+beG45iBATK1SFnkArhyO5L+XaLQZ4x1lOnGeCkUB7Hh3PoFUN81zuOGbpMjopmcar5PW4KV5OLddhZtZkB1tPPse6XmKXN4WJ9JXok8nS714naE7Iis6hpEW9tfYu3tr3F6o7Vw9dS4iihOqOa6XnTKbYXk2vJJcucRaGtkGJ7MRnGjLR2QZo0ab6U3D3lbqZkTOFnq3/GjMdmUGwv5vIJl3P9tOupdFUOtwvLYbb0buGBJQ/wzzX/RBIlTi+ewv0V85iSUUqlPRdxW9N+nXttqJtbOt+lRGPlRvsU1JQFvnfy9MAG7ur6iH4lGLffLujIEo3kYWS2mE2eYCJXMFKgmijETL5gJgM9GkFMqponB+Lvb141wragm1bBj4JKgCjL6GGx1MUyXQ8+IbZoqVUFMhUDJwRzOS6US/mAjaKwCYsae8BWUdnoCeHWhBjnc8ZigdP3mTQjxOzs2fz35P9y1wdf5erB97AIWs7QlXCNuYajdfnDv01FVWlX/TyrbOP38no8RJiMi/vU6cwkkzHYsaFFkPb9gWdduIdb+j+kxOTiG9kz9jLKoWmgibmPz6XD2xHnLDJoDOSYc8i35jMhewKnlJ9CnjWPIlsRJY4SCm2F5Fpyhx1QeyIiR2hwN7CtfxvBaBBZkVnftZ7369/nP+v/gzvojjmqBRG7zsTsnCq+MfE0ZudWUV58Ddnm7OHPrC/Qx5beLUzMmYhJe2gKL4xaR1SaNKOR1R2rueT5Szi14lRumH4D33v3e+RZ8vi09VOunhzTeSmwFTCvaB5/+PQP/OKEXxCWw+g1esqd5fz0uJ8yv3g+Zp2ZVe2r+OmCn9ITrCTTsG+REm45yFv+el72buHdYD0hFOzoOE7MY74/k5lyJmMU63A1r7AnXrMgmq6ynibNXlmvcfMNx1KOC+VwZaCM+6zryFEMfKbt46JATBMpTzUxU87kMd0W7mEa4aEUiFIs3MUk5rtKMQtaVkd7+LV/JT0RP5n7eCOPyBEWNi7kxboXebHuRbp8XWhEDUcVHcUvjv8Fx5Qcw7S8aZh15r0fLE2aNGm+pJxedDrXHnMtr295nRdqX+DBJQ9y/+L7mZwzmagSpS/QR4e3AxUVg8bAHfPu4I55d5DpXRh3nP0txbAs0MZXbOP5um3iPrUv19q5yFZNgcbKmJCRsRonxaIV/dAqoOyPN97U6P6LoFsELRNVJxNV5/C+88PFw39HUIiioPEJcbqIoVD847WAQH7ITH4off9JMzqosFXwseMCFkRaeS3UwH/D23kutJVSyYpN0ONWQ3TIvuFowtOEQu6WpjAhYv9c5/003MGV5rF8o2z+PrXPNGVyasWpFNmKqHRVMj57PJWuSqw660Fz5molLWMyxjAmY8zwvgtrLuQnx/0EiGlqBSIBjIPvJp1TsOTEbbuMLmYXzj4o/dodaUdUmjT7wZTcKay4YQW2odDsmqwazDozx5cez8PLHuYf58eEGm+dcyvXv3o9vzjhF+g1MSGaTFMmp1aeOnys6oxqXrrkJWh8Zo/n9MphXhms47nBjXzobyKCQp5k5lqpmnOkUmaJWWgEkbD7yEubSpNmNDIh6uDN3hOxDq0APx9txKhKzAtn8YR5KzMimQDcGK7iNsNy7mEa+qHUvgz0nEA+WiH23jGSnWesJ2PcixNKURUW1n/IM+ue4eWNL9MX6MOkNXHmmDO5uOZiTq08dXjeSZMmTZo0+0aWOYtrp1zLtVOupW2wjSc/e5IFjQuw6q04DU4KbYWU2Es4peIUCmwFACifUwLlHX8DV9pqaI96+YN7FXMN+RxvKsImGVJGxs4zFTLPVAiA3DsyYvDaId2oKF+2Sn9pvgjoBYlTdMWcoivmfnUe/4s28mJwKwIwXnSRI5ooCOqYKmQyTYzZcCqfr8DAu4FGrjCPpS08yB+6PmWuuZATbGXYJH3KcW7Smnji3Cc+1zk/L6IgYtaZUUdJFGPaEZUmzX5i09toHmjm2leuZUvvFmYXzOaaKddw/FPHo6gKAgJjM8dS7iynvr+eMmcZD33yEDa9jeunXT88Oe2IZkg1DfrkMK8PbOG//Rt527MVvxKhWGPjW46pnGsZwwx9LtE292G97jRpvkxYVS2top9b7cup13iZGnFxcaCUi10LUCIqAlCpWClRLDSKXkqw8BfqsKLlKip3jnNh93oBiqrwcddmXmpazstNK2kLuLHoLJw39jwuHHchp1SccsjCodOkSZPmy0a+NZ8fHvNDfsgPD/gYnmiQv7QsYUnnVr6TMYPphjyskg5FjUUOiYLASaYS/tS/ijKtjXKNgzf823k/0MiDWcePiPBxmjRfJoyChstMVVxmqorbH4nsewVyjxrmMWUjywf6uMU4iWmaLKzi0DhXVURB4ERDMX8aXM2baivlegdvDGzh/cHt/LbwVIyjxNEz2kk7otJ8qZDVg1NeN9OUyaXjL+Wimou49e1bMWlNFNmK+O2S3/KdOd9hedtyyh3lw5X2Lhl/CQXW2ErbnsIvV/c18ueN7/H89qV4lTA5GjNXuiZysb6CuYYCxPTElibNPnEwxrpL0XNOsIgzg4Xca1uDUZXIV0w8otvE18NjWC32UayaKcECwLmUkI8R2PM474n4eaRzGc9sqKXB14NB0nJq/kQunXkH5449N+18SpMmTZpRyu+aFrLB18ll9nG85NnE+74Gfp59LCoq0lAZ+RmGXO7r+4TvOqZxprmC+sgAP+/7hA/8jZxmLj8gvcA0adIcPv6k1LJRdXOJvpL/hrbzQbiFn1pmD+krxcbuDH0293k+5TbHfM5yVFEf6udnbQt5f3A7Z2VlpMf5PpB2RKX5UvHU5qd4b9F7XDHxCq6fdj2ZpswDOo5Ra+SG6TcAcN2U6/jXun/xw6N/SG13LUc9cRSDoUG+M/s7QCzq4Z9r/kmuJZcrJl4xnKqXis96G3mu4VMudI7jqoxJzLUUIQkiysC+e/HTpPmys82zjesWXscFQiZfUSuYgHPvb0qBEYmvBMoBuMxfysvGJr7tHctW4yBnmz/AS5Svh8eAFhRUnmM72Ri5iFL2VDclpEb5Tftijs4Zy8+nXMjZhVOxaA1IFZcfUD/TpEmTJs3Bp9Pv5tHad1nftJEzMsZyUsYYeiN+7i49gUleA0eZCjmm4WluzZiFU4hFS4iCwBR9DnMN+SwLdnCmuYJsyYRBkMiRYpHw6YfTNGlGD10EeIqtbMTNqUoRxwv59BPidmki0w2FzNPmcYL7Zb5jmoxLNOwc59ps5urzWeZr5SxHFdkaMwZRIlcbW5xMj/O9I450B9KkOZwUmAuw6q3c/f7dVD1cxd9X/T2pzOX+IokSPYEezqo6ix8e80MePv1hNt68kZtm3sT6rvXMf2I+y9qWMTFn4l7PdUX5XFou/gN/Kz2b+daS4dW1g42CSkCIEhTkvVZzSZPmSENFZXrmdJ5mG8cLb3KXsAIPn0+pX0KgXwxzUiiPW8M13BecxmLf6VwbqaQON2fwDqvopQYHyl7GVIHORv2UW3n7pDu5vGwuFu3eK6EcCKqqEoqG8Ia9qGp6nKdJkybNvrKqezvHvvJjeoKDXJc/kz80f8x6bwfLPc3DUt6FWhszDXn8uW8lAFEU1KGH1B9kzGNxsJUnPeu4sesdeuQAY3UZI3dBadKkSWINfZzFu/QS4ioq+YtcS63az0q1Z+c4lyzM0GTzSGAdED/Of2ibxSJvE0/0fMbXG1+lJ+pnrOHAghy+jKQjog4ANRRfElUwpoX9jhROLTyV20+7nQ1dG/jmG9/k669+nec2PMfzFz+P3RBfPaF5oJkie9HwduC57w3/3ScHeL1tPc+FttKu+LjDNJXAI9/CG4oyThAY4DEAPgvVc5Ia4rY+BzzzZ0JAwBf/+4n6kuuxuNvi98kpSrYoCZlH4pDPSkalUedlq97Ddr2XFq2Pbk2QXk2I3uwQfVIIn7TzgFpFxKRIRAQVRVCxylqcUR3ZESMFERMFYRMlsoXciAGNGjtJr0YlKMoYFQlX2EBOyIg+oiMkyrye08CbOQ1M+to4nnq8LuX3cCSgKckf6S6kOUAqbZU8NOchrG//mvtCq/h7pI43xBaeLz2bybqs4XZ6b5AWxUuhaBneJ0g7nb99SpA3+/+fvbsOj+pYHzj+nfW4J8SDBgju7hRoC9Spu/dWb/trSy+99d66u9229LbUaKmXQpECxd0tJAHibpuV+f2xIRCDABHk/TxPns2eM2fOe5I9u7PvmTOzk6/0bvZTyj2qC37e3phjgxiuWlWVS7OkM7GsO/8XPfRg3eP+fdgYj/fVpbVmf/F+NmZuZGvOVrbnbGd/8X4ySzLJKMkgsyST/PL8quS3QRnwt/rj1m4qXBX4mH0I8Q6hlW8r4gPiSQhMoE1QGxICE/AyeWFQBuwuOyUVJSilqqYWPtCLdO7uubyy9BVyy3JZcM2Cw4UqxElLu6u379zFlb2T6+/YLE4Brp3JdMfA371uxc9ko3ztTto7fLDuyWWIK5RX1v/G6w7PbFI36zbcU7yUe7M8vWftgAs3HTDwuvcAZuTvYrSK4HJze9ypBdhr7EuZq19wrGtGPO2o8Tosq90odLqrX2wwWGqPReV2Vi+jXbUvULhqzJJXnFv7gqjdXn3Z8ikz6Tvj3FrlThaWjvEtHYJoZKbwwFrLDN7V37gNgb4MpDVLXF3wM3rWfZmSTVhUW0Zml/OBYx9DxpwHwD8zA7lt+ac8ObYfyqdyjF+3m34GAx9bH2P6uulMDLyAa3pe07QH1khU8OSWDgGQRFTj0hqUOvgoTlhJ4UnMu2oe7616j9t+vo2hHw3l58t+JsY/hrTCNG7/5XZW7lvJ7jt3YzTU/jD3NVgo0BVcbevIZOvB+/1rjuH0hyuNnsZQXNrNQ47ltFZ+jCKCtjTe7FfFBgdLfbJY4ZvNCu9sttgKsBsONlqCnVbCnFZCnTbiSn0IdlnxdZnxdhtxKU0hTkoNTkzagFErikwV5JkqSDeXsdE7jzxTw3qShNptOJUm32KnXXEAfmNGsGHDhkY7ziZV89w9nXqP1HXsp8L7l9YEKivP2QZyibkdV5bNZVzmt0wPGc8Yr3js2sVzZSt5sXwtc/wm081U+0q1rzJTQAVXGtoxScXXe57/lr+D3j5RuLSb/9vzG22sQUzM2V5t+tzj5XA5WL5vOfOS57FgzwKW71tObllu1Xofsw/R/tFE+ETQJbwL4d7hBHkF4WP2wWQwUWgvpMBegFEZMRvNlFSUkFOWw76ifczfM5/P1n/WoN6h/lZ/gr2CSc5PJsIngo7+Hdm0cVOjHacQJ4VT7f2yQTSgDvPY0DJHqv9w9TQvP5ONlLI8rs77nj2uIvo7WnGpLZFJ+T+g6QdAewKIx5cUionDl1fZSAg2LqMtbQ0BTLX0bPa4m5v3i/eyKeckyc5Ke+8Uev+qfF84zv+hn9FKSkUB1+/+nj2OAgb4x3FFRE8mrP+oqjd5R/9IEnxCSS7OprWPD8+tnUWIzY9rE0fSPqQ9j458tBGO58S2adMm3O7G7XwjiajGdOBkPqlP6tOHUoobe99Im6A2nDfjPBJeTsDb7E25sxyTwcQjIx6p97Y1izJys1cXAPa6igky2PCuPJ209mxlUIoxxhheca5nmSuTNgZ/9upSnmAtt9GJPoQe021xGs12axF/+Oxjnl86a71zcSmNxW2ge1kwl+W2JdHuT/tyf1pX+OHnPtxoNeCsqP56VYbqMZUYnOz3LiHDVIZWntv63PkWbG4jpUYnueZy0q2lJNuKsRtcnLO/DX3yw/G66rajPrYWU/PcPZ3O4VP12A85jl7GMGZ7T2RKxR+ck/0DPsqMRlOqnVxgbkukoe7BwS3KyI2GjgDs1SUEYa3zPB8X2I4X9i7i76JU2tqC2VtRyNS5U7l34L30j+l/zANWZhRn8NP2n/hh2w/M3T2XQnshAF3Cu3Bex/PoFtGNLuFd6BjakVa+rY5rPAKHy0FKQQp7CvZgd9pxazcWowUfiw8ut4vMkkz2Fu1le852UgtTeWjoQ1ze7XJ2bNlxzPsU4qR1qr1fNog6wmNDyxyp/mPdvmmEWny40Naec6xteaB4EV7KSLTBl9dcm7hZdWQl2SQoX+K0p2fthbQmksadcMKp3aRQwh6K2EMxyaZCklUJWaqcPOwUKAclOCnDiQuNVqC055ZyK0a8MBKElTY2XxLcvgRqC36YicBGtNuLRFcAPsfxlVDZTpIkFJy6bZ6GOOWOvfGOI9TkzZTgLlwQ1ZN7d/2El8FEtNWfFzb/xh2JY1ias4s2vmEk+Hp6hV/WbghRPsHHvd9Daa1JL05nZ95OduftZnf+bnbm7SStMI2c0hzyyvMoshdR4ijB6XZWXTw8cIHR2+yNn8WPtsFt6RDcgTCfMAKsAYT7hBMbEFvVVjxWjZ2EAklECcGYNmP4+/q/mb5uelUS6pY+t1TNeFcXrTUZ7lIeLFnCakc2YyyewewmEwdQ1WOiu8HTyyJAWbjX3J0CXcF7jo38zl76EIpqYONKo1ntlctv/nv53W8fqRbP7QFdSgO5IasDg4sj6FUejFU3/rTAPm4TifYAEu0Hb10sLKi9H5frZP9AE6eySIM3v4Wfx9vF68hzl+PQbs4gilHmmHq30VqTocv4l17BGp3DaBXFACK4qHLw8wPneU8fz412gSYbD8YMp8BZzvv+fvy47Uf6x/Q/qgRRcn4yX2/6mplbZrIkdQkaTax/LBcnXczYtmMZkTDimCdZOByz0Uzb4La0DW7b6HULIURzSy9NZ1XOKr7I/IIRCSMY02bMMdXjbbRwjVdnAC63JfJN+U7u8+nFxsIMxrt/pRQXt6hOVeWPNwlVqp2s0zms0bms17ls0LlsowA7B78Emo0GYrUPrbDRTvsT6Lbgq03YMGJEedqWRs9QDXbclOMikzJ2qiIWmjMpVZW39lXmj7y0kTGOSCZVxDJUheOt5euhODmUOktZkbWC9NJVBCkbV9s6YjqG8XW9DWauC+uFwWzjyohefJm1ngdiR7DFXcbQ2U9R6qzgzo5jq8ofbxLK5XaxOXszK/atYNX+VaxJX8OGzA3kledVKxfjH0OMfwxxAXH0aNUDP4sfPhYfzAYzBmVAo3G5XVS4KihzlpFfns+O3B18uelL8sryanV4GBw7mClJUziv03lE+0cf1zE0BnmnEQLoHNaZp0Y/1aCydrcTq8HEGmc2bq1ZFnQhfzrSeKxkOe2tfnQ2BuHUbkzKQJzBl4nGeL5zJQOehFQBFfSmYV8k95pK+SogmW/9Uki1lGDWikHF4dyU3YHhBZFEOL2qyhpk6gEhDsvPYOE+/z5Vz13F5fWWtWsXVmVkHbm40Cw2TGIe+3nCvZqkiliSLCFV53m8NZBzQjrxTc5GAAJMNvLK8ugf079BcZVUlPD5hs/5ZO0nLExZCEDPVj15ZMQjTE6cTLeIbjL7ihBCHIXf0n7j+fXPA/Dkwie5vuf1vDDuBfytxz40ggFFji5nvCWe8YZwRuhIeitPe67meGKZlOFwVxB3yBiE9VnrzuEnZwp/uNNY787FWfnlsRVeJKkgRhBJBwJIwJc4fImwmzHWmG9K1xwjStVxwbDcM7ioAzeFOEh3l5BiKOFPUwY/WdL4wZKGzdvIoPIw4pw+hLlsuPDUE+C0EGn3JtruQ0CZH240S0L2Mz8sjakVBQRYAmrtT4imllGWwW2LD96BMd2+lbd9R9CVY58YwKAUOY5SzgpJ5Ly4GMa06ky/0Db1x1CcQbmznPjAw481tq9oHzM3z+TH7T+yKGURRRVFgGdohe6tujMlaQpJ4Um0C25H68DWxAfGYzMd+2Q2bu2muKKY9OJ0UgtSWZy6mK82fcUdv97BHb/eQf/o/nSL6EakbyR+Vj8AvM3exAXEER8QT+ug1viYfVixbwVfbPiCRFMigyIGHXM8dZFElBANNK9kD+/mraGNJZBrA7ux1pnNAHMrzMrAGZY4/nak86h9BTO8x6IAt9Yo4E5zV+a49vKiYx3b3QVsJ59zOPyb1e8++/gqIJm5PvvRwMCSMG7P6sTYoqiqW+1qDlYuhDh+8yv28n75Jlob/bna1om1OocBhGNWBsYSzVKVyb/zFvF1xKSq8xzgn1FD+D1/B8/uXcjWsmx2WG1M6TLlsPtal7GO91a+xyfrPqHQXkhiSCJPjHyCS7teetgemUIIIQ7vzNgzGRAxgDP6nMFTC5/i2cXP8lfqXyy4egFhPgcnrcguzebrTV9zc5+b66wn11HK92Xb+NK+nXRXCff59MKIwqF1VRLqUGmU8BArSaaYNhX+XGhqy0TT4dt8zzrW8Ksrjb6GMO4wdKGPIZQeKoRWytO7qtZg5dQxg81RMGMgBCvBLjOdXYGMd0TzZFkPlpqy+UGnsciWyQprDoVGB5UdgKsxuhVmbaDc6CKgwkKRo0gSUaJFxPnG8fHwjxm9/k/mONK4p/gvhuZ/y/chUxjue/C8c2vN6/mruNq/C74GS616cp1l/FqwnS92bWa/vZAH40ZgxIBbu+tNQqUUZ3PPkk/YVfY07YLbcVnXyzi3U/2D9v+8/Wf+8cs/6BDSgcu7Xc7AmIH0je5Lh5AOGJpglvQDk9T4W/3pENKB0W1GM234NLZkb+GbTd/w4/YfmbV1FpklmfUOFeNn8aOoogiL0cLDPR9u9BglESXEEbi1m8u/vZxdWX/xj+DeLCpN483cVbTCxG8VKVVjRT3o3YcO5dNJdheSYPBccTtwYr9jGcZ6nYsZAy/TD9MRbsl7L3gbu83F3JybyCUFrYks92nagxTiNOfWmhtK5pGii7nVqwuLHem8XbaBVlj4Xe/lRjxjRd2vutPZ/g27HQW0NldveH/U7jzWlaRjVgY+uvInTIbDf8T+tO0n3l31Lhd0voBb+tzC4NjB0vNJCCEaQZhXGGFeYfhZ/Xh6zNOMazeOCZ9NYMJnE/jzqj/xs/qRU5rDmE/GsDVnK2e0PYM2QbW/cPoaLRRoO1fbOjHZdnB9zUkrDviUHSQRyMcM43nDJpa5MxmnY7DU0UPpgH+be/OaZTDBylbnrHnNwYSBwc5w+hYcTK6VKxe56QqNJs9cwX5rCXutJewyllJscjA4O4q+eREEXFL/Le5CNCWjMtIrtBf+hkWca23DYHMrJhb8xIW7v+bXtpfSyzsSrTV37/2Nd3NW42uwcLV/l1r1+Bos5LvsXNeqD+eGJlUtP1yC6IMtc+kWHMe3E7/isfmPsTh1MWd1OAuLsXaiID4/8gABAABJREFUC2By4mSGxQ+jQ0iH4z/w49AxtCMPDXuIh4Y9BHjGCLW7PPN5FtmLSClIITk/mV15u0gpSKFPVB/O73w+aTvSGj0WSUQJcQQGZWDq0Km0dXk+aJOsYbyYs5QnvHrxetl6Njhz6GIKwawMnG9qw+eOHTxo7UWOu5xnKlbzjKU/kQZvIrQXdu2iGAcBWA6binp1fz/CnDZMlV2vpfOTEE3LoBT/9OpOksXTCE8yBvNS2VoeU915U29io84jSQVhVgYu9E7kf8WbeShoANmuMp5N/pkXE84kyuJPK7Mv5dpJUUURgbbAw44Dd0vfW7il7y0E2gKb6SiFEOL0NCJhBF9f+DWTv5jMsP8Oo1tEN5bvXc6uvF38cMkPdSahACwGEzd7dz1i/RqNQrGVAjoSCIANIw5ch01CAXQwBB7t4TQLmzbi7fa0Q33sZmLsPvQFSksbfzxSIRpDuMGbmf5nckbxj0zeNYNx/m1JdxQzpziZuwN7c5VfUp3bWQxGbg3vi8H7yLfCHZiAZlN+GklBsQDYTDYqXBX1JqEAwnzCqvXGPFGYjWbMRs/dNr4WXyL9IuscWiKNxk9Eyagy4rSyrWAb9/x2D73e6cUHqz5o8HZdwj3Z8+n5GxiePJ19zmIWOvZxnrUtL5SuqSoXa/AhpnI8gABlYZzRk7z6xrGLQeXf8ZFzK1NZySIyDru/SKd3VRKqJRQZHFzadh4vt9pIiqW4xeIQ4lgUVBTw/pb3Oav0Z24uW4BLN+wKc2ejZ/DJz8q3MargO/a7S/iLDM5RCbykN1SVizP5EWvy3E8faLAyIdBzdevL7PX0Wvcm72Ws4K5f72J+8vzD7i/QFtiiSaiC8gKGfjSUaXOnsTN3Z4vFIYQQzeGsDmfx2XmfUVJRwoI9CwD47uLvGNt27BG2rM6tNYW6ouq51rrqosO1dGANOfTkOz5xbmODO4/HKlayxZ3faMchhKhflNGHn9peTLwlkL9KUtlRkcfUiME8HjzkqHudu7WbgorSqueHzoJ8S6czWJG1i9avtOb9Ve+zLmMdU+dMZVPWpkY9nlNZg3pEKaUGAOOBAUAU4AVkA1uB+cB3Wuu8+msQ4sSQXJTMmyveJNIvkpt+vIlo/2jGtxt/xO105TgwMWY/foi7kCCDjTf3/U20wYetrjyeLl1JjMGHzx07eNLaDwCTMjDKGE2WLmOWew8fWkfQ2RDEdSV/Unyc9/c3NT+3man7ujM7YC/3xC/jnqwkhpZEtHRYQjSIURl5Y9MbtFE+LHKlE2i38B/bgCNupyvHdYsx+PCd/1kEGiy8k7+WKHzYpgt4xr2WaHz4rHgbTwcPBTzn+djAdmQ6ipmZu4nP2l9IkncEVxdvqRqI8kQVYAvg5XEv8+3mb7nkm0t4YtQTnNH2jJYOSwghmsyULlOOOH5fXbTWOHDzfMkqvrXvpI8OYTwxnK3iUEpVDcUwjFY4cTOH/fzHeyDJ7iI+d+7gR+ce7qH2LUFCiMbXzhrMXx2urrbMXVzWoG211ji0i2dS5/P12i0MCG3D2dE9OCe2V7VE1qjoLjjcLn7PK+Ol8S+xO283H6/9mJmbZ9I5rHNjHs4p67CJKKXUVcC9QBJQCKwDtgNlQDDQH7gCeEMp9SXwqNZ6d5NGLMRxGBE5gtz7c3FrN0M/GspFX13EomsX0TXi8N2uD7zxjPA5OPBdlMGHEu3ked/BLKzYx48VyTxs7c1IU/XpMH0xs86dS7Yux601eVSwnQK6EUz0cU7zeyRFBgebbPnsNZeSbi6j1OAkrsKHi/KPPBByl7IgupQF4VLr2WotoHN5AB+G7CDNXMLVZUm0LZWBKcWJydfsy7yz59Fl3oc8WL6UtxwbaWvw5xb6HHa7A+f5cMvBczgSb0pw8qyhH3/pdH7WqTwSNIhRXnHVtvUzWllTkk6mo4RO2k1uWS5bsrfQK7IXMf5NO36Gw+Vgbcbaqvv5C8oLKHOW8dzY54549a93VG96R/XGpV2sz1hPj1Y9eGnJS+zO3820YdNICq+7G7sQQpwuKrTn9rrdzkKWOtL5OvBMtuVl8KJ7Pd4GE6NUFC7cGFAoFE40pZUXHBMMfjhxE6Ks1DMesBDiBFHhdmIxmNhZlsviwhR+GHEn24syeHrjT3ibLJwR2QWX241BKZRSOLWLEkcJAK2DWuNwOQj1btjM6OIwiSil1FogHPgEuBJYow90C6leLgA4G7gM2KiUukZrPaOJ4hXiuFiMFrzNnuTPD5f8QL/3+jFu+jjmXjWXjqEdj6qubF1OqLLR3hhIe69ArvXqjNteu6eTlzJxl7krHzm3crHrD66gHckU8yzrmEQcwwlvlGMDyDSVsdw7h5Xe2Sz3zmaLrQB9yPdQk1YML2p1xERUlqmcqbErGFsQzRLfLK7PbY9Dac7Jj+OShPkER/hw1+5uhx3/RoiWdGAGnyesfdnlLuR++1ICS3y5xOcoz3PshGKlnfKnnfLnajpg8a49jZCXwcy9UUN4P2MF5239Hzf0uZWduTt5ZN4jXND5ggb1vGyokooSFqcuZlHqIv5K+YslaUsodRzsOq5QeJm9eGr0U4cdryC9OJ1rv7+Wczuey5zdc/jnwH/icDm4ovsVDP1oKLH+sTw79lkZQF0IcVpaXpDCK3sWEljs5BqvTqx2ZNHbHE6C0Z8YZSRFFfOUew2jjFFVSSjwjA2VSgnfO5MJVTb+cqXzD3MXSUQJcYJaXrKX1zKWEmrz5/rIPqws2ktfvxha+4bR2jeM5OJs/r3uO86I7FKVhALwMlrYU7CHrzd9TbhPOPP2zOPegfe28NGcPA7XI+oj4G2tdfnhKtBaFwCfAZ8ppboDrRoxPiGaTIx/DLOvmM3oT0Yz/L/D+e3y34gPiGdPwR56tOpR5zaZzhI+yFvLj8U7iHN7c7OPp5u11pqZFbsIcprpaQzFX1lwV97mA3CVqQNBWOhoCOS+iiRyKOdjdrCRPIYRdswJHY1mg1c+s/33Mt8vnc1eBQB4uY10Lw3m9qxO9CgNJs7hQ6TDG6s+8gCTGk2I08rogii+Ct7NtVntmVASgxGFj8FEz7JgxmbFSBJKnBSMysCHXiO4pOwPbsz9gwrt5hzvtqQ6i0jQNrxU7Y/BLHcZH5Zv5ueKZGK0NzcZPMkrrTXf6T1ElBXTyxqOv8GK+5DrM9dF9CbY5EUn73Aen/AK2aXZvLvyXdZlrGNc23HHldBJLUhl5paZ/LT9J+Ylz6PCVYFBGegW0Y3re17PkLghJIYmEhcQR4A14Ij70loT7hPO5MTJvL/6ff458J9c2PlCjAYjvuW+DIwZyIVJF0oSSghxWrpv6yzm5e3k1tjB7Cvew7MlKznDEs+cijQexjOQ79WGDjznWsdKnU0vgqu2HUw4udj52rmLXG3nbnM3xpticVfI1DNCnGj+L3U2C4qSuTm8D9mqgqdS5jEhuAN/5O3gycoyN7YfwRMbfmBZ9i76xx+8i2Z4ZGdyvbvy+YbPySnN4cEhD3J2h7Nb5kBOQvUmorTWLx9tZVrrtcDa4wlIiOaUFJ7EvKvnMerjUfR8p2fV8l8u+6XOHgzeBjOBRhvvRE6gY5En2ZTjLueGoj8p0Q7aKX8+c2znUWtfIg3eOLXLc5VMKQKUhVRXsSfRg41symmP/1EndDSaDbZ8fvBL5deAveyzlGLUit6lIdyX0YVBxeF0LA/AfAyDnZcrF14YUMDFuW3YWpnYMlbG+LN/GgEuC/FlfvXWUWZwUmJyIJP5ihOFjzIzw2sslzv/5La8udyWNxeAG62dec57UK3yXspEgLLwpu8IEou8POe5Ludm9yJKcJJYksOnxZt4ImgwkSZfXNp98Dw32Uix56O1JtQ7lMySTDqGdjymhE5aYRpfbvySGRtnsGzvMsAz7e7t/W7njLZnMCBmAP5W/6Out8xRhpfZC4Xipj43sS5jHQBGgydR/dWmrwj2Cj7sFMMlFSUU2guPet9CCHEyuDVuCM92mIhSioKsQK4o+J1LbB14vnQVs+0pjCQEgCtUe/6nd9KLYBy4+YydXE17ziGeMdZ4AlT9vVKFEC3v1vA+PBMzBqUUDpuJizd/zmXhPfhP6nx+3bee8VGexNN1bYfx8a5F9I/visPt5MOt87ip0xguSrqIcW3HEWCTIUuOVoMGKxfiVNYxtCNLrlvCV5u+wmQwEWgLZHj88DrL+hos3BLcC4DSwlwsykip20mgwcK3fhNwljv4t305d5UvYob32Kovp+CZRa8IB/9kGTaMLCWLicTVuZ+67DWX8F1ACjMDUki2FmN2KwYXR3BHRidGFUURrI+vseNGs8A/nTCXlV6lIVQoN95uE8UGB240BhTzfdMZWxSFr8tcZx1r/bP5OnoHawKy6LAon3/1/BeR3pHHFZcQjcFLmZgRehbTS7ZQph1YMTHWXXcHXl9l5mYvT2/HUl2MRRkp0y4ClYWvDKMxhQQyLW8Rt+fM5euISdXO80CjjSKXnZt/vBkvsxeLUhdxfqfzGxxnkb2IbzZ/wydrP2Fe8jw0mp6tevLUqKc4v/P5h00ONYRbu/llxy+08m3FoNhBVLgq8LX4UmgvxK3dGJSBn7f/zLkdzyXAWnejanHqYt5c/iYLUxaS4JUg57kQ4pTT2svTw+mHzI3ckP0FiaZAfqvYw2W2RN4oW8dIRgLQBj9MKNxojCjsuCigAj/MBChrSx6CEKIBEqye4RZ+zN/GzXt+pKN3GD/nbuPK8J68smV2VSKqnV84JoMBt3ZjVAYqXA7y7SUEarckoY5RgxNRSqlOwAVALGCrsVprra9qzMCEaE7xgfHcO6hh9/RqrXksaxHpxXmcbU3Aqd1VvZoMSvG4rR+dir/gT+deRqhIHNqNWRnoYQjlEXNvvnLuwInmJ87AhhHnYWbQc6GZ67Ofz/x3scA3A62gf0kYN+R0YGx+NIGuQ5JPR98BqhoFFBoreCtyEwFOC6FOGwatOCs/FgOKDbY8ig0OepYF19mLK91ayvTYLfTKD+fxzQN4rpPmr/S/uLDNhccXmBCNxKZMXO97cNYiV3H9d55rrXmidAXpuoizicOBu+pVb1CKJ4OH0D71A+aWpXCGCsbhdmE2GOnlG8UTcWP5xj8Up9vJwmsWYjPV/MisbV3GOt5a/hbT10+nuKKYdsHteGTEI1zc5eLjTj4dSqHIK8vj8QWPE+wVTCvfVhiUgYu7XIxBGVi1fxWF9kIGxAyosxdXakEqzy1+jhHxI5h+3nSmfDJFznMhxCkr0urPhwGj6WgM4tmSVbQzBWDXLl50r6e3CuVTvYOrVPvKvuRwE0c3DuGJ4sAFRyFOV63MvnzS8SI6eYfzVMqfdPAOpdzt4OmNP9EvpDUf7FzIDe2GYVCeL1y3d5kAUPX8ZHHgouOJoEGJKKXUlcCHeIbZywQqahQ5rYbfU141rnAYT4x/pmg85d8/VGtZzu+7WGLN4l9Bq+ljD6FnShRT45bw4M7eLO6wnxnLttM1OwKAayO78HDUSt5bOQaA5UHpeLnMdCkMYYIrCQMKz/SSGqg9blOF2c0vkbv5PG4Lad7FhNm9uCG1M5MzWxNt9wHAy9dV7cSzBtY+DqO1eqNCGWo3MixhB1/Pt9CJm8ras9CaQba1nHHuaDLiy0gvKGGB136GuyPo5ONPuq5ej0O52NMjg1ZGM3dZ22CN0HibvHHq+pNsJzpz3ztbOgRxnMzRwdWeG6zVe/IZw2pfwVImIwsKk7lzzy8M9I3lrDb9eSJ5Dq92mMyKzWtZ1cmL0ZNeAeCJ1d35z+oPmDju31iBObvm4GvxpX9Mfzo24IPerd3M3jmb55c8zx+7/sBmsjElaQo39LqBQbGDmmR8JqUU1/W6jut6Xcfc3XPJLMlkUuIk9hftZ0fuDmZtncWYNmNoH9K+1rYVrgrmJc8jyBbEzX1uBjjpz3MhDsdgq97TWHl5eX5xt0Awokm4Uj6rtaxs2Zaq35OA2A02oIy2PhZSTDlMK+3MoopcHg1exdj8aAZlRpCJvVY9RnP1ix22OkY1qNlOMwfW/mpm9Km+zBLpW7uMb40LHnV8NzH4V5+p2V14cJKLZ/KXUaod3L+/XbUy1oLa7+/hnarHnFWrxMnF3MAL0eLEZQyo8douLqtVxhRVfTY7U8fqr/VBdMEQNQWAXsvfYnf+bl7t+hSLUxfzyLrpnNf9ei4ZcDcGw5HH2z2RPbXwKUoqSnh6zNMtHUqDe0RNA74HrtNa5zddOCc5rUGpg4/ihLRhwwYADAYDnTt3Pqpto53ePJ7Xg0H2cLJyjPwelkJwhZUbU5J4tu0qPs2egAs3w7KiWRy6j1SvImLL/Cg2OfCuvJ2tvitOGs3qoEx+jt7F/PBUykxOOhUE8/j6wYwvisSsmy/hOdQdUfV7IQ7+EfQ3W02FnF0eQ6ahHPCpVj7XbGeLoYBermCsGMmngjBbPKXOUoRoEVqzK+kqlKuC1ls+P6pNY60BvBQ/nhH+rVE+XnyVuY4wiy//ShjN3dtmsY53cLldTE6czM/bf2ZH7g7aBbejwF6An9XzTeNwSaiduTv5cPWHTF8/nZSCFFr5tuLp0U9zY+8bCfYKrne7xjaq9aiq3wvsBVz13VVszNzIhUkXkl6cTivf6rcuZpZksiFzA/2i+2E1WckryyPMK0zOc3Ea0nj6ER94FI2r5t/32P7OW/O3cuHLF9I+oD0fXPQBYT5hxxVVvsGBCUWSI5D47CAuzW57XPUdiQM3qaqE/drOfkrJp4JCKnCUKSq0JxtqUgZMKKwuKzZlJMRgI9zoTVtrMK1N/hgb2PPhEt+OPJq3hAnW2bxa0Z/2+ijGH5TvPaIFlTpKmFS2nqyyDF737kJv2/HPm5ZblovZYKZHqx70aNWDW/ve2giR1k1rzf7i/ezJ30NqYSo5pTnkl+dT6ijF7rLj1m5MBhMmgwmL0YLFaCHIFkSYTxgJgQl0Cu2El9mrwfu7otsVPDT3IQa8P4D/nvPfo541vjE1NBHVCrhZklBHcOBNWN6MTwpu99Ff0oxz+RDn8qFEObmz82I2++bxZsIGrkhLpNzo4tvoHZy7ty251nIMWhFd5rlqNTIrtt46Xbj5IWYnX8dtJdm3EB+HmbEZ8Zy5vzXdCkJRKMy2lptppbsOZk72GWww5fOhzw5e8d3M7fShxOjApzK5ZtSKHYYiLnAkAJBmKGFf6T56hfZqsbjFaa7yfVgbj37stNbWIFpbgyh2VXDlui9ZXbSXR3fP5q7YIZS6Hby94m1u6n0TGSUZGA1G2gS1AeC8Tucdtt55yfP4z1//4bedv2FQBs5oewZPj36a8zudj9XUsmOJ9Irsxfpb1rMmfQ2vLn2VJxY8wetnvk6RvagquWYymNias5Urul8BwJ6CPewrkfNcnI5UjUfRuGr+fY/t7xxiC8GNm19Sf6HTG514efzLXNb1smq9TfeX5vHo6m95rt+l+NXxZS7LXcZHflv5yWsvAW4L/87vBnguHjbm7ME5Bjt/W7LYbipmuypkq6GAHaoIh3LXuu/EVK4we0YnxImbCtxQx53mNmXkq/CJjPQ68nikcSZ/Pggbx0P5s5lvTKe98ygSUfK9R7QgL5OnN9S+snRG5G3ktoCePBw8EG/DwV7wFdrFS6nz6eMXw8jAuhPImWUFfLroOb7e/DVBtiBeGvcS4EkUNVYP9XJnOYtTF7MmfQ2bszazKXsTGzI31Dn5i0JhNVkxKAMutwuH24Fb1/7uqlDcN+g+nhn7TINiiA+MZ/p505k6Zyqzd84+KRJRi4BOwJwmjEWIk4aPNjEkL5JXNg3l17AUlgSlc2ZmPDt987m/218kexcyNiOu8jpe/Y2VXb75PJ30N5sDculUEMJDGwYwKj0Ob3Xidfvs4gzkxYI+AKQDc0LTSPEq4h/J3cg329luKKKT23Or0xpjHm5C6RPWpwUjFuL4+BotjA9JZGa3q5iRsYY/cndwaUQP1mes59wZ57I5ezMXJ12MQh22oZJfns99v9/H+6vfJ8ovikeGP8L1va4n2j+6mY/oyHq06sGHkz+sev7N5m/YlrONp0Y/RXZpNpuzN9Ml3DPO1op9K3DjlvNcCHFCCrWF8vXor9lZtJNnNz/LFTOvYMbGGbw87mVKHCX8uftPHp77IHa3k0vbDmZYq9pfyHyUGYs28nh+D3pUHOyxejxJKI1mj6mE1dZcVnvnssySzSazZ5ZipSFW+9BRBzDWFUU77Uec1Z8ovAnCij9mbIHVb0PSWoOvlVLtJMddRoarlG2ufDY7cmlvDjpiPHPLUphevJkngwYz35DOtc72JKtiPjftpp2/P2MKT7zPKiEOUErx0oCXKHYW8+G8m3itYBU/lezkjfAxxJj82GDP5rHcxWx25PJQ3Mh6E1G+ZhtWUzmvT3idvtF9q9V/rDJLMlmxbwVLUpewOG0xi1MXU+70ZI3DvMPoFNaJK7pdQeewziQEJhAXEEeodyiBtsA6xxd1uV3YXXZyy3LJLMlkZ+5ONmZtpG9U31pl6zJ752z+u/a/PDf2OWbvms1tfW9jV94uPlz9IX2i+nBOx3OO+ViPRUMTUf8AvlVK5QC/A3k1C2hdR4pOiFPQgcTShZX30Y/PiuOuzn9x/v429M+IYVlQOtFlvkSX176H/4AiUwUft9nA13Hb8HWaeXTtYEZlxB1s2BhP/GHXJmW0pkJ5emqFVHjRxR3I/8y70MDPpjQujrqJYGvz3WYkRGM6kFi6KXoAAFMienDeuk+4Pqof55z1Bn/s+oM2QW2qekPVxa3dfLzmY6bOnUpmSSb/N+j/eGTEI0fVhbqlXd3jauxOz9gnrXxb0bNVTz5c/SFaa77d/C3nRZ0n57kQ4oSllKKdfzsWXrOQ15a9xtQ5U2n32sGxYUZGdubNgdfSPqDu23m8lYlri9vVue5orbHk8kbAVpZ4ZVFocHjqdxvp6Qjm/sIkBleE080nBO8aX8+M6vBf15RSGJUBf2XB32ChtSmAAcbDJ4/c+mA7c4gtmncL13FD9mzOcEUzxB2OjzaR4PbhHwl/83ryAElGiROaUgo/sx+vhI3mfN8O3Jr5BxP2fVO1Ptbkx7edL+eskPp7/3ibrNzR/47jjmV/0X6eXfQs3275lpSCFMAzXEO3iG7c3PtmxrYdS//o/oR4hxx13UaDEW+DN95mb2L8Y+gV2YsLOfxkMYcOTj48YThvLH+DK2deycQOExnVehS+Fl/aBrXlvBnn8e2Ub5s1GdXQRFQasBqYXs96fRR1CdHiPt72MV4mL8ISwojwjaizTKnbgU2ZMNTIhNe8CrbfWkKFwVU1BlS/vPrvTS43OPk2eheftNlIgdnOmXvbcMv2HgQ6jjyr1onIoj09t4KcVq6uaMur1i1Eur24u6Iz8eEDWjg6cbpblL6IDXkbuNJeRGdLaJ1ltNaUuh341LiFr+YVsJTyfMrdDvwqb6Eb02ZMvfvVWvPLjl+Y9uc0Vu1fxYCYAfx4yY/0jup9nEfUMg7cNhjqHcotfW7h6b+eJsY/hmnDpuFXUMfou0IIcYIxGozcNeAuzmp/FrO2ziLGP4bE0ES62Dc0ycQQB7jQLPBLZ3rIThb6ZRDosnB2SQzd7UF0twfRyRCA6ZBpj83N9HUqzVFIhDZgVkYsyshDQf15Pn8F9zqTqso40ZyVH0vnsiP3qhLiRDHMK5alsZczvWgTNmWirTmA3tZW+IUc/9hRh7M+Yz1vr3ibD9d8iMPlYFLiJO7odwd9ovrQO6o3vpb6Oyg0pdSCVKL8ojAbzViMFh4d8ShP//U0Dw9/uKqM0+3kkq6X0CuyeYdaaOi73XvAFOA7YAu1Z81rMKVUDHA/0AfoDngBrbXWyTXKBQHPAedUllkC3K21Xl+jnA14HLgcCATWAPdrrRcca4zi1JdcnMzXu7/myTVPMr7deKYNm8aAGE/iJLMkk9fSF/Ju9kpeiD6DC4JqD2juRpNuKeWt+A1s9yngnIzW9C4Mq/fEcCo330bv4OOETeRYy+mdE8Ft23rSoejU6UkwyBXOoNJwnLgxYSCzpQMSp70KdwWvb3qd14FOlhDujRjIRUFJmJSBCreLr/I38FrmMpK8wvkgYVKt7d1as688n8d2/8H64v1cHdWHoYGtD7vPubvn8sAfD7B833ISAhP433n/4+IuFzfpF53mNDxhOMMThuN0OzEZTGwo2NDSIQkhRIO1D2nPPwf9s+q5K2Vjo+9Do1nnncsfIXv5KSCV/ZYyQh1W7s/rwlWFbfDVB8euqTlrXnPQWvNz4Q6+ydnIe2FnEGfyZ0H5XjqYg6jAhQUjO1URX5v2cGNuIpGOk6cXrxAAPgYzNwV0b/L97Mnfw7ebv2XGxhks3bsUi9HCZV0v46GhD9E2uGknM2gIrTU/bvuRLzd9ySfnfEJ8YDzzkufRMbQjFa4KLEYL23K2MX39dKYNm0asf/1jGjeFhiaiJgP3aa1faYR9tgMuAlYCC4EzahZQnhb7LKA1cDueWwEfBP5USvXQWqcdUvwD4CzgPmAXcBvwm1JqoNZ6TSPEK05BD/d8mIvbXswa+xreWvEWAz8YSFJYEgX2AvYV7cOt3Zzp344Ea2Cd2xtQWLWBrkXBPLizFzZ3/afS4pB9vNJ+DXt8CumVF86j64bQIy+8iY6s5R16ZU+IljQyaiR/nvUn61Y8yXv5a7ku9Uf+nb4AqzKy11FEuXbS2RbGSL+EOrc3KIXNYKKvfyyvdpiMl9FcZzmAHbk7uPf3e/l+6/fEB8Tz/sT3ubL7lZgPs83JzGSQTtBCCHEou3IxKziF/0ZsY5etCLNbMbAknKn7uzOqMBI/vxOjfaSU4ubQ3ujyCs7N+J5EczBurbnINxELnp7uL5o3MsQVTs+SkEYdlF2Ik53Wmj+T/+T5xc/zy45fAOge0Z0Xz3iRK7tfeUy33DUVpRS39bsNgAmfTaBTWCdcbheXdb0MS+WdAE8seIJRCaMYFDuo2S+aNrQlWQJsaqR9LtBaRwAopa6njkQUMAkYAozSWv9ZWXYJsBv4P+COymXdgUuBa7XWH1Uumw9sBB6rrEeIWpRSJAYkcn6X87l/yP28sewN5u2ZRx+fPsQHxHNBZgbtbYd/Iwly2Lggvf5xA1K8ini5wyoWh+4nttSP59YOZUh2FC7XiTcQuRCnqlBbKNcH9eDawO78ZN/NJ7nr8DaYOcvcnrEBbRnt1/qwH7xhFl9ujO5f7/qSihIem/8YL/39ElaTladHP81dA+6qc5BJIYQQp55y5WJ6+A4+Dt9OtrmcTqWBPJXchzNKIvF3H/3Mrc3lJv/unOPTnk0VOfSyhleOG1XAl8ZkinBwoSsBL13/V8UsVV7ZC16IU5/WmllbZ/H4gsdZuX8l4T7hPDriUS7retkJ0fvpcG7rdxsXdL6ADZkb6BPVp2r2vU/XfkqBvYArul+Bt9m73u0zijPIKMsgwqvu4WyOVUPfOz7Ck/CZfbw7bOCg5pOAfQeSUJXbFSilfsDTO+uOQ8o5gBmHlHMqpb4AHlBKWbXW9uONWZzafC2+3D/kfu4fcn/VsvLvHzquOueFpfFEp6VoBXds68GFae0xa0lACdFSDEoxOSCRyQGJBxcaj+/q9NbsrVz8zcWsSV/DNT2u4clRTxLpF3mckQohhDhZbLMVcF/rZWzzKmBQYTjP7e5H/+IwFAqj+cSfeCbC6E2Elzcu7ebJgqXssGSQqcr5P0cXYrQ3RdT+2ubEzVSv1WSrcpabcrhiaweuSbymBaIXonnkl+fzj5//wWfrP6NtUFvePftdruh+xUl10THCN4II3whcbhePzHuEnXk7SS9O57GRjxEXEFfnNk63k9t/vp2MkgwW7F7AVe2vatRzvaGJqD3AJUqp2cCv1D1r3oe1tjp2SUBdA09sBK5USvlqrYsry+3WWpfWUc6C5zbAxr/5W4h6lBmcvNRhFbOid9GxMIin1w8hstynpcMSQjQirTUfrP6AO3+9E5vJxk+X/sSZ7c9s6bCEEEI0EyduPorYxmuRG/F3WXh7x2CGF568FyKMysAd/r24KecnVhlyyVH2yqEWPImoAzNGZ5nK+cqyl32GUt4rGYgLzVVZSxkbM5YYn5iWPQghmsDvO3/n2u+vJb04nUeGP8JDwx46qYcnMBqM/HPQP7lu1nUs27uMrJKsasdzYNbo9OJ0vtz4JamFqXx14Ves27COfy79Z6Oe6w39K75V+RgPjK5jvQYaMxEVDCTXsTy38jEIKK4sVyspdki5OkeCVkrdCNwIEBl58n5oiBNLhqWUO3v8xXbffK5M7sQNu7pILyghTjEOt4vbf7yZd1e9y+jWo/nk3E+I8otq6bCEEEI0k0xDObe0X8YyvyzOyIvm36m9CHZaWzqs4xZotPJRxWB+MKbykWkHfV2hVbP4KRQuNGu8c9hkLODO8k54YWKHoZDCikL8zDKDqji1ON1O/jX3Xzyz6Bk6hXZi5pSZ9I3u29JhNYpAWyDfXPQN32z6hjdXvMmg2EFVs8grpXC5XSxJXcK6jHVMHToVL7MXmeWZjX6uNzQRdfhpghqfwpPcqmv5sZSrRmv9LvAuQFJS0onfb1ac8Db55nJ350WUGB28sHYYg3Lki6kQp5p8RxkXb/yMP/N28uCQB3li1BMY1Ikx+KwQQoimt8iayR0hyylUDp5K7sM5ufGn3GDeE12xnO2KQaFY6JVFobGCQcUROJWbZb7ZJLr96esKBWCrsZDeob2rxpwR4lSQWpDKFTOvYP6e+dzU+yZeGvcSXuZTb/bI8zufz3mdzkMpxcp9K8krz2NMmzE43A7m75lPUlgSg2IHAbCzcGejn+sNSkRprfc02h4bJpe6ezMFVT7mHVKurpsagw5ZL0ST+iM0lYc7LCPQYeXdFWNoVxLY0iEJIRrZttIszlv3CcnleXw0+SOu7nF1S4ckhBCimeQa7DweuJ6vffbQxuHLe9uH0qE8oKXDajIHkmtGrcgyeYbbTbYWM99/P1PLxwKwyZDPGmMuwdZggqxB9dYlxMnC6Xby2tLXmPbnNDSaT875hCu6X9HSYTWpAxP2GA1G0ovTAdies52ftv/EsuuXAbAuYx0b8jY0+rl+ot7guJG6Z9PrDKRUjg91oNy5SinvGuNEdQYqgB1NG6Y4nWk078Vt4u34jXQrDOGFTYPxK6l/xgEhxMlpbu4OLtn4GSZl5Jce1zFaklBCCHFa0FozwyeZJwLWU2xwcFthIncWdsRVbm7p0JpFp/JAOpUHAmBXLnqWhBBosLBXlTLfnEGpcnJp3FktG6QQjWB51k5u+aEfq9NXc2b7M3l9wuu0Dmrum8JaTo9WPejRqgcAZc4yBsUOIsgriNSCVGbvnE2Zs4xL217aqPusNxGllFoDPAp8p7U+4u1rSqkY4P+ANK31s8cZ1yzgGqXUcK31/Mr6/YGJwP9qlHsUuBD4uLKcCZgC/C4z5ommYsfFtA4r+DliD2dlxPOv7X2waiMVLR2YEKJRfbRvOf/Y9h0dvMP4tuuVtPaqc+hBIYQQp5h97hJuKJ3HX8Hp9LWH8HRuLxKd/oBnoNrTTXyFLztsRVxmXkixcjDQGcb5FfGEe4W3dGhCHDOH28mDyz7n5fU/08q3FV9d+BXndzq/qqfQ6ah9cHs2ZW3irP+dRaG9kOHxwzkr7qxGP9cP1yPqU+A94A2l1AxgIbAWyALseG5/awP0w5MgGg78Abx+pJ0qpS6o/LV35eMEpVQWkFWZeJoFLAGmK6Xuw3Mr3oN4xn6qSnJprddUxvayUsoM7AZuwTOm1WVHPHohjkGBquC60CUstWVza3IXrkvtdMqNDyDE6U5rzb/T/uTZ/X8xNrg9/0u6FP+TaJpeIYQQx26lM4tLS/+gWDt4NrcXU0oSMJzmbb0Al4Vvto9iXrt9+GkTo5yeCZ+yWjguIY5VbnkxU+a8xNx9G7m501j+M+krAmyn7i23DRXkFcTyG5bz5cYv8bf6M77deDZs2NDo+6k3EaW1fkEp9T5wPXAdcCe1BwZXeJJS3wOjD/ReaoCvajx/s/JxPjBCa+1WSp0NPF+5zoYnMTVSa51aY9trgCeBJ4BAPMmy8VrrVQ2MRYgGK1QOLgv7i02WfJ7aMoDxWXUNUSaEOJlprXkgdTavpP/NdVH9eLX9JEwGmQFTCCFOdeml+bxavpJX7esJV1787ns2sakyKcWhJjtiWzoEIY6L3e1k+rZ5PLnqW9JKcvlw+C1c1WE4BklCVXNR0kVNWv9hx4jSWhcALwAvKKVigYFAFJ7EUA6wBVh2tLfAaa2PeElBa50LXFv5c7hyZcA9lT/Nwjru33WvaIJMoWge9tmPV3ue/ePWWmVWbTTyQP/5bDcX8O/lw2m3u3WtQcjMhuq5Wl+bs1Y9vt6uas/9/OooE1J9RgLvqNpjEVgiqk+faesYXauMKalDtefGuGPrKFix4D/VnqsvV9YqE/5C9fxyppwP4gThPeW5Ope7tn9Ya5mh3TX83+z/45X0v7m93+28Mv6V07p7thCnM+uER+teIZ9vJy3npveqPS/8egEA+3Upz7Oe/7ETh3YzKjeaabt64+s0sSXbWqseb1v1tlxAQO22nNFcvU1oCax9QcO7XWC156ZWtQcCNsVUvx3G3L/pvvJYVr1W7bn6anGtMqFPf17teZacD+IE4X35SwC4076otc65Yzd2t5N39i3l+ZT5ZDiK6RIUy5yzH2ZQq8TmDlVwFIOVV/ZEqtkb6bR0aNc0g8FA586dWzAa0RzmWzO4Z9hqcm1l/HvlUAZlxpDTCPXOC0tlQfQeOpcEMTk7gWBn7cZOc9i0aRNud93TcRoMBto1Qj0nm5pdUOVcP/UlF2dz8/Qz+GPXH9zW97ZGTULN3DyTLzd9Se/I3lzV/SrCfMIapd6jVd85erSv71PpXBeiPvI5cOpyuJ0sz93DSr2ddeQyg104cHM57ThvTVsSyv2OXMlJ6EjtvfaNUM/JRs7zU5fWmq0F+1iVk8zG3Rv4X8YaUuz5jAhsw8eD7mRMdNdT9mLjydDeO1FnzTtpnCpvwqJuZbh4LHAt0313E1fkz0uLx9I5//i/QFYoF891XEG6rYQpua2ZF7iPfdEbuT2tC/4uSyNEfnQO9zo+mtf4qXw+nMrHJuC/O//izpX/QxnMvH3W29zY+8ZGaZzYnXZu/elW9hTs4YZeNzBr2yyS85N5YtQTBNoCjz/wo1Tf6/hoX99yPojTkbzuT17bcraxYM8Cdu/4ng0FafyZuZUiZzkA3hg5i1gepDsJyo+95afuXEfS3juyU/nYTnV5ZXn8suMXdu+ZxY7CdObu20hKSTYABhT9/GN5O/E8Rge1wxTTtoWjbVonQ3tPElFC1GOnqYhbg5eyyVLATUXtOWdhHyzuxhknxoDivLR2tCkJJNRH07rMj1di19cahE0I0bSKHGXcueJ/fLJ7McPDE/n4kt+ID4xvtPqNBiO39L2FLuFdsJlsdAztyNS5U3FraegKIURT21W4i5c3vMyf+/8EPO2vBJ8QLo7rx9iIznRYkk40PhhO0V4RQpwOSp2lvLHpDb794VuKKzxzWobZ/BkckcjUHucwMLwDrbPLsRok9XEikf+GOO253C5mZK3j57xtFLrKyXOWsT0ykxyjnSCXhU+yBzOyvBXbjjIJtc+3kJyQXPplRmHU1Qe6NGkDiUXBGFA4VAVty/3ZZynFqeTLqRBNZcW+Fby78l0ySzIptBeSnLWe5BLPTbb/6jKRaV0mYTmGJNT2nO1syd7ChPYTMNVo5JgMJnpF9sKgDDhcDjqHdSY5Pxmnu/Z4IkIIIRqXRrMmZw0PD3uYq3pcRdTe36tNPlGoFrRgdEKIxmA1Wvkr/S8mJ07mjv530NmxGW9T9eFOnLm7Wyg6UR9JRInT2uyds7nrt7vYlLWJKIsfEWZf/I02xpZH0tbhx+TSWCLdXg2uT6NRKH5uu5npXVfh5TLx0qIziCqtPdaAAYVGY9YGPm61jT5FYYQ4beh6+kW50SwwZDDQHYYVmcFLiIZKKUjhjl/u4Put3+Nv9SchMAE/ix/9QttweetBnBGZxMCwho6E5qG1RinF68teZ+qcqfhafFl4zULaBtfu6m1QBrTWmI1mXlzyIsPjhxPuE15VR01LUpfQPqQ9od6hx3zMQgghoK1/W+acNYee3XoC4Nwv7SchTjVGZeTrMV9XnefutF0tHJFoCElEidPWX+l/cceSO2gd1JpPO1zI+SFJGJSn51LWprUNrsdhcLEkNpnl0Xtonx/C+J2JtMkP4c1fzuOTXkvZHpBbZyIKQKFwKDerfLO5KKtN1TLqSEatVblcZJ2HrzYx0h3J+IoEzjDFEmZoeKJMiNNNZlkmkz+eTFZJFo+NeIw7B9yJv9UfqHvWvMOxO+18tekrvtvyHb0je3NL31voFdmLHXfs4K5f72LV/lV1JqIAlFI4XA7+SvmLm3rfVLWsJrd2c+6Mc8kqzWJw7GDO7nA2Z3c4m85hMnCqEEIcC7Oh9szDQohTi5znJx/DkYsIcepZkbWCu/++my7hXVh2/TIuDO1alYQ6Gm7l5qlhv7Mseg/Dk9uxMyiHn9ptIbYwgEC7F+0LglkTmk6ZsfptOIf2ekqxFuPrMtGnMIx5gfuYHZRGuXLV3BWddCCf2YdxriuOZYYsbitfSJfiGTxVvooyLbf5CFFTnj2PGxfeSGZJJn9c+QfThk+rSkIdLZfbxYTPJjBzy0yu6n4VK/ev5LWlr9E5rDPhPuH0juzN3N1zKakoqbad1gfP9e252/G3+jM8YTg/bvuRbzZ9Q5mjrFp5heLHS39k6pCpFNoLuf+P+0l6M4lzZ5xLcn7yMcUuhBBCCCHEiaTBPaKUUm2Ai4A4wFZjtdZaX9eYgQnRlHYV7SLKO4rfLv+NAFsAxzo/ikEbuG/RaLwdnpnuyq12tgVn4+Pw3Jc8JD2WF7v/TaZXCfHFAVXbeXo9eXwUuZXfg9NIsRVj0gau398Rm6F213EbRsa6oxjrjkI7NJtDy3ndvp5nK1bzhWM77xaeywj/1sd4JEKcejLLMyl2FvPDJT/QL7rfcdVlNBiZOWUmATbPeZxXnsfStKVVM9+d2+lcrp91PSkFKXQK61S13aG9np5b/Bxfb/qaHbk7MBvNPDD4AbzM1Xs0KqXoE9WHPlF9eHzU46QWpPLx2o95+q+n6fxGZx4b+Rj3DLznmBLnQgghhBBCnAgalIhSSk0GvsLTgyoTan1vl8m+xEnlojYXMTl+MmE+Ycddl7fDQoXRySc9lrM8eg/D97SlzOTAy2kmstQPvworm4KyqhJRGk2WtYztvnkMzommbZk/N+7rxIVZbQh0Vg6sF3L4QcsVih7GUN73HslVzo7cXb6ICVs+5e5WA3k0ZhTmOhJZQpxuEgMS+WncT/RO6N0o9QXYAihzlPHP3//JzC0zuaLbFRTZi/Cz+tEmqA3BXsEsTl1clYjSWrOvaB9r0tdwVoezSApLosPQDtzY+0ZCvEMatM/YgFj+NexfXNn9Su745Q7um30fP2//mU/P/ZRo/+hGOS4hhBBCCCGaU0MvqT4BzAMitdZRWuvWNX7aNF2IQjQNq9F65EINZHGZiMsP4tH543AYXXybuJ4U/zwARu1NYHtgLjv981gavheFItNaSrqtFIBr0hO5YX+ng0moozTUFMl8n8lcF9ab5SX7ZApiIQ7RmOc5gJfZi67hXZl75VzsTjvPLHqGjZkbAbis62Ws3L+Stelr+Xn7zyilSC1MZU/BHgDuHXQvDw59sMFJqEPFBcQxc8pMPpj0AdtytuHStW/fFUIIIYQQ4mTQ0ERUG+B5rXVWUwYjxMnsjJ0diS0KZMKOjmT6FFNk8XQc3BaYy4/x2/h333lsCczGjaZLYSjn723faPv2UWZeb30WPyZehlFu2RGiSd3S9xY6hXXi1r63kpyfTE5ZDgAr9q3g7RVvM/mLySxNW4pbuxkQM4Bb+97aKPtVSnFtz2vZecdO4gLiGqVOIYQQQgghmltDx4jaAhz9JVwhTkN+FVbybGVEFwWwKTiLPEsZTy4dRd+sKAAM3k3Xk8FqkIkwhWguod6h7C/eT2JIIktSl5BRksEvl/3CuHbjmnS/VlPj9vISQgghhBCiOTX0W+v/AS8rpZZqrXc1ZUBCnIxKzRVsCktncfwukgNzGb6nLX52KzF5YXTOO/5xqIQQJ4aC8gLm75nP5xs+Z236Wi7vdjmh3qFE+EYwMHZgS4cnhBBCCCHECa/eRJRSakGNRSHAZqXUdiC3xjqttR7e2MEJcbKwOk3keJeQlBXBLSsH4u20VK45/KDjQoiTi4/Fh7TCNIbHD+eds9/B3+rf0iEJIYQQQghxUjlcjyg31WfD29rEsQhx0jJqA+N2dMJskAkkhTiVmQymRhvzSQghhBBCiNNRvYkorfWIZoxDiJOCG82bSSvolhNB0s62LR2OEKKJzNw8kzm75/DqhFcxyAQAQgghhBBCNJoGjRGllLoS+ElrnVPHumDgbK31J40dnBAnEjeaV7ss44eE7dicJpKQRJQQp6JvN3/LlK+n0CeqD2WOMnwsPi0dkhBCiBawwSeXb8P3sTR8L63KfJm0uwN9M6NaOiwhRCNKK87hy12LmfnLK5RUlHB9r+u5svuVMvxCE2voZd6PoN5v3a0r1wtxynKheaHb3/yQsJ1LdiRx3dYeLR2SEKIJfL7+c6Z8PYW+UX357fLfJAklhBCnoVKDk0fbrODSbnP4rvVWwsp92OWXx7T+87h+5A/8GZ6CRoZjEOJkprXm/S1z6PTl3dz393TKHGVYjBZu/+V2Yl6M4YkFT1BSUdLSYZ6yGjprnjrMOh/A2QixCHFCsuPijuDl/Oq9l8u3deXqbd1Qhz0lhBAno7e3/8ntyz9jWPwwZl0yS66ECSHEaWiNbzb/bruCZK8irt2byMR13fF1WnAqN39FpjC9w3r+1X0RnfND+L/NfWlfHNTSIQshjtK+klzuXPxfvt29lNHRXXhzyA106HgHAMv2LuPpv55m2p/TeH3Z67xwxgtc2vVSlJLvf43pcLPm9QB6HbJoolKqS41iXsDFwPbGD02I5mMdO63a8wX/uA6A1IA8Pui3mO3emVywrD+DN3eperF3CLHXqicmtqza81YjajdO/C4/u9ayTVd8doyRCyGOlbH9tQDkl+fz4B8P8vbK6UzsMJEZF8zAy+zVwtEJIYRobKbON1R7vuL7hQBoNHv88vm8/QbmdU0muNSbqX+Oo0tmFHFRpYADgPNKopm8OpJFPXfzpP96rh/wG/8o68hjfc/GVGM8Qa/z/1Nr/xl3T2maAxNCVDHEXFx7Wf7bAKSXF/BR8mKeWfQbDreL//S7lH92n1htPNB+0f2YOWUmS1KXcPdvd3P5zMv5fMPnvDvxXaL85NbcxqK0rrtbqVLq38C/K59q6u8VlQNcp7We1fjhNb2kpCQ9Y8aMlg5DnGCKCwt44pVb+LXjBrwqLFy9ciBJO6rfndpYiajN+1vj1jIY8gFdu3ZdqbXu05h1ynku6qKUYq17LXf/djfZpdnc2f9OnhnzDGajudH3tWnTJtxud6PXezJrinNdiPrI54CoyeF2sCh1ATO/e4WVYfsosNqxuIycvbkLEzd3xebyfBZ0iCqttW1UZze5ys4jPmv5yraHxyKGc2/YgGplaiai5HOgOmnvieagtWZb0TYWJ7/Nz+kb2FKUDsA5CX15dsDltPVvVVXWEHlRre1dbhevLXuNqXOm0iuyFwuvWXjYnlFyntdW37l+uFvzXgb+iycBtQs4D1hdo4wdyND1ZbOEOMmUOktZkrGEZ9c9y77O+xi+sz2XrO6LX4WNwibapyShhGh+G3I38OrGV1mSuYR+0f349bJf6RnZs8n2J40SIYQ4cSzYv4B/rfgXeRV5+IVb6JcRTffsVvTJjELlNey27GBt5dXifhSoCl7I+ptrgroTYqq/N618DgjRvPLseVw9/2p2Fe3CpAyMCu/I1fEDGR3RiV5tuzeoDqPByF0D7sLb7M1NP97ED9t+YFLipHrLy3necPUmorTWBUABgFKqNbBfa13RXIEJ0RKWZS7jrr/voo1fG6bNPpOOWa2OvJEQ4qSiteaSPy/Bx+TD6xNe5+Y+N2M0GFs6LCGEEM0k1jeWgREDmRAzgdZTl2DWBz8Dco+yrgdLuzLK+jvPZy3h6chRjRuoEOKYBVoC6RzUmUvbXso/YgIIsfoec13X9ryWF5a8wINzHuSs9mdJu7ERNGiwcq31HgCl1EhgIBAN7AWWaK3/bLrwhGhenYI68fKAlxnaaihb3nmjpcMRQjSRZ/s9S5/QPozsO7KlQxFCCNHMWvu15pl+zwCwTy87rro6ugK4LLALb+Wu4paQ3sRZAhojRCHEcVJK8XTfpwEI4a/jqstkMPHUqKe44KsL+GTtJ1zT85rGCPG01qB7gpRSwUqpOcAc4DHgosrHP5RSc5RSwU0YoxDNJsIrgtHRo7EYLS0dihCiiSilmBA7gTCvsJYORQghxClgWvhQFPBazvKWDkUI0UTO63Qe/aL78eTCJ1s6lFNCQweneRXoC1wOeGmtw/DMmHcl0Ad4pWnCE0IIIYQQQogTV6zFn6E+ccwr3tPSoQghmohSiiu6XcHOvJ3syZdz/Xg1NBE1EXhQa/0/rbUDQGvt0Fp/BvwLqH/ELiGEEEIIIYQ4hQ3xjmWjPZscZ9mRCwshTkrD4ocBsGDPghaO5OTX0ESUC9hez7qtlesbRCkVo5R6TSm1RClVqpTSSqmEGmUSKpfX9RNYo6xNKfWcUmq/Uqqsst5hDY1HCCGEEEIIIY7HEJ9YABaXprVwJEKIptIlvAuBtkBJRDWChiaivgem1LPuYuC7o9hnOzxjTOUBC49Q9mk8g6Mf+lNUo8wHwA3Aw8DZwH7gN6VUj6OISQghhBBCCCGOSW+vVliVkUUlqS0dihCiiRiUgaFxQ1mQIomo49WgWfOAH4CXlFI/AV8BGUAEnoRSEnCnUqpqvlKt9dzD1LVAax0BoJS6HjjjMGV3aa3/rm+lUqo7cClwrdb6o8pl84GNeAZTl1sGhRBCCCGEEE3KajAxzq8tBqVaOhQhRBMa02YMuWW5lDnK8DJ7tXQ4J62GJqK+rnyMBSbUsf6bykcFaMBYX0Vaa3eDozuySYADmHFI/U6l1BfAA0opq9ba3oj7E0IIIYQQQohavog7t6VDEEI0sTv638Ed/e9o6TBOeg1NRI1s0ijq97RS6m2gBJgPPKS1Xn/I+iRgt9a6tMZ2GwELntsANzZLpEIIIYQQQgghhBDisBqUiNJaz2/qQGqwA+8AvwNZQEdgKrBYKdVPa725slwwnrGmaso9ZH0tSqkbgRsBIiMjGzFsIYQQQgghhBBCCFGfhg5WDoBSKlQpdbZS6iqlVHDlMptS6qjqORKt9X6t9c1a62+11gu11u8Bw/Dc9vfQoSFVLqsV6hHqf1dr3Udr3ScoKKjxAhdCCCGEEEIIIYQQ9WpQAkl5PAekAbOAD4GEytXfUz051CS01qnAX0DfQxbnUnevp6BD1gshhBBCCCGEEEKIE0BDezI9CPwDz0x0/ane4+gH4OxGjqs+NXtAbQRaK6W8a5TrDFQAO5opLiGEEEIIIYQQQghxBA1NRF0PPKa1fgpYVWPdDqBto0ZVB6VUHDAYWHrI4lmAGbjwkHImYArwu8yYJ4QQQgghhBBCCHHiaOisedHA3/WsqwB8jmanSqkLKn/tXfk4QSmVBWRprecrpV7AkyRbgmew8kQ8vbLcwFMH6tFar1FKzQBeVkqZgd3ALUBr4LKjiUkIIYQQQgghhBBCNK2GJqL2Al2AP+tY1x1PAuhofFXj+ZuVj/OBEXhuubsFuBrwA7KBucCjWuutNba9BngSeAIIBNYC47XWNXtuCSGEEEIIIYQQQogW1NBE1FfAw0qpVRzsGaWVUh2AfwLvHs1OtdZHmtXuQzwDojekrjLgnsofIYQQQgghhBBCCHGCamgi6hFgELAA2FO57CsgFlgM/KfRIxOiBWmt6fbN3ThLK/hriqfDXtsAR7UyoW/ehcHLitYapRRaayqUAq1BeXKtKQd+P/Rx34Ex9w/kYw/9XQjRnDZs2IDBYKBz5851rt+0aRNut7uZoxJCCNEctNZEffx/uEor2HDFGwDEh5RXK2P+z32oGu297Brtvey62nsbNjT78Qgh6raFIRhwkei1BgBD5EXV1m/atAl3jpyzzalBiSitdZlSagRwKTAOzwDlOcDjwGdaa2dTBShES1CVDQuTt6XeMgYva7WyBx4PNEqq/V5r3aGJJ0lCCdGSDpdokiSUEEKcug603YyHae+p42rvCSFOFG6M9a+T9l6za2iPKLTWLuDTyh8hhBBCCCGEEEIIIY5KgxJRSikb0AeIxHMf0X5gpda6/LAbCiGEEEIIIYQQQghR6bCJKKWUFXgWuAGwUn1Qm3Kl1FvAVK11RZNGKYQQQgghhBBCCCFOeob6VijPDdA/Av8AfgVuAsYDEyp/nw3cDXzX5FEKcQJYEpnCO12X40LuIRbiVLUjdwfXfH8Ne/L3HLmwEEIIIYQQ4qgdrkfUBcBI4AKt9cw61r+vlDoP+FIpdZ7W+tsmiVCIFqbRzE3awPd9lqEVtMsPZnRq25YOSwjRyBanLmbS55PIKcuh1FHKjAtmtHRIQgghhBBCnHLq7REFXAJ8WU8SCoDK5NNXwGWNHZgQJ4Ls8mymD1nAd32XMXhvPG3zg5neaS0O5Wrp0IQQjcThdvDy3y8z6uNRBHkFcW2Pa/ly45es2r+qpUMTQgghhBDilHO4RFRP4KcG1PEj0KtxwhHixPHp9k8567ezWNFmJ+PW9uCB5cO4emNPMnyK+bX19pYOTwjRCFZmr+Tc2edy9293MyJhBEuuW8KL414k2CuYqXOmtnR4QgghhBBCnHIOl4gKA1IaUEcKEN444QhxYtBa49IuhkQM4aGZ53P26t4YUPTKjKJbVgRfJK7H6Xa2dJhCiONkd9mJ943n50t/5pfLfiHUO5QAWwBTh0zlt52/sS53XUuHKIQQQgghxCnlcGNEeQP2BtRRAdgaJxwhTgxKKa7ucDUA8558+eByFNds7E2abwEmw2EnnRRCnAQGRQxiUMQgurTvUm35bf1uI7s0m86BnVsoMiGEEEIIIU5NR/omHa2UanOEMjGNFYwQJ4PEvFAS80JbOgwhRBOymWw8PeZpNmzY0NKhCCGEEEIIcUo5UiLq6wbUoQDdCLEIIYQQQgghhBBCiFPY4RJR1zRbFEIIIYQQQgghhBDilFdvIkpr/XFzBiKEEEIIIYQQQgghTm2HmzVPCCGEEEIIIYQQQohGI4koIYQQQgghhBBCCNEsJBElhBBCCCGEEEIIIZqFJKKEEEIIIYQQQgghRLOQRJQQQgghhBBCCCGEaBaSiBJCCCGEEEIIIYQQzcLU0gGIxjdnzhw++eQTkpOTKSkpITg4mI4dO3LRRRcxZMiQJtnnli1bmDt3LpdddhkBAQFNso/DefPNN3nrrbdYvXo1JlMjvKy1BqVAa8b3yQeg3Vdfs2nTJtxu9/HXL4Q4ocm5LoQ4WSxevJhPPvmEDRs2UFZWRmRkJKNGjeK66647qjbZ8bblli9fzrXXXsu7777LwIEDj3r7FnFIe2/owAIA4v4r7T0hTlXGtldVey7nesuRHlGnmM8++4y77rqL+Ph4Hn30Ud544w1uvPFGAJYtW9Zk+92yZQtvvfUWBQUFTbaPZqVU9cdK8kYlxOlBznUhxMngvffe46abbsJqtfLoo4/y9ttvc+GFF/L9999zySWXkJ6e3uC6Trm2XENIe0+I05qc6y1HekSdYv773/8yatQoHnvssapl/fv354ILLpAT7TjZ7faWDkEIIYQQAvBcYHzttde4/PLLuf/++6uW9+3bl9GjRzNlyhSmTp3Khx9+2IJRNi6Hw4HJZELVSBwJIYQ4uUiPqFNMQUEBoaGhda4zGKr/u9PS0rj//vsZNmwYvXr14oILLmDOnDnVyrz55pt07dqVbdu2ce2119K3b19GjhzJ66+/XpXY+u6775g2bRoAZ511Fl27dqVr167s3bsXAKfTyfvvv8/EiRPp1asXo0aN4rnnnquW2Nm7dy9du3blyy+/5OWXX2bEiBH079+fBx54gLKyMlJSUrjpppvo168fZ555Jt9//32dx7hr16564zwgLy+Pxx9/nNGjR9OrVy8mTpzIV199Va3Md999R9euXVmxYgW3L/mbXt/Pon///kf68wshhBBCNIsPP/yQgIAA7rrrrlrrYmJiuO6661i+fDnr1q0DPO2xDz74gMmTJ9O7d2+GDRvGzTffzK5du47YlisuLubJJ59k1KhRVW2nTz75BK11rX0XFxfz0EMPMWjQIAYMGMD9999Pfn5+tTJH0zb84osvePHFFxk1ahS9e/emsLCwkf6CQgghWor0iDrFdO3alVmzZhETE8PIkSNJSEios1x6ejqXXXYZwcHB3HfffQQHB/Prr79y991388orrzBy5Mhq5e+8807OPfdcrr/+ehYtWsQ777yDwWDg1ltvZdiwYdx44428++67vPDCC0RERAAQFhYGwIMPPsj8+fO55ppr6NGjB7t27eKNN95g3759vPTSS9X28/7779O3b1+efPJJdu7cyUsvvYTBYGDz5s1ccMEFXHXVVXz55ZdMmzaNpKQk2rVr1+A4wdM4uvLKKykvL+eWW24hOjqaxYsX88QTT1BRUcFll11Wrb4HHniAiQEBvDagPxFTHzrm/4sQQgghRGNxOp2sXLmSkSNHYrVa6ywzYsQIXnrpJZYtW0a3bt34v//7P+bOncvll1/OgAEDsNvtrFy5kuzs7MO25dxuN7fddhubN2/mtttuo3379ixYsIDnnnuOvLw87rzzzmr7feaZZxgwYADPPvsse/bs4dVXXyUrK6taz6yjaRu+9957JCUl8e9//xuXy1Xv8QohhDh5SCLqFDNt2jTuueceXnzxRV588UUCAwMZOHAg55xzDoMGDaoq9+abb6K15qOPPiIwMBCAwYMHk56ezhtvvFErEXX++edz/fXXAzBo0CBKSkr4+OOPufzyywkODiY2NhaAjh07EhcXV7XdypUr+fXXX3nyySeZNGkSAAMHDiQgIIAHH3yQLVu20LFjx6rysbGxPPnkk1XxrFq1ih9++IGnnnqKiRMnApCUlMS8efOYPXt2rUTU4eL09/dn+vTp7Nu3j2+//Zb4+PiqeIqKinj77beZMmVKtcHOx44dy/3lZQC0Gz+eDRs2HMu/RQghhBCi0eTn51NeXk5UVFS9ZaKjowHPxcelS5cye/ZsHnjggWoX3UaPHl31e31tufnz57Nq1Soef/xxzjnnHMDTxiorK+Pjjz/myiuvJCgoqKp8u3bteOKJJwAYMmRIVZvv77//ZsCAAUfdNgwJCeGVV16R2/GEEOIU0qy35imlLlBKfaOU2qOUKlNKbVVKPa2U8qtRLkgp9b5SKlspVaKU+kMp1bWO+mxKqeeUUvsr61uilBrWfEd04klISOCrr77io48+4oYbbiAxMZE5c+Zw00038c4771SVW7RoEUOHDsXX1xen01n1M3jwYLZu3UpxcXG1eseNG1ft+fjx4yktLWXHjh2HjWfRokWYzWbGjBlTbT8HkmIrV66sVr7mrH6tW7cGPEmpAwICAggODq5zAM4jxblo0SK6du1KdHR0rXjy8/PZuXNnte0PbaAJIYQQQpyMFi9ejFKK888//6i3XblyJQaDgTPPPLPa8rPPPhuHw8HatWurLa/ZFhs3bhwGg6Gq3NG2DUeOHClJKCGEOMU0d4+oe4EUYCqQBvQEHgFGKqUGaa3dyvNJMwtoDdwO5AEPAn8qpXpordMOqe8D4CzgPmAXcBvwm1JqoNZ6TfMc0onHaDTSp08f+vTpA0BmZiY333wzb7/9NhdffDEBAQHk5uYya9YsZs2aVWcd+fn5+Pr6Vj0PCQmptv7A88zMzMPGkpubi8PhqHd8pZpjBvj7+1d7bjab611e1+DhR4ozNzeXlJQUevbsWWc8NWeKOXB7oRBCCCHEiSIwMBCbzca+ffvqLXNgfKdWrVqRlpZGQEAANpvtqPdVUFBAQEAAFoul2vIDbayabaeabTGz2Yy/v3+1ttjRtA2lLSaEEKee5k5ETdRaZx3yfL5SKhf4GBgBzAUmAUOAUVrrPwGUUkuA3cD/AXdULusOXApcq7X+qHLZfGAj8FhlPQIIDw/n/PPP5z//+Q8pKSl07dqVgIAAevXqxXXXXVfvNofKycnB29u72vO6ytUUEBCA1Wrl448/rnN9YzcujhRnYGAgwcHBPPDAA3VuX3NMLbkCJ4QQQogTjclkonfv3ixZsgS73V7nuEnz5s0DoF+/fhQXF1NQUEB5eflRJ6MCAgIoKCjA4XBUXSCEg22sA0M81Fx+gMPhoLCwsKotdrRtQ2mLCSHEqadZb82rkYQ6YHnlY3Tl4yRg34EkVOV2BcAPwORDtpsEOIAZh5RzAl8A45RSp+VIhnXdrgawe/dugKoZ9QYPHsz27dtp27YtSUlJtX5qXvX67bffqj3/9ddf8fb2rhqj6UD58vLyauWGDBmC3W6nqKiozv0cKZF1tI4U5+DBg9m9ezetWrWqMx4fH59GjUcIIYQQoilcffXV5Ofn88orr9Ral5aWxocffkjv3r3p1q0bgwYNQmvNN998U2999bXl+vTpg9vtrtXG+umnnzCbzXTr1q3a8prlfvvtN9xuN927dweav20ohBDixHMiDFY+vPJxc+VjElDXiNAbgSuVUr5a6+LKcru11qV1lLMA7Sp/P62ce+659O3bl9GjRxMdHU1JSQkLFy7kyy+/ZNy4cURGRgLwj3/8g0suuYSrr76aSy65hKioKAoLC9mxYwdpaWk8/vjj1er95ptv0FqTlJTE4sWL+eabb7j11lurbplr27YtAF988QWTJk3CbDbToUMH+vbty4QJE7jnnnu48sor6dq1K0op9u3bx8KFC7n77rvrndnvWBwpziuuuIJff/2Vq6++miuuuIKEhATKysrYvXs3K1eu5LXXXmu0WIQQQgghmsqAAQO47bbbqmabmzhxIv7+/mzevJkPPvgAX19fnn76acDTK2rs2LE8//zzZGRk0K9fv6qZ94YNG0bfvn3rbcsNGTKEXr168fjjj5OXl0fbtm1ZuHAh33zzDddff321gcoBduzYwb/+9S8mTJhAcnIyr732Gn369GHAgAEAzd42FEIIceJp0USUUioaz210f2itV1QuDgaS6yieW/kYBBRXlss7TLngw+z3RuBGoCoxc6q4++67WbhwIW+88QY5OTkYjUbi4+O56667uOKKK6rKRUZG8sUXX/DWW2/x6quvkpubS2BgIO3atauaweRQr776Kk8//TTvvPMOvr6+3Hjjjdx0001V6xMTE7n11lv5+uuv+eabb3C73fz6669ER0fzn//8h//973/MnDmT9957D4vFQlRUFIMHD641jsDxOlKcfn5+fPrpp7z99tt8+OGHZGRk4O/vT0JCAmPGjGnUWIQQQgghmtLNN99Mly5d+PTTT5k2bRrl5eVERkYyadIkrr/+egICAqrKPvvss3z44YfMmjWLTz/9FD8/P5KSkjjvvPOAw7fl3njjDV555RU+/PBD8vPziY6O5r777qvWtjzggQce4M8//+S+++7D5XIxfPhwHnzwwWplmrNtKIQQ4sSjtNYts2OlfIF5QBTQ78Ag5Eqp7cAKrfUlNcrfALwLxGmtU5VSswFfrfXAGuXGAr8Dw7TWC48UR1JSkp4xY8aRip223nzzTd566y1Wr16NyXQidKBrfrZHHwGg3Vdfs2FDXZ31RGPq2rXrSq11n8asU85zcSRdunSp9lzO9abXFOe6EPWRzwFxJP7PPwJA3H+lvdccpL0nWoK095pffed6s44RdYBSyoZnZrw2wLgaM+HlUndvpgP9fvMaWC63jnVCCCGEEEIIIYQQooU0eyJKKWUGvgH6AWdqrdfXKLIRz/hPNXUGUirHhzpQrrVSyruOchXAjsaLWgghhBBCCCGEEEIcr2ZNRCmlDMBnwGhgstb67zqKzQKilVLDD9nOH5hYue7QcmbgwkPKmYApwO9aa3vjH8Hp59Zbb2X9+vWn7W15QgghhBBCCCGEaDzNnV14A0/i6EmgRCk14JB1aZW36M0ClgDTlVL34bkV70FAAc8eKKy1XqOUmgG8XNnLajdwC9AauKw5DkYIIYQQQgghhBBCNFxz35o3ofLxITzJpkN/rgfQWruBs4HZwJvATMAFjNRap9ao7xrgI+AJ4CcgFhivtV7VtIchhBBCCCGEEEIIIY5Ws/aI0lonNLBcLnBt5c/hypUB91T+CCGEEEIIIYQQQogTWIvMmieEEEIIIYQQQgghTj+SiBJCCCGEEEIIIYQQzUISUUIIIYQQQgghhBCiWTT3rHlCnHTK//0IABs2bGjZQIQQTUbObyGEOL0V3vsIIJ8HQpzK5Pw+cUiPKCGEEEIIIYQQQgjRLCQRJYQQQgghhBBCCCGahSSihBBCCCGEEEIIIUSzkESUEEIIIYQQQgghhGgWkogSQgghhBBCCCGEEM1CElFCCCGEEEIIIYQQollIIkoIIYQQQgghhBBCNAtJRAkhhBBCCCGEEEKIZiGJKCGEEEIIIYQQQgjRLCQRJYQQQgghhBBCCCGahSSihBBCCCGEEEIIIUSzkESUEEIIIYQQQgghhGgWkogSQgghhBBCCCGEEM1CElFCCCGEEEIIIYQQollIIkoIIYQQQgghhBBCNAtJRAkhhBBCCCGEEEKIZiGJKCGEEEIIIYQQQgjRLCQRJYQQQgghhBBCCCGahSSihBBCCCGEEEIIIUSzkESUEEIIIYQQQgghhGgWkogSQgghhBBCCCGEEM1CElFCCCGEEEIIIYQQollIIkoIIYQQQgghhBBCNItmTUQppS5QSn2jlNqjlCpTSm1VSj2tlPI7pEyCUkrX8xNYoz6bUuo5pdT+yvqWKKWGNecxCSGEEEIIIYQQQoiGMTXz/u4FUoCpQBrQE3gEGKmUGqS1dh9S9mlgVo3ti2o8/wA4C7gP2AXcBvymlBqotV7T6NELIYQQQgghhBBCiGPW3ImoiVrrrEOez1dK5QIfAyOAuYes26W1/ru+ipRS3YFLgWu11h9VLpsPbAQeAyY1cuxCCCGEEEIIIYQQ4jg06615NZJQByyvfIw+yuomAQ5gxiH1O4EvgHFKKesxBSmEEEIIIYQQQgghmsSJMFj58MrHzTWWP62UciqlCpRSs5RSXWusTwJ2a61LayzfCFiAdk0QqxBCCCGEEEIIIYQ4Rkpr3XI7VyoaWA2s1VqPrVwWCfwb+B3IAjriGVMqFOintd5cWe53wF9rPaBGnWOA2cAwrfXCevZ7I3Bj5dNEYGsjH5oQ4tjFa63DGrNCpVQWsKcx6xRCHLdGP9eFqI98DghxwpH2nhCnhzrP9RZLRCmlfIF5QBSeBFPaYcrG4unpNEtrfXnlstmAr9Z6YI2yY/EksepNRAkhhBBCCCGEEEKI5tcit+YppWx4ZsRrA4w7XBIKQGudCvwF9D1kcS4QXEfxoEPWCyGEEEIIIYQQQogTRLMnopRSZuAboB9wptZ6fUM3BQ7tvrURaK2U8q5RrjNQAew43liFEEIIIYQQQgghRONp1kSUUsoAfAaMBiZrrf9u4HZxwGBg6SGLZwFm4MJDypmAKcDvWmt7Y8UthBBCCCGEEEIIIY6fqZn39waexNGTQIlS6tCBxtO01mlKqRfwJMiW4BmsPBF4EHADTx0orLVeo5SaAbxc2ctqN3AL0Bq4rDkORgghhBBCCCGEEEI0XLMOVq6USgbi61n9qNb6EaXUtXgSSu0APyAbmFu5vtrsdkopLzxJrUuBQGAtcL/Wel5TxC+EEEIIIYQQQgghjl2LzZonhBBCCCGEEEIIIU4vLTJrnhBCCCGEEEIIIYQ4/UgiSgghhBBCCCGEEEI0C0lECSGEEEIIIYQQQohmIYkoIYQQQgghhBBCCNEsJBElhBBCCCGEEEIIIZqFJKKEEEIIIYQQQgghRLOQRJQQQgghhBBCCCGEaBYnfSJKKRWrlPpaKVWglCpUSn2rlIpr6biEEEIIIYQQQgghRHVKa93SMRwzpZQ3sBawA/8CNPAE4A1001qXtGB4QgghhBBCCCGEEOIQppYO4DjdALQBErXWOwCUUuuA7cBNwIstGJsQQgghhBBCCCGEOMTJ3iNqDmDTWg+usXw+gNZ6eIsEJoQQQgghhBBCCCFqOdnHiEoCNtSxfCPQuZljEUIIIYQQQgghhBCHcbLfmhcM5NWxPBcIqm8jpdSNwI0AXl5evVu3bt3gHSqlsNlsAJQ7yyl1lFLuLMdsMONn9ONE7GF2aMwngvLy8ib/O51ox9yYNBqXxYXT7ES5FZYyCwpFSUAJxSHFOC1O/LL98M/2r7Wt0+xkb8e95Efm453vTasdrfDL9Wu02JxmJxltMygJLMGa4yJytS/KAaVuBxbvVoDC4eUgZWgKbX9vC0B+Qj7lgeWEbwjH4DSwadOmbK11WKMFBQQFBemoqKiGb+DWqPT9nmNSbsqVC2eIjQq3g3BrDCfeWV73a96dnVKrXH66u9rzQlfto/EyVL9GYTXULmMyVl/mFaSqPa/wCwdVfVmjc2vKdmcCYDFVj8ftrmuDhqgRs6p97FpXL6PqekXUPHRd+29Rc6tD3xa10rhtGreXRrnAVGRAaUV5hJOyOAdum8Yr1YR3soWab6cum5vc4aUUJ1Zg228i8G8vfNLMRzwut7vGcdXx71NK47K5yetXjj3CiTXPSNgiG6rCQLnBibVVK0xG8xHPc6BJznUh6nO0nwOHa0c0RzvmWJxobZ8Tvb2XWpBKoC0QP2vjtYOam8PiwO5tx+HlwDvfG2uZFbuXnT099uA0O7GWWolbF4e5ovpngEazacQmOizpgNluZuugrbTa0YqAzIB696XR2J12ypxllDvLsTvt2J12OoR0QB3ygdHQ//uJ0t6zFGdWW2SMSABO/vO8bPuuas/zy4y1ythqtOXMxtrHa6jRBrQGVq+nwjes6dt7WmPM9LTLDZbqbVRlqKN95TzYCMxRdjSaYLcVdUjjrK6Q3Y4ax19Hl52a+9POI79GDOY6G1Q19l274XpgO4fNTYW/G4ePxivbiLXISIWvi9SRJTitGmuhgei/fDCXGarFo9Fsu6SQtj/4Yy4zsGNyIeGrbPjsrJ0CMpgOxuPATTlOynFToVzYlZswtw1/dfB9xBHcqsH/9/rO9ZP91rwK4AWt9YM1lj8J3K+1PmKiLSkpSc+YMaNB+yusKOS+pfdRrIrZlbeL4opiAAzKwAWdL2Bax2lHfxDNpEuXLi0dQpUNG+rqxNb4TqRjbkyvLn2Vd1a+g5fJizCfMO7qfxddwrvwxIInAAiwBZBenM4FnS/g7A5n49ZutNYYDUaeX/w86zPX8/E5H/PW8rf4e+/fvHnmm/hYfI46jv1F+5mzew6r969mTJsx9I/pzyt/v8Ki1EV0Cu3EilVfss1VQC52AOZM+INw7wi25G/hv9v+y22dbyPWN5bV2auZlTKLi9pcRKfATnTt2nWl1rpPY/7NjnSea61RSlU9PrP2GVav+pl0Wyk5lvKqcpG+kXw3+ju8Td6NGV6jqfmaL3rjplplfnzNUe35T/lltcr0tFZ/PXQOctQq4+ftrPa864Ve1Z6njrmzyRomh/6/dl7iGQowNrz6cWTmWmtt56qRDLI7a8fna3VVe17uqN0KqZmI8q6xDUBZRfXt6mrc1VzmPuTpd20283P8dkxOE/52G2duSyKuIJCZSWs9+3SYybeVMTAtgb77Y3Gj0WiMGPg+cT17AvK5a8UQfmmzha3B2dy0qj8218EGRM1jgNqNTQXk2kpZG7afXYG59MiMon9hKF+33sy6kEzaFAWyKzCXZJ9Cisx27EY3D/d8mAvbXHjE8xxoknNdiPocTXvvgPraEc3VjjkWJ1Lb50Ru7+WV5dHt7W6kFabRO7I3F3a+kFGtR9ErshdGQ+0v7Cei1IJUrvruKpRShPuEU1JRwgeTPuD+P+5nWPwwLut6GT9u+5FfdvzC62e+jsVoqdp2T/4erv7+amZOmUmgLZDp66azYt8KHhv5GP7W2hcy88ryCHsuDJc++HkX7RdNu+B2fJQ4mlivg9f/txiHN+jz/0Ro72mtifn+uWplgv71CXByneeunR/XKrPz3h+qPf9iRWCtMvG26p/77cLLa5Xx96veBmx7ZWy157u6Xt10iSitPXVrjf8LjwLgE2OpXqaOfRv9Dpa5tmIeM13JRLhsTC6PZag9nP6OMAK8LLW2s+dWb8+ZvGvX7a6ReKorEVaWU72MT2TttmTNsK3Rtb+LOXLK2atKuN28FAWEKhuluHjF1Y/HjGsY6A5ncmEMs837mWvez1OlvTDZD1acZizhroAVvL5zAP5uC98HpLDeK4+HVBf8dPXktMHi2e5c7z9ZbMqqWh6gzbR2+3JnRScm+7erWr534r0N/r/Xd66f7D2i8vD0iqopiLp7Sh0XL5MXhY5CWoe1Znj8cHpF9qJnq54khiZiM9lO6Des05k757tqzw0h57RIHI3B5XYxvt14ruh2BUFeQbyz4h2+2/IdG7M2kl2WzVcXfgXA3b/ezdK0pZzd4eyqJJTL7aLIXkS7IM+byJC4IezO380fu/5gcsfJtfbl1m5SClLILs0mpzSH7NJsskuzyS/PJzXlD37evx43GgOKl/9+Cfch/Tvm7J5DGFYcuLmABK5Q7fA1+QJgMVjwt/izu2g3sb6xBFgC8DP7sb90f9UX1JbmcDsI0GbaF7QisTSQziWBTPzvtwR5BZ1U57l21b66Yq6RbDDW8SFS8+OyZu8noFYvHHNE/VdRm1Kb6FIAysurR22sI2YvU/UGhrmOJFNpRfUvIHUlkIyq+t/V6ar9N3TW6F1U5qy9r4CaSa/KMi7cdEmLZdDO9kQYTPwUv4218clkF/tRYCnn3iUjAfioxzK2BmfRpzIRZcSAEzelRifRJX6YDZquueFk+RSzLWYvgzNia8UAkG8pJ8daRp6pggKLnUJLOcXmCrJspSyLSvUcs1b82G4zrkNePyvC92NzGlEK+heEc05mG7pP8AzNeDKc50IciXPTe9Wemzrf0EKRnByca9+ovsAwrOl7ShzCtfuTas+Nra+st2yQVxDbb9/OB6s+4IPVH/DAnAcA8Lf6MyRuCMPihjEkbgh9ovpgNdW+sHEi8LH48O7Ed2kX7GnXjflkDKv2r+Kn7T8xbdg0zEYz49uN56G5D5Gcn0yHkA64tRuDMrC/eD/xAfHkl+cTaAsk2i+a+RXzyS7NrjMRFeQVxMPDH6Z1YGuSwpNIDEmsuohp/+MJXCX5BwtHNMfRN55De8+crJS3V61lZSXV2zOTOxXx0+bqvf+8avQm35trJTa0ejLKUaOttOWDvXS+vc3xhHtMDJVZC1Nw7WOt1d49pLf/B8ZhXGpox9tlG/iv907e9dmOSSu6OYMYUBFKf0cofRyhBGlL7d70dbx9mf2q/10N5jouWLqrJ+8cxbVfY9ag6vWUp5XUKqMU2JSB5+y9ae32BaW40Gceq+05/O69jztLO2E1GxlNK54xb2CvpZQEl0/V97NMUzmx2htnhBMft5V4sxerrNnsTy/D7Ki+f4u/52AvcbfmbBVDotOf9k5/QtwH3/8M4Y2bOjrZE1Eb8YwTVVNnYFNj78xsMPP5qM9PqKtNjSGrJIsrv7uSlALPbTzX97yeuwfeza68Xdzwww1kl2YTHxDP9POm1/nhtGr/Km7+8WaKKor4R99/cFu/2+rcz+frP+fXnb9yb9t7q3XhbQrZ5dm8tfwtVqevZk/GUgzKwBXthnJuQl+8Qpp0103KaDBWNSQAov2jWb5vOf2i+5Gcn8ytP91KhasCozLy4FBPR0GD8rxBFtgLMCgDATZPwiDUOxSbycb+4v117svpdtL6lbpvW/U1++Jn9SPOP4YovyhSC1Jp63Kyoyybnr5RPNVmAqlfr2RK2AJCys30Kgggy+jJvIfYQgi3hbM6ZzXDIofha/YlrSSNSfGTGvVvdTwe6vEQenr1D+egQ672nSyMgQevrmS5Srkx63e2TMgH4Izd7Zm8I4lSvxIWDV9Kuc2Ob7EPw+YMqlWPw6XYEZDDGz3+ptTsZOLORC7NaFetjDHIk2hcXbKfV9P/5tKiEST4N/y252NR7irnD+99rA7OZL+llCJzBQOyohif1pZWPrXfY4pLq3/o1tUryMtcvbFQUUeSyVqj4eaoo0zNC2TWOhJaNXtoHUh6mVHEl/njRlPmVPgV+2D3zyUhK4y9thI+6L0Eh8GNUSsmbeuCj9WFRqPQFJrteJk1fg4zNoubcG3GWxnItVbvMXZozE/2WMSq8NrvA2aXwsdpIbjCi1C7F94OC7HlvuzzKqZDURA37+yGG83dA+bSyejHBbZIsq2BwMlxngtxJAb/k/eWrZZg6l6j/dfMF27UUd6iZzPZuK3fbdzW7zYyijOYu3su8/fMZ8GeBfy8/WcALEYLvQJjGRjalqFh7Rkc1p4Qqy/GxOuOOj531re1lhnCzjvqeg4I9gom2CuYClcFFqMFH4sPZqOZXpG9mLllJvcMvIe/Uv4itTCVPfl7qiWirEYrFqOFrJIsEgIT8DJ7YTPZyC/Pr3d/Dw9/uO7jKqrxBfokS0TZs+0tHcLxq+PCo8VWfdl3awKOmBduF1Vaa5mzRu/xbv/X/ujjawSWgPp7Khq9q/ducpVWVP2uUIwhhpHmcEpdTpapLP5SGfzlyuA97+28qbYB0K7Cj95+IfR3hDLAEUq82weXvY6LkTXeZkr3175rQNUI1Wip/YcvSq1+MTKwfe0eWq4yF8FYCcZKhdGFyWnAW5swuRVdnUH8bNrLtRnt+MuWyV6fUnYVFRGS6Y0TNyYMOL0MEKLI1nZiXD5YDUasbgP2EBderuoJtIoCz+tlcrnnoqU1xAg1O5+ZGnd48ZM9ETULeF4p1UZrvQtAKZUADAYeaMnATjZPjnqS7hHdcbgd9HynJ+Pbjefmn27mnwP/yfh24/lk7Se88vcrPDTsoarExgHXfn8tr4x/hU5hnRg/fTyj24ymY2jHqvXONa8DMGfN5/ydvYOCmOsJtDXdl/o/9v7BPX/fg0YT5h1GrDKT6SjhsrQ1BJm86BHzER1DO5IYkkhiaCLxAfGEeocS7BXcot2xnW4nZY4ySh2lhPuEHzZZd+B/sDRtKUZlZEjcENZlrOOn7T+RGJJIdmk2S9OWMjFxIm7txqiMGJQBs9FMmcPzhdRoMGIxWnC4ar+Bgqfx9fE5HxNgDSDMJ4wQrxBCvUMJsAWg17wFgMPtwmww8uLOOezOSOWj6LN5OWspV67/DO9YN2NULKutOfhG+JFTGXOAJYAhrYZw15K7uC7xOvLseeTac4nyPop7+pvBSXzXchWD7eAniMHp5JGI4WRM17gMmrtH/0DPjGgWDFxC57UdiUppxa7EZDZ03UzX9f0wHHIZyGJy80rvxdy6sQ9xRQFMHTCHMc5gWpcdTEwbAjxf2PbZU/i1YAdDSlKbLBGlgIKKAs745QxKe5Ti5TISVe6DURt4p+MaPuiwjsTiQOJL/Ygv8yeh1I+YMl+M2peACisWt+c897E5a9VdVFb9Y7FmYgqgrMbVQUtdvaZq9DxzVfaQcqOpMDqpMLrwx4DVfXB/pRU1P+AVFpNme3A2Rq1Iyo0gJTCPFa3SiC4OoNBSzvbgbILTY3Hh9vSIUkaUy0CpcuFwKdxOAwanAaeh+nH4+xw89qtTO3Jeehv8ym34V1gJrLDi67QQ6u05BodyY9YGPoneQpq5jNt2d2N67Bae6ryMAIORQXmtWOadS0muqnpvOlnOcyEOxxBzMVpr1meuZ9X+VfS1bKRzmMyFUx/X9g9rLOlLnV0Kmohz8/Zqzy2RDd82wjeCS7pewiVdLwEgsySTxamL+SvlL/5O/pk3d/zJS1t/ByAxMJqu636lc2hn2gS1IT4wnhCvEAJsAfhafLGZbHiZvGq14+pKOrlT/1e9TOyl1ddXXnis2fY+QGuNxWhhY+ZGyhxlRPhE8NZZb/HC4hdIfD2R8zqeR1JYEjtydzC27Vhcbhcmg4kY/xhMBhMbszbSN7ovOaU5ON1Own3CG/5HOxCDve525MlCGT3/p3RVxhJzFom75zI0bmgLR3V0DDEX11pmNH5d7XldQxnVbOHUNb6mqcbFN2VsmbnOStM9iRujd/UeW87i2m25usZbMtoMWIGhhDGUMCoKOlGGi7WWXJZbc1hlyeF3yz5meCUDEOa0keQMoIPTnwSXL7Eub8JdNoLMXvhqEzaMeGHEO9Jca1/O4upJptLsOhKFh4zyodEU7bVjrPF+6d8t0LNea6xKsSY1lTLlIkxbeaa0F2/btjEq7nfOdEST6PYnLaCUkUphB/6fvfMOs6K8/vhnZm4vu3d770vvoPQOImLvUbFEoybRGFui0eRnosYYjRpNYjR2jTV2saAIAoJ06WVh2d57uXvrzPz+uMvCLfSFXWA+z8NzmbnvzLyzc9+ZM+c953uMCOQJFkxmkc1NLfRrjqHG5sEjKIglRupDhm1cfohtmxRBhqSbA0lOdEfUC8CtwCeCIPyegPbrQ0AZ8HxPduxEIsGaQII1oB8miRID4gdQ2VbJ+ur1zM6fjUEycH6/85n5xkzunXgv4j43oE01m3CYHEzMnIgkSpzX7zw+XfQ7cnOnhT2Anxh4EWZJT4HBcUzPZ3jccH4+4OfcMvUWBiUOwr/leRRV4dua7bxbvobtvg7e2vQWLZ6WoO1EQSTBkkCSLYkkaxIJ1gRsehtGXWDWyKQzYZSM6CU9elGPKIiIgoiKiqIq+GQfHjkg3OiRPV1i9h2+Dtq97Th9TpxeJy6/C5fPhU/x4ZW9Xc4n3z5hnC33tkSMPtuX97a8x5LSJXw992vWV6/n852f8/mVnwPw8faPeeC7B/Y6opCwGWwkWZNYXrYcCBg31e3VDEkcst9jXDMscli7r9NLoxdEPH4fC+t2cIdxMH1kKw9Hj2eZq4K+pQoNoodycyuu+nakzukBn+Kjv6M/1/e7npu/v5lGTyO3DLwFsxQeatuThM4AnYgIlr3htIkYSSSG76RSQCCzPZpWSwdNcc1kl6UhqRK5xZl8dc63WLadjrRPtE5FbCNRsp7T2uKQEJlUl8bK5EoG1Fq7hB+ljICD4Zy0JCqGT6WwfeQxPbdoQzQ/63sDp83/kbEdCbTXBgyB3eZWPksqYqu1mdWOWr5ILgnb1uYzEOsxEeM1EdPpdDEoIjpFxISIXhExKBI6VUT2iV3nqAhqwJEkKPhEGa8U+HSLMm7JH/in6/wUZTw6P35BQRYVPKIScEDtkx74m9UTmVa+N7w91hpuTM2PL2NLfA0Pfn8GRdGNrEst588rpwOwPLmUNweuZ1pjKn5BQddpqMR4TGyNqUMgoJHeZHLTvzkao2GvIeTcR7R0gCsNCBd8h8A9Sa+KeAWZlY5abqjsR3/Fym/Lh7A2qo5xdgeNooenxQ4s8Qr+E2yca2jsj6sWXYW0TKKyrZIaZ03X+jFpY3hhzAvHPLL7hETp2RkcwdR9KXSJ1kQu6H8BF/S/AP/WfnhkH6ubillaV8CaxmLWV6/ng60foO6nfImAgNVg7XJMGSVj4LPTptSLevSSHkmQEAShyxb0yI/j8Xtw+py0edpo8bSw6merGJU6KvJxOn+Hf132V6ZkTWFQYiBR5KHpD/Hw9IeJNkVzzzf3dLXfk2aYYE0gx5HDvIJ5zB06l5UVKzHpTKRHpXfpJ0HkKC6lojJoWW4JTynqrQghn09ueoIfY7+lHR+FtAVWvj6DGFMMr01+jRz7sY3sPpaE2rGRptrNumAHiRwhwtsSYpuICZFUcY49/s4gJ19rsAfFmBAeCSm7wu2p0BQ6QSdiRM8UUplCwIb1N/nZKbWxQl/Hal0D26UWVhgLcQv7T980KRJWVYdJlTCoIkZVxBgtYUBEr4roENHFCEgIeFBw4ccjKHhkGbcg0y74aRN9/MrZn7s6gic6WjY0By3/I3E7Y5zx5LUFJn/vbB/AnfJAolQ9vhgF2a8ge1V0iMioODCQbrDwnaOaS7yZbIpqxCxKDM62dEbS773ekjXYLeRvDNcL03VzHMkJ7YhSVdUpCMJ04CngDQL3lW+B21VVbe/RzvUyNm/ejCiKDBx44Jm8WmctayrXMCp1FIMSBjF/13zO7XcuH2//mN1Nu8MMr+LmYnJjcrvW94vrx7KGlYhpyV2zN3JhMQAWCNxFwiMPu5V4Uzy/HPjLroexryBw/KlYmBo1GV1mCqqqUutto6C9lgp3C81Jp1HXUUd1ezXV7dXUOmspbCrE6XUGOZf2zEwdCEmQMOoCBodFb8Git2Az2LAZbMRZ4rDoLZh0pi5DxKK3YNaZsRqsXdvoxXDv+r5sqN7Af9b+h3/N+VeXUbG2cm3X97HmWNz+wA1E35kSpxN1nJ52Ok/88ARuv5vi5mJ+rP6Rv836W9d2qqpSWvQC25rKWV9fhEnSc9uwc1CdwaG6asfeNJ93qtYQLRgYnzkQSdQRD5xPCo0bN/K0bRtnuVKh83nw+zW/55KcSxgeN5zLci/jnMxzeq3wt9UeLkDd29mjX7VnrEuJ4caCyVBEk8HNrph6hnSMIbbJQVVmNdklGZTnVNAW1Y4oBOtE1dnaSHdbMehURBRy3HZ2xtaiM6ld7fbM4nYN7+OQknFj/xuxz/sT6MEaFbheQ7AypHEw7rKAydUh+igxt1NhdNKsd9Ok99Kgd1NncFGHj922Fjp0PryigleU8YlykA7SgTDIEnpFxCjrMMkSRlmH2a/HLOtxeEwYZR06NeDg0vsD3xs62xllicEdMZj30Ykyh2hG7bQ1sSB3B3dsPR2HHuoNMjujGzB2Go6xsh6f5EcS1cAsmhD4HNwWy4f5WxFMXprsrex2NHDjllE4lb1maJveQ2NCI7tszRTamrlzx0gMUvD93e8XusbBF3ElRKs6BjfHI6sCVtnI5Pp0qIe3hmxnVlsaqi+w/Yk0zjU09kesMRa73c6gxEFMz57OaamnsbxsOe3e9l7thDpUe+9YoITYCug5ngFRqPKxeW6rLhcGYII1nQnWdMgG/ajb8Pg9XWlvTe4mWtwtOH1OOnwdOL1O2iqX0e734FH8uGUfXnsGbr8bn+zDp/jo8HUgqzKqqmLWm4kyRnXZhzaDDbvBTrQpmnhLfOR+dTqMXlz3IjaDjfsn39/1ncPkAGBh0UKqndXcOvpWAFZXrOaH8h+4bcxt/HTET1FUhcynMhmfMZ4/TQ2IQe/7+44UxSWG1L7SF9935H/cHsaut5PoM5KOmSvlHCb6E+m44Rbm75pPpi2zp7u3X0LtvUjY4oJtmbkzmvnfIkfQutBbWU2zkcyk4FR+fYigefFflpDzx5lH0OujQ9dpYOqjgt+RFI+MLjrYCR3JEeWqCnasqBFuF3q7RD+i6eeP5lp/Pp4mGQWVOslNqc5Jk+TFFSXTjg+3IONCpkMKOJM8yHgEGY+o0OHx4RUU/Ki4BB+yEpjINKoSJlXEruoDTitFwqbosCl6RkvxYcLngqR2OYzethZh1+u5Wx4EnbKsCZjxtsgsM9ZSr3PzU2ceOrPAel0ja/QN/MzVhyvkHGQ3jMv4klHuOO5oGojTued9du+1Ndi8Qcc2xYe/i+oTuzdd/YR2RAGoqloKXNzT/TgRUBTlgAaKT/Zx3tvn8deZf8VhcvDy+S9z+1e386fFf+LsPmejF/VBnlMIpJNJ+yTCCoIA5jykpEu7HmS+TQ8HH+g4Sy6o3uCbkVLXCEACkEAsGGIxjvnVIe3Lr/jxyYFIpj2RUHsio3SiDqNkPObpfXXOOn791a+ZmDkRm8HGyvKVOEwOZuTO4Ndf/ppYcyyb6zbz+8m/B2Bb3TYeW/4Yr5z/Cv3j+nPbmNvIfToXs97MpMxJ3P313exu2k1JSwklzSU4fXtntqYkD+BX+dORsucG9UHteAFVVZFVhQU7S/i/ERcjrKukUfVRKrfxjruAL+OKyFFsjPMldpVa/dOoPyEJUpfx1JtfTiOFJ58odI11yzT6siLoO73Jxx9GfcethcNIkCSmLR7HsvFrWDdqI5ml6YiKiEGEIF+MTkEnCOj1AceTTgrkyFvjhbB7wvFG7PSEmUICCBvq9oxDicx2E5nEYzEHWx3NLeEPWa9fREHFLwainUwmuesxLamBs5Vd+s7/B849kph7hCIqEfquwj7b+vfJ12/Su3miz48MbU4gWhDZlVCL3WfgtMYk/jloNVE+I7ttzVxbNBgVKLG28E7eVu7ZOI7BgoVrKvty5ZRPMCk6Tm9O5O3B66g0O6kyO6kxOWk27NXEiPIZuKF8AGlKcLSSooDbJSCjssRaw81Fg4m2CDhFLxUGJ5/GlrA4qpp8cxTTHenYBTNtnFjjXENjf/xj/D/CNEGHJAUiiHt70Yo9zwA48Itqt+MO0do58JxatyMmdI8IqFIZXHVNykwPayMX/xcdkAPkiCAk2YC4zn+d/Zn+ULf0Z38IgsDayrU8+cOTXDTgIl5d/yo17TXMyJ3BJ9s/4Y2Nb5BgTeDeCfeSER3QfYkxx3TJZ8Rb4rln4j3cM/Ge/R4jUjW20MlJ984QjcG8ozyx48hN/W8iYXlt0Lqkzki43j7O4cDvdmLIW/4HCxzoQmyT0ErBMdHeg0pT5D17RfCK2sjtuht9QIoUNULkpeIOedfzRijWYwt+P5M9EaQXaoP/HuaEgF2WiZVMArqrakgAoBrhD+Z3Ba/TW8LTGRVfiN5oh4onJFkyENMhsNHQxAv2nZwrZPCuqZhawcNkOYmvpHLesxQTKxv5ZUs/UrwWfB4Vq05Pjt6Oz6UShYE7HAO4o62zUIwNvJGKGVlDIsYM4X02nr6PNHc3BMCe8I4ojcNH2c8b9gXvBm68PxkcyDPuH9+fT6/4FL/ip6a9hnk754XNAibZkqh2Vnct1znriKMetfGTrt9nT+USdxEy2KSUhP00PDg6UYdO1GHW91x6yerK1aypXINBMrC0dCkJlgTun3Q/j818jH+s+gft3nYGJw5GFET++s217GiqYFtjKdlPJlLd0YpH3mso7m7aTbQxmtyYXPrG9WVW7izymovpZ0lgiC2FWL0FuawCfMG6D0p14KnzRNliFlZvRXR72dhawQxrNpdHD2ScNYc5TYkMV2JBT1fo+h6nZW+eTd5DaE78iYiChBgbHEd7z7ClTG1IY3Z9BoKkktIcy4VfzUARVTrMLsoyKzAKIAp7zz/eZ6TB4EIQVAQCVdZiVUOvuI6WzMAsWEd58AtQao43rG1DRfAjL9QxBRClCw75bneGh3D6BfGgs/yhVfsi3XZD2+j3CZEvjK1jR3QjJkHgL3G1xPiM3FA6gDtKhvJe6i5kvY+BHQ6iBZEv+22lxNhGvbWNn079lDqDG+c+51FmbkeviKS6raS6rQxqcJDltpHdEUV+RzQpHgsCAmLIb15nCCy/kLyd1Y5a9KJAgbWZic4kzmvJYJQnjst12Qz3Bl685M7QxxNpnGtonOzsz+Y7JsdyBkdSHO+JR0HXPa81YurlQcvyjpfC2hyJWPmxYHv9dpw+J7XOWprdzQxLGkZGVAa/OP0X3D72duIsgfvznomB/Nj8rip7kZCL/xu0LOVdG9bGu/DPQcv6OFs3nEnPsR/5rROKSONcF+JYsESYJxfFUFslQoGWkMsrJobEf9QeH4fdnmihSFUOQyOgpAgn664OthNNieGpvHKIM93THEHbKTr476q4w98XLCnBtqOzPNwmDdtvVIQKzM7AvgsNbbhEmar2DupxM8DjwNGu5zKyuVafS0xnZTsVFWOMLhDVRTR0Zi06q0McbLHhx3I3hmiJxof/Db2bd+1dGDj+qCNeNUeUBhAQHO8T24d7J+7VeG9yNRFjjsEgGXj0+0e5YcQNYWKJo9NGs7FmI83uZmLNsby+8XWeih+F78e9NyV/ZX3wwSJHGHc7e2YIkrYGz9SI1vBcYt2w49Ono0FWZGqcNcSZ43jjwjeoaKugrKWMouYibpp3E6UtpdQ6w6cl4sxx9Inrw8Ts0aTaU0myJpEZnUm2I5tsRzaOog+CXhiF/uE6BGpzc9Cyt7AyMAPgbGeilMy5/hTuNfYnW7VDCwwmnsqtOho48dLb9hApT/7EQwgyqK//5HpyZSu3NveFqMADRzV6sXqNIMP3I1YxfEcfTBLsO9WR3xLHzv4tNAs+ov1GPkso5m+eEd0yG3JE7CPyUHXp7xDxY38qOPKyozn8+nlDRcYjCZG7gx+8kZxVzo6QyNAIvxW9Lni70GND+G9MVQOac206Lw6nlQc3TqDV6qTG2EGVqYPH836kxtRBrd6FP8R4NCkSWV4rfX12xtUmE+81Ee8zkea2kuqxkq03BolgKnuOLQEWFVARQxxj5piAUWO1CozzxnO+kspQ72CyJBvE7jnP4xzyoKGh0Xs5RqlxB2OPvZffWBe0Xtq/v+WAhOoiRXI6hbY5mup3R8NVQ6/iqqFXHbTdoU4MhEbAR0JMDIk8K62J3FCjRwlNYTsUk81iCx/DUvdJrx0Vjbc8gOD3kjrv70HrI0UkearD9Y1C097adodXSzTFBttqkUTGnUXBx7NE0E3ytYXoakXwuPhDuuhtjRBd33kJL3RlcqErE78rrAl6I116GgICnqbwa2iwBi+bUsIDKkwhxR1Ea/hE7L5FkLoDzRF1irJvuOn6hvW8uv5V8qPy+XrH16iqyu1Dbsdr8/LsmmdRVZWz8s/iplE3AVDTXsONn93Ip1d8ik7U8deZf2XSK5NQVZU5feYwolVCadkr0aW0RRg1xwGf4uPyby5nmt3AJaZ8xuiSEAQBX0VDWFtD1XtBy2LKZcerm124fK4u51JpSyklLSUUNRdR3FxMSXMJZa1l+JXgG5tBMnQ5lIYnDScjOoNUeyopthTSo9LJick5qOg5g38etOj+7PdhTcTo4OkQf3MgLPsW+oHYDzyACopvb/+M1uAbani2du8hVLxSYJ8X9ROcPWO9a5zn53NR3y2oqsptg2/D0FjEiz/8BxXoW5bOxB0DiE/y0Whw8eTQFTy8ZhoOu8rdVUO4edRCQGVyazITBuUj9lTEi0rgInV+/t/ah3ElruAcdzqz3akYkSIW9rDbg3+FemO4geGuDX7IerximMMqdAbRIKph60Ix6BVkRcAvKDQa3NQaO2hxtFFl6KDC5KTC6KTK2EGV0UmHFGxECCok+cyk+6yc1hFPqmImyWciyW8m0W8irsFOnM8YlCZpT1AChokl8M8TopooSmpYOmOoLaf4wRQj8Sv6gxfQgagPCW13y0imnqs2qqGhcXAOlmJ0pOl7SojtpPp67kmvKApSN4kohzqV/FvC6x+JCcGzqv6N/w5roxv6i27pz6EQei26y46NdF6CJfgl1lPWFNwgsq56r0UyBz/DGn5/JXEPv7Wf1r2XsHF++e8Cn6oKgsCEi71s/Mk/g5qEygjU1RpJTg32kIRGDjX84SriHnqzW/p8uKiSHl9TuANJCSkJKJnDJ//8zmBbLlIKohyS0hdJGtieFLyhGJrvCKhySBt9hEizkLgIT1N4h4QQv48pJnw/sjdkYjJCJJMa8vdxVYS/m5szgmUUFGd4FJfc1Ba27mjQHFGHgaqqPLftOS63X06qPZV5BfNYVraMOHMcY9LGcLr+9J7u4hExPG44Gy/eiKqqKJ25qSIigwYP4qZRN6GoCnpJj67TnZtkS+LNiwI3IKXhYy5NNjLtvN8iKwoOoxVh8Rr29bsr3p6ZIWv1tpJly+L1ykX8x72FkcTxa3EwYzL7kChZMO7jnj4ejief7KOstYyipiIKmwopbCyksKmQ4uZiipuLaXCFO8hS7ankOHIYlzGOy6IuIys6i/SodNKj0kmLSiPeEr/fkr6RkHe9GrZOqQ2OWItUdSa0NK9oCo+CEC3Bd0tR3703q+PJpyWfYksqZbgrlrWWBr6zV+P4+FoyojK4KO4iDNIxVtw/BoSNc1VFFCTGJ44n7p46VEFFVEQkQcTtE7H4rNy5ejJuv4jZoXKxmsa0mgRkQSVK0fecEyoCDoODJboGvnBUkOg38bOWPkwyppLgM2FRdF0OGoM52KJwt4ePHZs1+H7V7pTCopkSk4KNIL9v799CRaVe56HI1E6FsYNSYztlxvaAs8kQiGYKjXyP8utJ81jJ9dmY2JFIis9MitdCst9MrNNCvM+EQQ30IVR8FMBvDRx5z31XH6niboTbRKhzyp4W3MhVp9BRG/w301vCrTJrthYVpaFxInOk6XtKTXAUtr+qMbhB9hF26AhRPQdPfzkUlJr3D96mOvjcj9Tp1F0OpGNlxyotrWHrDKHnKi84Jsc+XoiW4GdYzH3hulgnA4qkRx8yaRY6iZaYHO7kIcR+iPtTzzih9iBG0C4SQqQFfC3h756iMdj4CnVeAfgOodSZHHKbMcaFu1PcdcHvTXJ4gBah8plGR7hdHdpH2RPBWRXidzLEh0c7eeuDHU9Ge7jd5q4M1n6LPWdQWBvB0L32nuaIOgyqOqr4z/b/8Oy2Z7vWZUVn4fQ5qeuo4/SBJ6Yjag+CICDtU9xTFMSuimyh2I2BxH8x7gIAkvb5zuleHtTW39wzEVFxpjieGvcUybte5+3GTTxVs4JrvYuheDEA6aKN/lIMg3SxjFj/GkOShjA4cfAROxk6fB1UtVVR2VbZJfy9u2k3Rc1FFDUXUdZShrxPiQaDZCDHkUNOTA6npZ5GRlRGl5MpyxFwOJl04WmER4OUf12EdcHLvuV/C2sjNzQHLUfS/QoN+1Z8YU1OGN4sfIutWVu7lmNkA7aiRTS4Grjs3OMfLded7B3ngRkyEREb0t4oIwFMnRFAJiTQK52VRQRi5b33A+PArB7ofWRuH/xr/ry5nSW+Gv4pbeORuE0QtwmAaL+efE8UfTxR9HNH08cdxUC3A7uiR2+MIHgZMovliAl+QfOjUCp7qdO7qDJ2UG3soNraTpnBSZkx4Gxyi3vHeVc0k8fKmLZEUn1mkrxmknxmskQLqT4LdiXwYDftMUIEwBj45+vS6gp8RvL/hTqedOYIM28h5xUp1N7dEHyu1pQI+gCtwcZd3OwjzH3R0NA44ZGrgyeydKndIxbeXRxplJJcXhm0LMaFR1rJu0sOuh+l/J3g/aT/JKxNT0TgHwh5Z7AmqGi3hrXpePPO4BWHUp2jF+Ot7Zn3lJ7ArwZfK7Mp+JluTwm/loak4yz2dhBEY6SInxA9YFO4cz00AkqOFMAZcvoRX4ND9tNRFf7CE/oOFCmSKTTaSogQWaV0hETgR4e/f4nGkHTCYmdYG0teiNCXHG7/mu3B778d64rC9zMyJ2zd0aA5og6DVGsqS89dSrmxnOr2ambnz+4S/JMVmW1bt/VwD3sHSnuw21du79mkLHOzm+vFPlydnMtidzmlzQ1UqR0UKi1slZtZ6qvE88l1ABglI0OThjIgYQB9YvuQbEvGYXIgCRIdvg5aPC3UtNdQ66ylwdVAg6uB6vZqKtsqaXY3hx072ZZMjiOH8RnjyR2SS05MDjmOHHJjckmPSj/mFfZCUcrCQ41Vd/D1ChMbBTw7go0yf1v4jMnJJEz85tT/sv3vd7DB1MhIVxzDXLH0ffeDk3acW0JmkkwhVVQiOS16MgUjEnqTnhmkM4N01qsNbGqso1ZyUyY5KdC18aW5nHfEvQ/VbLeNPh3RZHtsJHst2GU9ZkXXWYrXT6POQ4PeTbPkpVnvpVHvplbvolHvIcSOwyrrSPdYyXbZmdicHIhuEi2k+6xk+qwYVQk5gmNWv+fv2mlDhFZQATDYDz6uJFNoJFP4TGBomeJIegXG6BDtq45wQ04KmVGMpLmnoXGy4N/+YtCyrv/PeqgnvZTQCaj2nn2hV5pbgpYNk+/dT8sDI6UmB++3Jlx/Uzegz0H3E8nxFIpS+0HwNqFC0MeQSBXxlMbmoGXVF/48UdzBISGS5cSOig19Pp7MWEOkBkKLpvic4XaI5Ah3RvYkiufgFyxUeBsgNM7AGMG/FqrbpEQwdfUhf44Ir3/Y04Pf7wwJ4bZS+85gh5EcQfTclBQ8tvSOcIPc1xz8TmaMDx+PoVUFIwmGSfbgfYdqagFIqUlh644GzRF1mNj0Ni4ZeEnY+uPtUOgthD5AITwCStD3cDmKzvruekRmWnNQxNSgr/2qQs0ld7C+ej1rK9eyrnodC4sW8vqG1yPuTkAgzhJHnDmOWHMs/eL6MS17Gim2FNKi0kizp5EZnUlGdAaWSDkyPUgkQT9Cqsx4d1eGNTHkJAYt+38sDWvjD3kwuNpOXMeUTtQxTolnXEenBkTn8+NkHeehjiirJaS6RnJ4lKB+5JBj2qfDxd+81zAejJ28puCxp6JS1uFmh7mFLZZmNpub2GVpZVFMJX4hwrgg4GCK8RmJ9huI85oY0B5DvNdMqmoi0WcixWch2WvG7jEE6TMBGMz7pCcTLhQJEBrw6AufxEJvC96vKStc800OcQybCU9P0UUHX0NXefgLo84efC/wtYRbYProYAPHX9sc3CAtbBMNjRMWzfF0YNQQh4TaESGt5ziitEa4iR4BqjM4RUUwR6iUHKH8+ZFwPB1PoSmHkSriSXnBy77VTx98xz1dHfsokSwndv8Pyj4OY1OII8oQopVpTgp3DYiWXqJW3onsCrZRQyOCAPSW8HcQIeTU3C0RxMFD2kSSNZAMwfuOygxvFKoR5WsIz82zZgUbgb6Wg6eSRJS7CXm3i+RYlUL0PfWJ4V64Pfq/XdtEh9/3/CUVexey99/PQ0VzRGkcFXJxuEMidLD52kNGxHGOnPFWBIsoisbgn70I9I/vT//4/vxk8N7Zqw5fBw0dDTS5m1BUBaveit1oJ94S36WX1ZvwrXoqbJ2Uc/D0Kf/2wqBlJUK0EyG6NEKEsFjBF/wws0R1lhzVt/KPuO3cJ7uwhCZE9xb2/Cb3+RRPcrtkz7kKgoDFEGKYhIQ0G1MdYZvvScvtESJcr9Bw6vDrJ5BpMZOJmTNcyeACX0cg1a5J56VV9OIWZUyKhEXVEeM3YlIjOx6DDBMdGKIgbHop5PhGR/i+xBCRb0sErSXJHLxOcoSPodB7mj4pvJS2vzHYwDCnhRsYasgYDhWuBFBCSiSbpgZS0lu9Hfxh3f8Y37SJobFDw7bT0NA4+fDXB0cghVVUOs72XphjrPGTsDZC7PkH3U+ojEGkSdfj6UDqLsSk4In0SHaj0hSsCaXLC7cj1ZCXYX1CyEttb46Qj2TvnSIFNwRBCAuEiU4LXqOLEHGj69u96ViHRYTrJVnD38H8Idk3coQIcyVk/k0XQYklNHpdivDa0lEfWmE4QvSVKXgMSLZIfQ4+WKSoKZTgYykRIhR1ISl1SBEqOYc4nvyN4U57Q3ZC0LKgi2C32vb5g3TDOO99b9MnAHJpsEiblHnwsqknK/7S6vB1Iekc+qiQn1ln9Ybjhask+AXMPix+Py2DsegtWKItZERnHItudTv60XeErVMaPg5a9q3bEr5hyEyWPjW8DqncGCw87mv20CR4acFLhyBTJjrZEtVOvepmhpTGVDGVH+tr+dxezuuOXVgUHZe2FDAsbvhhn9dxYc9vcp9PY9ypYZioqopJH/xgi0oJcTwaetmjItL1Sgt+yHpCdM0APCGaq+ZYMCJixURX2Nue21enLRY6gwbhFVL0UQf/rYQZCoQLpEq2cANQMAa38dWGC8ceSlqsGhKxGDE6MsR5pnj8uHQK9bjpQKYBN5tsLRTILQyX4jlHn0XF+5/ybY7K3wq+psrdikkaojmiNDROQiJVjpObQmbQM0Pe2o6zvWccOyJo+VCcTpEIc2DJ4S9/oWltkaKL5B0vBbfpd8MR9Uep+zBoObSq35GiRpBiEIzBzyq5qiasjRQVPJHhrQypmjfs+F73wyKC/eBrPIFFTQ8DVVVx2EJEtEPmnk19gtNSAfAHO3n8G/99/CpCRrhe+rjwiTS5I1hlPFJKXajIuCF8zg4hVIg8JoIeVcj9IFJFvNAoLdkZ3iHJHGxghupcQfjEYqgTGMJT6NQI0Zr+luCxHskGFPQhUfGVjWFtzLn7vBN3w/29l71daPQm9pQBPdKyvr2FxlsfAK+H2P882tNdOWGpV1z84K1mmbeSld5qdtqbaBFCKun5BSxIvCzvCKzIBFGF89oyub9+CKbYYT3Qc41DIfnVe1BcHmp/8fee7sqhEWGGrOyM2wP/9XtJX/Rs5O00DogbmXU0sIJaVgh1bBNaqFI6QhsRjYHXfDu4w70ssG4jjHJk8r8xNxMVN/f4d1xDQ+Oo2bx58wlv721tHoyITH/HyaflqKHRHVj+dT+q24PrrvDCRIfKcXNCQWR7b1Zg4l3we0lf+C/cZYdQ6k6jV6I5oo4EV4QajCcxByrr2/ZDcdg6T0jOrWQMLQvQA7MkBiP2EYFIKNHcu3KdjyX+jVuDlnX5mWFtvBsKAGiRPZT6W6lrbqJBdVMkt7JDbmKdv54CpRkIVFEbKcZzMdnkqnbiMGFGIhET/Zps6BFZpqtloaGawe0OprmTcSgG0EFLb50dg4gPOiVCidSTkT3RNKLZSLQtMGNjiAmOwjGdPuC49+tIUXUG5BZ3mKg2gD1EvyiSOHhotFOkMsH6mND0k/B+mAcEa9GFzjRFQpeTHrYuVKvEODw8dNu7aVfQsuiIkJpXE5ixdqt+yvztVNXW04SHcjrYobawmUY20ISXwGzbIEM808R0cqVo0kQrFkFPlGBgqD2ZRNHMFl8DH3XsIn70ZZzf73z6xAWEe/dMYGhoaJx4HMjecy/bEN7eK9Ou+nhd2ck7SiHuzkz/S6MH8IfEiT1i7ylIyBWdWpeGI0upC62ap/rCI2ak7GB7KlLEmG7QzQc91qHQXRFQ3u8fD95vUiAVx6f4qfe0U+tpo3rHdur8HdT4ndTLLkSjHrOoJ0FvJc8YS4YxCqvsJ0Yyou+sG6+PC3nmnGD2nmg62bUYAuyx9wSTEUdc4DdtywuOLpJiw3UodUN/gaIqzCuYx9Mrn6ZscSClM9WeysJrFx7jXu8fVWdAlRWMqRa81cG20qEI0EfS5QytkudpCt9RaOW6SD/3UI0oQRfBlowQ2RVGyC1ZFxtu34XZl/oIUVxeP4qq0qS4qfN30Cj5A+Pc106t34lPVTC3VuDQm8kxx5FtjiUmOwqHzoRlX5X3fXWFFS01T+MEov6ae1ANxuMeqg2E1+w8RWn3uylsr6fC1USlu4XtrdWsLd/OZm89zUq4NlSaaGWwFMsVUh5jpSRGivEYBQm5PVwM2dspkDzVn8xUfzK+0IpbPXHdD5UIob+nCqqqBnQDuumct27desCXmWPOKXTt9odPlSn1tFDibabK106xp5m1TaVs9NVTIYfPHEahZwAObnEMZ5wplXGmNGIlE3Jb+KSLKAWclIMN8Qw2xGMdf/cxPx8NDY3eh6wq/FveyuPKRprxMlpIYKA5HllVMKbNoDDvMs3e6wX4ZB9lrWVsr9/O2uKFbHfWUulpocrTRqviod3voS20VFgnOkRUVOQIJbZMgsRtjtO4O3Y0FgK2xAZfHR917OJK/3UYIta97wWcwvbekZ7zd8XfccsXt7C1bivZjmzGpo9FQEDukNm6ZevBd3Cs6DyPUCfUqYiiqtT4nez2NbPJV89mdx3lvlaqfO00yW6cspdWxRNxLIsI6AQRb21k7925cQN4LOcscs2xAFS6mnmvbDXpsTYGxx5d4SLNEaVx3FANe0RXesAZ0VsdIMeIho4GttdvZ0v1GrZ31LHJWc0WZw1V3mCtJ5OoZ6g+nkts/cjRR5OpjyLGCTGCkUzJTpQQ8IKrngjJ1odLb74GkcSvTxG6Zsi66Zx71AkFp9S1c8ledrTVsq29gAJvI1u8DWz21rPb1xxkbAhAX10ME42p9NE5yJDsxDVDDAaSMZOEGUEQMMUdmn6ehobGqc0WXwO/alnMaqWGGUIq94jDOE1MwJQe0JcpzLss0FCz944rVW1V/FD+A6sqVrGpdhNb67ZS2lKKou59LmeaHKQbHQy0JuGwRWOVDMQarCSaokgw2oipbCFespCssxItGpGirfgUmUpfG4XuRqq8bTS3tfCDq5LHmlbyRutmEkQzVbKTOsWFDpHhLdsY3ls1QU9he+9wz7nJ5+L+4vm8tPT35MXk8eZFb3LZoMu6Cjb1eAT0qXTt9qFd8bLWXcMqdxWbvXVs8zWyy9uEZ58wsFjJRJbBQbrezjBzElZVwi4ZSZQsJOgsJJqjiNdZSNJZiddZkAQR4qNp9HWwu6OBYncTLa42itxNPFe5kuGNzzDMlkyN7KK0oxEVlV8OSNAcUT2B0hIsFntqSBoHCBVnrNwY3sYSUjzD7+p8AIbOQhxPVBV/Q8BjrgvX4j4hUcreos3nYmtTBVuay9lQso3N7VVsba+h1rc36sEo6BhoSWBGdB59sJNrcJChjyJVZyNZZ4P6fZxTfvB37BG0U5AJzJLtiZZxqX4a8NCAGzt6crB1la33O4MdEP5QDcwTLCJKFyqyf7KyzzlHxwZCtS39g9PKdMNv7YmeHRmqij7RhmgKv36+5uCov9A0PAAlpHKcKTf8hiHZgsOpDaPCNVVCU+r0o27bf58Pgk/2sbNxJ1tqt7Bh51tsaipjS1MZu9vqUDsdTgICebYEBidmc6HPTJ7BQbbBQareTorehjkks0S1hUdAip3n5VJ81Pk7qLd0ECUZyNU7uhyV+n4Hr8SpoXGyEFruPrTq2KlEx44GdomtPGXYxgf6EmJUA8+6x3CRPxMBAR9udLWdVfT69ay9591eAoB1zJ1HtItQDRyl7K2wNqGVY8W4IzrUIaFUvRd8rJSAo6+kuYTFJYtZXLyYxSWLKWwK5EbqRT0DEgYwNn0s1wy9hpyYHPJj8xlQtoQo3T7p3boIlbycVcHHdnmQgAzMZBjSwAD+tiZuNPflRl0/nuhYjygIDNfFM8qQxPmmXNp6syZoJHvPHl6x9qRkn3MWO19eddHB6f6G6ffT5Gri2dXP8viqf9LmbeOucXfx4LQHseh7WeXrzneT0CJZAEqE4B6TI6SSXYSUTNkdWnArQppbyOEUd/jxjcnBdqJgDB9roVWQ9VnhQvGK00Wz380PzjKWtpXyfU0Z69oqkTtz9rJNMQw0xnFGVB7ZxoDdd9r5T5BqTw2aYPZ881BwfyLIRYhxsSQSSyLpjAV8m3eCEX5uGczDtd9T5mulX/4c+sb15dKBl+KrPnqR/1PkTUvjWBCayqOi4hZlXDoPBkXCroTc2Hty9qG3OkAOA1VV2Va/jc8LPmd5+XI2lC+jqL2u63uLqGeQLZmzEwbQz5JIP2sifcUoskwOdJ15/EpTG15VplF20Si76fA2k6EK6AWR1b5aPvMW0a64+anQlwGCoytta8/xn1I3M58KbOhwYOAm+jOFCBU2ItGbr4E2Q3bAc973dwDg8Xtw+pz4ZB+J1sRui6bqFnpTX46QWmctX+78koXFC9lQvYGtdVvxKYEHviSI9ItOYWRcDlflTaR/dCp9jbH0sSdi6UyF8G0rxKvsGecuyr2tZGNFL0isdlXxSftOnF43P7MNZqA+LmycP1aznC9ad2ET9DgkE7fEjmKaVXNAaWicirR6Wrnjqzv42jaPcrEDsypxi7cft3j7E6vuJ/1Ks/eOCfXuVr4u38j8FZ+xpGQJpS2lAMSYYpicNZlfnv5LxmeMZ0TyCIwRUuN8Vau6tT/j9Cm8H50Spn/T1puvgWbv7fecn3Zv5KPnR7K+ej0qKuf3O5+Hpj3EkKSji3o5Zpyk186t+FjWUsKXjTtY0ljIRlcNKqAXREbbM/hNxmTGRWcy2p5BrN6C0hosdmWKSou84yMkTW/n32lnAWC+8K9d6zdXH31EnOaI0jhsZEXhk/K1xBlsXDD2IxI8ZlySnwaDG68Y8NAKKgx0ORjXnsgZYhKjvVrKx5HQ7G5mUdEi5hfOZ37hfIqbiwHoG9eX0xJyub7vVAbFpDMoJp3MRh+iEGwMqBGE9f/esJp3WrYSK5mwiHpulvozTpfM/zy7EAkIkr+p7uKn9CVPiOpyOLqRuUzI5S6GYFRF/sYmPqGE04nHot1KTkq+c5UxSB/H6L8lEW2KRhREqtqqaNsnxTMjKoOZuTM5M+9MZuXN6sHenrj4ZB8rK1Yyf1dgnK+pXIOKSqI1kZEpI5mdP5vBiYMZlDCIvq71mHTBYulqR3gJ7r/Xr+Sdpi3ESmYsop5fRA9nvDmNd1u3IQoCZkHHG+3buME2mHy9Y+84V/1cGTuYe5MmYPDDo/U/8EHrdsaYU7GIp8issYaGRhe/X/h7Xl7/MmfLafzC049z/ekkqYcgsqtx1PhkHyvKVzB/w7t8Xb6BNXW7UVFJsCQwJXsKd427iylZUxiSNCTM/tPQOBy+9ZXzf65VjHSM5IEpD3BO33MYlTqqp7t1SqCqKgX+Jr6r2M03TTtZ3FyES/FhEnWMtaZzX8okJtmzGG1Nw2oPF5M/kdHeHjUOyOq61Tyy/hGqPq0iyhjFhNh0ip31rGko4sWxNzCnNos6gwuzoiPBayLKZ8Chl2iWvKyw1/Ja/E5eFAsY5o3hvz19MicAqqqyvno9n+74lC92fcGayjUoqoLdYGd6znR+N/F3nJV/FhnRGWGh4v6mikM6xl1xo/lt/FgAnm/8ka9aSimSW/Eh85RtEn6fi98qq/hcLeM2YRAKKiKBF9d8opA7Y1JTsFBBB7pIJcM6qZFcLLHWsMbcwP2qjCScSomsJw5e2cu1i6+lYlABHkFmdE0KDtHExx27uNU+nGuGXUN5azmKqjA7bzaJ1kRsBhsqKsvKlvHx9o95Zf0rSILE/LPmk2RO6ulT6vVUtFbwWcFnzCuYx+KSxbR72xEFkbHpY/nT1D9xdt+zGZ48POzlQi49NGHQuxLG8tvE8QA8X7+Or5y7KfI141MVnk6aidrh4c6mxcxz7eZ2/UiUzhQ/s6injzGuc5wrpOhslPla0R3gJafD18G3u79lwe4FjLeNZ1DMoCP7o2hoaPQY7b52NjVuYrlnObkxuczMncn66vX8a/W/+OVpv+SBhfU93cVTApfPxVe7vuKj7R8xr2AeTe4mJEFkTGI+fzztUmalD2P00Hs1x5PGEaGqKhsaN1ATXYpfULhBjUIFftOxnDwxiuXXL48YTafRvaiqyipPNZ92FDKvYze7/M0A5JvjuC55FLNi+jDFkYvZfQjl/05gNEeUxgGJ0keRacvk7AFnU9dRx9KSpbi8Lh4b/RijU89kzK9uB0B1eWi9/UkAsgd7QAVaB9De5mNNWitek9LjGlHmQZ2l0aXe9fB21f6PZVXb+HT3Kj4pWkVpWx0CAmOT+3L/aZcyI2Moo+Uo9KIEyFAyDz8gV1QH7Udxh1eyUzs8Eds0K16qZCe7nfUMJoZWvxen4kPxyogmHRleO1uUJkSTDlVVENW910sE3G1uVot1pKoW9KqIgoIckir8ZPZmnjfsxCcoxCtGrndWkm7L6I4/WfcTQTNAsp4i0R+qikEykGROYqjLiU4V2JDgZ2VLKdf3vY5rB96CSTJBKoiiyMCBwXpIt4+9HVmRWVWximVly3reCaWqSA5rxHx8Y25i8IoIJW51SSFCH6Zwg0wwBP82dP1/dgjdUtlSt4XPdnzGR9s/YnXlagByY3K5Zug1zMydybScaThMjgPuR8q86qDHEoSXAGjzual0NVPqgeEJ/Wn1uXG3OTH0z0b1eMneXcTm9moMg3KQVQVpH5kDCfAZdKzZtIyMqDQsfbIDUVMhLz+fbP+Em+fdTI2zBrPOTOLwRM0RpXHSoNTUBS2LJ7GPfVfrLm76/qau5WuHXcv6svU4DA6uTLmS2uuiAs9HjwfjX/4CQPIZCUDg/rZTbga9k2jR0OP2ni7R0a27FDOu7Nb97Yva+AkdPg9flqzlg10/MK/kR9q97cSYYji337mc1/c8pllacRitezeqeC+0qjuqL9gGVNv2putUupqZu/plEkQzqcYorks9jSG2FOTaRkq9LTh0JqKlgFaQ0hRSWVUX/pyUHNagZdUXUtDmBNMERTlFKud1puHfuvxWWjICem5vy1WMdmRR2NzKcxOeY+f2nUBkew8Ck2hN7iYsegt+xd8lXN4jqCqCJIaaJQBYEsNXqv4QSZkI190YF2zfKf7wNqHaUuYIWqK6uGDBZF1GEoqqsLKllA9rNvJhzUbKqpvRCRLTUgZye9YFzDn9/8iJyQk/mcOgsq2SK16dQqI1kTR7GtePuJ6hSUPRDepLaXs9DqOVaIMFubwqbFulOvh5F0lHqrvRHFEaB6Sfox9Pj3uawYMHd63btGlTmCaMYDZSY3RSY+7AqVMwqRI6BIyqxJmkIQkiFaeIZkCds44Yc8wBb87FzcW8veltlpQuYUnxIjr8HoySnlmZw/nD6Zdxbs7pJFocXe3l8spu6dseLZg13hpubvyWRMnMNP0omlQPi/17j5EgmGjYI1QeYT+vCDtpwMMjaiBsV4gQFaVD5Ce+bK735TNAiaautzqhQNMMAP4+7u9EL/8jAGm3XxTQJGsNFhxVFIV2bzvrq9dj0pmw6q0YJAM6UceIlBGMyxh3ylRRqfO0EaO3oBP3H+Xn9rt5bf1rLC1dyrdF31LdHnAen556Oo9Mf4Tz+5/PgPgB3a6xtWecr2zYzfUrXybJFMUZ/c+h0dvBwrodXe0SjXbqG3d1bUPIOH6++HvqvO08OfgiIHJlxThLHH3j+vL6ha8zJWtKlxGroaFxYtE3ui8vTXqJ6SOn8/KPL/PI0keQVZmHRj1EtCF6b0PjXud8m+Llv64dvNyxlR1yEwDDDAn8V7gj0OAkt/cioagK3xV/h4DAhMwJGCTDftsuLVnKM98/xhfFa+nwe4g3RXHF4Cu4dOClTM2eil4KvBSHipUfLnEGKw8NOh9nazPLmot4oWIlf+tzDgtaC3mgYhFuxc8EewbPZp0TpgnZJLsp9DcTJ5pJlqyYD8Xx0JttKM3e45lxz5D76VvslNq4x7CRF8p+4Iy0M5iQPKGr6b4VkBVVYV7BPP695t/M3zW/q0jKt3O+JdEcMsF3POnBa6eg8r1Qg4DAJNWK4QAZHxW+Np7e/gMf1WyiwtOCQZCYGdeXB0+/nHMzRnY5maWjdEIBxJnjeGT6I3T4OlhaupTn1zzPU7Of4uuy9fx+9du4/T4mpvTn37nnhY91n4tdrnri9FZSDHaOR1yc5ojSOGxCX0YKWgp4bttzfDt5AYoQ7rYwKCJnCRk8zG+PVxd7hOfXPM/vF/2eoUlDuXjAxfzy9F/ut+2uxl3ct/A+BsQP4PqBM5mRMZTpaUOwGQK6C0fyYupXFdZ1VLHT28hVMZGFBffsd5opg4LU69jgrePlpo1kiDb8+8yvRQsGvGrkcNClchWLhCqeVsZgPsAt5F7v4IgOKo0Tg9DfYKu3lRd3vMiH8z6kxdMS3h6B9Kh03p36Lna9Pez7k4UXipfxwI7PGRKdxoVpI/hF3pT9ttWJOu76+i5sBhvTcqZxRu4ZzMqbRXpU+lH1obCxkO+Kv+OC/hcQZwkv1bTn2s1MHkjp+X/jx6ZSXtixkCxzDP59yr04dGa8kUrLAN817mJB3XaeH34F5gO8SE3MnMji6xb3LsF6DQ2Nw8aiszA6cTTZjmwenPYg5/Q9h/dXvc95WeeFtZVReSNuF8/XFdCguhmlT+Qp6yQcBiu2U1hLrs3TxvWfXk9RUxFJtiTWVq3l7vF377d9YVMhSyu3cs2AaVyaP4FJqQPRx1/U7f0ySnomxOWh6FpJMdi5c+dnfNmwnf81bOTfWecw1JLEb8q+5oOmrVwgpAa9oG701vFI80pcig+DIHGPYzSzovK6vY8ax4+R8SNJUObRR4li1oRZvFi+gil974nY9tvd33L3N3ezvno9qfZU/jD5DwxOHIzT5yRaiI64zclOGz5+La6gRHCSoJrY4nJym2X4ftvrBJFXKlYxI64vjySdzdkJA4nSmRDTDrHY02Fg1BmZkBlwKKbYU/j1V7/m84LPeXfnEl6Y/HOGxWVx5w+v8X7Vei5JGR401je0V/Jwybd0dI71e+PHHfOxrjmiNI6aTY2bWFG7giuLBjCiKZGoHDduQcaPikvwUx3jI4mTQ9hyz4AN9SIXNxfz4fYP2X7Ldlo8Lfzs05/RJ7YPZ+SdEXE/kzInUfebOuIt8SgNHx9xf+p9HXzZvJMvmgtY1LqbZtmDSdDxE8cgpEPQD0iVbBgECZcqYxX0lChtZGFlt9rKsM5axDpB7BIyLlHa+KNvLTNIpg43PwqNjFBjSYxwfTUn1MlFvbueD4s/5Mw+ZzJ3yFyArsp5XtlLeWs5pS2l2HS2Hu7p0RM0zvdZX9zRwMfVG9g86wFafC5uXvdf+tgSmT048n50oo6CXxWQYks5KkeNx+9hUfEiPt3xKfML57O7aTcAmdGZ+73H7Eu6OQajqMOl+LDpjBR3NJAl2dnVUceIzuoqOlECOeCkKnI1ct/OL5idPIgaTxtrmks5zZFJkjGySKbmhNLQOPkYnTYaS5/wcu2qqvK79DV8HFPKNH0699tOZ7QhkLMomgJO66Lj2tNgnt/2PMNcZcyNH3rMjuHyuTDrzWE24Ve7vsIre1lz0xrWV6/n6ZVP8/7W97lk4CUR93PlkCuZmx6FdIDI2qNlT9/mVW3kka2fE6u3cEPqaErdzYiCwEhrCgAZhmiWtpVwgSkVBRUJAVlVGGyI59PkCzAKOj5oL+DZ1vWaI+okItFo5768M9hhCi8q9e7md7nigyvIicnh9Qte54ohVwRle/RkBPyaujXML5/Pk+r+J8qOFhd+jEioqAgIXZ8LhSq8KHwrz2YTTbzo383H7kIuMEUeF0k6K1VT/4RJOrZO+j1j/bMdn/Hw0oeJM8dx48gbKW0pRRQERiXkApBpi2dJ1S4uSRkeNNaH2FL4fOj1GEUd79du5F/lqzRHlEbP0uxp5vOyz1m0YhHpUek8e/azYW0uzrmY2emz8X/+DADZKcG6RJa4gCFzaFLavY82TxuPL3+cBbsXMDRpKH+e/uewKARVValpryHOEkecJY5rhl3DvIJ5TMicgEUfbsgZdcYjEgNUVZXNrZXMr9nCvNJ1/NBWhoJKqt7OeVH9mGnPYZI184BOqBrZiVP1o0dktbeaIqWVx0zjWOK3cbd7OUmYqVPdPGUYB8BGuYGnfBt52TCVH9UGdqutJGFirdhAKhZyVFtER5TGiYNP8bGkagmfJy6nVnLzbO0Qxib2CWqTG5XL/NnzGTNizAH31eOpeUdIm+zhqbqVfFdSwRBbCg/mzybOEKKDAdR42ogz2ogz2pibOZbPqzYx2dcRcZwDpNpTj6g/lW2VfFP4DZ8VfMbXhV/T5m3DorcwI2cGd469kxm5M+gb13e/21e7WnD6PehFiZUNu9ntrOfvQy9hUV0Bv9rwHsl6G7Xedv41KPCCtL61gscLv+XNoXNZ21pGYUc9G1oqWNVUTLo5hlxL/H4dURoaGqcOn5R8wscxpdxS05+/DJva090Jwq/4WVm3kn/WrebL5gJe8/4Wm6F7JkcKGwu5Z8E9bK7dzLl9z+XXY39NelR60MSk1WDtEhHvG9eXCRkTWFa6bL+OKINkQD2GTijYO1Ew0pHJHZmTeK9mA30s8WxqryJBt/cZV+d3ogtJL5IEkTjJ3BVJKwgCaTo71X4nybrg56PGyUVZexk3LrqR8Rnj+frqr/dr4/QU6xvX887ud1gnRvOcNJr+cvdEZxXRxoPSBrYJzZyppHEjfUnF0uWEArAgIXb+Pw87Y/XJrPBV79cRBRxzJxTsHeujUkdx97i7eWfLO/SN68vGmo0kmvb+fWpdrejF4PdESRCJ01vwd2bDCIJAuiGKal87yfpjN8GsOaI0DsiymmU8uuFRhiYNZV7BPJaXLecvo/7CqPjgkp5WvZXwZJ3eg6qq7HQ3sN3TwFkxffdbAaqspYylpUtZUb6CcenjuGLIFWyp28KGmg08deZTfFf8HXfMv4MXzn0hyJHU6GpkcOJgipqKyInJIT82nx/KfmBnw06GJQ+LeKxDpaytjvnFy1lQu41FdTuo8waEJIdZkvlt6kTOdfRjpDUF1eM7yJ4C7Pa3cnfzEqyCnijRwM8Ng8gS7VyuD9xofYrMEDGWVDFgZAwUY/infiIAF0jZXGDORm4LF0bXOHFp97Vz98q7iTHo0CMw5fOHeOS0yzkrM3hG2arv/YZnk6eJz9sLGUUsiVJkw6nc18qyjnJWeaoZY0njspiBbHPXs8ldy9/6n8fixkLuLviU5wZeinGfLPkmr5NB9hSKnPXkWOPJsyWwonF3t4zzNk8b3xV/x9eFX7OgaAHb67cDkGJL4SeDf8J5/c5jRs4MzPpDc/oWttfy67VvYdWZiDaY+VXuFLItcVyVcToKKj6vl2H2VNI6jZPBtmReGHQZAJckDeOSpGERhdo1NDROXYrbinlk/SOMaU/g1tpwIeOeRifqeGHSC8xbdRd/KP+W7EUP8MSZTxz2fgoaCvh297dsrNnI7PzZnN//fFaUryDBksCSny7htfWvcdfXd/HuJe8GRYTqRB3Rxmia3c04TA4yozNZVbGK4uZish3Z3Ximh0+q2cHFiUNp9rlZ3VrGqpZSLo7q1/V9qbeF0da0sO38qoJOEPGofuY5C8nRR2tOqJMcn+LjnlX3IIkSb138Vq9zQgH8rN/PGOQYxO+X/ZqfR69kQeNMdBxeMapCsY3v9bVslZqZ5ktmti+NNUIDcaqRz+SZvCMW8YD+R17wTQjK8tAhEoWeFrxEYyBdtLFWraVEbiVL6vkJu1R7KpcOupRmdzOrKlaxonwFl6bvdZKVtNcx2hReecOvyugECY/i59P6reTobMfUCQWaI+qIEEymnu7CcWNG2gzej3qfiydezIbqDVz14VWI+xnoZlPAi1qzS0dSvj9im57imsXXsL5hPQC/1E/nmdOvDmvj8XuY+9Fc0uxpTMiYwIs/vkicJY6Ptn3Ehf0vZEz6GMakj2HCyxNYWLSQs/qc1VUxwqw3E2OKYfOGp8lMG4qjpRK7q5Td6/7FwKTgvB3frrLgA6vBulpuxc8SpZqvWnexqLWYAk8DAEmShRmmDKbaM5hqziCNzgdDK/hbGxHN4S+Ncqsr+FB+mTHEsdR+Ydc6xe1D9cvogavFfFRZARkUOXA9RcDkB4W911TxhdZrIUzV3NIvPMz3REKynzov4THGGP477b/M2rCAdtXHnclO2swnXuj9f7b/h39s+QcAg4zxLMy5Cru09zrqctPxyD5uWPEhqWYH47P68Vr5OhJjcvnYWcqF/Scy4axnmABMeHkCS5OGBY1ze91W4txudsaOpE+fOSTVbSPGJ1LaUnrYjihVVVlXtY55BfP4Zvc3rKxYiV/xY9FbmJw1mRtG3MCMnBkMTx5+2KlvUr8bmNwPfpz4aNh3OuDmkeHb6AHDrlfD1gvWYANUTLnssPqioXFCYzh19Y4i8UHRBxgkA083nI7ZKtC4vI7Y8Qk93a0gJEHinrGXUrjGzTMrn+bGjHT6OvZGpoqplwe1D5VHKGmt5Yp5jzAqNpvT4nJ4fOFviGlbx/tbvuD2QWcR37iAuzLT6Lfyb2xa+2cGRqchKwo6mxVHeyF6Txkbtz7NxOT+OEw52Aw2GjoayHZko1S+G6HDwVFI8ubnwpoodY3BbZrbuv7vUnx8117CkLhMMo2OrvVCZ4XoDtmLQZTQCRJyYyuVjTUYBAmdT0Hf6sHvD+y70dlGvmBEiNWjqjKCIKGoKmKrizbVxy1ti0kTrfxCGoC/Nnjq2TLztPDzOoGQbMcuvau3YkwNOBP1Y+4MrNgnmn1d/Tq2Nm/lnUveITM6sye6d0iMSxrHMxmz+UnpR7xhK+IG795Ifl1UuItjX1uqjHZuEVYxnFhGksDzpp0kYuMLQxW3mIeSZkjkLhIZ3vg2xckK/XWxgerCgkhqrA1LXQvF8TYm2DNJNDmJrujAmZ6G2RH4e0mZwQWahNjzj+pcFVVhbeVaPLKHiZkTI7bp8HV0FRACqGqvwiAZ0Et6LHETu+y3JvU/9LMngSigKCCJAoqqoEPE6fdwc8GHpBmjuTV+bMSqmd2J5ojSOCAmyUQ/R2DGZFjyMDb8fAPbtm4La7dHQ0j/198gmIw07fNdU1jr48+5mefy87E/Z2PNRp5d8yyjYnO4Ni94IBt1RhZft7hreW3VWspby2n1tlLfUd+1fkzaGD4r+Iyz+pzVdd4pthRS7aksq/6eOWlDidab2dVWw3VJEd74IlDn7+BrZxFftBfyjbMYp+rDIuqZZMvkp/HDma4mM1AfG3QTVf2RRYZ7GyWn34CqM5x45XxPFTrPeZBjIDphIQ7ByHuXvIKKytYtWyNusnXr1qCKKr2F0+JP47aBv6K/XM6vdnzMzZVf8lbGBUFtjJKebyf8GgDBYmZdUwnlHU20+lw0ePaWrT7QOP++9Hvm9JlDtCmanY07uWHEDYfUP7ffzeLixXy641M+K/iMstYyBAROSz2N34z/DTNzZzIhY8IRpe0eC0KdUAeit/4mNDQ0uglV5c4hd3JZzqUkb3+Zttt+B0YjbQff8jgTuF8/NPh83q9Yx90r/8unZx56sZysqERWnfXHruX/lazGLfto9LRT627tWj8sJpNPy35kYHQaSmexl1x7EimWGD4vXcfE5P5Y9VbWV6/nkRmPdM+pddIme5jftpuPW3Ywv60Qp+LjEXUWd6aFv6C2yh5u2vYRXtVPomqkUXZzf8IEhpmTeL9uE6MNyfzgrSJTZ2eIPiA7oe9M0RMFgXrFw93t39NfiuGX5iFEiQZUIk82FzAWBR2Ba6DZe72OQzznMYlj+HTWp8wZOKd3P9tVlXPtfZjoS+Rvpi1c5MskRj00+ykDGwuFOV3LH6uluJFpVD3UqXsn8Yfq4vncXUx/W2ynnhLkmGJI1tv4srmACfZMrJKRDS3lPDzg3G49PVmR+b70ez7Y9gEfbvuQirYKJmdNDnpX3ZdWTyvXf3I9XtlLki2JRlcjD0x5gBHJI3hvy3uMyxjH96Xfk+3IZminPqhe3DPWRRp9Lm7f9RkDLIn8Km08tv0kv3Tnb0JzRGkcFvsTVBQEAa8g49fJ9L4ATrgs9zIGDx6MrMhEuUo5K23/Ipa7Gnfx6PePsrl2M7ePvR2TzsRLP77UVfnkrPyzuGdBoLrEHsdQjDmGOX3mcP7KJ7hrwJmUOBto8bnINMeE7V9VVYp8LSztKAukB7kq2ekLuOtSdDZ+EjWAc+MHMNWejbHTqy039j5T71BRdZ0zTb3VCQVaOd99Pwn8rvcnNq+qKs3uZqIMPR9+HMrI+JGMjB9J38Z5CG0u+hhi99t2l7OOxzcvYktLBbf1nYlJ0vPK7u+7ansecJy/cz53j7+bkuYSWtwt+50xbHQ1srRkKYtLFrO8bDnrqtbhU3xY9BZm5c3iwWkPcnafs0mw9q6IgiOh1xqqGhoa3YMQeCpk2Dvvd8be4TAPJ3C/TjJFcf+IC7l31Vv8e+vXXNd3KmbdoUe+rGss5s+bPqPd72ZgTBpnpA7hs9J1XJw9GoCz04bxVtEK7h18TpcuZ6zJxkXZo7li4dOMiMthSetihiQOwaQ7+kyKJp+LeQ3b+Kh+CwuaduJRZRJ1Vq5wDOa86L5MSeoXcbtkg53n+lxAhbeV0oYqMvRRjDIHBMq/qS/g2sb52EUD/3ZMJ1Wy4VL8/LnxB+6NHYOIwHkt80gTrVxl6kuUeOC/34fF87gg+wJ6rRMKNHtv388DkGkLjPNe/WwXBARB4CHXcGbYv+E+84/80TWMJPXQdWs3qA38jc048dGPaKbr0/nCU8L5xoCw95mmLN5z7eQuRiJ1ZgTF6sxcGDuAubs+YLglhaW1NQyOSu0WHSif7GNh0UI+3PYhH+/4mFpnLSadiTPzzuSRAY8wp8+c/W6bbEvmxfNepLy1nLKWMrIcWZyWGohW/Lrway7732VEGaN45fxXSCv6HJfs5cGCr7i/z5mIgsDsTS+Rbozm6qSRROlMKF53xON8UfoFk5MnY9Ed/Ru/5ojSOGpqXbW8Xfg27439lJ8X5XJ1n/C0t96CJEo8PPziA7aRFZkYUwxzh87lwcUP8tPhP6WoaW8NmCxHVle+tE7U4Vf8qKrKsORh3D/4XM797mmafR08OPRCTJ1ljP2KzPeNu/msZhOfl29gt68ZgHjJzBhzKnOjBzHDms1wYyKCICBaT530T40TA4/sYV7pPC5fcjl27Lw4+cWe7tIBuTbmwBWTZFUhxmDhyqyx/HnLZ1ybM4Fi597IxwON8z9M/gNnv3U2Ta4mHp7+cNBLxvb67Xy07SPm7ZzHD2U/oKJilIyMThvNnePuZHLWZKbnTO+WFxMNDQ0Njf1z2+CzeKdwObcue5nfrXqbM9KHMCJ7J/3j+5Mbk8vIlP1HrfsVheGxmTj0Fu5b8y6Tk/vzfvHKru+zrPGYdQEbTxREVtcVMjwui6FxWbw0+Rf8Y8uX5KRM4dbRtx5x/1t8Lj6r3Mg7hcv5tnkXflUh3RDNz+JGcEF0P8Za0rqcYKK4/1e6VGMUqcYoRvqCJ5D+Ej0hrK0kCEwwp2ETDRR6m0kQAi/117YuwKX6+YP1dM4S0sO2q3K1kG4NX6+hcawZoDj4hacv/zLt4BN9GWP98YwU4hmgRhOPiWmkdImLh+JHZSgxRJHEQ6xnspjBx57dXd9nSXbMQmBsiYLAWl8tpylxDLEk8Z/c8/hX9Spy4lL4Zc6UI+6/T/axpGQJ72x+hw+2fUCTuwmr3srZfc/m4gEXM6fPnEMuupBqTyXVnsrotNFB60O18nxFAYHyibG52HRGdjnrSOzUg7pq2zt0KF4eSJnCOY7IDu7ucEJBL3ZECYIwFVgU4asWVVUd+7SLAR4HLgDMwA/AHaqqbjrmndQAYG39Wl7e8TJTm1OZkBT+UDvR6Bffj8dnPQ4EBIR3NOwgMzqTV358hZ+O+CkLdi/gnL7n4JW9GCQDN352IzeNvIlxGeO4Pm8SV2WPxSjpUVSFb3f/yP8qf+Szmk3UedsxijqmmjO4JXYkUyyZ9DfE9eZ5Iw2NLpx+J4+sf4SBiQO5IvuKnu7OUdPPlsRfh18KQLvfzY62ajIssYc0zm8YeQNzh87tSqHbXr+dNze+yUfbP2JL3RYARqWM4g+T/8DM3JmMThvda9LtNDQ0NE4VjJKeVRc8wndVW3hr1zKWVm/jw6I/AHBB/wv46PKP9rvt6PhcRscHoiIe3jqPZo+TRHM0L+xYyA19pzKvYj0XZgQK9yiqwlu7vifWaCUvKpmxSX0Ym9QnTI/qUGjyOnm9ZAWfVm5geUMhflUh0+jgtrQJXBQ/iNPs6Sgt7Qff0RFiECTOsgbOO8/g4ENHcASGX1Uggk5oijma08wntlaUxonLH9zDuNybw0eGEhboqvgPO/CKCjpVoEr9yX63GyXEM4qApu3j6kaaVQ8JoplXXdu4xtSfL90lnGvKAUBRVd5z7STRm0qeKZYxtnTG5KcjpRx+VLtf8fPJ9k94Z8s7fFP4DS2eFmwGG+f3O59LB17KrLxZh1yc5kgxiDrO7tQxzrcm8NmQ64K+9zo7Im43O312t/Wh1zqi9uE2YPU+y12JyUIgX+JTIAf4FQE5ot8BiwRBGK6qavnx7Oipysy0mcw7cx5J97+GISq3p7vTrZS2lDI8eTiPnfEYL617iSd+eAIVlefPeR6DFAhRfuX8V4BAypKiKqxvKuODsjW8X7Ka0o5G7DojZyUO4sLkYcxOHIChuDb4IKdSfrrGCUusMZYPZn7A2WPPZsuWLT3dnW6l1NnIsJgM/jLsEl4rX3HQcS4IAtXt1Xyw7QPe2/IeKytWIgkSEzMn8szsZ7hwwIWkR2kzwxoaGicOsiqzomYFjxY8So4jh4emP9TTXeoWJFFkRtoQZqQNAaAj/mwKGwsPKyp1W3MlZ2eO4MnRc3l6y1c8vnEeWdY4fpYfiIIQBZGnxl17xH30KzJLq7bxzq7veatgKR2ylyHRadzV9wzOThnK6XIU4n6qPR9vdIKISi9O19I4KLtad/Ef3xp2K6287WnDbrT3dJe6hb5KFPe4h3APQ1CjRIrVdtrw7ldqIpQCWjhLjOdR23iedW3kqcb1ZOnsXGcZAAQiov4aNQGDaf+yDwdjW9023t/6Pi+se4Gy1jJSbClcMvAS5vSZw+z82b2qQuH+Ksx36zGO+RGOnm2qqq7Yz3fnAROB6aqqLgIQBOEHoAj4LQEnlsYxRi/qybBlsB9Ns17D6orV3Pn1nTw3dA79o1MitvH4Pexo2BEo21u7kbKWMm4+7WZGpowkxZaC0+ekf3x/YO8LqazIfLXrKz7Y9gFfbv+QancLelFiZvJAHul/LuclDQnKG/Ydl7PV0Oh+su3Zh13B7Xjj9Dk5b8MrXGLO5yrH4IhtPLKPHc5aFpUVsam5nHJXEzfmTWZkbBYZg38ecZwDbKzZyFub3uKLnV+wqTYQdDsieQSPzXyMq4ddTbIt+ficpIaGhkY345W93LXyLryKF5/i44y8M4jlyF+4eis2g+2gVU7dso8tzRV8XbWZdY3FdCg+TovPoV90Ko+cdjkWnRHTUdaLUVSFZdU7eHv3cj7YvYJ6dxtmnYGfZJzGLXnTGObYO5kRWjVPQ+NoeGbzMyz1b8GPysNLHuavZ/y1p7vU7egR6cOBtUzdqsx2mllIFRtowIXMSF0CfXQOHrCOwWLTdaXfHg2FLVW8s/lh3t78NlvrAkWApudM5x9n/YNz+p6zX/3lU4ETwRF1IM4DKvc4oQBUVW0RBOEz4Hw0R5RGJ/Xueua+O5eKtgruldv5eOqvI7YzSAY21mxkQ80GZubOZHrOdFLtqaiqSkb03lKciqrwY9WPfLz9Y17d8CrlreU4TA5mJfZlTtpQzkkbjsNgQWk9duHTh0uz4mGDr5aN/nqqVRfNqgePKiPIKgKgoCIgkKZayBJsZGEjXbCSge2Ev1FonBooqsL9a+7n28YCVkmlzLHnEyOFz3obRB2bWivZ2FzGjKSBTEvqT6rZETbOAcpay5hXMI83Nr7BivIV6EQdkzIn8fgZj3Nh/wvJi807Xqd3SHhlL5trN7Ouah27m3bT5Gqi3Re4D4mC2BW5GW+JJy8mj5yYHLKis8h2ZPfKQhMaGhrHB7POzEuTX2LWabMY/vxwfvXlr3ht/GtdpcBPJYyijq0tFZQ5G7g6ZzwzsoZj05tQVZU4UyB6RJWPbPq1wtnI6wWLeWnHIoraarHojJyTNYpL8sYxO2M45ubeYzdqnJzcPfRunm9K5I++tTy14imuH3F9T3epRzAisp0WKnByOblMJpkYXcAWjBOPTsezw+fhw8IfeGHL1yytDDifJmVO4h9n/YML+19IWmfVulOdE+Hp8qYgCPFAMzAfuFdV1dLO7wYBmyNsswW4RhAEm6qq2h39KHmt4DVe+/I1ZufP5vULX+/p7hwRGxo20O5t59ph1/LahtdYWlvApMS+Ye0EQWDu0LnMHTo3bL2qqqypXMNbm97iva3vUdlWiYDAGXln8PTspzm377mIu984Xqe0X9yKn23eBjZ769nSVs1WuZHt/kYqFGdXGxMSDsGISZACL6aoSIj4UahWO/CzN13QiMggYhhGHMOJZTAxxKEnGgPWE+IWonEobGjYwHmN76Cist79GNGm6J7u0mFT66plc9NmfpY6mpcqV/Fk/UoeSgoXkBQEgavST2du38lh6wHKWsp4Z/M7vL35bX6s/hGA/vH9eXLWk1wz7BriLHHH/mQOgqIqFDYWsrFmI5trN7O5bjNbarews3EnfiWQwS4JEjHmGOwGe9c2e9I7ap21OH3OoH32tSczKi6bkbHZjIjNIjs+nRijlSiDudekhWhoaBw7BsUMIsYcwxOznuDNTW/i9DuJNpx4z4KjRRAErs6dwNW5Ad1TQW/oWn+4OL1OVpSvYHHJYr7Y+iZr6wNCyNNSBvHHUZdyQd4YbPtowShory0ax5ZMWyYJgpkH9KPYHR9Pq6cVM8dWj6g3IggCPyGXn5Abtv5wkVWFjS0VfN9QyNe12/iuYRdu2Ut+dAqPjLuauWP+HDbRqdG7HVEtwBPAYqAVGAHcB/wgCMIIVVVrgVigOMK2e2JYY0C7ox8tSZYk+sb15Y2Nb3Dr6FuxnIDz5jPSZnDtlGsxSAa+KfiE3/34Hktn3X/Qm41P9rFg9wI+2fEJn+/8nPLWcgySgTl95nBBvwuY02dOUOn1/UVq70nv8SkyVb52UvQ2FFVFPMo0J5fqZ7O3nh99daxrqWedp4Yd3kaUTkeSCYl+uhgmGdIYIMUwRIxlmBRHvLiP0eMOThb0ef2U46RMdVJKOzvUZtYrDbxPEa9QEGjUufkgxcFV/lwukbMxhORgF/tb+dFXy4ijOkON40WiOZH+Ogdfekt58ocn+dO0P/V0lw6bZEsyH878kFFti3E62/lXw1pujh1Juv7A+geqqrKxuZyPytfx5ZJ/s65qHQCj00bz15l/5dy+59I/vv9B7xdd41z2UddRR6o9Ncj5c6QoqkJBQwFrK9eyunI1qytXs756PR2+gJCkgEBebB6DEwdz0YCLGJY0jJEpI8mJydnvsVVVpdZZS1FzESXNJYH97/qYpbU7eLs4OBs+0RzNNX0mc33/6QwIyWp2ep28vuF1JpgmaM4qDY2ThEsGXsIlAy9h8+ZIc70aB6Oqo4nPStby4bcvsah4EX7FjyiIjE3M5+HTLueS3LH02SMRIZ26aTkaPUuiYOaHG34AYHOTNtYPlw7Zx6LW3XxU9RXzqjfR7HMBAeHvmwbP4oLcMUxOG4QoiAiaEyoignoCCSULgjASWAU8qqrq7wVB2AmsUVX1ipB2NwL/ATJVVS2LsJ+bgJsAUlJSRn399deH1Y9+noVBy6IjMFu0zTUSEAC18/PkwelzMmf+HK7Ov5qf9f9ZeANVBUHY+9lLEUWR5e7l3PjZjZzX7zzyYvIQEKh2VtPibkEv6TFIBiRBwq/4WVi0kAZXAzaDjZnJ/TknfQQXZI3CYbDiW781bP+eXdVBy3L73tDtSjo4k/lMEJJ4TtxbXVD1hos+6mKCQ0JVr0yL6mWj2sBGpZGNaiOb1UZ2qC3InU6nBMHMSH0Cw3QJDNbFMkgXR74trqu0L4Di9IQdS5WDj694/GFtFJcfRVUpoo2tNNPgdVEvuPlCKmeD2IRd1XNTcx+uas1lm6GF+dYK3naUYTfa+WrWV5h1hz7TMmTIkLWqqnZr6ZVBgwap77777v4bhP5+VZW8gjeDmpgvfhTg5DPMQ879rhV3Ue+u59Upr/Z6PaiIdJ5HZVsJ535zPgOtiYyxZ2LXGWmIy6Ouow5REDFKRnSiDkEQWFe1ju312xEFkXHp4zi7z9lcOuhS8mPzD/vwFa0VjH1pLFOzp/LGhYcfIblvat366vWsr17PhppARCeARW9hZMpIRiaPZFjyMIYmDWVgwsBuFbisddayrmodVW1VNLubWVK6hHkF85AVmSuHXMkfp/6Rdm873xR+w5MrnqS6vZqXJr3E6MTRB9/5PhyLsa6hsT8O+hyIQD9nsH0oJiUCsK19GCervbd/9pxr6GfvQ1VVat21pFhTGDhw4GFv79/yfNCyXFkb1kauber6f6vi4QdTK4uad7OwuZAtHTUA5JnjOD9uIFMcuYyLziLaGH6fVhpbg/uuhNuESktw9Gqo3QYgSCETAUr4+51gDNa7ibgfMfiayk53WBu5NXid4zeBYh6Hax/1Fnsv+4d/BzWx3fQscPLbe739ne3gqDR5mrGpOrK+eDboG1NeeCU7xR2cTqtPDY9uF6ODJy4Fm7Xr/35FZnVTCUskBwuKFrC8bDle2YvD5OC8fucxK3cWk7ImkRmdeTQn1WPIu14NXi6tCGtjmH7/EY2L/Y313hwRFYaqqusEQSgATu9c1QgRlRRjOj+bInyHqqr/IeCoYtCgQd3oiRNCPk8erHorn876dP8h2ntuZL38hqYoCtcNv46lpUtZVrqMBbsXoKoqKfYUHCYHPtmHR/agqAqqqnJG3hlcMfgKzsw7E135/w66/32FjUMppJVxJNCMhzrVTYKw//zjTXIDP8oNlKit7FJa2ehvoIi2ru9TMDNUimOOmMkwMZ7hYhyZttiwY3dnhIIoCOQRRR5RyHLAWXWHfxAbhUb+pt/CEzFbeSIm4JyTVIHrh/+MB6Y8QFNpxGHYuwj9/fby33G3EnLOfxz1R6w664nphIKu80i1Z/FE3tn8u3IF/6vbSKvsIam5kARrAqqq4pE9yIqMoipkRGfw6zG/5uIBFwdFOO6PA43zgoYCJmVOotHVSK2zlkRr4n73U9VWxZKSJexq3EVhUyEbajawqWYTPiUQpWg32BmePJzrhl3HqNRRjEoZxYCEAcdcsyXRmsjs/L3lee8YdwfV7dU8veJpnl75NG9u2uuknZQ5iQ8u+4ColgOLgmponFycvPbe/gk959577m8VvsWjGx7ljyP/yAMDH+jWfSuqwm53E6vbCljtrma5u4KNnjoUVEyijvFRWVyZOJxZMfkMsaeeuM/SkxXN3jtpzr20vYxz5p/D1JSpvE/3ay7VettZV13EmqYSljUUsqKxCKccmNAfnjyc20bfxhl5ZzA1e2pXhWWNw+OEckR1smcaBgJaULMitBkIlGr6UN3LyaIToBN1vHbBa4e93YEKpLgUH+s6qjlNCK+uoHaKgH9FBaNJoBQni6niEnJQVDWiKfeEdwMf+4vRIZAh2BgixnKVkM9wMY6hQiwJghlBF+xk6iljZ6gay+veSXzfVM0ycy1DPDGMcscx+I//AaApsj9Yo5diP0ga24nETaljuCl1TNeyYdp9R7U/l8/F2qq1TMycGPbdHufUpzs+ZULGBIqai1iwewFXDrlyv+l53+z+hms/DpT8TrYlMzhxMHeOu5MRySMYlTqK3JjcXpPulmxL5i8z/8KvxvyKV9e/SlZ0VtDM3+aWk2zmWEND44Rleup0Ht3wKH/f/Hdum3kbMeaYg2+0Hxq9TlY17WRVezkr28pY3V5Bkz+QgmMWdJxuSuGemNFMSx/EmKgMTOI+duAJ/qKvodGbybBmkBeVx6KqRSxgGjOFI3dGuRU/GzuqWdPSwMqWElY2l1DsDry/CAgMiU7j2qyxTIrvw8wpfyHeEt9dp3FKc0I5ogRBOA3oC7zXuepT4KeCIExRVXVxZ5so4FzgrZ7ppcapxuM1y3mtcSMxOhNn+1K5QJdNjhiF0pn2KiDQjAcJgYkksVioYavaDML+5xN/bxzFA8bTyBBs6AQR1XuUdYKPA6M8cYzy9LyIs4bGseAvS//Cy+tfJtYcy4X9L+TSgZeSF5vX5WQSBIEmVxOSKDE1eyr+3X421WyCIYF7QCTO7nM2629eT5+4Pt2aWncsSbWnct+ko3PoaWhonJi8tOMlUiwpzMmY09NdOSAplhTen/E+l317GQ989wDPnPXMIW3X6mllYdFCFq5/j1WNRRS211HfmRYtIDDAnMCFcQM53ZbOCK+dAYY4dJ2TBTqHZv9onBxsbdrKu7vf5f9G/h+S0Hs1zARB4L0Z73HRNxdxX/saJqvJGA6hv7KqsMJbzfKKLSxrK6XA3UC5t6UryiXVGMXY6Gx+kTGB05P7MDw6A7t+bxaLTnNCdRu91hElCMKbQBGwjkDFvBHA74AK4B+dzT4FfgD+KwjCbwik4v2OwPv9Y8e5yxqnAMtrC/igZDWyInOVnE6uMYYKXxtvZF3AEHMif9j2Bc/4NvOUcTzqPpXnGvDgwk9/HGynlf+yC5+icL8wHGOEl9R88eSIPtPQOBFZXrac97e+j1/x89PhPyUvNo/y1nLeveRdhiYN5fcLf8/jyx/nuXOeQ1XVLo9yfUc9Lp+LQYmD2FK3hZd+fAmv7OXPM/6MSReeihtniesVFfg0NDQ0DoXLci9jQcWCnu7GIdHP0Y9Lcy/l2dXPkheTh6zKSIJEZnQmGdEZpNpTibfEU9lWyba6bby75V3e2/IeLr8Lk6jn9NhsLkgbQR9bAkOVKEZaU4ne5z6+r0aUhsbJxADHAAbFDMKn+JB6uZi+XtTz22G/5ZfLfsnvWEM/NRovChltSaTrbKTqbKRINtpULzs9dSxwl/JGxzYqZScCMMSSxER7JnmmWAaZExmT0pd0k6Nr//tqRGl0P73WEQVsBq4AfgVYgGrgQ+ABVVXrAVRVVQRBOAf4G/AsYCLgmJoWSaRcQ+NoeLFgES8ULOLCrNMwiDoeKVjGtbFD2e1tYog5EZ0gcoOuPzPc83iK8UiC2JXOt5Vm1tLAZD6nXfXjRyFeMGESJHz40dE70m80NE51Xlj7As+vfZ6LB1yMQTLw4JIHuX749RQ2FTI0aSg6UccvT/8lo18YzXPnPIck7jXSNtVuYkXFCoY9N4w2Txt+xU+iNRGTzoRf8R9zbScNDQ2NY4ldb+fC7At7uhuHzK0Db2Vh9UJun3/7QdvaDDauHno1Vw65ktNaN2GU9qbYRRIr19A4WREEgctyL+vpbhwyk5InMZt0XmXn3pU1kdsKwExjJo9ET2BW9jBiQ4opiaaTR57iRKDXWsWqqv4F+MshtGsEru/8p6FxzLgmbxI/6zuta/m9rd8x0BTPRlctbbKHGJ2ZDNGGHT3fy9VMlJJxI2NCIg4jl5LN6SQwWIjlGbbgUv0ggNSLBT81NE41rh1+LTeOurFr+b0X32NQ4iDWV6+nzdNGjDmGzOhMooxRLC5ezJTsKbj9bkw6E/GWeOYOmcv4jPEMSx7GX7//Kx2+DoBeHd6uoaGhcTLiMDrYfut22jxtRJui8ck+ylrLKGspo7KtklpnLan2VPrE9eH01NOxGgLRD/4t23u45xoaGofDy0yikg7s6DEg0phposzXRpXspMrfjlXUk6vaGGqIJ1WyAaA/jIreGseGXuuI0tA4Fnxd/jXL3Mu4+bSbD3tbgxQYLm/tXsZjm+aRo7OTaYhmiCmRj1t28NO44QDMktL5Vi5nopSMicDL53iSGE8SAAowjkTcQiBean/6MRoaGkdGhbOCVwpe4YXUgRgPMwppT+WTNze+yaPLHiU/Np+s6CyGJQ/jg20f8LORPwMC+k5f7fqKKdlTutLuJmdNZnLWZCBQWWly1mRcnaK2WuUkDQ0NjeNPrDmWWPPeAtsJ1gRGpozswR5paGh0N0ZBIoe90UyJhjj6G4KlDxS393h3S+MgaPlAGqcMqqryVflX/Pzzn/Pg4gcD2i6HuT2AUdRz75DzOM2SwsPVS8kzxvBtW3FXu1TRgo1ASHc1Lm5mWdd3CiqiIDBJSOaMo6juoKGhsX9W1q7k3d3vct7m12j1uw9r265xrjNy38T7OD31dP743R/Jj8nnm93fdLVLi0rDbgwYPVVtVVz14VVd3+0RMJ+WM405fXq3qK+GhoaGhoaGhobG8UaLiNI4ZRAEgb+O/iupu1N54LsHmF84n5tH3cylAy/FrD94eOaeiIaLs0cDUNNo4MnaFeQaY2iRPfy1Zhm5fokv/WU8bZwAQAJG7mRw1z5ELfpJQ+OYc1HORehEHf+35g+MXPsMNySfzrXJo8g+hG33jPNLBl4CQKOrkceWPUZ+bD4tVS38ecmfGZAwgM8KPuM/5/wHgERrIr+f9PuufYiCNsejoaGhoaGhoaGhsT80a1njlEIv6nnl/Fd4ZvYz1DnruPbja0l/Kp3fLfgdO+p3dOm5HAqxOjPrXNWcZknlibQzqPE7ecNfwBW6fLKFQKSEhEg/tAp4GhrHm/OyzuOLoT8l3xzPH0sWkL/ycX7y/k/4vvR7mt3NhxwRGWuOZU3lGkanjeaZs56hxlnDi+te5Nph15IbkwuAJEoMSBhwLE9HQ0NDQ0NDQ0ND46RBi4jSOOUQBIFfjfkVt46+lcUli/nnqn/y2PLHeHTZowBcNugy3r3k3YjbOn1u1jWW8FHJalaVbCbPGEMfYyyxOjNPps3C46o+nqeioaFxAKY6cpnqyKXQ1cB/qlbxyq6veHdLYGxHGaOo/009+n0qI+3B6XWyrmodH277kFWVq8iPzadvXF9izbE8c9Yzx/s0NDQ0NDR6CaqqHpbm37u1G9jtauAXaeNwSEdfCt6t+inyNVPsb6VecdGmeGlVvTSpXjpUH3bRgF0wdBXCiRdN5OscDNbHE0f4805DQyMyqqoeVh7L25veprCpkFtH34rD5DiqY8uKTHlrOYVNhVS1VdHqaaXF00Kjq5EWdwsmnYloUzRGyQiA1WClT2wfBiYMJCcm56iOfTzRHFEapyyCIDA1eypTs6dS3FzMt7u/pb6j/oAl1s06AwUtVVh1Rv6efibDzEnHscfHlmK5jaX+Sq4ir6e7oqHRreSZ4/hr7lk8dPWXfF7wOZVtldR31NPiaSHeEh/W3qw3s6NhB1aDlX/N+RfDk4cf/04fI4qailhUvIjrR2iFZjU0NDQORIffS62nlcq2MmyigYGWRARB4J26jXxctR6Ah+Inkat3RNzeKXt5r3YjG9uruCB+EA6j9ZAdWU1+NwWeBrZ76tnWWs12byMF/iZK/K1Eiue1CXosgp521UuH6g/7Xo/I2dZc5kYNYpwpFYdkOoy/hIbGyU2H7KPW76SuuRGrzsggaxKCIPB22Wo+rlwPwCODLiDPlhBxe6fXyTtb3mF99XouGnARDpPjkMa62+9mZ8NOttVvY2vdVrbWbWVb/TZ2NuzEI3vC2hslI9GmaNx+N62e1oj7HJ02mhtG3MDs/NlkRGX06mI5miPqCFBdwT8MRej8IehVEARQOz9PJdQT+9yzHdncMPKGA7bxbSkA4BpSwZiKc90unBQHtemoCq7IIEfQSRZCRp0ugi2gdwUbEbooQ1gbSRecWStI4X931ScH7ychPE1Q9XdW7/PKvFGzi+90tfwr6Qxs4t5j+uuDb3aKxxm2n1D/3eZ1a8FgDGvXKwn9/aoqutTID5uTjgjnfiKO4TBUFcXpClplXPs8F+1ZsMSij+CEgoDG057qeCcbsirz4roX+Wb3N7xw7gvYDLaj2t/WrVtRFKWbeqeh0bsQoqOCl62WwH/aVUAA9nyeCoSe88l77qo7YOf/dtN7rGwqweEXMQoSv4kbS5LOyjf125ghpFKvunmudg03mQeTVdva9eKpqIHCNP/wbWKgaiJKTaBsxy5yTe6wl1PFE7D3PvUVM89fzG65lSK1jQZ1rwFpQiJfjGaUEMdP9LnkYCdbsJMomIkS9NgxoFf37tOvKmDUoaJSo7rYpbTwjb+Md1yFfOzcBUAfnYMJxlQmG9M405xNtNhprxmCjTl/Y7hkheoPvudv+XEtqv7EtfcMA7J6ulfHh5PY3gu9FalyuF1i6JsRtCxl7C0add+KV1lZt4vY6PxAsZr+F5JsS+bbJZs5a9QvqXPW8XxbHbcOmEsu7DPWA8Vp/rX6XwxLGkaMKYaa9hoGJgyM2NWtdVt5ZuUz7GzcSWFjIWWtZShqoK8CArkxuQxMGMhZ+WeRH5tPXkwe6VHpOEwOooxRQZrGiqogK4F3uBZPCzsbdvJD+Q+8/OPL3DwvUB0+yZrE+IzxTMsOFM/Ji91/sIGUf13Ickjft25F2bx5v9sfCZojqjvZM5hPhkF9uJzK536Cs8dgyjPEsDDjCu6rW8zDDT/wYPxEdIiIR3pNTxQnFIT/fk+l3/HJeu4ny3l0E3uMpfzYfJbfsJzffP0bHlj0AH+Z+Rd0ou6IBdY1J5TGqYkQ8nkqEHrOvfvcV9etZlHlIq61XMuU7CkHjHbfH08PvgRREPHtKuO+2u/4rqMEl+InQ2/nWjGgC/jT1gUs91WRJeR1ueZEQaBUaaNa6WC6Pg2nz0eNEnDo7M99t0luYLm/mlwxinOkTPLFaPqI0fQVHWSpVqR97tGqEiEmah/dQ50gInS2zxBsZIg2punSeMgxhWXuCtZ6a1jtqeGjjl286txKgmjmbzGTucicf0RX9YRxQsHJa/McCifhubv8Lh7+8WHOURuYSRrRQvjE/aHwzJhrEAURKXsuv/n6N3xb9C0un4vM6MyuickrPriCJSVLyI3JRUVFQEAUREqaS6hsq2RW3izave1UtVcBdLXZlzZPG+9teY9+8f2YmDmR/Nh8+sf3p398f/rF9Tuk4ll7EAURUQqM83hLPPGWeMZljOOOsXewvno9y8uWs6pyFUtLlvLR9o+4Y/4d/Gb8b/i/Kf93WMfZw7Gw9zRHlIbGKY4oCDTKLv7XtoObHcOJlyxUye0YBKmnu6ahodFNiIJIo6uRtze9zS2jbyHBmkBlWyUG6ciMNg0NDY3eTEFLAe/ufpc3dr3BqJRRvH3x2/SJ63NY+xAFkXpvOztdVdT7XUyJyuRbZ0lQmwTRzDZ/I+jzUFE7g0wEvvCVMlKXwCxDJiv8NV2vowpqxArK9xlHcr9pVJBDqYtIjqcjwChITDdnMt2cCYAsy6zy1vDbpiVc2zCft03beSJxOtl6rciOxolBaXspS6uX8qnaRAwGnmEcc4SMg28YgiiI1LvbKKlYRV1HHdNzpvN14ddBbRItiWyp3QIEIqJUAlFRn+z4hNNTT2dOnzksK13W5XzaMwG4L6PTRtPw24Zjmi4nCAIjUkYwImUEt3ALAMXNxTy4+EEeXfYo7297n2fnPMsZeWccsz4cKlrVPA2NUxxVVfGpCs82r2NG2Tt821HCmZYcXm3ZxO/qFnNRxUcUyi093U0NDY2jQFVVfLKPp1c+zYSXJ/B14dfM6TOHF9e9yN1f383Zb53NrsZdPd1NDQ0NjW7hqvyrWHruUl6/4HV2N+1m5H9G8ubGNw95+z2VVb+r38k1lZ9R6GsiSjSSrrdT6W/vapciWqnujHZSCLwEliptbFQaWOgr53HXOr72lfK0eyNfeIrRCWLEqq09oeMiCSLjjCksSrqUvzgmsNRTyWllb/DXppW0RNCn0dDobfRz9GPROYv4QphFJjauVhfzW2UVngg6afuja6xXb+Xy9y9nZ+NOooxRZERnUNFW0dUu1Z7aFe2kqAqCIFDSXMKP1T/y9e6veXjJw3y+83MeX/44n+74FJ2oCxvrgiD0yFjPdmTz8vkvs+DqBQDM+u+swLk27DzufdkXLSJKQ+MEpk31Uak6qVI7aHTJNChu2lUfbtXPBEMq00z7nxWo9TuJk8yIgkCSzsrCjCu4rXYBb6acy2/qFlHma2Vu1CDSdXZ+2rSQ/9nOJFEw92rROw2NkxGP30NlWyXlreXUOmu7hNZdPhfxlnhuGX3LfretddYSZ45DEiWSbEn8cMMP3DzvZt6/7H1u/+p2SlpKuG7YdWREZXD5+5fz+ZWfk9Qp0qmhoaFxImPRWbh68NVMzZ7KVR9exdyP5rKifAVPnPkEBsmAqqpUtVeRak8N23bPPfCS1BGc3xHPso5yPmvfiQq4VF9Xu3jBhLdL4yWAhEi6YKNa6KBZ9ZIlRiEAE/QpQfvuLegEkV/ZR3ChOZ97W5fxYOMPPNG0hivtA5ijJDFaSMAcKnCqodFLkASJMUIiX3ImD6k/8m+2s6GqhTcTzyZNZwegyt9O5n627xrr2WO4fOo/WFqylI+3f4yKSodvr0ZagjWhS0B8zzaSKJEZlUllWyXN7mZyY3IRBIEpWVOC2vUWZuTOYNMvNvHYssd4ZOkjvLflPc7KP4trh13L9JzpJFiPrz6udlfROKVYUrWEJwufpKq9ihtH3shFAy46+EY9TJ3gplxtoZh2SminlHaKaGOns5U69lFDDxFG/41NPaAj6rO2XSxwFvFq0hwMgsR8ZxHDjUl82b6b99q2sy7rOuIkMx7Fz+bWKvSIve6GqqERibL2Ml7b+Rot9WsZaknigdSpR651dpxo97ZT2FjI7qbdFDUXUdRURGFTITsadlDUVIQasU4SDE8efkBH1MfbP2Z+4XzevvhtDJKBL3Z+waiUUcwrmMdbm95i2y3biLPE4fF72Fy7GYNk0Ma5hobGSUVGdAYLr13IPd/cw5MrnmRR8SLyY/Op66hjV+Mudv1qF3aj/YD7yNJH4Vb8xOssSIgUyi3kSdEUKa2M0gde3lSgTnGRJlq5zzQSobOozJueApb4KogWjciqEqT31JtI19l5M/kcfvTU8lzLel5v28IL6kaMiMwWM7hVHMQoMXKRDw2NnsYoSDwsnMYYNZFbvT8wvuJtxpiSAfimo4R58TcwNebglcGzHdm4/C4SLAlIosSuxl3kx+ZT2FjI6NTRQCCKqtZZS3pUOn+a9qeubV9d/yoLixYSbYpGVmQksffJnJh0Jv5vyv9x06ibeH7N8zy39jm+3PUlEEgdvH3M7Vw66NIj0tU7XDRHlMYpRUFrAfNL5iMJEpf+71L+e+F/uWLIFT3WHz8K1ZKLMqmDXbo2CnSttIg+TDqJdsHHWqmRCjG4YkkSJrKxM1uXQZ4QRbpoI0WwkGiLJk40YhMNmJAO+jJ5Q8wwdnkbmV72DpPM6ZT5WxlmTOTW2m/4V+IZxEkBIbtifyu7lBZcyAfcn4ZGb6FD7uCLsi9IlQx81bqLal87/846h54yB1RVpa6jjpLmEgoaCthSt4Wy1jL0oh5FVfix+kc2127uqpwCEGWMIjcml9Fpo5k7ZC7ZjmzSotJItiUTZ44j2hSNWWc+qJFz06ibKGgoYPxL45maPZWSlhJGJI/gps9u4oVzXyDOEgdAUXMROxp20OHrINYce0z/HhoaGhrHG52o44kzn2BM+hieXvk0xc3FqKj8buLvMOoii21XuVto9rnwexr4vqOMetnFvfHjWOQs5Rd132EQRKIFAy9GzQAvbFIa+I93K8+Zp+BXFUQ14Jwao0ukv+QA6LVOqH0ZYUzk+cRZ/C1+KovLtvOtUsk7SiGfKCVME1J4kjFkCoGKq87DSIHS0DgenCtkMjgli981LqHC345HlZlrH0h/S+J+t6nqaKbZ60Sq28biksXUddTxf1P+jwW7F3Ddx9dhkAw4TA7evCiQ3ru+ej3/XP1PXrvgNfyKHwEBFZXxGeO7Kub1RifUviTbknlg6gPcP/l+1lau5duib3l9w+tc+eGV3L/wfv599r85M/9MIBCZ71f83e6c0hxRGqcUN/S9gb9f/HecXidnv3U2cz+ai9Vg5bx+5x3VflVU6vGw3dBEua6DSqmDKp2LKlzU6Nw0S15aJC8uQcYvKMid0Q1qiK/IquiIUwx4RRUDIqPkOG7y9qGvKYZMbGRh6wqPloz6oG0lvemw+/2XpGl827qbAm8jP4kawKKOUi609+Uc296anTdVf8VMXQppojWo7HCkahAaGr2BvlF9WX7ecvKL3+XPlUt4uGoJJlHHP+OP3unc7m1nd9NudjftprSllPLWcspby6loq6C+o55GVyNtnja8she/EjDQQ6OZdKKONHsasiojKzKDEwdzwaQLGJw4mNyYXHJicogxxXRbZNLfZv2NBbsXsL1+O3OHzmXB7gVcOvBSzu9/flebaz++lrPyzyI9Kj14nIeUGtfQ0NA4kbls0GVcNuiyQ2q7y1nH3Vs/IsonkiCZ+WXMSBJ1Vi6O6kd0h4IRiTwpGrOgQ8HPSCmB58yBlJx9K9fldzqhTjTsooEzxHTOENO5Xx3Ba0oBj8kbmcTn3MVgvlUrAfg39/dwTzU0gulviOWj5AuC1ukPEPW4s7Wau1e/iSP6axIsCfx6zK9JtCZy2aDLiDXHYpSM9Inr01Vt7vS003kt7TWAIOdM37i+3X8yxxidqGNM+hjGpI/h3on3Mq9gHvcuuJfZb87m1tNvxelz8vH2j/l05qc4jI7uPXa37k1Do5ez54XKarDy+ZWfM/nVydz42Y1MyJjQFRlwKCiqynKhlo+FUjYKjRQIrbQKPkje28au6Ej2mUn0m8nwWYhWDFgUHXpBQOx04QgIpAlm0mULeX47qbIZAQG9PdiLrjMfu8pW0y1ZTLdkAVDia6FJ3pvj9/v6JYiCwO/Mo4LOfV/a8WEj2CmmodGT7Os4uT91Mm2Kl6drVnBu/QjOjO9/WPsqbCzkzU1vsrR0KdvqtgUJVwIYJAPpUemk2dPoH9+fWFMsUcYoDJIBnajr6ku8JZ5sRzZ5MXn0ietz3KvVzcydyczcmQAUNRXR6Grs+u6eb+5BFET+OPWPXetCq720edoOmrqioaGhcTIxKS6flZN+g29XWdB6nSByhmF/ijMnJ3ZBz63SIM4Ts7jet5g/qT+SioVHhdN7umsaGkfN5OT+rDr3IaTsuUHrdaKO2fmze6hXxx9REDmv33nMypvF3V/fzT9X/xOTzsQdY+8gyhDV7cc7JEeUIAhjgdnAWCAVMAP1wA5gMfCxqqpN3d47DY1jiNVg5ZXzX2HUf0Zx+/zbeePCN7q+6/B18Oj3j1LVVtWlmeIqXk674qXW52Snu5EKXStWVccINZaLlSzyiSKlwUSGbCXVb8au6pHd4ccN1XvUHX4g0zHDJOj4sH0HVlGPW/WztKOcd1PPh2YZv6oEZvg62/5B+hEBWCs08FMln3NJ68mua2jslz+lTmV+yy5+ufV9fhx/N1Gdg05VVf678b98V/wdBsmAJEr4ZB9u2U2ds46y1jI2125GIFAKd3rOdPrH9yc/Np/cmFwyozNJsCSccBFDZr2Z97a8h1Vvxe13813Jd3zyk08AukKv90Q73jn/TgRBYGXFSn5x2i+YO3TugXatoaGhoXESkynY+Fg4g++pZiopGAWJyp7ulIaGRrdi0pn4x1n/4Px+5zM4cTAp9hQ2b97c7cc5oCNKEIRrgbuBQUArsBHYCbiAWGAMcDXwL0EQ3gP+pKpqUbf3UkPjGDE0aSj3T7qfPy3+E5cPupxz+p7D9vrtXPq/S9lSu4VkWzI+xYeiKhj8XsyiniSdlbG2dGbURXG2moF1n2HU4fb24NkcPbOsObwuncNzzes515bHZfb+JOusuNVmdJ3REQ2Km8eldZQLTp70j2an0MqdulVgVjnXld7DZ6ChEY5R1PFc1jlM2/Ea9xV8zj8HXky738OvPrqaNze9SbwlHgEBv+LHIBkw6owkWBLIis5i7pC5XDnkSjKi9y/8f6IxO382717yLv9c/U8u6HcBVw65kmRbclD+f31HPX9Z+hdKWkp44dwX2F6/nRs/uxGDZDjktBYNDQ0NjZMPq6DjTDR7T0PjZEYQBM7IO+OYHmO/jihBEDYAicDrwDXAelVVw8r2CIIQDZwDXAVsEQThp6qqvnuM+quh0e3cN+k+Ptj2ARe+eyE2gw2n10m0KZqv5n7FrLxZXe3cn/9f0HbO2l3Hu6vHhRGmJJ5PPrNr2a34u5xQAK95d/CNWMl5SiYSAmPUBOb7ZlHlbe+J7mpoHBJjbOn8OmsSfy9ZwrvVP+JTZNyqzINTH+S+Sff1elHJ7mZU6iheOf+VrmW3341pn/DMF9e9yOc7P+fSgZciiRITMiew8mcraXA19ER3NTQ0NDQ0NDQ0TiIOFBH1CvCcqqoRkov2oqpqC/Am8KYgCMMIUsnR0Oj9GCQDn/zkE/69+t94ZA9GycjtY28nLUpLNVNUlfvqF3OWnMo0fRqVipP/uLfwM7kPKZi5SLeQp+TRDFVjSZMtPd1dDY0D8qf8s4jTW6n1tiOrCpdN/zNTsqf0dLd6HEVVuPvru7mg/wXMzJ1JRWsF/1j1D24bfRtpUWnMeH0GL577IiNSRmA1WHu6uxoaGhoaGhoaGic4+3VEqar698PdmaqqG4ANR9MhDY2eIDcml8dnPd7T3eh1iILA/XHjiW7yAfCCZysXG/K4zRMoTbpcqKOFQDqiqFXQ0+jlmCU99+TO6FrWa04oICBO+aepf+oq2PCv1f/iisFXcM/EewBYXLyYJndTV1sNDQ0NDQ0NDQ2No0GrmqehoXFA4iQzfgKOqIFSDM1KwPFUTQciUCO4ISxpV0ND40Ri36qhgxMH0+QKOJ4q2yoRBZGqtqqe6pqGhoaGhoaGhsZJxiE7ogRBGABcAmQAoXW+VFVVr+3OjmloaPQ+Bkqx3Oz+jmVSOQ6MNAleZsqpPd0tDQ2NbmRI4hCu/uhqvi/7nlhTLI3uRub0mdPT3dLQ0NDQ0NDQ0DhJOCRHlCAI1/D/7d13fBTV/v/x12fTE0JC71V6kY6AgAUVUMCKogg2sJcrXntDRa9d1J94sWBBv3ZFwIagFLEhXqmKoICCtFACBFL3/P7YTUxPwOxuyvv5eMxj2ZkzM58Z9uxMPnvmHJiGr93DdiD/0GBVuj2EhftPo3Ng9verlEvZw096PB46dOhQ+hXz9dWfuqPgCHlpe/O+z0wv+DnwhOXdTlhkwV15IvI+/hIWH1WwTHRE3hmFfOY8MYVsPJ+wOol5NxNW8NEbl5kFwJHEsbDmeUz5/Wt6UJv6xFAjPAovjoRutfKss6eC14OIvjeEOgT5J5xjXfNzsMx0mi6eCoA3OSVvkayCj+N64vP2dRbe5arAxVhOda7XmSXjlzBlyRSOanwUDeMbUiOmBl7n1aN5UrWkphbx3gGW61XKow37NvDvF/9N//r9ueOUO0q9nnd73kEZLLLgn0uZew7mee8yvQXKuKyC8/ILi8l7L+fNyCq4nfS82wmrXvDezhObdzsWXnAAjvzXN4uKKFDG5Rv9OaJufIEyEQ3z3u9V9L97IgfcHOoQ5B84kJHCv1tFkJK+l2f31yDCwvAeTCtQLuO3zXneuwMFu8EOax6oKKUwpW0RdSfwIXCJc25P4MKp4LK/hCvwl3FV4vWWfIMgBUVYGJfRLs+8QvuHUj2QUPJ//lx4yclYKSgiLILr+lyXZ56SUCLZLN+rlEf7MvYxd/NcPtv0GY0bNebCrhce9rb2ZKUS54kgwqrWCKulovs9CSGPJ4w5m+aw+cBmMqOO4MX44wnj8OrpntQ9xEXEERFWMEkrZa+0d5X1gSlKQomIiIiISHnXuWZnFgxbQJ+6fbhk5iW8ufLNw97Wh8lr6LrmeUZteJ9P9/6Gcw6vq9IPhIiUC9Fh0bx/4vtc3+l63k/7jWv3LyTTHV5jg/d/fp92z7TjjLfO4OO1H/vruRouBEppE1GLgfaBDESkvEpOTSbTmxnqMEQkgJIzD5LpLfhIhIiIVFwJkQk82fdJ+jXpx7nvnct1n1xHamYqyanJfLz2Y0a+M5IHFj1Q4nYuqNmFxa0vZFSNDkzd+SPr2YfHjLUumd2u4GNAIhI8seGxXNz2Ym6K7c701DWcvGsmf2TtI91l8WPGdm7b+zWnb/uwxO1c3O1ill66lNGdR/PMkmf4bfdveMzDmqQ17Dq4KwhHUrWU9tG8q4H3zWwnMAfYnb+Ac0oXSsWRnpVOuKd0H/8P13zIPQvuoYuL4oLaXTip+hEBjq7imcUfhKVFc2pkC0xNtKWcyPRm4krZheGsHauZtP5zutdoxoXN+jC47iH0H1dFbNizgVeXvcqEvhOoFlkt1OGIiJRKbHgsn4/5nFvm3sKT3z3Jq8tfZU/qHgBqxdSiZ4OeJW4jzZtJYlg0pyW04/5ti0lyaax0G3nD+xvrXDIdqMGT9CHB9Di4SKjcEdeLNmGJTNj/Fb2T3iLTeUnHSwQeToltyQFvBrGeoh+7S8tMIzE6kTM7nMnEBRPZkbKDZVuX8fKyl1mTtIYj6x3JCyNeIDE6MXgHVYmVtkXUJuB/wGv4OivPyDcV7LW5CGbW2MyeNrNvzOyAmTkza15IuRpm9oKZJZlZipnNNbPOhZSLNrNHzGyLmR30b3dgaeORqsc5x9nzzubMuWfy3ur3SmxyObbLWJaMX8KZNdvz3+0/sDZtF2bGhrD97LOMIEVdvr1q6xi7by5Dk2eR4nROpHx4atVTHDv7WB478D/2l/C5PL9BD77udS1nNerGlN8X8uv+7ZgZv+36jb35RyGoomaumcnd8++m9dOt+XHLj6EOR0Sk1KLDo5k8ZDIfn/cxw9oMY9Jxk/h09KdsnrCZm/uX3Fn1R3vX0XjVZM7e8B6DqjXnL1J42fsrEzydWRJxOnGE8xuFXytK+4OIiPxzZ0e35qtaZ3FWdCuuiOvMSwkn8EudMbxWZ2ixSSjw3efUergWp715Gie1PIlNezcxdelUbh9wO79e8yvVIquxdufaQtd1elT3kJU2EfU8cC4wA3gQuDffdN8h7LMVcDa+VlWLCitgviYVM4EhwDXAmUAE8KWZNc5X/EVgPHAXMAzYAnxmZl0PISapQsyMazpeQ6Y3k5HvjOT7zd8XWz49K52aMTU5s0YHNmfsZVfmQWbv+ZV7qy9naJ15XFnjO5Kt1LnYSulNdyyT4/rzdeZW7ktZEupwRAA494hzaZfYjnsOLOHJA8uKLZvuzaRmRCxnNerOpoN72JWRwqwty5kwZwI9nuvBqHdH5fyCXlVde9S1fH3x14RZGGM+GENaph5HEZGKZWjroUw/fTq3D7ydwa0GExVecFTi/LzOcUZiOz5ueS7pLos76w/gS+9fdLfa9PLUAaAZ1ZjLX4WubxibSSl0mYiUvebh1fl/CcdyX3xfzoxpRZ2wmBLX8TovIzuO5IuxX5Celc69x93LnN/m0KthL/o07gNAi8QWfLz240LXNzP+TP6zTI+jsivto3mnAjc6554sg30udM7VAzCzccBJhZQZAfQHjnfOfekv+w2wHrgJuNY/rwtwHnCxc+4l/7wFwCp8CbIRZRCvVEKDGg3imAbHkFk7k54Ni2+SPWvNLC7/6HL6Rdaif7VmbM3Yz/M7lnJ1Shu6p9fkhsSlbAhPoUtG1W2OHYaHi2M6sCprF8+mruS0qJY0CHVQUuU1iG3AiwNfZNe8u+gUVqvYsh8l/czVv7xP/9qtGFi7FVtT9zJ1/SImDnuBPo37cPGHF7Nu17oSvy8qu75N+vL88Oc5+f9O5r6F9zGq7qhQhyQiEjBp3kwi/F0OHBlTj7rhsaxOTWKO28zMsL//hPmKrZxPK4CcTswNWM0e5vEXH9smkknnbNeCK2hH1GGO6iUiZS/Nm0mUv8uWLvW7UDeuLqt2rGL22tnMv2B+TrkvN3zJuO7jAHKeqPGYhxXbVvDpuk/54JcP2JO6hzFHjmFC3wmlSnRXZaVtEZUCrC6LHZayL6kRwF/ZSSj/esnALHxJsdzlMoC3cpXLBN4EBpuZ/velSOGe8BL/qPQ6L2d2OJPPzv+MVG8m9zY6ji/3radLbH16p9cmHA8tM6sxL2pLoeuvi97L5siq8yvYPXFH0dQTz5X7F5CWpdYSUj50C69DhBV9ufM6L6fX7czsrpdwMCuDSR1GMG/HGromNKF/0/6Ee8JpU6sNH/36UaHrr96xmg17NgQo+vJnaOuhXNDlAh786kF+3vNzqMMREQmITOdletIy3t/zCwDLD24jzhPJ+3t+oZHF0toSAEhzWaxkD8NoCoDHDI8/eTXR/kc0Ycx0JzDN9achsaSjbnVFyotMl8X0HT/x3s5VACzbuoxqkdV4e9XbNKnehLa12wK+/qOWbVvGGe3PAHwJKI//3vLGz28kOjyaBRcu4J2R79AkoYn+DiqF0raIeglfy6PPAxhLbh2BlYXMXwWMNbNqzrn9/nLrnXMHCikXie8xwFUBjVQqrdTMVKLDowHo3qA7dcJj+Tl1B7P2/MpHrc8DkgD4JmoHZxzw3Xxk4QjDd/PxXuIGPo3/i02RKdTOiOaKre3ovb9uSI4lWKpZBE9WG8DbaevYlbaLBrFqFyXlW2pWBtFhvj4DulVvTJ2oaqzet4VZW5bzSb+rc8rN3zCf8488H4AsbxZhHt+v2S//9DLv/fwe63evp361+twx8A6ObX5s0I8j2J4Y/AQHMw+SlJoU6lBERAIiDCMhLJqXk37k/m1f0TiyOkPjj6BWeAz7dyXjnMPMeNv9TicSibVwspyXMP8fpz+SxE7S6EpNvDjakUg7EvGqzyiRciMMDwlh0by0/Ufun9KRpglNGdZ6GLVia3Ew42BOPX9t+Wt0qdeF2IjYPPeB32/+nqQDSfRs2BOv89Kxbkc61u1YYh/EUvpE1EbgXDP7HPiUwkfNm1aGcdUENhQyP3vcxBrAfn+5ArHkKlezDGOSKiTTm8n0ZdN9fUN1OJPl25YTHxbFe7t/pn5EHO1j6rCTJDLxsiJiDy+k9gXISUIBPFf7VyZs7syg5IZMbriSpdV20nt/XRwOo/KOLHd8ZGOOj2zMRiWhpJzL9Gbx+tYfqRkRy+l1O7Ni3xaqh0fz7uYfqRdVnQ7VG/jLZfLjlh/54JwPAHJuPgAeWvwQDw56kFPbncrt827nqz++4tjmx+bcuFRWNWJq8NZZb7FyZWG/GYmIVHxmxshaHTkzrjW7M1PZkrmPDtF1cM7xzp8/8ZL3VxIskgXeLVxOewC8gMf//f+h/cl+Mphhf3AjS7jStedsWuCpxPeAIhWNmTGydidG1u7EgYHX8te+v+hYt6Ovnq9+h//+8F9qxNRg7vq5XN/nesDXkt7jPJgZ76x6h33p+3h71dtc8dEV3ND3BsZ0GZPTWkqKVtpE1LP+12bAoEKWO6AsE1Hm32Zh8w+nXN6FZpcClwI0aKA/lqWgMAsjPiqeqUuncvf8u2mS0IQTo2tRMzyGg96/R996P+YP2mZUp5qLIAtH9kfPi+O4ffXZEulrrJcUnkrdjBj2ezKoXupqJyKBFGYe4sOieH7zt9z7+xwaRycytGFnakXGcSDr73r+2vLX6Fi3I/FR8Xl+BfM6L8NaD+OP5D8A2JayjYbxDdmbtpfqUdVDckwiIlL2aoRHUyM8OudHhrGe1rzqXcsBl8ldYd3omJkIkOcx8P+xk0tcGy6lLZ+wifm2hZNdY6pR/MhdIhIaNWJqUCOmRk49H999PM8tfY4DGQf4z6D/0KV+FwAiwv6uw0v+WsJVva7i2qOuZeaamcz5bQ6ntz+dapHVQnUYFUZp/yJuEdAoCtpF4a2Zavhfd+cq17SYcrsKWYZz7jngOYCOHTuqfawUYGaM6jSKUZ1GsevgLjbv3UzrJW/jnGPG7l+YtuNHIqJ3sSBqG+NSWgPkSUR9Gb+FpIg0vojfyrS6v3JCckPO3XEE1bwREKaPnEh5YGacXb8rZ9fvyq6MA/yVlsyRDY7AOccHf/3ECxsWUzeyAZ/99lnOr2BZLoswfyezs3+dzdaUrcz6dRaPfvMop7U9jSt7XakklIhIJZXd0vUETyNO8DTK+YPVmZelLonXWcfj1gfnHPvIYDRHANCSeP6P39lOqhJRIuVcdj0f0moIQ1oNydPK/fvN3/Pijy8ydfhUnHPsTdvLJd0uAaBVzVZM+980tu7fSquarUIWf0VRqkSUc25joAPJZxWFj6bXAfjD3z9UdrnTzSw2Xz9RHYB0YF1gw5SqoGZMTWrG1OSgewszY0ytI5mW9D/2xSVz896OdM7w5T0j8XAQWB6ziy/it3DG7mY8uLs3r9RZy77wdOpkRuPUL4BIuVQzIpaaEbF//9rdtA8vbFhM2t4dPHD8A3Rv0B2AyDDf6JhLNi9h1ppZXNjlQqafPp3J305mT+oe6lerX+kfyxMREZ/c3/U9rDYJzneN8OI427Vgsq3iZNeYT20z1YmgJfEFtnHAZRJrai0vUl7lrue9G/UmMToR8LWMH3PkGB5Y9ACntz+dmWtmkhCdUGgS6mDGQaLCo/TIXi7l9UzMBBqZ2THZM8ysOjDcvyx3uQhgZK5y4cA5wBznnLqrlzKT/SV0SmIb3mt1Dq/t7E/XjJqEYfwUsYvbE/4HQJgzVsbsoV+Kr2PypulxJIWnsTM8tVL3DSVSGWTX82ENOjOj7+V8OvpTejXqRZgnjCWbl3D1x74OzMM8YSzdspRBLX1Pqx9R4wi27t/K9pTtSkKJiFRRrczXIjbMPJxCY/aQzl32P2JdGLe4IwHy/Ch50GVyTMYspmetDUm8InLo2tRqA/juBU9vfzq7U3dzw5wbiI2I5d5j7wXAubyND/716b8Y88EY0rPSgx5veVVk+t3MfgLuAWa4/Gey8PKNgZuATc65h0soe5b/nz38r0PNbAewwzm3AF+C6RvgNTO7Ed+jeLfie+4pZ9vOuZ/M7C1gsplFAOuBK/A9Sji6pJhF/oncHZN3zahJVIrvcZ3ErEhqZUbxVo31tNtbg3kJf1E7M5pamdGhClVEDlPujsl7NeqVM5JmrZha1I2ry/NLn6d7g+58uOZD6sXVo25c5R4ZU0RESqcp1XjE9QIgCy9h/t//c/8omYWjGdW4NvNrdrhUrnPt9WOGSAXSPLE5U06ZAuQdVTl/PW5RowW3zruVpANJvHf2e+pDiuJbRE0Hngc2m9kTZnaGmR1hZtXNLMrM6ptZPzP7l5nNwzfKXRtgRin2+45/utz/for//T0AzjkvMAz43L/sAyALOM4592e+bV0EvARMAj4CmgBDnHM/liIOkTLTPjMBh6NRRhzXbu/Ad3E7eKjxMlqlVueCba1DHZ6IlIHO9TrjnKNZYjPuOfYe5m+czw1zbqBDnQ5c3/f6UIcnIiLlUFgRf3JVswj+L+J4zvK04L6sH3nILQ9yZCJSVnL/eJnfLf1v4YXhLzD397kMfX0oBzIOFFm2qiiyRZRz7jEzewEYB1wCXEfBEeoMSAM+BAb5WzOVyDlXYqrfObcLuNg/FVfuIDDBP4mEVPavXF0P1qTrpt5kphteXJFD9Wb6BvoNYoQi8k9l/8p1VOOjeL3x64B/KN8invvP9GYS7lH/HyIiUlCkhTE1fABRmWE84l1BDRfFZdYu1GGJSBm7pPslVIusxrnvnctZb5/FjFEzcvoerYqKvTN2ziUDjwGPmVkToC/QEIgGdgK/AN9Xtb6YIvvfWPiClSuDG4gEVVjDvI/cRNf9vUCZiPjMPO+jGhZsdhlRPxGAPVmpHP3H60w68nTObtQ9TxlPfFzefbcuNh8bcPm/Iu21gi0/Ys9/Iu8M1QcpJ+KvmgpA+qKH8sxPX1NwHA5PVN7RjLx7HypQJnLAzQXXK6bzybPfOZsm1Zvw6EmP5hnyV0TKt/CuVxe+IFnXt8oi45vHCsz7MzWZxpF/j37q3XewQJnwxJg87z3VCna/EFY9tsT9W65rzlTXlJTf3ue2XT/QpHULRtbu7CsTnfcuLLx5kwLb8TQ5r8R9HY7U2XcWmBc19J68M3S/J+VE/JX/BQqv12kr8/7dlrk5ic2Z+2kUnutvtc/vy1Mmon3BJ1o8jUf9oxjP6XQOyWnJXDb7MsbNHMerp7/6j7ZXkZX6J1r/I3H5H4urklbm+sL1eA/JdUoAAD3oSURBVDx06NAhhNFIRXXQZVI/PI7zf3yZ5Xs3c0+7UwgL0UgKq1evxuv1FrrsUD7jxW2nolmZ78ZKdV0Oh9d5aVK9CU99/xTLty/nnZHvUDu2dsjiKaqOHurnuzLVdZGi6DpQ9ezLTGXs7+/TJroWExsdR/2I4PXjEm4eXmlzFoNXvcT1v3/ECYmtqBEeU/KKh0D3ewWpnldN+7zpXLjzM1pHJHJ3Qh/qhcWVvFIZubTHpWzeu5l7F97LeZ3PY0irIWW+j4pwv6dngv6hyvIlLMHXILwanzQeybim/Xh43efc/+unIYuluM/xoXzGK3N9qMzHJoHjMQ9PDn2S6adP55s/v2HIa0MKjKQSTEV9jg/18636IFWRPveVX3x4NLNan0ezyARGrnuLFQe2BXX/UZ5wnmo5nF2ZB7nvjy/KfPu63ytZZT42+Vu8J5IZdUbQNKw65yR9zMr0pKDu//aBt9OmVhuu+/S6gIykVxHu95SIEgmhSAtjSpdRjKh/JM+sX0hKZpV6ylWkyjj/yPN55uRnWLplKfPWzwt1OCIiUoj9mWnEhUVya8OBNIyIZ1vGfgD2ZAXv/uzIuPqMr9+LqVuXsDIluIkwkapivzedOE8EtyT0okFYHNu8vs7D92QWfBQ3ECLDIpk8eDK/7vyVJ799Mij7LG+UiBIpByYccTy7Mw4wfdP3oQ5FRALk/CPPp15cPR7/5vFQhyIiIoWY8udiuqycwoN/LWJbRgoxngim71vF5Umfc/rWGaxO3xmUOO5qcjwJ4VHcuOGToOxPpKqZun8F3ba8xkPJS9iedYAYC+eVbT9y6boZjFj9KqsPbA94DENbD2VYm2Hcu/BetqcEfn/ljRJRIuVA3xot6JXYjKd+n4/XqUmwSGUUFR7FVb2u4pN1n7B6x+pQhyMiIkBWrvuum1ocz1k1OrA+bTfvtDqbaUk/8n3aVq5P6MHxMU25Y9civEF4vLpWRCw3NRrIl8m/s3TvpoDvT6QqyF3Xb6jegzNjW7Mhay9v1j6Fl/av4vv9m5jQ6GgGJR7BrRs+C8rfZA+f8DD70/fz7JJnA76v8kaJKJFywMz41xHHsS5lB7O3afQRkcrqil5XEB0ezRPfPFFyYRER+UeSUpN4cc2LTJw/scgyaw8kcTArI+d9+5g61I+oxh/pyXye/BsP1RzIUdENOLtaWxqFx5PkPRiUvv4uqteD+LAonvrzq4DvS6Sie+u3t5g4fyK/7vy1yDLrMpM56P4e4bx9RE3qeWL5M2svn6f+wSPNh9AnvimjanehcVQCSan7Al7X29dpzymtT+GZJc+Qmpka0H2VN0pESZWXnpXOF+u/4I4v7uD4V46n+eTm/PeH/wa9Q+HT63ehWUxNHl77eUg7MxapjJxzrNq/lcl/LOKcFdNp8/WDXLP7S/Z7y76DyOLUjq3NBV0uYPry6fyR/EdQ9y0iUtXsTtvN5JWTuW/hfWR6Mwssd84xN2kNA75/mi93rmVvZipLUv6icWQC49d/yK0NBxLriQDgj4x9LE/bQYInEjPLWT9QEsKjubhuD97dvpw/U/cEbD8ilcG0X6dxz4J7+CXpl0KXO+f4Iu1PBu14jwVpm9jrTeeHtG00Do/n0p3zuKV6L2LDIgHYmLabZSlbSIiMDUpdv6HvDew4sIPXl78esH2UR6VORJlZSzO7xcymmNm0fNOLgQxSJBAyvBn869N/UevhWgx6dRAPfvUgyWnJNIhvwBUfXcGZb5/JpiA2hw73hHFHmyF8v2cj/7fh26DtV6Sye2PFGzSd3JTu30/m5nUf8dO+LXSIq88rKasZsP0dvk77K6jJ31v734qZcdPnNwVtnyIiVVHL6i357tTvyLwzk3BPeIHlZsbVzQYwqdVQ7lz3CaOXTSfKwtiblUbTyESuqNsrp+zNuxZwWlwroiw85xGf7D9Sf0nfxZbM/WUe/5UN+uB1jmc3fVPm2xapTD448QMy78xkRNsRhS43M66odiQTq/dh4t7vuGDnp0RZGPu86TQNj+fy+CNzyt64/hNOr9WBqLAIsrx56/rPO37mr31/lWnsxzY/lq71u/L4t49XqcYIBb+RC2FmpwLv4EtcbQfyDx1Rdc6YVAoHMg8w4dsJLN62mDFHjuHM9mdyfIvjiY+Kx+u8PP7N49w27zZm/DKDQS0HMb77eE51XjwW2EaEY5r0ZurGr7j1p3c5tXE3qkVEB3R/IpXdC2te4MmVT3JUo6O4vWFvTqzZhibRiQDMW/4t43Z/zuAdH9A2vAbnxbbj0lpdqe6JCmhMzRKbcfPRN3PPgnu4qtdVDGg2IKD7ExGpqsIsjNjwv1s1FGVInfYMqdOedQeSaJEawY8pW9iSsS9n+Rv7fma3N5XrE3sC4OHv7T2c8iPf7d/Ohsy9nBrbirtq9MVTwv5Kq1l0ImfU7cwLf33H7S0GEedvsSEiecWGxxLmCSux3EnRzTgpuhm/e/dyREQi/0vfzpaslJzlr2//iV2ZB7mhke/eLHddvv9/7/P13ldYv3s9Z7Y/k/uOv69M/jY0Myb0mcDYGWOZ89scBrca/I+3WRGUKhEFTALmA6OdczsCF45IcDy2/DG+3vY1zw9/nnHdx+VZ5jEP/+73b05vdzqvLnuV6cunc86759A7sRkPdzydfjVbBiwuj3l4stNI1mUlExce2D+GRSq7BVsW8OTKJxnVaRQvn/oy9s3kPMsHRDdiSb3zeO/AWt44sIa7937DMynLmFizH+fFtyfCSr6hOVw3HX0TYRZG1/pdA7YPERE5NK1ia5OVmkysJ5wv9v7O1O0/QEoq76b8yuO1jgMg03lz/jjd6U3l+dRVzG14Ni0iEjh96wze2P8zo+M7lFlMtzQ/jjPrdiYiwD+GilQlR0QkAhBj4XyR+ifP7VtBxNbqvJ20gskthwGQ6c0i3J/c2pm6jyk/f87i8UtpWaMlQ18fyvRl07mg6wVlEs85nc4hOS2Z7g26l8n2KoLSfqO1BB5VEkoqi7OPOJtbu95aIAmV2xE1j+Ce4+5h3bXrePnUl/nz4G6OXTyZoxY+zAsbF5NJYEZS6FWjGaNb9C3x1zsRKV7XWl0Z3248r5z2ClFFJHareyK5qFpH5tQ9g/l1z6JlRAJX7phL240vMnHnYranl/2jFgCxEbHcecydxEfFB2T7IiJy+NrF1OGFFqfxefI6krIOckdiX46LaQpA7ruzjVn76B1el7+yfNeK6p4ovGX8oEjnag04o25nIgt5tFBE/pl2ETV5vtYJzE3dyI6MFO5qcjyDEo8AwHLV9vX7ttOnbms2790MQEJUQpmOqhcZFsnVva+mTlydMttmeVfab7RfgFqBDEQkmNomtKVtQttSlfWYhwu6XsCI9B28tul7nt+4mCuXv8Vnnqb819uPCPX5L1IuJUQmcG3Ha4ks5aMMPSLrMbfh2Xx2YAMv7l3BY3t+4L2lv/NZt/E09T/OJyIiVUP3uAa823oUWTv35sxLyjpI7bAYdnrTmJv+J6+m/kz/iIact+0jukTWoUtUHbpE1g1h1CJyqLpF1uXtOsMIb/J33U3KSKGBx8PutP18umkZ09Z8yTENOnDG22fQrX4339SgWwijrvhK+xf0TcBtZha4Z5JEyrlq4VFc3nwAPwy8mQc7nMqHnj8Y5/mKdLJCHZqIlBEzY0hcC95pMIJ5jc5mZ0YKJ/w4lfUHd4U6NBERCYHszoPXZezmqqS5ZDovB1wG76St5cqYztwc14MP659G7bAY7qvZnyOjqk6LBpHKJKeuH9zJ5es+JNObRUpmGm/89jXXdhrKHd3O4LPzP6NOXB0eOvEhda/wDxWZiDKzhdkTcDe+FlE/m9nK3Mv804KgRSwSYmbGhCMG8UBWDz7ybOJOz4+hDklEAqB3dAM+6TqOvZmpjFj2EqlZGaEOSUREgiy7q4RWETWYVmcI4eZhr0tnpzeVoVHNAV9LqRgLZ1uuTo9FpGLJqesxtXilzVmEe8JITj/AztR9DG/aA4AdKTuICY9h2/5toQy1Uiju0TwveUfDWxPgWEQqlEtdWzZ49/G8/cpZNKcX+gVMpLLpUb0x0zuey7Bl03ho45fc3fKkUIckIiIhEueJAKCBJ44mYfGMTP6EEyObsJzd1AmLpV5YXIgjFJGykD1CZaPYmjStVpvhcx5maOOu/O+gUTeuLvWq1QtxhBVfkYko59yxQYxDpEK61duF2WGbmBD2PfOyhhC4MbZEJFROrNWG8+p145GNCxhZtwtdQx2QiIiEVKInipern8D0g7/wVcYWzkxsR1f1DSVS6SRGxfHG8dcy7dcvWbjlZ87pdXOVGtkukErVR5SZjTWzQjsrN7OaZja2bMMSqRjiieBhb09+tmSesV9CHY6IBMjDrU8hPiyKK9e8X6ajpIiISMU1JqYd/40/liGxLagfrtZQIpXVxW2O46WBV3BKm1NoEN8g1OFUCqXtrPwl4IgilrXwLxepkoa4xgzzNmGyZxXb7GCowxGRAKgTWY0HW53MN8kbeXvV26EOR0REyonsfmVEpHJTXS9bpU1EFXfW44DMMohFpMK6y9uVNLJ4NHJVqEMRkQA5v0F3jqzWgNvm3UZaZlqowxERERERqZAse5jCAgvMugLZD0C+ANwPrM9XLAYYBdRwznUKUIwB1bFjR/fWW2+FOgwpZzweDx06dDikda795FqmLJnCiitW0L5O+1Kvt3r1arxeLzgHZn+/4ig+BxxC+WPNifmf69y581LnXM8y2Zif6rkUxjLSqD/j8Tzzohol5Hkfc0yPPO/nbFnFyQue4InBT/CvPv8q9b5y6rnkCERdFymKrgNSGMvKoOXaN/PMy9y5N8/76M4FHwrxNM77aE5Y09El7qvI+73c91BFLctzn5V9f5j/NQB0vycVmq9ueMxLo08m51niiY0sUDqmX950RnjXqw95j7rfK6ioul5ci6hT8SWgXsD3v3h7rvfZ09NAO+C2sg5YJJQO5wvkzoF3EhsRyy3zbjm8fWVf2HMu8OU0CQUFY1VTVamAXETUIa9zUoOOnNjyRO5beB97UveUej3dlIiIlD8uLKLMt5mamcqsNbMKzC/yfi/3PVRRy/LcZ+W/TwzgPZju96RC831eva60D4GVnnOOT9d9yr60fXnm636v9Ir7X5mMr/+nlvj+F8/wv889NQTqOudmBjZMkfKvTlwdbj76ZmaumckPf/0Q6nBEJEAeOuEhdh3cxZPfPhnqUEREpJx5/JvHOfXNU1m3a12oQxGRAFmxfQVDXx/KSz+pq+zDVWQiyjmX7Jzb6JzbgC/p9LH/fe5pqyvq2T6RKuiao66hRnQNJi2cFOpQRCRAujXoxqltT2Xyd5PZm7a35BVERKTKuLjbxYR7wnn6u6dDHYqIBMiR9Y6kb+O+PPXdUxpN+TCVqp2aP+mUbmbHmdltZvaM//W4QAcoUpFUj6rOdUddx4drPmT5tuWhDkdEAuSOgXewJ3UPU5ZMCXUoIiJSjtSvVp9RnUYx7adpJKcmhzocEQmQ6466jt92/8ZHv34U6lAqpFIlosysppnNA+YB9wJn+1/nmtk8M6sZwBhFKpRrj7qW+Mh47l90f6hDEZEA6dmwJ0NaDeGxbx4jJT0l1OGIiEg5ct1R17E/fb8e2xGpxM5ofwaNqzfmye/UVcPhKG3PXU8BvYDzgRjnXB18I+aNBXoCOvsifjVianB176t5Z9U7/Lzj51CHIyIBcufAO0k6kMTUpVNDHYqIiJQjPRr2oH/T/jz13VNkebNCHY6IBEBEWARX9bqKeevnsWLbilCHU+GUNhE1HLjVOfd/zrkMAOdchnPudeAOYESgAhSpiCb0nUBsRCyTFqmvKJHKql+TfgxqMYiHFz/MgYwDoQ5HRETKkeuOuo71e9Yz+9fZoQ5FRALk0h6XEhMew1PfPRXqUCqc0iaisoC1RSxb419eKmbW2MyeNrNvzOyAmTkza56vTHP//MKmxHxlo83sETPbYmYH/dsdWNp4RAKhdmxtru59NW+seINfkn4JdTgiEiB3H3M321K2MfUHtYoSEZG/ndbuNJomNGXyd5NDHYqIBEjNmJqMOXIMr614jaQDSaEOp0IpbSLqQ+CcIpaNAmYcwj5b4etjajewqISy/wH65pv25SvzIjAeuAsYBmwBPjOzrocQk0iZu6HvDcRGxHLfwvtCHYqIBMiAZgMY1GIQDy1+SK2iREQkR7gnnKt7Xc38DfNZtnVZqMMRkQC5rs91pGam8tzS50IdSoUSXspys4AnzOwj4B1gG1APX0KpI3CdmR2fXdg590Ux21ronKsHYGbjgJOKKfu7c+7bohaaWRfgPOBi59xL/nkLgFX4OlPXI4MSMnXi6nBr/1vJclk45zCzUIckIgEw8diJTFkyhf3p+4mNiA11OCIiUk6M6z6ORX8swuFCHYqIBEiHOh24rMdlNEtoFupQKpTSJqLe9b82AYYWsvw9/6sBDggrakPOOW+poyvZCCADeCvX9jPN7E3gFjOLcs6lleH+RA7J7QNvD3UIIhJg/Zv2p3/T/qEOQ0REypkaMTWYee5MAFYmrQxxNCISKP8d9l8AVq5UPS+t0iaijgtoFEX7j5n9F0gBFgC3O+dyd0nfEVjvnMv/PMQqIBLfY4CrghKpiIiIiIiIiIgUq1SJKOfcgkAHkk8aMBWYA+wA2gG3AV+bWW/n3M/+cjXx9TWV365cywsws0uBSwEaNGhQhmGLiIiIiIiIiEhRSttZOQBmVtvMhpnZBWZW0z8v2swOaTslcc5tcc5d7px73zm3yDn3PDAQ32N/uZ91yn4UsECoJWz/OedcT+dczxo1apRd4CIiIiIiIiIiUqRSJZDM5xFgEzATmAY09y/+kLzJoYBwzv0JfAX0yjV7F4W3eqqRa7mIiIiIiIiIiJQDpW3JdCtwNb6R6I4ib4ujWcCwMo6rKPlbQK0CWphZ/mGKOgDpwLogxSUiIiIiIiIiIiUobSJqHHCvc+4B4Md8y9YBR5RpVIUws6bA0cB3uWbPBCKAkbnKhQPnAHM0Yp6IiIiIiIiISPlR2lHzGgHfFrEsHYg7lJ2a2Vn+f/bwvw41sx3ADufcAjN7DF+S7Bt8nZW3xdcqyws8kL0d59xPZvYWMNnMIoD1wBVAC2D0ocQkIiIiIiJVh3OOTOclvGy7uxWRckb1vPwpbSJqM9AJ+LKQZV3wJYAOxTv53k/xvy4AjsX3yN0VwIVAPJAEfAHc45xbk2/di4D7gUlAIrAMGOKcy99yS0REREREhExvJjd8dwOd0vbyYP3jQx2OiATI/637Pz5Onc3n0acQaWGhDkf8SpuIege4y8x+5O+WUc7M2gA3AM8dyk6dcyWNajcNX4fopdnWQWCCfxIRESk1T0TeG5KIJnXyvM/8/Q/CWzYNZkgiIhIE4Z5wakfV5um/vmC4tzFHRdQHIKJxrTzlsnbuIaxWYggiFJGy0DiuMcu8O3k4Yxl3RHYHIKpT89AGJaVORE0E+gELgY3+ee8ATYCvgQfLPDKREFu5ciUej4cOHToUunz16tV4vd4gRyUiZcY5Np92E5aRRsOPniy0yLpGp+EyIvLOXLkyCMGJiEigTeh0PYu3LWb0wcUs8AymUVi1AmV+a3YmzpPvOrA3XyFdF0TKrYENBjKi2Qge2ziLbp5anBLerECZtTWG4CxfakT1OqBK9aCkv9XRsfgelfsamAssAS4FTnTOpQcoPpGQKi7RpCSUSAVnvsa5LiKqyCIF/vgQEZFKIy6yGk/1e4qUzAOcnfwJ+70ZBcroOiBS8d3Z7U461ejE+LSF/JSVVGB5gSSUBFype+xyzmU556Y75853zp3knDvXOfeKcy4zkAGKiIiIiIgEQpuENjx61KOsytzF0D0fMmX7Ejal52/yJCIVWXRYNE/1e4qaFsVZqZ9z1++fsXTvplCHVaWVKhFlZtFm1t/MRprZWWZ2tJlFBzo4ERERERGRQOpfvz/PVz+eVJfFDZvm0HX1f9mYtifUYYlIGaodXZt3o0+ig6cGj/6xkH5Ln2H6lqWhDqvKKjYRZWZRZvYksAvfiHZvAW/j6ytqp5k9amaRgQ9TREREREQkMEZGt2ZJrXP4pt0lpLssntj+bckriUiF0s6TyMyYIfx59G10j2/EAxu/INObFeqwqqQiE1FmZsBs4GrgU+AyYAgw1P/vz4HrgRkBj1JERERERCTAusbW57yanXklaRnbMvaHOhwRCYBaEXHc0uw4fj+4i/d2rAh1OFVScS2izgKOA85yzp3hnHvBOTfHOfeZ/9+nASOBk8zsjGAEKyIiIiIiEkgT6vUlzWXyzPYloQ5FRAJkeO32tIutyyMbF+CcC3U4VU5xiahzgbedcx8UVcA59z7wDjC6rAMTEREREREJtjbRtTgtsR1TdyxlX8a+UIcjIgHgMQ//bjqQFSlbWbR1UajDqXKKS0R1Az4qxTZmA93LJhwREREREZHQurF+P+pGxLHlwJZQhyIiATKqXlc6xtVjZ9rOUIdS5YQXs6wO8EcptvEHULdswhEpX/QrmEjlp3ouIiL5dYttwE8dLmN9QptQhyIiARLhCWNJr2v5rdaIUIdS5RTXIioWSCvFNtKB6LIJR6T8ePCnBxkxZwS7D+4OdSgiEiBzN89lyCdDmOf+CnUoIiJSzoRZsQOMi0gloHoeGiWd9UZm1rK4CWgcjEBFgm1EsxHsSt3FxPkTQx2KiARI//r9SYxM5DbvEtKdhu8VEREREQm0khJR7wJrS5jeCWSAIqHSoUYHRrYcyTNLnmHl9pWhDkdEAiA6LJqbu9zMWvbynFsT6nBERERERCq94vqIuihoUYiUU1d3uJo5f83hji/uYMaoGaEOR0QCYGCDgZxIIx52y7k66yRiwyJCHZKIiIiISKVVZCLKOfdKMAMRKY8SoxIZ1WkU05dPJ9ObSbinuNytiFRU4zxt+dy7me9SNnFc9RahDkdEREREpNJSz1wiJRjQdAD70/ezbOuyUIciIgHSmzoYsHhfaQaLFRERERGRw6VElEgJBjQbAMCiPxaFOBIRCZQEi6QjNZSIEhEREREJMCWiRErQuHpjmic2VyJKpJLra3X5bv8mMrwaPU9EREREJFCUiBIphQFNB7Bo4yKcc6EORUQCpA91OeDN4KcDW0MdioiIiIhIpaVElEgpDGg6gB0HdvDrzl9DHYqIBEhfqwuonygRERERkUBSIkqkFNRPlEjlV99iaRmlfqJERERERAJJY9FXMjNmzODOO+8kPj6eTz75hISEhJxlmZmZdOvWjSuuuIIrr7wyhFEevttvv51vv/2WefPmBXW/bWu1pU5sHWYtn0WfyD5B3beIBIoDDHAkXHYaAAO/DmPWmlmsbTrSt1hEpJzKvufLFhMTQ40aNWjXrh1Dhw7lpJNOwuOpuL85d+7cmfHjx3PttdcGcC9/Xwfihh8DgKfxKFavXo3X6w3gfkUkFBL+PS3Pe9X10Km4Vycp1r59+5g2bVrJBaVUzIz+TfuzdMfSUIciImXG8r36HsPdeXAnvyX/FpqQREQO0WOPPcZrr73GM888w9VXX01kZCQ333wzl156KampqaEOr5wreB0A9IepSBWhuh46SkRVUv369eONN94gKSkp1KFUOOnp6YXO79GgB5sPbOZg5sEgRyQiwdKjQQ8A1u1dF+JIRERKp127dnTp0oVevXoxfPhwHnnkER599FG+//57Hn/88VCHV24558jIyAh1GCIiVZISUZXUpZdeCsBzzz1XbLkVK1Ywbtw4evfuTe/evRk3bhwrVqzIWT5t2jS6devGnj17Cqx76qmn5mkuffDgQR5//HGGDBlCt27dGDJkCM8991yeTPOSJUvo3Lkz8+bN45577uHoo4+mX79+PPTQQ2RlZbFy5UrGjh1L7969Oe2001i8eHGhcf/000+MGjWKHj16MHjwYF5//fUCZTZt2sTNN9/MwIED6d69O2eddVaBR/qmTJlC586dWbt2LZdddhm9e/fmhhtuKHSfdeN8HRknpycXfUJFpEJTPReRyuDEE0/kuOOO47333uPgQd8PaKW5TwPYtWsXkyZN4oQTTqB79+6ccMIJ3HrrrXl+qFuzZg3XXHMN/fr1o2fPnowZM4alS/O2Gr/99tsZNGgQq1at4vzzz6dnz54MHz6chQsXAvDKK68wePBg+vTpwzXXXMOuXbsKPZbnnnuOQYMG0bNnTy644AJ++eWXAmXmzp3L6NGj6dWrF/369WPChAls2bIlT5nBgwdzyy238MEHHzB8+HC6d++eE4uIiASXElGVVJ06dRg1ahTvvvsuf/31V6Fl1qxZw0UXXcTevXuZNGkS999/P/v37+eiiy5izZo1AAwbNgyv18unn36aZ91Vq1bx+++/M3z4cMDX/9Tll1/O+++/z+jRo3n22Wc544wzmDp1Ko899liBfT/88MPExMTwyCOPcO655/Laa6/x0EMPcdttt3H66afzxBNPkJCQwPXXX8/u3bvzrJuSksK///1vRowYwZNPPknPnj158MEHmTFjRk6ZrVu3Mnr0aH799VduvPFGnn76adq3b8/111/Pl19+WSCea6+9lp49e/L0008zduzYQs9X7djaAOxO313ochGp+GrF1gJgd5rquYhUbAMGDCA9PZ1Vq1aV+j4tOTmZMWPG8OmnnzJ27FimTJnChAkTyMzMzGk9tHr1asaMGUNycjITJ07k8ccfJzExkfHjx7Nq1ao8MaSkpHDbbbdx5plnMnnyZGrWrMn111/PI488wpIlS7j99tu5+eabWbJkCffff3+BY5g5cyaLFi3itttuY9KkSezatYtx48aRnPz3jwVvv/02119/PS1btuSxxx7jrrvuYt26dVx00UWkpKTk2d6SJUt49dVXueKKK3j22Wdp06ZNWZ5yEREpJXVWXoldcsklvPvuuzz77LPcd999BZZPnTqVyMhIXnjhBapXrw5A3759GTx4MM8++yyTJ0+mbt269O7dm1mzZjFq1KicdWfPnk316tU55hhfx46ffPIJP/74Iy+99BI9e/YEoE8fX6fezz77LBdffDG1atXKWb93797cdNNNgO8xwkWLFvHGG2/wyiuv0L17dwBq167NWWedxcKFCzn11FNz1k1JSeHuu+9m6NChAPTv35/t27czZcoUTj31VMyMKVOm4JzjpZdeIjExEYCjjz6arVu38swzz3DcccflORejR4/m/PPPL/Z85iSi9AeqSKUVGRZJ9ajqquciUuE1aNAAgKSkpFLfp02fPp1Nmzbx5ptv0r59+5xtnXzyyTn/fvzxx6lfvz4vvvgiERERgO8e6/TTT2fq1Kk89dRTOWVTUlK48847c/ZZp06dnHu7GTNmEBYWBsDatWt54403yMrKypkHkJaWxtSpU4mNjQV8HZgPGzaMV199lWuuuYYDBw7wxBNPcNppp+W5180u9/777zNmzJic+Xv37uWtt96idu3aZXCGRUTkcAW1RZSZnWVm75nZRjM7aGZrzOw/Zhafr1wNM3vBzJLMLMXM5ppZ50K2F21mj5jZFv/2vjGzgcE7ovItISGBsWPHMmvWLNavX19g+dKlSxk4cGBOEgqgWrVqHHvssfzwww8584YPH87y5cvZuHEj4Gv99MknnzB48GAiIyMB+Oqrr2jYsCFdu3YlMzMzZ+rXrx+ZmZksX748z7779++f533z5s2JiYnJSUIBtGzZEvC1bsotLCyME044Ic+8oUOHsmXLFrZt2wbA4sWLGTBgANWqVcsTz9FHH82aNWvYv39/nvUHDRpUzJn0qRNXB4A96XtKLCsiFVed2Dpq+SgiFZ5zfw/9Wdr7tG+++YZOnTrlSULllpqayg8//MBJJ52EmeVsxzlHnz59CjyeFxMTk5OEgr/v7Y466qg8CacWLVqQmZnJjh078qw/YMCAnCQUQKNGjTjyyCNZtmwZ4OuqYf/+/Zxyyil5jqtevXq0aNGiQDxHHnmkklAiIuVAsFtE/Rv4A7gN2AR0AyYCx5lZP+ec18wMmAm0AK4BdgO3Al+aWVfn3KZc23sROAW4EfgduAr4zMz6Oud+Cs4hlW9jx47ljTfe4JlnnuHBBx/Msyw5OZk6deoUWKd27drs3bs35/0JJ5zApEmTmD17NldddRVff/01O3fuzHksD3z9Cfz1119069at0Djy9zGVO/kFEBERQXx8fIF54Ps1LP+62cuyZbe22r59O/Xr12fXrl3MnDmTmTNnFhlPtWrV8hxzSVrVbMWXp3xJQmRCiWVFpOL66uKv+HPdn6EOQ0TkH8n+Ia9OnTqlvk/bs2cPbdu2LXKbycnJZGVlMXXqVKZOnVpoGa/Xi8fj+627qHu7wu4DoeCAMblb0+eet26db0CJ7H6lxo8fX2gs+fejJJSISPkQ7ETUcOdc7p86FpjZLuAV4FjgC2AE0B843jn3JYCZfQOsB24CrvXP6wKcB1zsnHvJP28BsAq417+dKi82NpZLLrmERx99lIsuuijPsoSEhEJH1UtKSiIh4e9kS2xsLIMGDeKjjz7iqquuYvbs2TRu3DjPzUxiYiKNGjUqtD8ogIYNG5bREfmaVWdkZORJRu3cuROAunV9HQ0nJCTQvXt3LrnkkkK3kV0umy//WbxwTzi1o3UDI1LZ1a9Wn6RwjTgqIhXbwoULiYqKokOHDqW+T0tMTMxpXV6Y+Ph4PB4Po0aNYsSIwm+1s5NQZSH7/i7/vOz7uOzuFyZNmkSrVq0KlM3dmgpKd78nIiKBF9REVL4kVLYl/tdG/tcRwF/ZSSj/eslmNgs4FX8iyl8uA3grV7lMM3sTuMXMopxzeZvSVFGjRo3i1Vdf5emnn84zv0ePHixcuJCUlBTi4uIA37P8CxYsoFevXnnKDh8+nNmzZ7N48WLmz5/PhRdemGf50Ucfzdy5c4mJiclpdh0oWVlZzJ07N6ePKPD1UdWgQQPq1auXE8/y5cs54ogjiI6ODmg8IiIiIuXJ3LlzmT9/PqNHjyYmJqbU92n9+vXjueeeY82aNYW2jIqNjaV79+6sWbOG9u3bl2nSqTCLFi3iwIEDOQmlzZs3s3z5ci6++GIAunbtSlxcHH/88Uee/kRFRKR8Kw+dlR/jf/3Z/9oRWFlIuVXAWDOr5pzb7y+33jl3oJBykUAr/7+rvMjISC6//HLuueeePPMvu+wyFi5cyLhx47j44osxM6ZNm0ZqaiqXX355nrJ9+vShbt263HXXXRw8eJBhw4blWX7KKacwY8YMxo8fz9ixY2nbti0ZGRn8+eefzJ8/nyeffJKYmJgyOZ64uDgef/xxdu/eTbNmzfj444/59ttvmTRpUs4vXVdffTXnnnsuF154Ieeeey4NGzZk7969rFu3jk2bNhXaebuIiIhIRfPLL7+we/duMjIy2LJlCwsXLmTOnDn07duXf/3rX0Dp79PGjBnDxx9/zPjx47n00ktp3bo1u3fv5ssvv+Suu+4iLi6OG2+8kQsvvJDLLruMM844g9q1a7Nnzx5+/vlnsrKyuP7668vs2KKiorjsssu48MILycjI4JlnniEuLi5nhONq1aoxYcIEHnjgAXbv3k3//v2Jj49n27Zt/PDDD/Tq1YtTTjmlzOIREZGyEdJElJk1wvcY3VznXHbv2DWBDYUU3+V/rQHs95crrDfZ7HI1i9nvpcCl8PeIIpXdaaedxssvv5zT4ThA27ZtmTZtGk899RS333474OvE8aWXXirwK5jH4+Hkk0/m5ZdfpkuXLjRt2jTP8oiICKZOncqLL77Iu+++y+bNm4mJiaFJkyYMHDiwQJ9O/0RcXByPPPIIDz74IGvXrqVWrVrccssteX4Ja9CgAW+++SbPPvssTz31FLt27SIxMZFWrVoV2ZRcREREpKK54YYbAF/SpmbNmrRv356HH344p0NxKP19WvXq1XNa0b/44ovs2bOHWrVqcdRRR+WU6dChQ8491oMPPsi+ffuoUaMGHTp0YOTIkWV6bCNGjCAmJoYHHniAPXv20KlTJx555JE8XUicffbZ1K9fn5dffpmPP/6YzMxM6tatS48ePWjXrl2ZxiMiImXDco+oEdQdm1UD5gMNgd7ZnZCb2VrgB+fcufnKjweeA5o65/40s8+Bas65vvnKnQjMAQY65xaVFEfHjh3dW2+9VVIxqcI6deqU8++VKwtrrCdlqXPnzkudcz1LLll6qudSkg71fgXAU+cMQHU9GAJR10WKouuAlKRDou9739N4lK4BQaD7PQmF3H/Xge73gqGouh7YB7uLYGbR+EbGawkMzjcS3i4Kb81Uw/+6u5TldhWyTEREREREREREQiToiSgziwDeA3oDJzvnVuQrsgpf/0/5dQD+8PcPlV2uhZnFFlIuHVhXdlGLiIiIiIiIiMg/FdRElJl5gNeBQcCpzrlvCyk2E2hkZsfkWq86MNy/LHe5CGBkrnLhwDnAHI2YJyIiIiIiIiJSvgS7s/Jn8CWO7gdSzKxPrmWb/I/ozQS+AV4zsxvxPYp3K2DAw9mFnXM/mdlbwGR/K6v1wBVAC2B0MA5GRERERERERERKL9iP5g31v96OL9mUexoH4JzzAsOAz4EpwAdAFnCcc+7PfNu7CHgJmAR8BDQBhjjnfgzsYYiIiIiIiIiIyKEKaoso51zzUpbbBVzsn4ordxCY4J9ERERERERERKQcC8moeSIiIiIiIiIiUvUoESUiIiIiIiIiIkER7M7KRSqclStXhjoEEQkIh28cDMfqbW1877epvouIVB25rgN7Ovne79F1QKSy0t915YdaRImISBVlRbyKiEjVoOuAiEgoKBElIiIiIiIiIiJBoUSUiIiIiIiIiIgEhRJRIiIiIiIiIiISFEpEiYiIiIiIiIhIUCgRJSIiIiIiIiIiQaFElIiIiIiIiIiIBIUSUSIiIiIiIiIiEhRKRImIiIiIiIiISFAoESUiIiIiIiIiIkGhRJSIiIiIiIiIiASFElEiIiIiIiIiIhIUSkSJiIiIiIiIiEhQKBElIiIiIiIiIiJBoUSUiIiIiIiIiIgEhRJRIiIiIiIiIiISFEpEiYiIiIiIiIhIUCgRJSIiIiIiIiIiQaFElIiIiIiIiIiIBIUSUSIiIiIiIiIiEhRKRImIiIiIiIiISFAoESUiIiIiIiIiIkGhRJSIiIiIiIiIiASFElEiIiIiIiIiIhIUQU1EmdlZZvaemW00s4NmtsbM/mNm8bnKNDczV8SUmG970Wb2iJlt8W/vGzMbGMxjEhERERERERGR0gkP8v7+DfwB3AZsAroBE4HjzKyfc86bq+x/gJn51t+X7/2LwCnAjcDvwFXAZ2bW1zn3U5lHLyIiIiIiIiIihy3Yiajhzrkdud4vMLNdwCvAscAXuZb97pz7tqgNmVkX4DzgYufcS/55C4BVwL3AiDKOXURERERERERE/oGgPpqXLwmVbYn/tdEhbm4EkAG8lWv7mcCbwGAzizqsIEVEREREREREJCDKQ2flx/hff843/z9mlmlmyWY208w651veEVjvnDuQb/4qIBJoFYBYRURERERERETkMJlzLnQ7N2sE/A9Y5pw70T+vAXA3MAfYAbTD16dUbaC3c+5nf7k5QHXnXJ982zwB+BwY6JxbVMR+LwUu9b9tC6wp40OramoDSaEOopKqiue2mXOuTllu0Mx2ABvLcptVUFX8LAZLVT23ZV7XRYqi60CZqKrfVcFQFc+t7vfKr6r4eQyGqnpeC63rIUtEmVk1YD7QEF+CaVMxZZvga+k00zl3vn/e50A151zffGVPxJfEKjIRJWXLzH5wzvUMdRyVkc6tlBf6LAaOzq2IVAT6rgocnVspT/R5DAyd17xC8miemUXjGxGvJTC4uCQUgHPuT+AroFeu2buAmoUUr5FruYiIiIiIiIiIlBNBT0SZWQTwHtAbONk5t6K0qwK5m2+tAlqYWWy+ch2AdGDdP41VRERERERERETKTlATUWbmAV4HBgGnOue+LeV6TYGjge9yzZ4JRAAjc5ULB84B5jjn0soqbinRc6EOoBLTuZXyQp/FwNG5FZGKQN9VgaNzK+WJPo+BofOaS1D7iDKzZ4HLgfuB2fkWb3LObTKzx/AlyL7B11l5W+BWIAE4yjm3Jtf23gQGAzcC64ErgGFAP+fcjwE+HBEREREREREROQTBTkRtAJoVsfge59xEM7sYX0KpFRCPr2f5L/zL84xuZ2Yx+JJa5wGJwDLgZufc/EDELyIiIiIiIiIihy9ko+aJiIiIiIiIiEjVEpJR8yR0zKyxmT1tZt+Y2QEzc2bWPF+ZQWb2mpn9ZmYH/a/PmlndfOWamdmHZrbRXy7JzOab2dDDiKufmXn98YT/w8MMifJybs2sgZn9x8x+MLNkM9thZvPMbGAZH7KUU+Xls1hIXKrnecupnotIQJSX76pC4tJ1IG85XQfksJWXz2Ihcame5y2nel4IJaKqnlbA2cBuYFERZS4HagGTgCHAf4ARwLdmVi1XuWr4Hp28AzgZuATYD3xsZmeUNiDzjaQ4Fdh2SEdS/pSXc9sDX6f9HwJnARcCqcB8Mxt2yEclFVF5+SzmUD1XPReRoCov31U5dB3QdUDKXHn5LOZQPVc9LzXnnKYqNAGeXP8eBzigeb4ydQpZb6C/7MUlbD8c+BOYdQgx3QasxNfflwPCQ32eKvK5xddfWngh664BFob6PGkK/FRePov51lE9Vz3XpElTkKby8l2Vbx1dB3Qd0FSGU3n5LOZbR/Vc9bxUk1pEVTHOOW8pyuwoZPYS/2ujEtbNBJKBjNLEY2ZHALcDV5Z2nfKqvJxb59wef9n86/5U0j6kcigvn8VsqueA6rmIBFF5+a7KpusAoOuAlLHy8lnMpnoOqJ6XmhJRUlrH+F9/zr/AzDxmFm5m9c3sTqAN8Ewpt/ss8K5zbmEZxVkRBerc5t5OJNC3sH2I5KJ6Hjiq5yJSEeg6EDi6Dkh5oXoeOKrnpVQhOw+T4DKzeGAyvg/7jEKKPAzc4P/3fmCUc25eKbZ7PtATaFcmgVZAgTq3hZgINAZGH8a6UgWongeO6rmIVAS6DgSOrgNSXqieB47q+aFRiygpln+kgzfwNf0blb9poN9koBcwHPgE+L+SOk8zs5rAY8BtzrntZRp0BRGoc1vIfs4DbgHuc84V1dmeVGGq54Gjei4iFYGuA4Gj64CUF6rngaN6fujUIkqKZGYe4BXgBOAU59zywso55zYBm/xvZ5vZfOBRYHYxm5+EbzSFt80s0T8v2v+aYGapzrmUf3YE5VeAz23u/QwHXgZedM7d/Q/DlkpI9TxwVM9FpCLQdSBwdB2Q8kL1PHBUzw+PWkRJcf6Lb7jIQ202+AO+IS+L0wHoDOzENyzmbuBm/7Ik4PVDC7XCCeS5BcDMBgHvAB8Alx1yhFJVqJ4Hjuq5iFQEug4Ejq4DUl6ongeO6vlhUIsoKZSZPYZvqMoLnHMzDmE9D9Af+K2Eov/CNxxlbhcCF+DLJm8r7T4rmiCcW8ysL/AhMA84vzQjP0jVo3oeOKrnIlIR6DoQOLoOSHmheh44queHT4moKsjMzvL/s4f/daiZ7QB2OOcWmNnNwARgGrDWzPrkWn2Hc+43/3YmAjWBxcBWoD5wCdAbOC/fPtcBG51zgwCccz8VEtex/n8uKOK52nKvPJxbM2sHfITvF4hHgB5mllPeOfdtmR2wlFvl4bOoeq56LiKhUx6+q3Qd0HVAAqs8fBZVz1XPD4tzTlMVmwBXxDTfv3x+MWVezrWdEcAXwHYgDdgIzASOLmSfG7K3X0xcE/37CA/1OarI5xbfLxBF7cOF+hxpqjqfxSLiUj0vg3Oreq5Jk6aSpvLwXVVEXLoOlMG51XVAk/9zEPLPYhFxqZ6XwbmtzPXc/AcoIiIiIiIiIiISUOqsXEREREREREREgkKJKBERERERERERCQolokREREREREREJCiUiBIRERERERERkaBQIkpERERERERERIJCiSgREREREREREQkKJaJERERERERERCQolIiqAMzsQjNzZtYq1LHkZ2YTzczlen+amU0IwH7mm9n8Mt7m02Y2K9+8mmY23czWmNkvZnZzMeuf6/9/GZhvfj3//G2FrHOVf1mnsjuS4s+7mV1vZsvNTPW9HFM9Vz0vieq5SOWm64CuAyXRdaDiUz1XPS9JVannFf4AJOReAPrmen8aUOZfWGXNzI4ALgPuybdoBvCDc64t0AO40syOLGIzC/yvA/PNHwgcAOqaWbtClu0EVh1m6EU5jaLP+3+BusAFZbxPqTpUz1XPRaRq03VA1wGp/FTPVc+DRoko+Uecc5ucc9+GOo7D8C9gmXPuh+wZZnYMEOucexLAOZcC/A7UK2wDzrm//MsL+8L6AvitkGUDgEXOOUeQOOcOAq8C/w7WPqVyUT1XPReRqk3XAV0HpPJTPVc9DyYloioJMxtiZt+Y2UEzSzazGWbWNl+Zif7mg63N7CMz229mG83srvzN+/zNE38xs1QzW2FmIwprRpm7CaeZvYwvO9vIvx9nZhuyl2X/O9/6hW1zlH/faWa2ysxOL+a4u5jZTDPb7T/2xWY2oIRzFQWcD/xfvkVdgaX5yrUFVhSzuQVAXzMLzzVvILAI+IpcX1hm1hpoACw81GMwszZm9oGZbff/n/xhZu+YWXhx5z2XN4EOZtavmGORck71XPUc1XORKk3XAV0H0HWg0lM9Vz2nCtRzJaIqATMbAnwE7AfOAa4AOgFfmVmjQlb5AF9m9zR8TRbvIVfzPjM7EXgd+AU4E3gUmAy0KSGU+4CPgR34mnX2BYr8siniWE7A90WyFjgDeAR4Et8XR/6y3YGvgZrAeH+sO4G5ZtajmN30ARLxfank9ifQ0czC/F/gDwMfO+e2FrOthUA1oLs/pkR8536Rf8qdOR+Ya51DPYbZQCN8/7eDgVuANHx1uDTn/SdgLzCkmGORckz1XPUc1XORKk3XAV0H0HWg0lM9Vz2nqtRz55ymcj4BFwIOaFXE8h/wVfDwXPNaABnA47nmTfRv56J8668A5uR6/zWwErBc87r7152fb92Jvo9RzvuXgU2FxPgysKGQ+fNzbxNYDKwGPLnmHVXEvucBPwORueaF+efNKOZ83gx4c6/nn+8BnvWv/wvwBBBVwv9NS39s//a/H47vOeJIfF/wDmjuX/YKkAyEHcoxALX92xlRTByFnvd8ZRbl/n/WVL4m1XPVc9VzTZqq9qTrgK4Dug5U/kn1XPVc9dw3qUVUBWdmcfi+TN5yzmVmz3fOrcdX+Y8pZLWP8r1fCTT1by8M6Am85/yfcv/2fgTWl230efn33Qt41znnzbXv74AN+crG4Du2dwCvvyljOGDAXAo+w5tbQ2Cvcy4990znnNc5d4Vzrr1zrp1z7nrnXFpxMTvnfgc25drfQOA751y6c+5XYHu+ZYudc1mHeAw78T2z/KCZjfc3BT0cO/zHLhWM6rnq+SFQPRephHQd0HXgEOg6UEGpnqueH4IKX8+ViKr4auD7gG8pZNlWfE0D89uV730aEO3/d20gAl9Fy6/AsJVlLHvfhe0n/7ya+DLMd+L7hSD3dDVQw4oe1jIa3zGXlYVAfzMz/n6OONtXwEAzaww0J+9zxKU6Bv+F40R8v5D8B/jVzH43sysOMc6DQMwhriPlg+q56nlpqZ6LVE66Dug6UFq6DlRcqueq56VV4et5eMlFpJzbja95X/1CltXHl3U9FEn4KkzdQpbVA/44xO1lS8XXrDG/WvwdY/a+CxvNoB6wMdf7PfiaYT6Db+SAAnJn3/PZie+LvqwsBM7D94xyd+COXMsWAVfy9y8YC3It20Mpj8GfoR/r/1Lsgu8LbYqZbXDOfVLKOGviO8dS8aieq56rnotUbboO6Dqg60Dlp3quel5l6rlaRFVwzjcU5VJgpL8JJABm1gzoR94KUprtZeHL0J7prxzZ2+uB7/nkkqRReHZ2I1DPzGrn2uYR5Oqszr/vJcBZubPeZnYUvqxz7jhT8H0ZdAF+dM79kH8qJsZfgAh/NrssZJ/jW/D9ivFNrmVfAa2Bs/E9Y5wT1+Ecg/P5CZjgn9XJ/1rUec+tBbDmUA5MygfVc9Vz/6vquUgVpeuArgP+V10HKjHVc9Vz/2uVqOdqEVWxDDGz/D39J+NrAvgRMNvMpuDr7f8e/7LHDmM/dwNzgA/M7Dl8TSsn4msSWlQ2OttqoKa/eeEPQKpzbgW+52XvA143s8f927yVgpnc7H3PMLOpQB3/sRQ2wsEEfFnrz8zsRXzNWGvjy16HOeduKSLG7GaUvfE9B/yPOOd+MbPt+Dq0W+qc259r8f/wjXoxHPjSOZdxqMdgZkfiG2HiLWAdvmafFwKZ+EbJgKLPO5Az6kMbfCNlSPmmep6X6rnquUhVo+tAXroO6DpQGame56V6XtXquSsHPaZrKn7i79EVCptW+ssMwZexPYjvi+pDoG2+7Uz0rxOeb/7L5Bv5AF+TxDX4MrKr8A0b+T/gg8K2met9HPAGfzct3ZBr2Wn4OtA7CCwDTiLf6Ar+cucWsu8C5fxl2wNv4nv2OQ3fF9BM4OQSzul3wEtl+H/0jv94Hy9k2Rz/sruLWLfYY8DXnPYV4Fd82fdd+LL1g0tz3v3LR+NrRlsr1J9nTUV+hlTPVc9VzzVpqsKTrgO6Dug6UPkn1XPVc9Vz32T+gxEplr+54zrgfufcfaGO558yswvxZaMbOOcOhDicgDOzT4Ak59yYUMci5ZfqecWmei4i/5SuAxWbrgNSGqrnFVtlqedKREkB5ht+8nF8Q00mAS2Bm/B1LNfROVfYSA4Viv+56xXANOdcxW7WWAIz6wp8C3Ryzq0LcThSTqieVy6q5yJyqHQdqFx0HZDCqJ5XLpWpnquPKClMFr6RGf4fvtEPsjtfG1kZvqzA14GemV2M75ndyq4+cFFF/7KSMqd6XrmonovIodJ1oHLRdUAKo3peuVSaeq4WUSIiIiIiIiIiEhSekouIiIiIiIiIiIj8c0pEiYiIiIiIiIhIUCgRJSIiIiIiIiIiQaFElIiIiIiIiIiIBIUSUSIiIiIiIiIiEhRKRImIiIiIiIiISFAoESUiIiIiIiIiIkGhRJSIiIiIiIiIiASFElEiIiIiIiIiIhIU/x/kAw9hoVf4ugAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1440x1728 with 25 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#fig, axs = plt.subplots(12, 2, figsize=(15, 5*12))\n",
    "fig = plt.figure()\n",
    " \n",
    "fig.set_figheight(4*6)\n",
    "fig.set_figwidth(20)\n",
    "\n",
    "spec = gridspec.GridSpec(ncols=5, nrows=6,\n",
    "                         width_ratios=[2, 2, 1, 2, 2], wspace=0.1,\n",
    "                         hspace=0.1, height_ratios=[1, 1, 1, 1, 1, 1])\n",
    "\n",
    "year = 2015\n",
    "iy = 15\n",
    "\n",
    "cmap = cm.matter\n",
    "cmap.set_under('white')\n",
    "\n",
    "ix = 0\n",
    "axs = [None]*5*6\n",
    "\n",
    "for imonth in range(12):\n",
    "    month = imonth + 1\n",
    "    \n",
    "    axs[ix] = fig.add_subplot(spec[ix])\n",
    "    \n",
    "    vmax = 0.25 / transports[(years==15) & (months==month)].sum() / m2lon * 24 * 30\n",
    "    v2max = 0.25 / otransports[(oyears==15) & (omonths==month)].sum() / m2lon * 24 * 30\n",
    "    vmin = 0.008\n",
    "    print (vmin, vmax, v2max)\n",
    "\n",
    "    jmin = 210\n",
    "    gridding = 2\n",
    "    c, xedge, yedge, im = axs[ix].hist2d(lons[(years==iy) & (months==month)], \n",
    "                                depths[(years==15) & (months==month)],\n",
    "                                weights=transports[(years==iy) & (months==month)],\n",
    "                                bins=[np.array(f_lons[jmin:314:gridding]), w_depths[0]], cmap=cm.matter, \n",
    "                                density=True, norm=LogNorm(vmax=vmax, vmin=vmin*vmax))\n",
    "    print(c.max()/vmax)\n",
    "    ix = ix + 1\n",
    "    axs[ix] = fig.add_subplot(spec[ix])\n",
    "    c, xedge, yedge, im2 = axs[ix].hist2d(olons[(oyears==iy) & (omonths==month)], \n",
    "                                odepths[(oyears==15) & (omonths==month)],\n",
    "                                weights=otransports[(oyears==iy) & (omonths==month)],\n",
    "                                bins=[np.array(f_lons[jmin:314:gridding]), w_depths[0]], cmap=cm.matter, \n",
    "                                density=True, norm=LogNorm(vmax=v2max, vmin=vmin*v2max))\n",
    "    print (c.max()/v2max)\n",
    "    \n",
    "    for ax in axs[ix-1:ix+1]:\n",
    "        ax.invert_yaxis()\n",
    "        ax.set_ylim(250, 0)\n",
    "    axs[ix-1].text(-123.47, 200, fullmonths[imonth])\n",
    "    salfile = xr.open_dataset(f'/results2/SalishSea/month-avg.201905/SalishSeaCast_1m_grid_T_{year}{month:02d}01_{year}{month:02d}{monthend[imonth]}.nc')           \n",
    "    salinity = 0.5*(np.ma.array(salfile.vosaline[0, :, igrid],\n",
    "                       mask=1-tmask[:, igrid]) +\n",
    "                        np.ma.array(salfile.vosaline[0, :, igrid+1],\n",
    "                           mask=1-tmask[:, igrid+1]))\n",
    "    salfile.close()\n",
    "    for ax in axs[ix-1:ix+1]:\n",
    "        CS = ax.contour(xs, ys, salinity,  [28, 29, 30, 30.2, 30.4, 30.6, 30.8, 31, 31.2, 31.4], colors='g')\n",
    "        ax.clabel(CS, inline=1, fontsize=10, fmt='%1.1f')\n",
    "    pc = draw_patches(fmask, jmin, 314, np.array(u_lons), np.array(w_depths[0]))\n",
    "    axs[ix-1].add_collection(pc)\n",
    "    pc = draw_patches(fmask, jmin, 314, np.array(u_lons), np.array(w_depths[0]))\n",
    "    axs[ix].add_collection(pc)\n",
    "    \n",
    "    if ix in [1, 6, 11, 16, 21, 26]:\n",
    "        axs[ix].set_yticks([])\n",
    "        axs[ix-1].set_ylabel('Depth (m)')\n",
    "    else:\n",
    "        axs[ix].set_yticks([])\n",
    "        axs[ix-1].set_yticks([])\n",
    "    \n",
    "    if ix not in [26, 29]:\n",
    "        axs[ix].set_xticks([])\n",
    "        axs[ix-1].set_xticks([])\n",
    "    \n",
    "    ix = ix + 1\n",
    "    if ix in [2, 7, 12, 17, 22, 27]:\n",
    "        ix = ix + 1\n",
    "        \n",
    "cbar_ax = fig.add_axes([0.47, 0.4, 0.02, 0.2])\n",
    "cb1 = fig.colorbar(im2, cax=cbar_ax)\n",
    "cb1.set_label('m s$^{-1}$', labelpad=2)\n",
    "myticks = np.array([0.008, 0.02, 0.04, 0.08, 0.2, 0.4, 1.0])\n",
    "cb1.set_ticks(v2max*myticks)\n",
    "mylabels = ['hold']\n",
    "for tick in myticks[1:]:\n",
    "    thelabel = tick * v2max * float(m2lon) * otransports[(oyears==15) & (omonths==month)].sum()/24/30\n",
    "    print (thelabel)\n",
    "    mylabels.append(f'{thelabel:.2f}')\n",
    "mylabels[0] = f'{thelabel*vmin:.3f}'\n",
    "cb1.minorticks_off()\n",
    "cb1.set_ticklabels(mylabels)\n",
    "\n",
    "for ix in [25, 26, 28, 29]:\n",
    "    mylabels = []\n",
    "    myticks2 = axs[ix].get_xticks().tolist()\n",
    "    print (myticks2)\n",
    "    for tick in myticks2:\n",
    "        mylabels.append(f'{-tick}')\n",
    "    axs[ix].set_xticks(myticks2[1:-1])\n",
    "    axs[ix].set_xticklabels(mylabels[1:-1])\n",
    "    axs[ix].set_xlabel(\"Longitude ($^o$ West)\")\n",
    "\n",
    "\n",
    "fig.savefig('PointRobertsFlux2015_allmonths.png')\n",
    "fig.savefig('PointRobertsFlux2015_allmonths.pdf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "f7be5ed3-7f76-45ab-bcb3-4e0dc262e2d1",
   "metadata": {},
   "outputs": [],
   "source": [
    "for isal in range(4):\n",
    "    salfiles[isal].close()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "a7c412ac-6543-4a55-9355-cf8413c4a8c1",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.008 1.3924676077178846 0.9930291769580228\n",
      "0.10330294773817136 1.4619627424081004e-06\n",
      "0.52466923203942 2.2199185770198174e-07\n",
      "19.454662\n",
      "0.008 0.6962976527615248 0.5647455136748971\n",
      "0.2531697816166606 3.4607836978345837e-06\n",
      "0.8572207623584754 1.8567410209559458e-06\n",
      "3.302363\n",
      "0.008 0.5874522938683344 0.5732609532259988\n",
      "0.37539195468721337 3.5018959409180007e-06\n",
      "0.6839259990518394 4.622290120810123e-06\n",
      "12.845925\n",
      "0.008 1.8891721750984445 1.0991852498358639\n",
      "0.0839840223938561 6.203623886006212e-06\n",
      "0.4316532511517047 3.227392388639934e-06\n",
      "23.57806\n",
      "0.005000000000000002\n",
      "0.010000000000000004\n",
      "0.020000000000000007\n",
      "0.05000000000000001\n",
      "0.10000000000000002\n",
      "0.25000000000000006\n",
      "0.0020000000000000005\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x1440 with 9 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(4, 2, figsize=(15, 5*4))\n",
    "\n",
    "cmap = cm.matter\n",
    "cmap.set_under('white')\n",
    "\n",
    "for ix in range(4):\n",
    "    month = 3 + ix*3\n",
    "    imonth = month - 1\n",
    "    vmax = 0.25 / (transports[(months==month)].sum() * 0.25) / m2lon * 24 * 30\n",
    "    v2max = 0.25 / (otransports[(omonths==month)].sum() * 0.25) / m2lon * 24 * 30\n",
    "    vmin = 0.008\n",
    "    print (vmin, vmax, v2max)\n",
    "\n",
    "    jmin = 210\n",
    "    gridding = 2\n",
    "    c, xedge, yedge, im = axs[ix, 0].hist2d(lons[(months==month)], \n",
    "                                depths[(months==month)],\n",
    "                                weights=transports[(months==month)],\n",
    "                                bins=[np.array(f_lons[jmin:314:gridding]), w_depths[0]], cmap=cm.matter, \n",
    "                                    density=True, norm=LogNorm(vmax=vmax, vmin=vmin*vmax))\n",
    "    print(c.max()/vmax, c[np.nonzero(c)].min()/vmax) # theta[np.nonzero(theta)]\n",
    "    c, xedge, yedge, im2 = axs[ix, 1].hist2d(olons[(omonths==month)], \n",
    "                                odepths[(omonths==month)],\n",
    "                                weights=otransports[(omonths==month)],\n",
    "                                bins=[np.array(f_lons[jmin:314:gridding]), w_depths[0]], cmap=cm.matter, \n",
    "                                density=True, norm=LogNorm(vmax=v2max, vmin=vmin*v2max))\n",
    "    print (c.max()/v2max, c[np.nonzero(c)].min()/v2max)\n",
    "    \n",
    "    for ax in axs[ix]:\n",
    "        ax.invert_yaxis()\n",
    "        ax.set_ylim(250, 0)\n",
    "    axs[ix, 0].text(-123.45, 200, fullmonths[imonth])\n",
    "    \n",
    "    salinity = np.zeros_like(np.array(tmask[:, igrid]))\n",
    "    salfiles = [xr.open_dataset(f'/results2/SalishSea/month-avg.201905/SalishSeaCast_1m_ptrc_T_2015{month:02d}01_2015{month:02d}{monthend[imonth]}.nc'),\n",
    "                xr.open_dataset(f'/results2/SalishSea/month-avg.201905/SalishSeaCast_1m_ptrc_T_2016{month:02d}01_2016{month:02d}{leapend[imonth]}.nc'),\n",
    "                xr.open_dataset(f'/results2/SalishSea/month-avg.201905/SalishSeaCast_1m_ptrc_T_2017{month:02d}01_2017{month:02d}{monthend[imonth]}.nc'),\n",
    "                xr.open_dataset(f'/results2/SalishSea/month-avg.201905/SalishSeaCast_1m_ptrc_T_2018{month:02d}01_2018{month:02d}{monthend[imonth]}.nc')]\n",
    "    for isal in range(4):\n",
    "        salinity = salinity + 0.5*(np.ma.array(salfiles[isal].nitrate[0, :, igrid],\n",
    "                       mask=1-tmask[:, igrid]) +\n",
    "                        np.ma.array(salfiles[isal].nitrate[0, :, igrid+1],\n",
    "                           mask=1-tmask[:, igrid+1]))\n",
    "        salfiles[isal].close()\n",
    "    salinity = 0.25*salinity\n",
    "    print (salinity[0, 304])\n",
    "    for ax in axs[ix]:\n",
    "        CS = ax.contour(xs, ys, salinity, np.arange(0, 30, 5), colors='b')\n",
    "        ax.clabel(CS, inline=1, fontsize=10, fmt='%1.1f')\n",
    "    pc = draw_patches(fmask, jmin, 314, np.array(u_lons), np.array(w_depths[0]))\n",
    "    axs[ix, 0].add_collection(pc)\n",
    "    pc = draw_patches(fmask, jmin, 314, np.array(u_lons), np.array(w_depths[0]))\n",
    "    axs[ix, 1].add_collection(pc)\n",
    "    \n",
    "fig.subplots_adjust(right=0.8)\n",
    "cbar_ax = fig.add_axes([0.85, 0.4, 0.05, 0.2])\n",
    "cb1 = fig.colorbar(im2, cax=cbar_ax)\n",
    "cb1.set_label('m s$^{-1}$', labelpad=2)\n",
    "myticks = np.array([0.008, 0.02, 0.04, 0.08, 0.2, 0.4, 1.0])\n",
    "cb1.set_ticks(v2max*myticks)\n",
    "mylabels = ['hold']\n",
    "for tick in myticks[1:]:\n",
    "    thelabel = tick * v2max * float(m2lon) * otransports[(omonths==month)].sum() * 0.25/24/30\n",
    "    print (thelabel)\n",
    "    mylabels.append(f'{thelabel:.2f}')\n",
    "mylabels[0] = f'{thelabel*vmin:.3f}'\n",
    "print (thelabel*vmin)\n",
    "cb1.minorticks_off()\n",
    "cb1.set_ticklabels(mylabels)\n",
    "\n",
    "for ax in axs[:, 1]:\n",
    "    ax.set_yticks([])\n",
    "for ax in axs[:, 0]:\n",
    "    ax.set_ylabel('Depth (m)')\n",
    "for ix in range(2):\n",
    "    for ax in axs[:-1, ix]:\n",
    "        ax.set_xticks([])\n",
    "    mylabels = []\n",
    "    myticks = axs[-1, ix].get_xticks().tolist()\n",
    "    for tick in myticks:\n",
    "        mylabels.append(f'{-tick}')\n",
    "    axs[-1, ix].set_xticks(myticks[1:-1])\n",
    "    axs[-1, ix].set_xticklabels(mylabels[1:-1])\n",
    "    axs[-1, ix].set_xlabel(\"Longitude ($^o$ West)\")\n",
    "\n",
    "fig.savefig('PointRobertsNitrate.png')\n",
    "fig.savefig('PointRobertsNitrate.pdf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b24a0c90-fa35-4e94-9405-73e3e85a9d69",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "81c11be4-c7a0-4526-89a4-db8fc5398cb2",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.008 1.3924676077178846 0.9930291769580228\n",
      "0.10330294773817136 1.4619627424081004e-06\n",
      "0.52466923203942 2.2199185770198174e-07\n",
      "1884.9536\n",
      "0.008 0.6962976527615248 0.5647455136748971\n",
      "0.2531697816166606 3.4607836978345837e-06\n",
      "0.8572207623584754 1.8567410209559458e-06\n",
      "1475.5479\n",
      "0.008 0.5874522938683344 0.5732609532259988\n",
      "0.37539195468721337 3.5018959409180007e-06\n",
      "0.6839259990518394 4.622290120810123e-06\n",
      "1800.8925\n",
      "0.008 1.8891721750984445 1.0991852498358639\n",
      "0.0839840223938561 6.203623886006212e-06\n",
      "0.4316532511517047 3.227392388639934e-06\n",
      "1943.929\n",
      "0.005000000000000002\n",
      "0.010000000000000004\n",
      "0.020000000000000007\n",
      "0.05000000000000001\n",
      "0.10000000000000002\n",
      "0.25000000000000006\n",
      "0.0020000000000000005\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x1440 with 9 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(4, 2, figsize=(15, 5*4))\n",
    "\n",
    "cmap = cm.matter\n",
    "cmap.set_under('white')\n",
    "\n",
    "for ix in range(4):\n",
    "    month = 3 + ix*3\n",
    "    imonth = month - 1\n",
    "    vmax = 0.25 / (transports[(months==month)].sum() * 0.25) / m2lon * 24 * 30\n",
    "    v2max = 0.25 / (otransports[(omonths==month)].sum() * 0.25) / m2lon * 24 * 30\n",
    "    vmin = 0.008\n",
    "    print (vmin, vmax, v2max)\n",
    "\n",
    "    jmin = 210\n",
    "    gridding = 2\n",
    "    c, xedge, yedge, im = axs[ix, 0].hist2d(lons[(months==month)], \n",
    "                                depths[(months==month)],\n",
    "                                weights=transports[(months==month)],\n",
    "                                bins=[np.array(f_lons[jmin:314:gridding]), w_depths[0]], cmap=cm.matter, \n",
    "                                    density=True, norm=LogNorm(vmax=vmax, vmin=vmin*vmax))\n",
    "    print(c.max()/vmax, c[np.nonzero(c)].min()/vmax) # theta[np.nonzero(theta)]\n",
    "    c, xedge, yedge, im2 = axs[ix, 1].hist2d(olons[(omonths==month)], \n",
    "                                odepths[(omonths==month)],\n",
    "                                weights=otransports[(omonths==month)],\n",
    "                                bins=[np.array(f_lons[jmin:314:gridding]), w_depths[0]], cmap=cm.matter, \n",
    "                                density=True, norm=LogNorm(vmax=v2max, vmin=vmin*v2max))\n",
    "    print (c.max()/v2max, c[np.nonzero(c)].min()/v2max)\n",
    "    \n",
    "    for ax in axs[ix]:\n",
    "        ax.invert_yaxis()\n",
    "        ax.set_ylim(250, 0)\n",
    "    axs[ix, 0].text(-123.45, 200, fullmonths[imonth])\n",
    "    \n",
    "    salinity = np.zeros_like(np.array(tmask[:, igrid]))\n",
    "    salfiles = [xr.open_dataset(f'/results2/SalishSea/month-avg.201905/SalishSeaCast_1m_carp_T_2015{month:02d}01_2015{month:02d}{monthend[imonth]}.nc'),\n",
    "                xr.open_dataset(f'/results2/SalishSea/month-avg.201905/SalishSeaCast_1m_carp_T_2016{month:02d}01_2016{month:02d}{leapend[imonth]}.nc'),\n",
    "                xr.open_dataset(f'/results2/SalishSea/month-avg.201905/SalishSeaCast_1m_carp_T_2017{month:02d}01_2017{month:02d}{monthend[imonth]}.nc'),\n",
    "                xr.open_dataset(f'/results2/SalishSea/month-avg.201905/SalishSeaCast_1m_carp_T_2018{month:02d}01_2018{month:02d}{monthend[imonth]}.nc')]\n",
    "    for isal in range(4):\n",
    "        salinity = salinity + 0.5*(np.ma.array(salfiles[isal].dissolved_inorganic_carbon[0, :, igrid],\n",
    "                       mask=1-tmask[:, igrid]) +\n",
    "                        np.ma.array(salfiles[isal].dissolved_inorganic_carbon[0, :, igrid+1],\n",
    "                           mask=1-tmask[:, igrid+1]))\n",
    "        salfiles[isal].close()\n",
    "    salinity = 0.25*salinity\n",
    "    print (salinity[0, 304])\n",
    "    for ax in axs[ix]:\n",
    "        CS = ax.contour(xs, ys, salinity, np.arange(1500, 2200, 50), colors='b')\n",
    "        ax.clabel(CS, inline=1, fontsize=8, fmt='%1.0f')\n",
    "    pc = draw_patches(fmask, jmin, 314, np.array(u_lons), np.array(w_depths[0]))\n",
    "    axs[ix, 0].add_collection(pc)\n",
    "    pc = draw_patches(fmask, jmin, 314, np.array(u_lons), np.array(w_depths[0]))\n",
    "    axs[ix, 1].add_collection(pc)\n",
    "    \n",
    "fig.subplots_adjust(right=0.8)\n",
    "cbar_ax = fig.add_axes([0.85, 0.4, 0.05, 0.2])\n",
    "cb1 = fig.colorbar(im2, cax=cbar_ax)\n",
    "cb1.set_label('m s$^{-1}$', labelpad=2)\n",
    "myticks = np.array([0.008, 0.02, 0.04, 0.08, 0.2, 0.4, 1.0])\n",
    "cb1.set_ticks(v2max*myticks)\n",
    "mylabels = ['hold']\n",
    "for tick in myticks[1:]:\n",
    "    thelabel = tick * v2max * float(m2lon) * otransports[(omonths==month)].sum() * 0.25/24/30\n",
    "    print (thelabel)\n",
    "    mylabels.append(f'{thelabel:.2f}')\n",
    "mylabels[0] = f'{thelabel*vmin:.3f}'\n",
    "print (thelabel*vmin)\n",
    "cb1.minorticks_off()\n",
    "cb1.set_ticklabels(mylabels)\n",
    "\n",
    "for ax in axs[:, 1]:\n",
    "    ax.set_yticks([])\n",
    "for ax in axs[:, 0]:\n",
    "    ax.set_ylabel('Depth (m)')\n",
    "for ix in range(2):\n",
    "    for ax in axs[:-1, ix]:\n",
    "        ax.set_xticks([])\n",
    "    mylabels = []\n",
    "    myticks = axs[-1, ix].get_xticks().tolist()\n",
    "    for tick in myticks:\n",
    "        mylabels.append(f'{-tick}')\n",
    "    axs[-1, ix].set_xticks(myticks[1:-1])\n",
    "    axs[-1, ix].set_xticklabels(mylabels[1:-1])\n",
    "    axs[-1, ix].set_xlabel(\"Longitude ($^o$ West)\")\n",
    "\n",
    "#fig.savefig('PointRobertsFlux.png')\n",
    "#fig.savefig('PointRobertsFlux.pdf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "8d0b7c36-b344-42fd-9ef6-26602b3a7efb",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "py39",
   "language": "python",
   "name": "py39"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.2"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}