{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 作业5"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "https://irsa.ipac.caltech.edu/data/COSMOS/overview.html数据下载\n",
    "\n",
    "DECaLS 滤光片曲线 http://svo2.cab.inta-csic.es/theory/fps/index.php?mode=browse&gname=CTIO&gname2=DECam&asttype=\n",
    "\n",
    "HST COSMOS滤光片曲线 http://svo2.cab.inta-csic.es/theory/fps/index.php?mode=browse&gname=HST&gname2=ACS_WFC&asttype=\n",
    "\n",
    "肉眼比一下 F606W大概和DESI r-band差不多"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 先获取cosmos场的中心坐标，然后去DESI的viewer界面挑一个星系拿坐标，然后去http://hla.stsci.edu/hlaview.html里面下fits\n",
    "# 存储在\"/home/renhaoye/hlsp_candels_hst_acs_cos-tot-sect12_f606w_v1.0_drz.fits\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "chararray(['1501p022'], dtype='<U8')"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# survey_in_desi提供代码，因为大图的wcs信息才是完整的\n",
    "from astropy.coordinates import SkyCoord\n",
    "from astropy.io import fits\n",
    "from astropy import units as u\n",
    "def index_brickname(bricks_file, ra, dec):\n",
    "    bricks = fits.getdata(bricks_file)\n",
    "    ra1, ra2 = bricks[\"ra1\"], bricks[\"ra2\"]\n",
    "    dec1, dec2 = bricks[\"dec1\"], bricks[\"dec2\"]\n",
    "    coord = SkyCoord(ra=ra, dec=dec, unit=u.deg)\n",
    "    ra_deg = coord.ra.deg\n",
    "    dec_deg = coord.dec.deg\n",
    "    mask = (ra_deg >= ra1) & (ra_deg <= ra2) & (dec_deg >= dec1) & (dec_deg <= dec2)\n",
    "    matched_bricks = bricks[mask]\n",
    "    if len(matched_bricks) > 0:\n",
    "        return matched_bricks['brickname']\n",
    "    else:\n",
    "        return None\n",
    "index_brickname(\"/datapool/DESI_LIS/dr10/south/survey-bricks-dr10-south.fits.gz\", 150.1919569, 2.2478653)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "HST ACS F606W pixel scale = 0.03 arcsec/pixel\n",
    "\n",
    "DESI DECaLS r pixel scale = 0.262 arcsec/pixel"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "INFO: \n",
      "                Inconsistent SIP distortion information is present in the FITS header and the WCS object:\n",
      "                SIP coefficients were detected, but CTYPE is missing a \"-SIP\" suffix.\n",
      "                astropy.wcs is using the SIP distortion coefficients,\n",
      "                therefore the coordinates calculated here might be incorrect.\n",
      "\n",
      "                If you do not want to apply the SIP distortion coefficients,\n",
      "                please remove the SIP coefficients from the FITS header or the\n",
      "                WCS object.  As an example, if the image is already distortion-corrected\n",
      "                (e.g., drizzled) then distortion components should not apply and the SIP\n",
      "                coefficients should be removed.\n",
      "\n",
      "                While the SIP distortion coefficients are being applied here, if that was indeed the intent,\n",
      "                for consistency please append \"-SIP\" to the CTYPE in the FITS header or the WCS object.\n",
      "\n",
      "                 [astropy.wcs.wcs]\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING: FITSFixedWarning: 'datfix' made the change 'Set MJD-OBS to 55908.000000 from DATE-OBS'. [astropy.wcs.wcs]\n"
     ]
    },
    {
     "data": {
      "image/png": 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5fF6OmaKB16hcLqNcLst7QRCgUCjIdwLHHknfOMedEz3ePuOKSxiG4jGtVCri8eZ8ymazkTHnsTOqQcN51ev1EIYhqtUq1tbWUKvVxNhRLBbFU6/nv/aMc44Cx15rirJut4tOp4NOpyPGFBooaEDhNXWvfb1eR7ValXuDHthWqyURHvp4SqXS3Hj5jE8UxRSleh/5fF7EOO8fzgOOn7tPbk+DGceAYlWz6FmSzWZx/vx5lMtl+XwYhhiNRmi327ERFsPhEMPhUI4haf80QnEM9/f354w+PhiFq3/beF0BoNlsiqEln8+jVCqdqAfanvXJnDpPtGEYhmEYJ8P999+P22+/Hc9+9rMxHo9x11134bbbbsM//uM/RhbIP/mTP4l7771X/qZAJXfccQc++clP4s/+7M+wsbGBN77xjfjpn/5pPPDAA96F7dVmMplgOBxGQk3H47GEZLqimF6cSqUS8RRz0ZpKpRAEAabTqXeRPBqNsLe3h0qlgocffjjyXpJXql6vY2trC+12GwcHB+h0OqjX6+LJpgEgTsATCkkeJ/8eDocolUoiAobDIdrttngx0+k0qtWqhLkPBoO549Xin+KrVCqJgBqNRhiPxyL6tDeNHkuKU+6bIoj7bjabGA6HInx8goLXlJ/T3sBCoSCGkV6v5x0vX/gtSafTqFQqIj7o9dXvT6dT1Go1VKtVZDIZXLp0ac4j6X4vP8f5lSTQG40G9vb2EIZhxBve6XQi87hYLIrQvnz5MprNpmzLaxo3ZzjuPJ5isQjg2IPvesH39/fnhHtSWtR4PJZzXJTix/SHarWKTqcj6QMPPvhgZLs4r7P7t36NQoyGKbIoGiSXy+HGG2+U+ZTNZlEqlVAqlWScOWf5O6K/N5fLIZ/Pez3V+XxeDBfD4RDlclkMO+12e6mUyLj0Bt4vOgKHqSXXkih9smEi2jAMw1gZe3A/Ofn0pz8d+fvee+/F2bNn8cADD+BFL3qRvF4oFLC1teXdR6PRwAc/+EH88R//MX78x38cAPAnf/InuHDhAv7qr/4KL33pS1c6JnpuuMjUi3Q3TJXEeWopxOLmZ6vViohGbqsXwEns7OzMvZaUB93v9/HII49gOByK6KHIpVhxBUQ6nUYYhrKAr1arkdDzWq0mucVcSKdSKcmN5jExhJQhzNqzSO8wxa/OnaUwZq7teDzGzs5OrMCi4PAZE+gVdcNR46C3j97odDqNQqGAIAiQzWbFOMDc42VrtQwGA1y6dCn2fYbpMmd6NptJbvoq5HK5WIMIx07v01f/ZzAYoNFoRKIS3H0A/ro2vK56//1+H91uF+PxODL+rEGg8251OLkPzo1l4Jzi/PNRr9eX2pdLXN7+eDxOTKcYjUbY39+XlIDpdIp0Oi1jxLB7nqc+bs5f16DI+9+d/1pIp9PpuRzmKznnjY0NZLNZNBoNyX0/6Yrc9qyPx8K5DcMwDOMpCj1g6+vrkdc/97nP4ezZs/ie7/ke/PIv/zK2t7flvQceeACj0Qi33XabvHbdddfh5ptvxpe+9KWVj4GFmwgLd+n3WfiHuLm4elv39UW50RQX9MIm4RZQyufz4rn0Qa+UXmBTHPM43SJYWtgwxFlvR48vcyd1ODmPnwWb+F2DwSAigLLZrIT3uiHOk8kEnU5HvJZ6bOLGJ6ngoStGfLjjx6iCMAzl3ChG6I2nt5ZeeR/MJ110XemBpNFgOBwuJfDc86JBZtloDB3OTliwbn9/PzGH1vcduVxO0hm04cYV0MCx55R50Pl8XkKDU6nUygVUXWiU4jXwve8rxObjaka3DAYDNJtNMdINh0McHh5KMT9GXviMCTRE6fnkhvYT3vc6KuOx1ntiagCvK0O+jScG80QbhmEYK2HFRq4NZrMZ7rzzTrzgBS/AzTffLK+/7GUvw8/+7M/ixhtvxLe+9S381m/9Fn7sx34MDzzwAAqFAi5duoR8Pi8Fgsi5c+cSvX2DwSDipWPFaBZG4mJe5w5rbyur0jJs1vX6lctl8TABx1WhuTD2iVb+zdDTXC63cFFarVYxnU4RBAE2NjYARD1grme6WCxKKDIA8czR+6fPncJ5PB7PeSD5GsNJaWwoFAqRcF/+l+c9mUy856QLqo1GIxGo0+kUvV5PPkMBw8JZOk82lUqhXq+jWCyKZyyTySwMT3dxC1b1+31Uq1U5B+ZS0xhRLBZRLpflWOK+j9547fmPQ3u76fVrtVrisaR41xXfXUajkeSps9q7LwyeJB0T57kv3BmAiHWOQT6fR6FQiIxFo9GQyvMaXmt6V3nflctlOWaKbDf9IZ/Po9vtLvWbTQEdhqHkcOu52mw2F14Xnf+tw9Wz2azcuxqmZTBywj3OVCqFXq8nxq9eryf7YBpI0jG51yKXy6FcLs8ZywBE8plZVV9HfJBisbgw13oymXi92Sf57LRnfTImog3DMAzjKcjrX/96fO1rX8MXv/jFyOuvfvWr5f9vvvlm3Hrrrbjxxhvxl3/5l3jlK18Zu79Fntx77rkHb33rW2M/ywW9uxBlYS56cVhYqlwuY3NzE9vb2xGRs7m5icFggH6/P9faKYm44mMkl8tJASiG/XY6nbkFMItS6fBlvSint4/FgzKZDNbW1qTtz+HhYUQIXbx4UbafzWYSdtrpdNDr9TAajaRQFYUlhZUuxkS0J1uLkEKhEHlPjz+FdCqVQqFQkAiG2WyGw8NDNJtN2Q/bbOnweHo6dSV1Hp8PCh0Kjf39/cg4t9tt8UDrsWLoO0USc8B9ositXO1GGTz66KNzedlJApqh9gAk55nj5Ws1tQyc79VqFcDRHOCcdo93NpuhUqkglUqh2+1K5MFwOJQidsBRSoOuAeC7R1icLggC3HDDDRLurOdSXOV84NjryloCYRh6ReIybWopnt3vGo/Hco31HKCBIC6tYzKZSC4xfyfOnz+P2WwmIfQ0BgHzUS+ukazT6cSmM8xmM5TLZQwGg0iONSNrmCs+mUykbkFSOD3TGwqFwmMODzceOyaiDcMwjJUw6/STnze84Q34xCc+gc9//vO44YYbErc9f/48brzxRvzLv/wLAGBrawvD4RAHBwcRb/T29jae//znx+7nzW9+M+688075u9ls4sKFC4nfTfGhw01Ho5GIo3q9LsJPh2ImeZLclkrA8fybTCZSVMtdzHJxzjxEeoYODw+lGjaAiEAFjltX6crDLEbFPr8Ux77e0LrwGT1Z3Nd0OsXu7i5arRbq9TrCMBTDgu4nrD3scRWQfd8NHLUiojeU18EdF3esNjY20Gg05Lsmkwmuv/569Ho9tNtt8SwyzJy5s/QcB0GA0WgUEQquCHW9zxRGPC93rBYds0u/30exWJToh7jxIcxvZoE3irg44b22trYwh3cymaDRaIgYTxKdHC+2amKfdOa8cxvul9uyn7Hb+qvf70v0B+8HbXjw/WbTwNXpdCLXJ66PNAt7tVqtWONEKpXCxsaGGK24HVuNufNgkUeX0Rn1eh2VSgUbGxvikdZ9xHU0jGY2m82NQ9LvDceu3+8jnU6jVqthbW1Ncu97vR7y+Xzk3AB/rQUaRZjKsWgOP1bsWZ+M5UQbhmEYxlOE2WyG17/+9fjYxz6Gv/mbv8FNN9208DN7e3t4+OGHcf78eQDALbfcglwuh/vuu0+2uXjxIv7hH/4hUUQXCgVphcR/yxwv8/7o3eRiut1ui3dMC6ekBa2ubuu+Tu8nc4xd9AKWYa18naHg2Ww2kl+sW/nwb7f/L3MqKazZAoiwLRU9UD5YjKrb7aJQKETa97je9VVzMikEKRboNdPva9jf1g1Hp7BkmyBXAOgFO3PBdS5sUt4132elcgBzHnXNMnna9N7qY4jLsWYoONtpae83RZsLw6fjcmp5DMDxfeAes3ttdb4ux5858e12e84QwPQAn2EJOE7BoKEjacz0OC0rlFjIi0XsfJTLZYnS0P3CF4lXwD/X6dXmnGaEga/3uO88XM8053YcnOv8nL6POAb6v8T9DeK5MDWEcz1p/hgny6n1RC8T4nHSrPKgWcWysmqBhFX2vUq40ElasJ6MlibfoimOKwnLOg2cVOuZk5xLq4z1SV7DVcbupH47gHhv0WPd7yqYdfrJy+23346PfOQj+PjHP45KpSI5zLVaDWEYot1u4+6778arXvUqnD9/Hg8++CDe8pa3YHNzE694xStk29e+9rV44xvfiI2NDayvr+NNb3oTnvWsZ0m17lXhQp4LW8K5xrxFejCJ2zpmUaVa38KUhcsYAspq1xQW3CcXvrrIFdcq/X4f4/FYCoPpFjz6eBkmSi8XK27zHFKplLTpYqhnvV6PFEKKK8ZET3y5XJZ8cAo4nUfOMFIeOz2obvXsfD7vrYDNENVsNitetlKpJN7GOK/t7u7u3Ov6d5UGELbCqtVq2NzcRKPRkBzpbDaLw8NDr5gLgkDaebXb7aUEVlJF9nK5PBdeSyOMe44sesfjj/tu7cHsdrtYW1uT8HffcdTrdclPd/dZr9fnvovXWe9v0fOZBg/fdvRkL6qEro1Qbj7/ou+mh533iq6KTpGtc/SB43D52eyoF7VvvvnqJmi63a5cTxYWi6NSqUQMP6tGurBF3GQykQgM4Lh6Pc9Dpw/4ImF0KzrWe6CB5SSwZ30yp1ZEG4ZhGKcTe7A+eXnf+94HAHjxi18cef3ee+/Fa17zGmQyGfz93/89PvzhD+Pw8BDnz5/Hv/23/xYf/ehHJZcXAH7/938f2WwWP/dzP4der4eXvOQl+NCHPnRFhrpyuSzthXzzgILV7eFMz68Wf8ss3rXQpldIV2fWPXvdkEmdczsej9HtdiUcm2Gx7FfMMFSKC/199EqlUinxEOqCRlrU/uu//qu8xuJecYv4yWSCb37zmwCQmIubzWZFROfzeVx//fXY398Xcc3+tqzgzXxRGhAqlQo6nY4cY6fTiYyVb1Ffq9WQzWYThQJwJJD29/elUBn3dfnyZfG++cKDGZGgi8gl4RbhAhAJfb58+fLc2LG1knb0cN6k0+lIHjeAiMHDNah0Oh35vmKxGFuYii29tNEGAA4PD8X4pD3kuq+0C7fX10cX1grDMHIf0nDBY9ehxAC8onIVA3W9XhfDCPelxexsNsPOzo5XlBKeu3tPLNN/nb8nPgFNQxRzx4MgkNZjVwIjNNy5yb7l2WxWrjcQHUcWD6Thh3nvq9R8uBLsWZ+MiWjDMAzDeIqwaAEThiE+85nPLNxPEAR497vfjXe/+92P+Zi0qPLhCjLmMI5GI3Q6HcmhZb9pnXPsLqzpdWMrLIof5la64+P21d3Y2IiEkgOIVLYGjnsOp9NpNJvNOe+3FukA5vI6Dw4OvAXOKNZ8woDGBH380+lUPG06tJcF1GiYYCGy6XQqIcz0tDIMmPvhGH/729+W/envo0jwCanLly/PvUYYCeCKO81oNJKCYtVqVSIU0um0pAYcHBwsLeK0Z1CfA8fo7Nmz2N3djYimer2O8XgcEVOcZzSiaNz0AXc+tlotudY+w0hcLjH3rY95mVZRNBxoMUfvdRiGWF9fx8WLFyPGHBqOut1uxINKyuVy4j0cV10cOLpezWZTIkLcUOllRNyiFA59HHqcWAk/zgM9m83Q6XSkEJubXhAH74lcLhcpiJbP51EqlZDP59Hr9dBsNuV+S6VS2Nvbiz1Xfc9zm5MW0MZiTEQbhmEYK2HWaeOJRPdDzmazIn51aLRuFUV0riw/y/3pcFYKIdf7RU+gKwi4MKcg1+1yJpOJ5Hxysa8FCAuS8Vj4N/sza5LuER3mze1YNIrnB0DyWnVOMItM6XZbDJflNjosnGHj+nrEFWFaFm2ESGI8Hovnlcc0Ho+xv78PYP6aMdfWJ/J0yyQXimv3fLT3Xs8DVl9250a/35drEDc27jEkFYxyC1pdSc9h7UnmdzPKg8KPsGAfr73vGi+TQsFxcc+Nr/OaugXfrnRO+YQ7UzG4T1b8Z8i6njvu52ezGdrttne8446R56rrH+iw+EqlIr8dbirFMsTlsV9N7FmfjIlowzAMwzCeFFBEUOSxLzRbY1WrVcmdplBgYa5UKhXx7FEU6Mra/I44z9n+/r6EcLPlkl4o+xbC9DaxfQ6rHLPP72AwQKFQELHFKt0+rzgLmOlwWo6HDvVmGCqLXekFt+t9BY68Wqy8TU+yu0CPC4/ldzO/eBUxQPE8Ho8TvXz0nrPAlSs64sTE1tYWCoUCdnZ2sLOzE3lvUR5po9HwjhPDb9fW1iR0v9/vo1Qqeb3gFOPuMfrEVyaTEXHVarUi7+uwan3OqwhN7TV3BeFsNptrm0QBraMsXGEV5/nnnND3EqvRu15UGnD0Memie4sqbmtxziJ8bh435wwjAxhVAUTrmNDz7pJUPdw3/u49xGvKc1tbW5vL9Wa6BAAxDsbdTwzxXsYLb5wMJqINwzCMlTDrtPFEEQSBCGZf6yAuzvP5PIrFoohH5n263iV6fUulkoREu+KF6GJSnU5HFv16W593aHt7G5VKRfKhWXkaOK5+zBBbispyuSzCi55hitxarYbJZIJ2uy2h4a6oZH4wi38VCoU50UiBTRGb1I5J4xZs4jhubGxIiHVS2yYNowZGo5HkO4/HY7TbbQRBIONLIce86ul0ioODg8ix+sTMN77xDWkp1Gw2F+bIaujdZ+g7x4bH4wpBeip5DCy2VqlUkMvl0Gg0RBgyB3Z3d3fueyuVCgqFAtbW1vDtb39brr8btuzOP0YRcB5xvmhhzPOPE77uGPL+IEEQoFQqSUTGeDyeC4dmLj4NPjpyQRcKc4/B185Jn1PcM4LpGYRRHHHb0xilq53ravtu3+lFxN0vbkE61+jjy11nfQEfbgG1pEJoVwt71idjItowDMMwjCcF3W430tIlzptIjxnFT5J3VPfqpYDROcM6FFgvmLV4AY6F++Hh4dxCkfunx6zb7crCX4d98jhZdIreZbbVosea2yeF0lLw0YhAGo2GeKmB4xDypDHShZtyuZzkTfO1yWQihgDm2C4S42EYSi7z5cuXcXh4KGPCxTv3wdzV4XCIQqEgxc10fvn6+nqkQBXPjQJMC38eX1zoNOcNv5uil0LaJ7Lc15ivT88nv4dt2bhv/f2TyQQPP/ywzKUgCCRFgUW9uD1fe/rTny5h64888ojk6HO+aBFNTywNOi5ra2sSGq/HCYCI83w+7/WA6rZkFIL0eLPS+2AwkBxoHgfPxSfYXEHJz7nGMPdYKN55TowY4HcFQRAxGAVBgK2tLQBHRq9FItptU7dorvvGWgvoMAy9BiydWnJSFbiNK8dEtGEYhrESZp02niiSPDUM9Xbza12RlMlkRDi64pEVcJnjzGJR2mPleo+Ye8ycx6S5TAGs87aDIJBzYi4mRUWhUBDPHY+v2+2i0+l4+wZruA9fCyD+rftbu+NEQ8J4PBYRBByJRY6hptVqSU6rrv4dhxbMxL0WfI+CP0m40Mvvevwo+Hzh33EiWu+b7ZcYfr9Mj2l9jkkh7nGvD4dDSUGgF56tuzQUkBxzzi+OB+czIw64fVwUBRAViK5XmtEcvmvL90qlUsTjTeHN1AU3vF3niy8KTfcJ5qQ87XQ6jfX1dek1T1h9nmkT7BHtFreLg+PH35rHmpvM3wLOR/17w3tJv/54Yc/6ZExEG4ZhGIZx6qBQWibnk9u6Vap9n6M4oUjWnrrRaIR8Ph8RmaVSSTzJpVJpLm8UgHgL46oUUwRRtPLYeAwsQKW9bLPZTL6fecy9Xg+DwUDC01mUzOfpYghwtVoV7xuFDD2hFGhcrOv9cHsKIQ2LULlVnnUf26TrxnzOpFxXV1ADx0XlfBXAuS9dMAo4Ev3D4dAbwswxTvLCM0RdG1TS6fRcVWq2QtLjwBz1ZfJWXQMNhSYFNQvjEYa17+3todfroVgsyrzmd9LgQRHLfua+60Lvuw79d7ejAI4LB+/1epHj5HkzgoIi2G1Rxe+hYcWt0q2ZTqcol8tzkRBuaD9FbjabxdraWsR7riuzs7f3pUuXlhbRPG7XmJNKpRAEwUq5yrowH0PK9byiASeVSqHVamEymUR+o4wnDhPRhmEYxkqYddo4aXK5HIIgQLvdjsyNSqXizbflQrZQKAA4Ek5xi0ztkWKBKIahHh4eRgSCrtrNv11x6PPMubmxzOHWnlRdDI0CQ3vZKcAODg6kNddkMpHj7Xa7GA6HKJfLse2jKKQoKnytkChoaQjgWLISNgtEuX2VXSHFvO92u72wzdRgMEA2m40YJ9hPm+NdLBYlFJ/jRgGmw6EpMPm75Ipzfd6bm5sYjUYSBs7zLhQK6Ha7saG5DOFmCD3bqmmxwwrdwLFnsVqtotfrxRpXuB8gmppAIawNAW6IMY0uzWYTvV4Pe3t7qNVqkQrswJHA1HN+0Tn6PL1AVNS756BzoH3isdvtolgsolwuy73JOaK3n0wm2NzclPOnaOd9wZzqQqEQCW/X56Or1I/HY3z9619HLpdDuVyWPtrb29tyTkSP7yLDCouC6WiQSqUi19ItYpfU5ksbXfj7oo+J86paraJcLosx7bFUw18We9YnYyLaMAzDMIxTQ6lUQqFQkDxUnbM8GAwinmTXq7Uol9H19lEA6zxJvQ93f91uV0KkGarrK/CjF4paGNdqNcntJT7PNgs45XI59Hq9iHBsNptzHlxdWIkL8kKhgFKphGq1ioODAwnJdhfz+Xx+ziPPc+D2FNRJUIQug9uCrNPpRHJkuT+ihZyGAptCi+HPejs9drPZDOVyGUEQiOHB7RNNKHB1FAC9v74cVYZTc3xZJE3niLu9kOkxpxDUvYzj5jLHjgYLTalUksJucZ5QRmy4YenT6VR6FnNMWJyP95kvlF33lOa9pEUor0mr1ZozgLlilWIznU5L1IWG50zhzugOnfPsC3sejUZz81vnavsqpyflOrMtlr6uLITnM94tKxy1aOU+OWfYbmzZPujGyWMi2jAMw1gJs04bJwkX5Vw0ssASvT709iwbMumGHPtgyPKiolg6R7dQKEhBrWVzFfv9fqLXmhSLRfGudrvdyMLZFdAMeXfHgp7DdrstfYB9C3x+3oU5mvQuMoyZoso9boak+oSRFmLEFQPa882/9Rjl83lve65+vy9eYnqmC4WCGDgYjg0c5W27n+d3+o7HnS96bviuIyt6cyxoWGAhNt3Si0JMjyHHL2leMzeZ3lYKYub4NpvNhW3G4vpLu/UGdOGvpBBrfVxA9D5zez9r3O0AiLHCJxZ53L6WWPo4lnmeUIBzTgMQgxEr28fd14xg4LXKZrNi7PIZP65E+HJucOxZxd7lJD3S9qxP5tSK6Libw+Ukk+yTeha68Ed/GVYtS8/woKu97ZPVmrXKWK/SP2/VRverwDyXZVjlGsYV2InjJM9xFZb1Vqy67UnO6dMydsvO/6S8tceKPViNk8T1Bk8mExGVzWYzEgrtw/UuaVESt2ZgKCsXx5o4Uc3fJnqKlj03Fy7WXeFJz96i+ziucBXHh8WefM8L5sG6vysUF8zHdIsyARDRpr9bi0ieB7en0NDeYw3zqBk+Dhx7mvl5wP87r8VeNpuNPV839J5Fr+LWmyxWxveT1qU0HmgPZbfbRRiGKJVKCIIAjUZD1pYU0TxuilRf0S/3XPV79ICy7dmiZ9UqxdGYQqCLvK2CayRIOiYddp9URIveejIej6UP+6IK81yL6b7mNMxVq1UMh0M8+uijACCF/fjbwevLf9wHz7HT6cxdl2Xz4X3oKBfdgkvDtJdlW8qtij3rkzm1ItowDMMwDIMLOS5i3cJIDO2k4Yih4KPRyJvjqcnlclJNmB7e4XAYETG+XsSs6ksBkwTzOCnUM5mMhP5ms1k0m02EYSghm+PxGIeHh5Ec6iQozLnQzmQysqjWocUARPSydZbufU2Rkc/n0el0pICRbilGT2kYhhJC6wogN1weOPYy68JjcQXRdBVpklS0TTObzdBqtaSY2CKSWgcxh5ee4729Pa8RpFar4cyZM+j1enjkkUfkdX5/r9dDJpNBrVaTyAJ6qhlhwevMz9B77UYdZLNZbGxsoNPpoN1uo1QqYXNzU4qaffOb34w9V1638Xg8l39Nw5ErlpcRgHEGCwCSIrHIW6rFb1I+Mj3QLJAGLNdiim3ZGAZPoc75Op1OJX2CdRd0VXQKYp133+v1IlEJbhX8VQ3vOm86DMOI4Yr7r1arESNjvV5HoVA4MRFtJGMi2jAMw1gJs04bjyc6pBGAhOgSvdCnV1Hn/iYtsllMzPedccfC76QYcfddKBQi+dqZTAbdbjdS6IneRnr6tIeUHifmCBeLxUg/ZPd8WCkaOFps+wTN7u5uZHtd8ZvoYkws8uVGzjGHdzqdSuGvfr8vIs4nSH2tqlwPHfM/fULcB72pzA+m95viwhdqTc86RVBchWp6GGezGZrNphSyqlQqMq8okEqlkhRIc0WTFo7tdlvmLb3fFLRxOfXaC0pDDQ0sOpe81+uhXC6jVqvhhhtuEANCv99Hp9OR+TQej9Fut8UQQi/4aDRayuDAcXfPMym60r0/kqI69P1ByuWyGB44lu4cW2b/o9EoMqdcUT8YDHDx4kWk0+nIWHCe8phYhE73/+bnXYPDaDSSee07bn2OrLbNY2JPc1bAp9B3DUk7OzsrRWeuij3rk1k+TtIwDMMwThHvfe97cdNNNyEIAtxyyy34whe+kLj9/fffj1tuuQVBEOAZz3gG3v/+98du+2d/9mdIpVJ4+ctffpWP2nBZlLLBBfBoNFq4YByNRpJ3rBdrcelZvuJQq+AWsQKOvG/5fD4iuH2FiyhiWVCKi23d25j70N5gl+l0ik6nI97LRbBCsRb2+nwYkhz3WbbJ4naFQkEMB74Fsvbou7nVOmyb/5bxflIE6p7fi0Kt+T49sj7YiolGhH6/j1arJbnNbp5sp9NBs9lEq9VCv9+PzDN3LPgehTjnqg8W0BoOh8hkMigWi+J1dCvGu+PKOcWWXLwuPG6OFc91FZJyxH3wvXQ6LfeFiw531/PO9QAvgnOTRhBGevjwva7nvvt7QQGezWYRhiGq1SpKpRJKpRLK5bKIfR++/WkYgp9Op6XiOo1nQRAgCAKEYRjr7b/ScPEnG6fxeW8i2jAMw1gJWqev9r9V+OhHP4o77rgDd911F77yla/ghS98IV72spfhoYce8m7/rW99Cz/1Uz+FF77whfjKV76Ct7zlLfi1X/s1/Pmf//nctt/+9rfxpje9CS984QuvaHyM1XAXzy5adARBIIt/32dms9lcbiRzTZO+g4WrXFGh/06lUuI1SoKiRYcuaxhyrUUfPVzM52ZOKM+di2vAbxDgd2mxzTB337ZaVMXty4cOX6VHWi/8l4F5ywzR1+JyWfhdHOtF+bD6fFl1e3NzMyKmmI/t5vGORiM0m00Rr+55sqUWRbQ75vQ6s8AaAPGaa6+nawSgcNM9p+PmHsPph8MhWq2WVLgulUpS5d4dj8dSkIqCbxmjUzqdRq1Wk0rfLvTmcx5xPvB+XFRxHzi6prx2FOX0GLvHEifm+RvhMyzo+gqcPzx/Xhc3JJ2f42eTjDw8R114jsYcACvdX1eT0/CsB07v897CuQ3DMIwnHe94xzvw2te+Fr/0S78EAHjnO9+Jz3zmM3jf+96He+65Z27797///Xja056Gd77znQCA7//+78ff/u3f4vd+7/fwqle9SrabTCb4D//hP+Ctb30rvvCFL3hDfY2rC/MUk6DAuv7662X70WiES5cuSSXf8Xgc2481yVtGj08mk8FwOJTw1Ewmg0qlgv39fQBHC/XNzU1Mp1M0Go25qtnA0cJfzxmG7jKXk+JZC5udnR3Jr/T1oWZOLfOI19fX0el0xPvIEOvhcCgLfF3wyBdyvgh9Xqx0TRFJj5gWN/SAup5JVvceDocoFAoSsqpzpfX3BEGA2WyGw8NDVKtV9Pv92BBxAJFq6kki2g3HZS78cDhEs9kEACkOVSgU5sQeQ4qTGI/HYhCiWAiCQDyjLIAV51nla2wzpVtKtVottNttBEGAcrksIlwXPmP7Ix4HQ/yr1aqEjT/yyCNipGGrKBfOtbg5o89hmcKfxWIxEvqv4VzXLarCMJQ8at8x+MQ/K2QzWkAXt9OwHVVSugY9+URHTNBYwnz+uFB4bUDz3dMuTInQaQ46TJ7XiUZEFh1btkDck53T+rw3EW0YhmGsxBOdJzUcDvHAAw/gN3/zNyOv33bbbfjSl77k/cyXv/xl3HbbbZHXXvrSl+KDH/xgpCLz7/zO7+DMmTN47WtfuzBczLg6sKBVkseJRZgGgwEODg4iAmM6naJQKKBYLKLT6aBYLEqBLmC+NzQQDUPtdrvi+eEin+HGOheZhbZarRZ6vZ43b9ftkcs8YS3etCeYni9W2PXdB/RC0Tvd7XYjvWP1ebj54sCROPWNbVIBJ/06BY0mDEMUCgV0u105Buaj66rCDJEFom3EfHQ6HekXTVG8tbWF2WyGb3/72zhz5gx2d3fnzm8VEUHP4XQ6xaOPPurdFyMOZrPZXHE331iGYYhcLodmszknEuPCtQF/1w4dok4DRLvdljx1erN1Dj0FMXDk1a1UKshms9L6iwYQznNCgeeyqCAWv5eREhrOVUYa8Lh3d3e9c3A2m2Fvby/yGueOPmctVOOeFRSgvhxtCk+d+uBjNpthY2MDjUYjcp5AdFzY9k3nMMfl8bMGAo1pND7o7ZkTTYrFYsRow5SJuHZxJ8UT/awHTvfz3kS0YRiGcWqgV4hw8aDZ3d3FZDLBuXPnIq+fO3cOly5d8u730qVL3u3H4zF2d3dx/vx5/M//+T/xwQ9+EF/96lcf+4kYS0NR6Fak1SKPnlUKAd3bmF45Ldjo/aN3yvVUMhSTXlUKCi54KQLcsPCDgwP0+33JKWUVcL2g9olTere0CNMtjXj8PrLZbERE9Ho9VCoVWZRz8c3j9nnHXe8ae1AneRw17sKXvXzp8WNoti5W5o5DXEEpd6Guvcx6XHVxKR/u/PHRaDQkzFdXctfjy+rZNKzo61qv19Htdud+p3QxsmXheeo2VxwLCuhcLieGEc5JbTxyoWeec5npAMsWa2PUAI/Hh+537Z6vbvPFc1m2n7vLYDCQfOEkg88iGFnga5vmwjFw54Qrkt0iZYvGVudb67nCa+52AHChEZFGuGuhGvcyz3rgdD/vLSfaMAzDWImTzJO6cOECarWa/POFahF3sUFBssr2fL3VauE//sf/iP/+3/87Njc3r3RojCuAns5KpRJ5Xf/NRbAWm/p66srMXLDr/FYW5yF6sUzvKBfCXHT7RMT+/r4IbxYDC8NQvoti3wercHNBzfk3m80Wij+3Ly7HRIfjxuVAZzIZlMtlCftlz+1FrbkWwdBsFrui55EhxtVqNTF/vFAoiEfbd8wMRWeusS6sREGhz9eXj+zCfWpxxvxVfRx6njGnmeHm1WoV1WpVtuX1XHU8tTjXee681r48WD1n3Pmp+6czdJqe2UUij9+XyWREzCQVw9IGIOBo7rnF5fhfX2G9ZdB9rxcZJ5Jys4vFIoBjQ1xSz++4+cp9LPPdvtoKDKHXY8Y5zvuGuNEajO7I5/ORaJbHg9PyrAdO5/PePNGGYRjGSpxkiNfDDz8cWaD6Ftibm5vIZDJzVujt7e056zPZ2trybs++q//3//5fPPjgg/h3/+7fyfu6ENHXv/51fNd3fdeVnZyxkMFgIB5CLigpxvg6BRLFW9zCnB6kIAgivVyBo/m0sbEh/ZF9+YyshOtbqPI19mqlR4he4KQ8TuZB04uetBDWni+fwKZXdjabidcsTigNh0OUSiUxIkynU+zs7ESO7UruZ7dtEPfF3G+32FcqlZICW6x8zXB2X9uidDothpEwDNFut5HP56UiMvtd9/t97O3tyftumDHFkzveDHPm9WLerjt2DONnaDXPT4+DForstc0+5cvA+c3jGY/HGAwGkdZko9FI8osBSAg3jUHZbBaNRkMqU8eF8XNMtNcZgFyPUqkkr/nmHg1MWpRoY5Qea52+oGFxL93zOIlFIpwC3ncPcG7p4nusM8DrOBqNUKvVUCgUMJlMIqHUuVwOa2trGI/HcxWyWRBNf286ncb6+joeffRReY3frQ1gcc9RHVHDbVnXgKkva2trkblxUjzRz3rgdD/vTUQbhmEYpwbXy+Mjn8/jlltuwX333YdXvOIV8vp9992Hn/mZn/F+5nnPex4++clPRl777Gc/i1tvvRW5XA7f933fh7//+7+PvP9f/+t/RavVwh/8wR/gwoULV3hGxjJQyFUqFSkyRJHAkF56EZPyDzW+fFR6GAeDQaz3t91uL9XfVaPzS5/xjGeg1+tJMah8Ph/Jsc1kMt7jp1BzPXdscUQPI89DEyeEKdaZX8pewdwvQ4SX7RO8zDhw3HwteVjJmN/JsPj19XXs7OzIuIRhiLW1NTQaDTGEUJx1Oh2ZB2EYIp1Oo1KpSDSBey5uWL5GiyVfb2kaRui15nXm+F933XWSmz6ZTCSX1hVCcdDoQoNAsVjEbHZUxMwXsru3tyc5xBTCs9ksMtbLXE9GYtAIwzGmJ3bZ4+f3xRVdo8GhUqlI4TPgOL1hNpuhVCqJ0SCOWq3mFbHEfZ0e58lkEnuf66iR2WyGRqOBTCbj7ff84IMPRlJDgKNnFb+jWCzK7xTngUb/Zq0a2s7roEUhK/w/Xh7pk2CZZz1wup/3p1ZE65CLJFYNEVnUmuJK973MA/1KOal9rzIWq7JMxUay6jU8qUqEq+x3lfMDVruGV2sx4yMpPMtllX6pq/6Qr/IQWWWsVzm/Va2rp6UC5ioLm5PiNBQbufPOO/ELv/ALuPXWW/G85z0PH/jAB/DQQw/hda97HQDgzW9+Mx555BF8+MMfBgC87nWvwx/+4R/izjvvxC//8i/jy1/+Mj74wQ/iT//0TwEceSduvvnmyHfU63UAmHvduPowh5Oh0cCRZ7DZbEbyCMfjsVRtjltQL6LVaskC3uetG41GIqLZB5mL436/v/Ae7HQ66Ha7IlZZ8TuVSolwdKEIpgjUv3vZbFYKXMWFmbv3D73TPG4KcP3bu4pQWoVMJoNSqYRMJhOJBGDYqs4p5nWfTCYSccDj7XQ6GAwGEW8xx46ed+Zlc1+uwWNZgwswL8T4O8f8Yz6beUxhGMozh57fRqMhXmEKS4ZGd7vdOWMHrw8NHQy1T6fTUhU+Dopl5vfTUJL0W8pIAYZuU0DzHIrFooRQx82NVZ6FHD8toLkPilLea7lcbq53eTqdFs87DSnLfD8jWAB4+6FzGxbp4rHq+0PXReBvEIv7FYtFEdysiq/HTPcUj7se9HpfSb44r12n07nmn/XA6X3en1oRbRiGYRhxvPrVr8be3h5+53d+BxcvXsTNN9+MT33qU7jxxhsBABcvXoz0kLzpppvwqU99Cr/+67+O97znPbjuuuvwrne9K9LuwnhiGQ6HEhbKxTVw3GuVi14agClol11YE92Tle10SLlcRrvdjhR5YtslCtxFwrPZbM55v3q9XiQ/2xcGDRwvMHVLLIbdMnSU4kx72/g3BaU2KGoP2WOhUqmg1+vNLfqZG95ut+WYCoUCxuNxRNTyGPS14jgzL57ijpXG3YJoOoyfeaYAvO2TuP1jwQ1dpoDmvrVAowHINUCzt7gWyz70Nec+aMBJKiZGQcpCZPSU+7al95mhzLq4HquWM799Ffj9Oj9ch3G7851V0in6dbEtbczQPZiTjsktBEYRzRDvuMrgvrQQzkEKbEYJ8J6aTCZyrrpKuoa/ZRTivO/1HKU3WUeH+OCccPOmr7TH+pOR0/q8T81O0oRxBTSbTdRqNbm5FrHqxDkpT/Qqw3hawi+eCp7ok/phWdUTvcr8OMlb8snoiV7lOE5ynE+LJ3rZa8jFQaPRWCpkahn4+/zXf/3X0oP0atFut/GSl7zkqh6vcbrhfFoVzj16ddPpdGzIpq9vNENLx+Mx6vW6eN5SqRRKpdJc1VjguNhYXKVhLWCSPJ+ZTAYbGxvodDpz+drlchnFYhGtVkvyU/P5PCqVSiTvtN1uS7soijz+Y7EdLfaSqFarCIIAu7u7sb9xFCS1Wg39fl/C7avVKtbW1hCGIfb29qRFF4/bDWll6yhek3a7jVKpJOJiMBigXC5LOyKGbfueL9wHw7hpWNDVwl10vv2yhpczZ85IL+llilv55gYNIcukBZw/fx6dTifS7ozeY2Dxc4gF43SLN72e5mthGKJcLqNUKuHBBx+c208+n4+kFVBgx43B2toaUqmU1BIIw1CqnPs8rpubm5He1mxrRkMVz5nznr2p42oVuKyvr0vBO+YOu4Yqvqb/Zr49DUC68j5FOceEkR7cz+bmJobDocx75vvzM4x6mUwmOHPmDJrNpvSo7/V6ODg4WHqdwV7wLLo3Ho/tWf8EYJ5owzAMwzBOJTrvT1eBplDr9/tz7YX0/7sCen19XUTGbDYTQUpcAX3hwgU8/PDDEmLtLnJ1qxoulF1vq+75ynxJ18NarVZRKpWQzWalFzLzOSkqKTaYf9lqtSIFxq6E4XAoRYtcgiCQasDM1WaRrTAMxUjX7XYxGAxkTLXXjqTTaQRBILm+9NC12+2IF44CHTgyKpTLZfFqMkdYi0I3bzjJQOuG6rpzo16v4/DwMPIac9jZg3wRvnDquNBojilFSrvdxqVLl+Y+7xaQS8JnTHK/m8agg4ODSIE53mu8tnpO8LozRJ/UajWsra1J+7lWqyVzkxW7mZbhntNoNJLrNxgMJCydRiCOA6M4aIzQLbSAo3mi6wUARyHcbvV2hozrY+E+stksKpUKyuUywjDE//t//29uHJOMINwPo0FogOAxcWyZ/35wcCC1GdLptFTPX1ZE6/SCa90LfZoxEW0YhmGszCkLYjKuUXQbIgon7Z2kN0bPR+1JcucpF+kMEXX7vbrbf+c73wFw7Inm4lyH9PI4mbOpYeVkXXiJocuaXq8n56rFOsUCi5FRwLj5xovwCTAW6tL5xtrjyfZSwJHA1OGruVxOxB+vBUPuGQ6roRHArVKcRLvdFmHF3HRGHjBPPImk6tQ+Mdrv9+dCbpvNphRKW4R7TYMgkErbcT2ygeO+xYt+U33HrM/RV2iKofZuFWxfNB0/m1SIq1AoROYgw8OZG6zvJ+bG+1oyHRwcyH3N9xgNwuPVdDqdWI88c8E1eu4Serjda8x9HB4eSjSEZtmoBRYkpBdfw7B8noM+v8lkgmazuVJEH4/nseRVL4s96+OxPtGGYRiGYTzhuL1ViRZmbmsohkpycUoPNSspa1j52M2FpDjwiSXug22LAEgYtW9bn9DxhVW7InM0GkkYL8+PYdQ8ToroXq8nIejL4o4tPcw6bJbn5Uul6/V6EZHkhtXq4kyrjMMieM70VOpc3iRxy/zqVVKvdBshjQ6NJr656oY7l8tlr0GBUDwnFfFaJOBpUAiCAMVice7Yx+OxpARocZjUzzwOVscHIN9JIxajEdxjizMO0Kii86IpBuN+B3z5ywDEmLQo9YtGIM4f/k7o/Xe73UjEAXtma+JSTZkiQq+53o7Gu7jPLmp3p49Tt5FjqzDjicE80YZhGMZKnJaKnca1AXN+gyDA9vb2XJsdhgJnMpm5hbr2VDJMezgcRjy/rPBLzyBzbUmxWIyER/rQ3nA3FFszHo9l0U1PtxaPYRii3+9LJWrXI6bvA4Zzc8HvOz6d51ksFiUvlbCImRuKzNBzGiV0BW3fgp5hp/r4dnd3kc1mUS6XZbyn02msJ1Mfs96PDvUG/H2WmQ9Lg4oek7i+3EnXCTgubqXnlG+MdWgzw8t9ue963PL5PKrVamIvX3pQKWh9/YYXGR441vR2MySdon86nUrurU+ccv4k5Vzz2PQ4FYtFuUbdblcEcalUQqfTQRiGmM1mXo9zqVSScG3X8MBtmDufy+Wwvb298Pmgi38NBgOEYeidh+PxONFrq+dmEARSoV/vK+5YaDxiyDbh7wbHYNlnHaM9WAeB+8xms5EuBifZ0cWe9cmYiDYMwzBWwh6sxtWEubZcpA+HQ8mlZI5lu92WFlcaLsbpeXbDOCm0Op0OhsMhwjCcE4nLtq1iqyJ9DJlMBtVqNZLL6wvXTqVSCMMQhUJBjmcV3Dzrer0uApjeWlZIpmeuVCpJuKdb5EuLQIaram80ezTz9TgvYJxXPonZbIYwDCMtqrSnLS7Xk2HD4/F4TiC5IbfMR3UrmGvG4zHW19cxGo1weHgY+xtEETQej7G2tibVw5NyZIfDIb75zW/Ove7L3WfP62w2GxHNrnAFEMmP952Pr/AWhZ0W1m46AsOQff2eC4UCKpUKhsMhDg8PxeiRz+elgJ3O4QcgLaCy2exc5enRaDR3L1er1Uhrr0Wh+hrd4ov7ZP0AINoWzUcmk0GtVkOn04mkTNBoFNcDW6Pb8PFvzkfeu77x5WcYFaJ/i/hb4bam4737ePSJtmd9MiaiDcMwDMN4wvC14+Gis1QqyYJUL4LdSrtcjPryILmdT0wyJNJdqLrEtbJhkSD2hNUeXQ0X46zOuwq63RdhfjEFUiqVihRM0sWNFn2f64XWrbgoAOI8ohRW9EC6xPUt1h7UXC6HSqUioiEuHHzROfiqY3NsAH9u6/7+vrwf5+1nrjoAbG9vx1bhXgZdgIrCSbc10/iEJMPamWesRY42SLhF1PTf7Gk9nU5F1CV5aFmEjHNgOp2i1WqJ6OV1475TqZTUDmDrM81wOBSRzft1PB6L8cmdrxSLNPLo9xnq7BpVdGVy1j/QMO2Dc73ZbEY+w7HV4dm6DoM7pxe1Bmu326jVanPHocf87Nmz0lOe1fl53j5OS6efpzKWE20YhmGshM4rvZr/jKcmPg8nvdM6R1e32wnDEKVSSV5fZg75Fp2pVMrb23dVGE66qDWn7ulMKOST2te5Oaz0uMeJdooRXz6v+/2+Y+z3+/KdvnHVocHT6RQbGxtz+6dQdHNKXWgQYBE2nxffd31W9YLHzTN69SqVysIc5MFggE6ns5Kn1IVey9lsJhXZ446PIlDnd7NAlc7T5+fdXHG2/NK4IdxJMJLBNaL0ej20Wi0pMudGKjCPncfshpKzCJ++fr4ibKxGz98BnVfM+bkoZN93fxeLRYRhKOPny3lnOoGbp+0Li1/UlpfjEzdfdVQIz4kGEd1TOymv+iSwZ30y5ok2DMMwDONUMZvNpN2Qu1imd1T3vmWrp1VxW9EsIp1O44YbbkC320Wv14u0mGK4OAuYtdvtOc8mRaX2vrO3LytwM9yV/3zif5EXSnvNfEKDfXndMHHguDI3hYfrxXS9zhsbG3jGM54hHkqGaY9GI+TzefHSh2GIdrst36c9pDrnU+ePAsdh3C6uR9ANs2eP4iRPOgnDELVazRu6y4rpV8vzp72WWkBTHPu8nJxjbItFw0ImkxHv/Xg8lnZcDK32jRujKnQOM2HaAYV7LpfDxYsXvefBuVoul+WY3fzy0WiEUqmEM2fO4PDwUO5pPb8ASI0An4jO5/Not9tzIoznHHddisUiSqWSFB/U15aGEzeHn/ebr8q5/iwAyUvmfNW9pX1MJhPJB/dFPOzs7ETOn+kj2hjF/vJ6fNLp9GMy6hhXzqkV0cv+WK2ai3OSCfhPNlZ9ICRZyR+vbYHVeuKdlMVu1cXaaenjt8o1X8Uzc5Lnt8oxr3JdVvU80eu1DG7v0qvJaQjhsjwp42rCKrn0triLf1+xKx22zcJi4/F46XmkBaLvfs3n8yiXy5EwT+BI0Dz00EOx+53NjvrfarGoRayvIFW73RZBxNBR9zdVn38QBJGCWtVqda4Pb6lUihVRgD9UmGjvFwUFx5Xnpotg7e3t4f/8n/8jn6WXb39/X17b2NgQYdbtdmXfPD59fmEYYn19XXJj437ztOh22y+xInW73V7q+dRqtebmAa+bFlUUmSz2dKVwPA8PD8WrnMvlIn2qC4UCyuWyCGLmHwP+eQRAxnTR2jgIAulNzPxkRgR0u12p6j0cDiOtzHzXww3j1+su5tWzyvWZM2fQ7XbFoML7mL2g9b4ZKu4KZ42OTnHzrJkrPRwOsbe3FzFQ0EtOL/V4PI4UJqtWq0in05InrbUD99Hr9ZDP5zGbzaRnfdLzmWPn+40qFApzhfBovGDRRfceB/ztva4m9qxP5tSKaMMwDMMwrn2Gw6EI4Svpecpwy2X7ufIzPijuhsOh9A3WYikub5bvse2PXthygV0oFFCr1bC9vT1XFGgymSAIAim4pcWUi9vb2meITjLk+bydWhTrqujcVn+GHk8Nw3rpGeT56QgBFqMKw9B7jPS2saDWMgWdgOOFvltBudlsxhb/0h5gGi5cw4LPM0wjSVzIeZwXkuPr856zNdVsdlRhnXOTXlEKvWW8jY1GIzZ6QR8Hoze0kUR/htEI4/EY9XpdhKRvvzwf3YqJ4873Op0OKpUKSqWStJFyeyW7edn02CcZBHQ+OdMGuA8W2JvNZnO/DcyJ1sJbfz/ztXk9Gbnhhq2zCOIykTCuwGekhu5/7utt784ZetCBY+P+YzHoGFfOSm7ce+65B89+9rNRqVRw9uxZvPzlL8fXv/71yDavec1rImFIqVQKz33uc6/qQRuGYRhPHJYnZVxtuID1LdIZEpzEMgW0lkHnk+o8Z+aaxvVk1T2Wfd4yfj4MQ4RhONf7lQWZ+J3uvt2esxR+vpzXRfjuNZ8Q1yHz7mdms9lc71rmtA4GA8mX1Z+jp06fC8+NFZ99ReRWhftIqp5dKBSksJSvcBsJw3DuPV1ADjj2FFarVYmq0PvkNa/VanPzhwYb5hjrlIV+vy8pAXH50vwv/3/RfaDrC+icX/cz2pjV7/cToxoASOi3L4oCOPLCUpSzAjbnhhuVoInL6XehEUDnS3NMJpPJ3Li7PaJd3Dxw3VrNZZUIGOLOH/7G6OOi8cCdy9orz+M6KexZn8xKnuj7778ft99+O5797GdjPB7jrrvuwm233YZ//Md/jIQ6/uRP/iTuvfde+dsagRuGYRiGkYQv93Y0GomwHY1GkZDGYrEYCW/1UalUxEukw6sBfyEn7R2jEKKHlG20fHChy0W8FiX0tE8mE3Q6HfFYcl/FYhHFYhHtdhutVguVSiWy7zAMMZ1OJT/UDfvt9XpynOwtzPHIZrOo1WrY29vzHrc+fhd9zr7iVG7orc+bSOihB47HWIsS9l6mIOH2cd/vg6HkAGIFNCtG02uuq1O7pNNpGTv3XIEjLyDzmguFAtbW1tBsNr0VmBle7vOuux5Z97O+MF69LfO+48ZI557TOOHrSw1EK1NzOzd1ws09p5eWnuq4e6Tdbs+FRpO4CBJd9TsuN55or/V1110nKR6NRgP5fF7mpi7sxjFj/3Ydqu0zLMSF0BOmFbjzj/c/98/PMD+9VCqJMYQe77Nnz+Lw8HBuX3qsxuPxwmJ4xsmxkoj+9Kc/Hfn73nvvxdmzZ/HAAw/gRS96kbxeKBSwtbV1dY7QMAzDOFVYnpRxtWFIIxeMzM/sdDqSc+mGderq1KRWq6HZbIpnhwWJuLhlQS8KUn4fvaE6nJMhvnHtrYAjcagXuczt1IRhiOFwiHa77Q27pIjS7X7Y45nh4/x+Lr7dlj48B3rteT66qnMSvvOj+Ne9ohkG64YXdzodlMvlOZHBUORSqYS9vT3xWPo8jMViUQQhPZV6m3K5LMWbgOM8WF5rhmZThFCQ0GPPz3U6HXmdlEolDIfDSH7ywcGBt6gWxRq972xJREOAb3u2b1pU4IyV5/V5lstlKd51+fJlVCqVSK9sLb7c6+jmy6fTaQkf9wnX6667Dnt7eyL23W18ufqLDBy6D7IW/vSA+z6/ubkpYf87OzuJUQW+NmGPPPKI3EPD4VAMYpwv/X5f5ne1WhVjDaNGgGj7PBb14ud5HzBPnHDO1mo1MWbROJREp9OZCzlf9JylkSlpbB4r9qxP5jHlRLPf4vr6euT1z33uczh79izq9Tp+9Ed/FP/f//f/4ezZs959DAaDyASMs7gZhmEYpwN7sBpXm8FgIJV0tTdIQ2HERTeFkPYyc10ym83migHp4lAUSsCxYHdzlCm43fxl4DinMpfLeT1FPC4KeO1hcqFHk/C8O53OXA52uVyOFEMConmu9IzS093v9xNzaTnepVJprlIxc0Z1dWh63H0Rhm7RqXq9Lp+pVCoSzh0nKhb10GZBMx5zsViU/2e+sS4ExmswHo+lSFen05nzBhKGn9NoUKvVxAjjhnBPp1MEQSDGhMFgIIXUXBjOnRSVSXHGEHNd2I3F0YIgkHPWxh6GSPvGVOed0wvPa+gb68PDQ5kDDFP3GWyWgf2/AYgxatl6B7p6ve8e08Q9O2iAY94xxwmAXDu2cDs4OIjsj2NPQxT/AdH2XL7zofeb38Oq7zRM6HtXh5y753H58uXEMeL9vWwdiCvBnvXJXLGIns1muPPOO/GCF7wAN998s7z+spe9DD/7sz+LG2+8Ed/61rfwW7/1W/ixH/sxPPDAA95egffccw/e+ta3XulhGIZhGIZxjaAXWO4C1begC4JA8nAXwf1pocQwUZ+g4IKbFXh165m4/rKEi2wKPMBf0IvHE7cf17PI43BDanVRMACRIlf0sPq+u1gsIggCr4jXnme39ZCvIrC7mKfYo3iJy68mcQJaGzHcSuHaiEJDBbehWKHXmCG8PnReK8eLXvE4KMIYzuwTm7q/MYumaW80BTPHL5fLSdsxXa2aolcbZ0iSp1OHZXMN7lbT1jCkmT2oM5nMFYloHQXB+epW3E8SUzxGClqOUyqVkntdC9AkaABx5y890250gJtb7buHfefkQ7fD0nOR/88e2CwIR0PQstDLbjwxXLGIfv3rX4+vfe1r+OIXvxh5/dWvfrX8/80334xbb70VN954I/7yL/8Sr3zlK+f28+Y3vxl33nmn/N1sNnHhwoUrPSzDMAzjhDHrtHESLJP36i4w6bFbphewpt/vR1o5LYKL4MFggI2NDQBAt9uNrYJNIZLL5bC/v5+40GWVZOBIoJ87d87bRoueYV8VaYbnUkRWq1WMx2MMh0MMBgOsra2h1+vNCaJUKoW1tTU5RlbGZmgwPbjdbjciJOgx1R5DV1gfHh7KfX358mUR5RwLN7/WRy6Xk97bBwcHkXPX3kmG62oBStGoCxrxGPP5fGRf7ri4UZI+KJzp6YzLheVrGxsbOHPmDPb39zEcDsVLyWiBwWCATCYjLaZcdA9xsmxROZ57UsVzpjtkMhkJ2V+1Uj7Dx2kYYBVuXy/ypN98N++XrzHtg9EjyzAej9HpdOYiTfT363nJ9+h55vHrVIFlBDT3tbe3h62tLUlH0IYxzp1WqxUpRkejDseBoeO+c16lK8Gq2LM+mSsS0W94wxvwiU98Ap///Odxww03JG57/vx53HjjjfiXf/kX7/v84TEMwzAM46lHGIZzObasZK2FmA+GTS4Lc5hns9nSbWEY5steroeHhxHvny/cO5fLoV6vo1qtIpVKSR5rs9n0LujJbDbDpUuX5G/2yaWXiiJR46tsTCGmCxj5aLfbePTRR2PFFUOs3cJa2vhAAcpjyGazCMMwYmDge2EYSvh6q9US8e87vkKhIPm77IcbhiFmsxkGg0FkXtCIQi9iKpWKzI3BYCBRBxznVURiGIaRazgej7G9vR3x0vtCjtn6K5vNotPpoF6vS4/k3d3duZxrHVbsoiMb3DxvvU2pVBKPZ6lUQrvdlurfSfD+Ywj5MrjCWxcw00XMXFYV5/zMqp+jN30ymWBrawtBEKDVamFnZycSMq8NO5VKBdlsFo1GQ85B53C7sPDgdDr1piTMZjOZK9rTPJ1OIwX/aATTueOVSgVhGGIymaDRaMylr3BcjCeGlUT0bDbDG97wBvzFX/wFPve5z+Gmm25a+Jm9vT08/PDDOH/+/BUfpGEYhnF6MOu0cTVhmKpeDLJH6yrzQntj42AIZ9J+s9ksyuUyUqlURMQzD9YVnHEeMXrhOp2OFEnyCW4X3VpK9xH2eZK5DT1p9KK5XtR2u41yuYxKpTInphb1Y3avDcVAt9v1emtZ1RvAXIiqzjvWubc+bxqNBywCp6us+66fFvEcL9/7cX/HocPBWaiKInM0GsUeD72Mg8FAehbTi+rrB+z7XjcPm8cdd+yc/8PhUMQ2Q8i1oWLZ0GE9Xxm+zhBiHRXBVl2+dku+72A/9KR+7RS2q0SYuOhzpmCl4YHHy20YZt3r9ZDNZiOfTYpKoGGLqRG85zU6CsKXCkHcsWJBOn6H7jBwkrnQxJ71yawkom+//XZ85CMfwcc//nFUKhWxltZqNbGs3X333XjVq16F8+fP48EHH8Rb3vIWbG5u4hWveMWJnIBhGIZhGE9e6MHxeVivZF9ANEzShULI/b58Pi+FlwqFgvQu1j1ylwn9Bo7FFYBITvCiBSS9YjQIcPHNMfLh5tUm5f2yQNJoNJIcU59I0cfK95kfnc/nY4+HwofC3F2E00OphYTveNPpNCqVilTsXqb3c9L+kl534bnT20vBSWOFngNJ+ey6JzM95AzbdntoJ31+VeiV5399BbCWFUdaRHM8hsOh5PLq0PNlx5e50kkpDjSs+KIvrlRA+goA6toIjLjo9/tLR8jqPuM0XjDqIZVKiRDXVb/1OS4aM84Ty3s+nawkot/3vvcBAF784hdHXr/33nvxmte8BplMBn//93+PD3/4wzg8PMT58+fxb//tv8VHP/rRub6HhmEYxpMTs04bV5NF3mMfvgWoFgpsX+N+hoJCe3QY2sve1O12e27hzjBaCkoukuktd4/H9RYOBoPYar6ayWQihaoIvzfuHikWi/J9SfdRv9+PHBcFaq/XmwvfdUOlAUiFaYYma+ippeiKCx/37V//zZDtSqWCjY0NKeDWbrdjjQi+sefxxIXcs/I0/59iiJ7jbreL6XSKcrksYrTT6cj153Zx6Lxdd17SS7zoN4959YvG0of2/F9JGDRw7IEng8FA7ikanFh4TAtpVjWPM4LNZrOFlboZOq0FKmFPdX2cPBZWrHb3vba2FgmVpyhl5fZisRipTbDIgMfj4r9cLodutytCnUXDdBFAXZ2dc879HqZv6GtOQ4jvnjxp7FmfzMrh3EmEYYjPfOYzj+mATppVrDmrbLuKxXDVH7NV9r3K5FzVyl8sFk/kOB5LqM4i3EVUEqs8qFYdO1+IUxwnOR7LelGA5PClx5OT+sFd9T5clE9mGMaVsbGxgV6vh06ng7W1tblwSP5+jsdjETW+CsOumOr1evJapVLB+vo6giDAI488Ir9vFIXD4VAWwblcTu531yNFUcOFe7VaxWw2i+Q2+mg2m5HQUd/xcp+6XzbPIw62PFq2Vyw9rJPJBPl8HsViEZlMZk5E6yrRhCKDY6KPn/stl8soFArY3d2de4bwOlIc6pY/DEOfzWbodrvo9Xoi2mazWaQ1FclkMnL8FLl8HYj+xrvPbF3hWc8v5vVy+0ajIWJb9yxnH2CfmNECiQWqGBmxv78vxgbdqkqTz+dl3+66JAxDiUzwiWOGQfPaLJoXzOX1GWAymQwqlUrkPHn++/v7KJfL2NzcxLlz5/Dggw+KeNWe2LgWUIvgHPUV02q323Ne6ul0KlX0uX8KzzhPLs9pMBhIikKxWJQ5wJa7PBadLsJ/xWIRtVoNu7u7kbHmmDKNo9VqodVqRcaa95gmbt2li/exgB33vUxqgHEyPKY+0YZhGMZTD7NOG1eTnZ0d+X/22qUY0O1l0uk0Wq1WrGGZniguTPWc4gKWIo1Q0PC7dHsbvq8XthQ1DMktFAoisojPS+6GP1cqFckvpUieTqex+clxIayDwQC1Ws37GR960b67u4tOp+M18vqMuRRlFAtuDjrf4/m7x6xDo3X/YW6rjy2TyYhHOE4ElUolEWscS1/Pb/39roDjdrlcTgSi/ux4PBYDgz6fZrPp/c2iCGMeOa8vw+eBYy94sVjE9vZ2ZIwotn1GfXp/OY98Y8IogDAMI8cQZ/gfDofSx9j9ztFo5M0PzufzKJfLyGQyODw8jLRT05/lubrjtEwYMyMJdBVt3SKNERSk3+9HUjSe9rSniWGl2WzOGbn0mE8mk0ixP9eTrQ1Ok8kk4nkfDAby3Roaf7RxwhXIVxJhQKMfcDTGrFyf1LbssWDP+mRMRBuGYRgrYQ9W46ShZ0kvlDlH9AJVE+f54nvMd9QwX9kVTsuic2dXyQ1ly5xlI820kGFOqTYWJBUsSyq41uv1rvjeSyoK5Xo2ec0oohnuyu1cEe16WX1Cn2KZPX/dHsxXci6MXliEb8yCIBBRT09jLpcTTyHDzEk2m0U+n4/MSW0E0qTTadTrdRknbThwYQE0VpTW9xAFmJ6rzAl2e4FzPHznTk86zy0uvDgu3z0pmo+edu3RZ8QBz8f3eddgowv0LULPm7joAn6nrkJOo5Geq/TuMww7Lqr1SnK72YZO3ztXUjtiWexZn4yJaMMwDMMwThW+xSHDgIMgkD7F29vbC/fFlku+sOekcFcu5n2LXS5mWbG4XC5LFeZl6HQ6En66DHohTu8TQ55ZhZnCRnvkKZAYEu1jUcXfMAwTvZmEOeX5fB7b29tzoepaGLH9EvO9OZ7ay6dxvzuTyaDf70c8yTp9y1d9Wu+Xop5jo8WoL8ddj5MPHRbe7/cln7pcLqPT6YjwKxaLUpXaFdUA5D39/el0GhsbG1hbW0O325X+47lcbq4lVhAEkfvDHbfxeCwpAxSOrB/AfuB6nHznzErfFIscO47BohDyRfNIX7dUKiXjqCu6L/LitlqtxKJvq8CCcIwm0G2zgHlDAyNeaLjK5XLe1lS+tANSKpWkqJgbXZPNZiWEfDQanZrUu6ciJqINwzCMlTDrtHE1oUDUC0x6W110/1ld5ZfCYX9/X/pOczFerVYxHo+XzhsmQRBIJelCoSD9YNvttojWdDodCUenKKNg5D9gPkRaC4FFra/cXG8Kv+FwGClmRMFxeHgIAFINWuOK5SAIpMK3Hicu1ovFIh5++GEZh0Kh4O3PTXHM3FJdiG04HCKTyWBtbQ1ra2solUrodDpot9uSi+5GBGim02nEUECBSMGiv4vj5ftN4fEzt51hwWwlpHO8F6E936wcro9hMBig3W7LazxOGl5arVaspzebzaJYLKLZbGI6nWJnZ0cEtM4b12NPI8Z4PMbh4WGsuNLhwMCRQYfiMK7dmEsmk0GhUMDm5iYeffRRAEdis16vo9lsLmybFof73TxXnteygpH3JI1ui+593fqNY6yLCDJUnOHyNI7EGXwYlaDJZDKR3P6kavu5XE6MHRTRzWZTDIE0Np1kDR3AnvWLMBFtGIZhGMYTBhfNrEzLhTwFE+BfeLHl0GQyiRTG0uLizJkzkhcZt3hzF+6FQkFEeD6fx2QyETHqFuCqVqtYX1+XxTFFGYWKXownQVECAOVyec7D7npK3bxkVvXmwp3FrHQvX0LDwmAwkBxPAHMilsK+3+8jCAIJn+b2DBfmZygkWYk8DEOk0+lIL+Hd3V30ej1Uq1URiAAintE46N1layUWe2I+e5J3slqtSkEqHgsL2PEYOJY0jgwGg0g+rjt/XNHuO/4wDCWaoVKpiEffV0FaUygUUC6XJZ8agMwxejVJqVSSfY5GI9TrdQRBEDsm7hwGju+lWq0mVcj5Xb59NBoNNJvNyDmMx2N0u92ViuG64+oT7ywk6IZG03hWLBYxHA6lEJhmOByiUqmIoWg0GqHVas31S2dKgU7P4Otu1XnO90XVxXlc7EddLpcBRMefc200GqFUKkVEK6NV0um09BlfNtLFeHwwEW0YhmGshFmnjZOAwi+pKJGmWCx6vZCa0WiUKKD5PRouuClMkrortNttbG5uyrGk02m0220RsMt6irgwpwHBRRsXstks+v2+eKyYO67bd1EUxcHQ+NFohH6/L8YCDXtbT6dT6Z9NIZ3NZhEEgXiu6XlnISj2dnaPgR41Cj6Gny/TOYKRBxSH9PhTSLtQFOuccP52cd5QtGUyGZRKJTkX5uTrIl5ukbll0FXH2e7KrXpO3GgEVgt3xTr3wzntGjIYpg4sV7yKIlEXIuN8SzovHwx7jkOfI793mTEdDAZz40OBy38sEKbhnGS7LBpJ+J4OmWd4uk594GdoMOK9leSp1++5aQV6TGn00tXWGc3B+4qi/mqEpV8J9qxPxkS0YRiGYRhPKPT+sEfyoqJAxWJR2u/Qk+PD1xrJxc17Ho1GyOfzsrAtFAqx4dbchqGXFCD0ZPtEjK8Alq4oHSd8yuUywjCUisAcI51bTYNCXC43GQwG0lsXiBYu0+fGwkn1el1yTEejEYIgEPGqF/7am5007vwuN3c0SYDRs80x5ueZE66FNPtNu95ziiRXyFJE03PI9kVkMplI3rtmUR9nnePd7XYj5+dWC6fhhq/7KtHTQ+72INdQ9DHHnCkJjOxwx3htbU1e11WqOb6roK+Nj1wuh2q1OteOzD1Hd95yTrv3II0qDJ8OwxC7u7vyfiqVmiuep9vUcX8U0dooRCaTSaR12LItpXh/sgWbG33APH4KZUZwsMgbgLk0A+N0YSLaMAzDWAmzThtXk7NnzwI48uoeHh5KGxe2ufF5YVjciLmX9JRqQaPFNSsWUwBS9FFk6/nX7XYjOZ0Me45jf39fvKS6BZYvxNeXn1kqlSLCiOGf7mcpjMfjsRgbhsOhFKmq1WqSs01h6lYO53mwVVIqlcLa2lrku/R3B0GAs2fPIpPJ4PLlyxiPx+KFpoDOZrPodDooFAoiMkajkXj2aBxJCkV121JRXOnX2LqJ+cSEx+GOF7eh0OJ+6S3V5zkcDtFutyPFn1KpFM6ePSvzLC4PPA73Gg4GA5TLZTE28JowH5nnoT3trsikF1rDa8ywX4pljp3OI6egc/dJQcfwcwpA1/teKBQiYo/fqcdjUXExespHo5HcZ/oasRAXDUJMdeD5TCYTXLhwQSpgA0feePYN39rakrxsnxHJZ/TgOfF+4rnyNXrqaYDxFc3TMPedn+v3+zg8PJRCf/rcKbSB+VZ4HC+Xx0tY27M+GRPRhmEYhmE8YVDUcFFJb2AYhuL9GwwGkYXqaDSSntIUafQwFYtFqca9u7srXqZcLofJZIJut+stXMbCXACkSrFu/5MEv4Oh1VwI68Wurzo4X9fHovsSM5yXoaqdTgf1el2Eiy5cRgEQV9RJV5Dm4p4h69lsFtVqVfbZaDSkB/ZoNMLOzo6EjKdSKRweHmJjY0O89LVaDbPZTHo77+/vi+ea3np9HK5RolAooFgsSk61z2jR6/XkGCgcGYlQLBbRbrcjn2OoLK+B7skNHOc063xl/X4ul5OK6z7hRU9+pVIRAdpqtSRMnZ5tGgjo/db9jIHj3Fpfyyp3HHzzxzVAHB4eikGDKQZJHv79/X0JiZ7NZiiXy5F0BC3qKKx1Gy22BaNhJ0lAs5d4pVIRI4sOjy4WiyLCtRFAC07OP94XNKDxb1/ruEwmE8nRp2jn2IVhKNvqgmIcg93dXZRKJRSLRVy4cAHf+c53xNBQr9el2B6vNwuiuTCNgl513pO5XC5iGFoEx869t4zHFxPRhmEYxkqYddq4msQVWcrn88jn8wCOPTS+St6+8G/3fV2EzNdeyNe6BoAIwySKxaKENwPR8FrOa3rS4rzq9OC5/Wq50NbH5LZu0q12fOGxusIv98ecWo5NJpORsWb1YR4/PYL0jDLslf9fLBZF7FOI8fjd+5qiwSeSdc/nRb8xbvi2b9tqtSqtpZL2FYYh6vX6XLXsRRWqKdz0vNEtu5irTOHpCyMncR7tRVXbfbg543qex4X4U8gyFFynB2h0NXL3PRpNloFz1WdMAaJh4dqwwLlPwcn5rgvGccw19Mbr49YRBzRk0figiwPyWrJoGu8VhnWzRRijT2jc0XDcacQKw1BEP6M1isXi0lXNC4WC1DJgjYSTwJ71yZxaEe2zJPlY9WLoPoKLWKYgw+PBKpUOgyBYetukMCQfix4oV3ocvkqRSWiL4SK4KFiGVcZ51fYNp+VHo1QqLb2tr9JlHEmFdx4rq7RwWOU4VpnPwOLelppV7q1lCupolj1uHZZ4tbEHq3E14YJZL/Dz+bwsaIHj+VEsFjGdTuU3WIsXfpYLeT2n+Dx3izQBRzmh/G6KiUUVgzVnz56VxbArcDVxc5z5yQxj1QtihrNqkn6LfO+5oZ+sTK3FtRa+o9FIqjTrkGPm61JkFQoFlEolVCoVAMc5vRTWPH495r5iY9xOF1ZiWyHfudALR7Hky/PN5/MoFosS5ZA0ZjQG6H0wnJgeb36Ha7zgWM5ms0gEAiMHGCqtRZ4LPZEMlaeoCsNQcnQpxBk1wHBt31yjkYLv6WvPtm0+scvt+X3AfA9kXcCMUQz8jlWe1TRkafidumgaYfSBe76cT/Qssxq975x5b7r74POMc4tzl9/H45pOp3PRDsDRGlZX7XbnEnC89uJ1YToE86/T6TSq1epSa0v2Am+32xKFYyL6ieHUimjDMAzDMK4u99xzDz72sY/hn//5nxGGIZ7//Ofj7W9/O773e79XtpnNZnjrW9+KD3zgAzg4OMBznvMcvOc978EP/MAPyDaDwQBvetOb8Kd/+qfo9Xp4yUtegve+97244YYbVj6mUqkkHkoaVSnaxuNxJBc1lUpFFpp6Ua9bFdGjpcOe4zzKXIxyPxSzrpiOy0O8fPmyGPAoDorFogidbDa70FhM4cL+sGzjpM+RLDJwunnkrmhgwbNSqSQLfnp/KdooPBm6WywWJZy6UCjg7NmzuO666yTH+NFHHxXvfiaTwebmJsrlMlqtFnZ2dmSRT1HN0FoaL1hoSofw+qjVashms9jb20O5XBZBz5Bi5hanUins7OyIaEkyhDSbzbmCWroYWRiGKBaL6HQ6GA6HyOfzqFaryGazaLVaUtmc14VjyfNk73C25dLXgcYj7cVlyDf7WOvPMJ+fc0UXdqPhlOH+h4eHc3MnCALU63WZpxw7XU+ARbd8XmvOLRpf4gzGvIfc0HXuo1QqzRVam81mODg48O6PQlMXAwOO5hOFbblcxtraGqbTqbSI0wJ4NptJD/k444CuGcBryN8Nho37hO5wOEQQBPJb5u6fReKYu86WVmxr1ev1sLe35z13HzS2uNXIjccXE9GGYRjGylxL1uSnEvfffz9uv/12PPvZz8Z4PMZdd92F2267Df/4j/8o3pLf/d3fxTve8Q586EMfwvd8z/fgv/23/4af+ImfwNe//nXxOt5xxx345Cc/iT/7sz/DxsYG3vjGN+Knf/qn8cADD6wcXcEFPcUyPUa+djmLPDUUVc1mM7LYThJRrrfUJ7aTwmp7vZ5UyObx8b/0FC0DQ0OXhaIxDEMcHh7K68xjjquUzHBTvQCnsNb5oNqIUa1WJY+a+b4Ui9PpFJubm1KYazI56gfd7/fRarVEQFcqFalW3e/3ZX/M/QaOIwbixrrdbks4bbFYFJHMfHiG5edyOXS73UQPHcUcc18Hg0HEQFEqldDpdMR4QFiEjN/JQmEctzAMMZvN5NwZ4eCek26vlM/nUSqVsL6+jkceeSRybSqVigg6ekb5z1d9njnNlUolMi+AI4MB+2UzgoPwOBiaz8gAFo9jMT53DLPZbKRAGO8Fhv9Pp1OUSiVMp1MR7DrKYVk4XxhCzzHhuLbbbQwGAzGIMUSbc4CGiWKxKMfD42S6Ar3r9Arr3wLuh/NF56KHYSiCeDgc4uzZs3I8ulo9x5uv09jnK1qXRKPReNyewfasj8dEtGEYhmE8Rfj0pz8d+fvee+/F2bNn8cADD+BFL3oRZrMZ3vnOd+Kuu+7CK1/5SgDAH/3RH+HcuXP4yEc+gl/5lV9Bo9HABz/4QfzxH/8xfvzHfxwA8Cd/8ie4cOEC/uqv/govfelLVzom11ul83d9JAlat7rtleSU+vC11tHFrXztd4Dj0FR6G11P2pXA/NpCoYAwDFGpVCKLaoYGr7L4dVvpaHHF9Cx6PDnG3W5XRBS3o1jkNaXocwu5sUJzkkeThbsYpbC3tycGF0Yt6J7GukAXi1wloVt8jcfjOQ9/vV6P9fRpb72Gr1Hk8lq57bTc1zimBwcHkXBknXNNwbeoWnyn04nNO+e5+sJ0tah0C/nxOvLc9GfpVQYgYe/8bopy3TLOlztdKBTmjD46jJ6ebXqW46JCtEGMc8tlOp2iUqlE0hgYyaBz9uMiV3TFf5LP58UwMJlMUKlUvAY/fgcrf/P7F7VK05xU6LaxOqslxRqGYRhPebjQutr/jMcfekDW19cBAN/61rdw6dIl3HbbbbJNoVDAj/7oj+JLX/oSAOCBBx7AaDSKbHPdddfh5ptvlm1WwRduHAcXuVp0sSq2rwpxpVKZ8wTr/VerVZw5c2blYy4UChI+Ss9d0iK4VCpJCDNwFJZcr9fnanzoKt8u7LFbrVZFQJdKpUhRM917dhE6YoCCgkKZ4iOXy6FcLotQ1SHfjUYjsqBnpe7xeCxRBPT20jurj4vX0XesrKZcLBZRLpclAoKwPRk9prrVET3qi0QJv3s0Gs2F36bTaTFQxJFkyKHYdOfexsYGNjc3pRK6/sxgMMDOzs5ccTm2P6NxYJERptVqodPpeEUgxXtSfr4vBFsbifS9R8+zW9hLv1+r1cT4Endv5/N51Go1VCoV6fEdBIHcB9r7y+MBlq9lo+e6brume9PryuPL5HdrQwDD/2lQcz3LnM/VahXr6+vY3NyUe38ymUR6kp8m7FmfjHmiDcMwDOMpyGw2w5133okXvOAFuPnmmwEAly5dAgCcO3cusu25c+fw7W9/W7bJ5/NYW1ub24af98FWVYSeP+bb0rsKHBeQ0l43en4pTLSAc4ssMQTVDWfleRN6NfldcTC3le2LGIZMzzI/68sjrVQqkvNMzzjzh12PHPOUKWYASAEvhpo2m01p/1WpVOYKXmmx4UKvJitIB0EgIbba40kPIA0TFKb0sDJ0ezwey+eZN3xwcCDXo1gsolAoSI9cHRnQbDYjecw8vnQ6jfX1dYxGI6nCTCOP7xq6jEajuetOT6jOj242m9jY2AAwb8gJggAXL15cKefUjXqgMNPCgeJab5fJZFAul8UYsr29HfGKMwwZOBLhcb3TNYPBwJtWob83m81ibW0NOzs73s/GiW2eV6FQQK1Wk97rLKLGiug8r0wmM/cdLq1WC6VSSfanjUHdbld+HwjzzTnn3PZg9XpdQrQZ3r63tydCl/OXRgXdm/1Kigrrmge+6Bcaotg2joXjGo0GBoMB6vX63D5d73QYhom91o3HHxPRhmEYxkqchDX5WrJOP1l4/etfj6997Wv44he/OPee6+GhsEpi0Tb33HMP3vrWt869rhfrg8EA1WpVFuPsX8werd/85jclz5T4xK8ulJQE+9HSA8x9Uczzb1ZepnDWC3HtmXPFWKFQkMJVQRCI15s5wfwe9rtliPFgMJD87mq1KmPE8aWQ6vV6EjbKPOFqtSreVW1ooOguFov4xje+IV5cii0WzaJAZ75tNptFvV6XVmSj0QjNZlNEMHBkPNjY2BBxxbHT7YN0/i6FBkOHXR599FHUajU5/riCUz6Yi0shw2Py9eFtt9vefGU3FJeVspM8lPQo0mtLb7nGZ9ShEWI2m0nkhG6B5IrHuHvMbZGW5LFmVEOtVvMKXF/6Als98Xj6/b60WtI9t3WRrt3dXW9UhS8cm33QuW96opk6QQOVmzfPStUaPc4U9KzQzUgPVqLnsevfFRqzmP8eRyaTQRAE6HQ6YoDyjTt/yzhWvIac+7554f5+uX8HQXDiod32rE/GwrkNwzAM4ynGG97wBnziE5/A//gf/yNSUXtrawsA5jzK29vb4p3e2trCcDicEzZ6Gx9vfvOb0Wg05N/DDz8MYD7HT7clYjhrs9nE7u6utKCK40paxg2Hw0h7IuZfErbbYk9W17sYJ2rS6bSEpwLHPacZMloul7G1tYWNjQ3JkWRYKFsZVSoVFAoFeY3Vwymiu92uVH3mmFHsaUFF72ev10Oz2YxUddbtuUajEQ4ODrC/vx+pFE6PPT2U9I4yuoDVhRniTSEN+HNwl2k/qUNiF3ngfNednvWk79KtiVzcPG2Gq8dBowe99suIBV5L5vum02mZ/752YEntulZpMUVDkBbQjAqI256h+TwmisYwDFGr1VAul2PrArjnsczY8D5329jxGrDStb4mHE8NDRE0VOjq47lcTirp8x+/m1EDvta4nFs6dSKu5Rhw3MZPV7/Xc3pR+11fLYWrUevBeGyYiDYMwzBWwvKknrzMZjO8/vWvx8c+9jH8zd/8DW666abI+zfddBO2trZw3333yWvD4RD3338/nv/85wMAbrnlFuRyucg2Fy9exD/8wz/INj4KhYLk9PKfDwozLny73S6azSb29/cj27m50XzNhxYkFMN6TPR29FJxkXrmzBmUy2VZoHPxvgh6t+mt0u25giBAtVrFxsaGCFUW5GLF50wmg2KxKB4sijO2t6H417166Z3WLZt4TvQg7+7uRsaE568LP7Xb7UhOL3sYL6pS3mw20ev1JETeF94OrG7sWESpVEK5XJa/tWGAwsndnnnaPlxxRiFIo4YPFnSL693sE0o6D306naLf74t33FeszvVMLwsFOs+NhhFtqKhWq3O5ubzHGIofhiEKhYIYk6bTaURExx2bLgrmOzYfnG+cczQQsfo6z0eL7Vwuh1qtFtmPzufn9logB0GAMAwj1ecHg4FEqfiuNwU0gIWh9UTfs66IZmcE3/ew7oHLKkaTK8We9clYOLdhGIaxEhbi9eTl9ttvx0c+8hF8/OMfR6VSEY9zrVZDGIZIpVK444478La3vQ3PfOYz8cxnPhNve9vbUCwW8fM///Oy7Wtf+1q88Y1vxMbGBtbX1/GmN70Jz3rWs6Ra92OBi3w3z1FDgcewb4bw+sQZF/skDEPxQOp5x/ZIutUTgIj3qFAooFKpSAutpCri4/EYly9fRj6fR7lcxng8RrvdRq/Xw3d913ehWCxGDAZcVG9ubopQoBDUOapsucT8cB2Cns/n59rfaA8noYGCAttXTEpX2D537hyCIJDQdOZ2soiVzt9kvioFCVtiMVQ3lUqJ8I+rsqyvVT6fR6vVEo+8j2azOedFTRI3w+FQhJBvO3rlie5vHdcCLc6rTaOLby6z2niv10Or1ZrL1/ftiwYRhsvncrlI/jzDlDXcL/ODWaBMh61rQa3z4+kVZ6iyvgbdbjdiLHFDygFE5ijRxhUeGw0XGxsbUrmdOcp6e1bS5jXS+55MJpHwa7cVFTk8PJSe4/w8fzv07wV7OW9tbeHw8FCMVrr/fJJxoFqtIp/PY2dnx9suS4+Rj8lkIqHirgGLx3uSHml71idjItowDMMwniK8733vAwC8+MUvjrx+77334jWveQ0A4Dd+4zfQ6/Xwq7/6qzg4OMBznvMcfPazn41UKv793/99ZLNZ/NzP/Rx6vR5e8pKX4EMf+tBV8TDSGzYYDBAEQSQPUodSz2YzbG5u4tKlSxLm6i7gKRK5MGb+K73D/X4/IsApKvSC9fLly7K/4XAo4dPcf1J4OUUSj6Ner2M8HqNSqWBvbw8PPvggAEhhqX6/L4W5iE+Y6DY5HBOGX9NzTW+dLuiWTqextraGTCYjYd0bGxvo9Xpot9uSr0lvPCtD7+zsyPWvVqv4zne+g+uvv168vzx2nmcul8PBwYEIeH389JgDEHHOcXCh145it1AoiEdSQ0MFBSS9iC687jymtbU1CbPv9XriUc3lcnj00UcjQpLbxOETyToCgsWkeGxuYTl6pTmfzp49KwXmON8ZpaA/o783qTgevc+DwQDlclkqvBeLRRweHkbGi5EHFIicx26uOFs77e/vy33kGia4L/23e8/wvHmvsz5Bt9v1bu+LLvCJZaZiFAqFSOj6dDqNpKOw+jdD1vv9vvRCp8GqVCqJl5rH6xOZNCjR4DWZTCItvgDId/B4GR3ig4YAN5KBhjDjiePUiuhlJ8ay5e3JKlX3lgnXIic5kVc9x2VZdbGT9OPsskqYiRt6s4hVqmWucsxxlkAfq8wNYPlwn5PG7YOZxCrjsSonFYa0yn4X5SA9Flb5PVh1Li1rxT1Ja69Zp5+8LDPOqVQKd999N+6+++7YbYIgwLvf/W68+93vvopHdwRDiXms/C1yn9/pdBrdbneuJZCmUCigWCzKorfdbkulbLdYl+up9YlXilYKVC28k+D3cTHs5iwzDxaAbMPnhu93jSJC34sMYWbeqPao6YrKrM7Nz3I8GHLe7/elSNlwOESn05Fxq1arKJfL0raIgpZhvVzYs+owANmfDx5zUpj4eDyWdkBuSywWgOr3+2I4oLfWJ3h1oTPmnVPMcky73a5EOfAYk+4bjh0wvz7Rv++6dzWPwa2Crb3trBjN43L7KPtwKzprUc6xns2OKl4ztDibzc6NvS7kpY/X3S6VSkXGmcYBfc4cR5+HnOjzYiQIx52RGDymVYpp8Vh6vR4KhYJERfT7/ci10i3S+H08plQqhe3tbbkWi6In9PjTe5/P5xEEQcSg5Rt3F0YEuEXtgiC4oiriq2LP+mROrYg2DMMwDOOpCRda9M7Rm+wWbHJFi09E87NclPuMmu5ilqGp9Bxy8UzhwxBdnxGMobI8FuZRA8cVsCliiCsuGHKui53xON1WTfoc6KmMC2Pld3W7XRFUnU5Hjo+v8Ry12G80Gsjn86hWq+JR5/uDwUDacLlVwXnePrgd87yTFtg0YGjYp/vixYuyryTDpC5QBUDaI3GcGLZP0cZxjvM2AhDRlc1m5+ajFu1uhXIWtmJxqsFggFwuJ/ON3lCdq+7iCrowDCMeTzdSgttqMeczAunwbZ5vNpuVSuLA8TVz4T2by+UkKoH9u31Vv/kZjhPD2zl/+R7zsXn9OLZJQpRRBGzhRuNQKpXyOmSm0yk6nY7MZRam0/cB50XSdaAIp1GJudcAxPCkHVn8XdG/Axw7Hbquv8944jERbRiGYayEWaeNqwnDSoMgwPb2dmSBypZP+XwetVoNe3t7IpZ8ebz8u1aroVarYTqdSqgqRWacsHAZDocoFosRQU8xw4W0z7NGjy7FTLFYlAU0BdPBwYHkbubz+TnBm0qlUKlUUCqV0Ov1pDVWp9PB3t7e3HfyeNrtdqyoYHipDmHXxc7cbXd3dyW8m2PAfs9nz56N9INmlXCN6xU9f/68CPh0Oo12u41Wq4Ver4disYharYbt7W3ZnjnjFOYUnK5xgv2z6WHVuKHFFKv6bz1eFEusRs1/uVwO3W434vXnuPD84/KhaaBwDUAMly8WiyI49Tacq0mRDjofmmPO9ljsr6zR+fX6HnANP25Pd4aVsyAbjz2u/RPfHwwG2NraQrfb9UYG8vgpkukl9rU0azabkfFb5pnB72RP++FwKBF5SakYNBbkcjmUSiVcuHABFy9e9LZD8x2LG+rd6XTE2MTXeE93u10JO9fFBfmPBgn3+B4P7FmfjIlowzAMwzCeMHTBIndR2263I5V9tSByq/NyX8xp7ff7EVFGlk23YBitm8/Igkz0Lmqhls1msb6+juFwiH6/j8FggP39/Ug4KsOetVhyYV4yQzlZLIzb6orf7XZ7oRdX44bl+kKp6aGluBsOh9Kuiz2yd3d3E1OmCoWCVB1mETN6r7UnbTwei7CpVqtSiZziIggCyY12C75dvnxZeh6z0Ba/j32wSblclmsAHPWedvs/0/vHMen3+yJic7kc6vW6GFM4D9jPmF5Tih8gKnbiUqQoGPWx8Rx8Apph+Qzp1fPn4OAg0n7J5ezZs9jf3xfvJu89ndZQLBZjDStMtWBUAPuS09Pc7XZRLBYjqWONRgPT6VSqerNQH4BIaPN0OpWCfS701Ma1kdLV1H3b6GJgPMdKpSKGFz2PwzAUwwnn2NOe9jTk83ns7u5KAbZ8Pi+ebt9YcR+MQHCjM5ijzRB1vu+mWtIgYZw+TEQbhmEYK2HWaeNqworCcSG/k8kkNkSXi38uWFmpmx4fLRApHFxP96q9d7nIZtiphqKXhbq08Kb3kh7VpLBjXTwNiPaZBY49nFpcLEKHojMPWoeRusWgGAXAnGF6exkaq+/ZYrEo++Dr2qvKiuJsfeXzYE4mE3mfc4GfD4JgTtixOBjPnQXItDAkuh+z9i7TE69zonWlaz22DAumMNLeUgpuFlrziatFxhtfoSgdBeCmEbjVtWmkYOG6crmMVqsV2Z/O+dUF35iXXigUUC6X5wwWJAgCMSDQcKND+vmePu5eryc58W5hNKK/z5c/r/uZ+9BV7Mvl8lz9F6aE6CJl/C1wBSq/p91uS2g6I2C0EF6Uk8xrsQhfWsZpwZ71yZiINgzDMAzjCYO5lkneFu0pI9rryEWyFjws0KW9tPRq8u9isSgVi3WubBK1Wk1Co9luRxchYhVn3wJai6ukBbbuw0vho8dAhxIvgmKZIlJX9OZ3FQqFSEgyhSZzO9nDmOdAccb9MGeWedwUpNyfDld3exETFl5zw6vZb9s9Jwpcdxx9hZ9osOBY5HI5VCoV9Pt9yU919zMajURoc38sRsbtdQ9jHqseb71P9hx25zmFsa+Amf5u/V8dGaHP0Q3Rdo+BodOuMYnHR+9rXM4tawTovPxmsznXDsw9D55jXG63xvXE0qiy6HOcN76iuZz3zPMfDAaxOd3u2E6nU2xvb8f2ADeeupiINgzDMFbCrNPG1YS9YJPQc47htnwdOPYeVSoVWcRTlGjxkcvlsL6+LgKY3rMkAR+GYcTjTOE1nU5RKpWwvr6O73znOxGh5eY3c8FOj6WvTyw93N1uV3I4mWt8/fXXS8hsNptFs9lcqtsChZQOodYePXpWK5UKKpWKhEHTo8txZGVifsYX7lupVHBwcBDZjkWVKOYoUNbX19FqtUR8sUe56zkFIC2FGKbPols+o0e1WkUmk0G/3xfxxdxctgTTLae0ocDF56XkedPjTFHM683P8Dr5roe7T4Zfs5iWewxJx6OhqOd1Y+EsXkvgWODG5fb65iahEGVxLs4D95hccR+GobTUymQyaLVa3rx+4GhctYDPZDLeMQOOw9r18U4mk0i/a8JK+7oNHlu88XuA42Jv+hzq9ToODw/lO9knHoAUK9ORFYva3oVhKLnP+ly0YWZra0uu0Wg0QqfTEeOMNsSd9HPTnvXJmIg2DMMwVsIerMbVJMkDTE8f+wCXSiXs7u5KaLFuYTWbzWRhrD3T2pvXarWwtrYWEYLMu/UVKmP7omw2K+KIC2p9jCwKxQU982TH43FkUc7waVeouOGz3/jGN+T/0+m05ERTAC2bI0nhXq/XUSgUMB6PJQyZ49LpdNDpdFCtVqUNUyqVkvZWw+EQ1WoVQRBIqLwWEalUSoq3+byjFEEURAwR1+frK5RUrVYlF5rXm62u2JPabRHFnGCeB0OgmaPOyAGK+suXL6/cclEbSVjBmd5hHeLtizTwhbHTaz8ej1EqlSJVoxe1U9LQIMD+yhxzPVfOnj2LdDqNnZ0dOQdWvaZX2YWRAIVCAblcDrVaDb1eL9LPWaPvIX6WERpMzfC1j/ONT1xLKwpVnzGK6QK6aroudEaKxaJEYGhDw3Q6lb7nvu8tl8uoVqsAjowqnU5HirnpZ6OuJO7uw53vs9kMpVJJ8vMvXrwYibDheTEKwDfuJ4E965MxEW0YhmEYxhNGUg4g32NVXZ1zChwJ2Hq9jnQ6LeJOe6p1NVyK62azGVnEahGkoZeJ4bpxQp99jLk4ZmguRbnrZadHnAt8FlUjPE6KMOYsc0Huy6Wm985doOqq5J1OR/7mgl0vxNnTl3nBFNDAcd4688yJPh62aKLBgSKWRdLYl9gnmGu1WsSDyHD2IAikcrQbcq+949oTzGOi2OD11eKUXj49XkkeRLdyNlMFeH1csRcXMu1D79cNo6YRSc9h3z516D9wZMRh6oL7Xfq/AGKvCaFY1a2Z3GJkLpzXrI7PyAq2U/PN4XQ6jWKxGBHS2tiSNKacJ9yG85C51KwBwCKBjLig8YLnwtc3NzclAqNUKiGbzWJ3dxeTyQTb29tSmIz3DAsH6n7vPGYXX2stYL76OHAcdTMejyPGO87x05Q//VTERLRhGIaxEmadNq4my+YZslCPLqalvU06bJuiWIsThvPSowxAikT5vIalUgmZTEZyPuPmqC5cBhwXeIrbnufA6tUM5SU6/Jn7c0OwXXRlYt/30hPL4/T1XCYUGfr7GULq3vv0KmpDAQtU6SiApCJq5XIZtVoNrVZLzo2imRWddc9gbkNByTnA46D3fTwee4tU8Rzda0SPtT434LhiN+cO5xVf49hr76qu3O6Ojc7ddb33DKXnNeD36J7UxM3F1++x1ZU7r9w2S8uic9x17QFf7jdwHLLMaA+eC1s2Acet4GgkoiDlces5w3mmr4GmXq9HeoBTSLNFGHOg9XVhr3TgOKJAt08rFouRNmqcb+PxGO12W+YWX/flga8ict3PU5i715bv6YiKkxLT9qxPxkS0YRiGYRhPGKssqrrdbkT40tPFfGIuyt39Mhw8DEN0Oh1ZiGtBoEUJRaYrgvieXsQzTJWv6YWnzocGjsUEq/+WSiXU63WMRiM0m00R+DrEfBmPExfsOreS+Lx3rVZLxAQAqSjOXGOGutJDR4FLgQociSCOKbdlO6NUKoVSqSTh5xxrV8BpkayPkXnPACQXOpVKSVE4bjsajZDJZFCpVBAEAQ4PD9Hv98WbSdHjCx12c5Bp3GDPXrb34nudTmeuuBfDy30huzRW6NcqlYpUA6fhx51LlUpF2iLpPuMMbddjpK8/c3MpsDgP6ZVl6H1czrM+Tn1MrDPAnGLOBfZuL5fL2Nvbw2g0Eo895xbvLwr4fD6ParWKRqOBbDaLarUqLbXa7bbcE5zzvD65XE5Era9+wuXLlyNeaLZky+fz0jpPf65SqUREs65cz7mno0t0qzxGVezv78t11gYZtp9j0cK4AoKMYND3lPs+j4/HQqNEvV6Xlm68Jsbjz6kV0T7Li4+TrJQXV0HSR1zD+avBKue4TDl94it6kQRzQK72vle9hqvsOy5s5rHuN8mq7iMpVMplmXlPGNq4LKv80K6SJ7bKMZ8kqxzHKvfKSbLqcaw6904Cs04bVxMu9IH53x03J/Tw8FCeRRRn9HAB/sJNwJE4Ye6vbrPT7XZji0odHh5ifX098jp7BTO/lvupVqsiqJjzPBgM0O/3kclkRCyk02n867/+q+yv2+2iVqshCAIAR88Kes7YU5o5pfwuN2+WoawsAuYuyN2wW537mc1mEYYhWq1WpFjYcDjE2tqa5Bbv7e1J8S+GwVarVVSrVWSzWTz88MPY3NyUsWH4N0UNBaDOh+a17fV6EqrK/HI+M1nErVAoSFstrhl6vZ70fmY/Z4YEc79JFZXddZsWaOl0Gu12W/LA3f3o0F/OQYYK0yPKv905ReJyWjudDur1OtbW1rCzsxOZZ2EYolarYTKZiNGF14v30GQywcHBgeRnl0olCQuO+52lEUrn9XNMGFXAcaFxYDgcYnt7W0K1eRychzxnrju0gQKACOpOp4P9/f1I5XAaDQaDAcIwFIOMriCv0c8kHjNfr1QquHDhAhqNBg4PDzEajSL74TzkWDIyhMYL9/s4R2hUcseVEQb8LnecwzDEwcGB917l54MgQKfTEWPOeDyO3J8U9doQdhLYsz6ZUyuiDcMwDMO49qHB2me4c0OFgeOCPfRwcdFPgRYHCwhpwxVzfF2PYCaTEc/X5uamVPEGIJ5NvR/mXGqxy7xFvqY9mYT50K1WK1IZWecTs1AUcLRortVqERHNcYjLiwbiBRtDdLVHjp5BCpFWqxVZTPO/LEIVhqGE5jJXlN5Iikp6qulRbrVa0odXe//pPcxmsxHxRa+8zvl1Pdr0ENIryDBhH25hK4YRM/ScQpDXmuPHvFp6+7WwYb6wjjbg8fP/dUEoHbatmU6n2N/fR7VanUs1GA6HEobsCjCOLb3nHJ8wDCXSgJERWugCEGOPa9Qdj8fY3d2NvObej75K2zRQaIHH3GpGgtCTynnGcdDF2RgNwPtvGeM+Uw9Y0Zo539oQosPq3YgAfT0WdQ7QldX1+PhC3HlsbsoFw7aBY6N6Pp9Hp9OR92gIc3Pk47zYxuODiWjDMAxjJcw6bVxtdN4sF4vpdNrrmeb27jxcZjEZF/mh98NQ5CAIRMAB0bxjNySWQpQFpnguXNBTELvfzyrhLObl7tM9Zl+Ob1whoziR5qLHjVWAu92uCEIdpq6h4WA2m6FcLkcKflEcMTxd567z2Hj96KF0c3rpAdWF1nSYPOcHC4jRU02hEidkCoUCwjCMeIV1Dj09hAyV1ePLvHrfeLgt1fjdFLb0+lNE08sZF6nW6/XmIit0nrHbRm02m0XCtvU4UXzzNRd62682vn1qw8Ph4SHq9Xqs8YuGKd5vvhxst1I17yNdbV8bnbRnnfv0VZXXRhQfSd79uPPx5XOXy2UEQYB2ux0p2MZq65w/2iut58xJimh71idjItowDMMwjCcM3XuXObNJYleHYvoWuGtra9Kiya2W68MVIwy5pBec77M/rs6PJCzkxMrUbp40MF9oiIK42WxKJXCfONf0+/05z6Aeh1wuh83NTaRSKckzXQS9W7oSMD1cuVwO1WpVvJ/uopqL+TNnzkhe7Hg8FmFAg0O320WxWJSwbuapzmZHbcrK5TJ2dnakAFSpVIq0KHOvY6/Xi3gTKSAZ0sy8cj2eZ86ciVyTM2fOSPj8eDwWzzcLNbFFmb5+wHEOvA+fwYKiiBWza7VapOgZx7BcLkeMKaPRCOvr6yiVSiKC47zrs9lMcqhHoxHCMESxWESpVEKj0YgI15MWMTQ8sa85cGwUyWazEU8zw57z+bx47LVIZhTAaDRCoVCQ3PdWq+WtZq2JMx7xHiW+wlxsiZUEP+f7Hs5pRpewPZVOPQGOcrPL5TKy2Sza7bbcE8yFZyRLqVSS7zrJNFZjNUxEG4ZhGCth1mnjJFhUw2JtbU3yjLnY9PXRPTg4kDxhepFd4aGr22qhRZFOMcZFML2h3W43IkgARCp+M0/WxedppnDe39+XkOdKpSKLbZ93jMaBcrkcKYxFDxXFL40R9GTSE6wX4WEYiteSBgd9bpcuXcKZM2dw7tw5Cb9mQSzmNNMzSG9wr9eTgkudTgftdlvCUrVQqVar2Nvbw3Q6RafTkWsKQMKkNzc3RYDrucG8aZ2/fPbsWSkilk6nUa1WpehVp9OR8HTmsvd6PWxsbEj1Ze6rVqtF2mPxGHlcccYdjgVFIMeUnmt6Nnd2duQ6dbtdVKtVuS7MJ9YcHBxIBXe3/RPHkWH1vDbcH0VZt9sVz6gvZHsRvnuM91a5XMbBwUHkHuK9yXlC4cgK3ITVsl3Pqptuwfzkcrksvc4Z7cBcZrcSuUbPFXf/gN+Ty/QD/ltbW5MWbdwXz883XjS4MEKC6Q7uMdLowQKDPFZGRvC+6HQ6K9XWuVrYsz4ZE9GGYRiGYTzhuIWBCoWC5E8Cx7mS5XIZ4/FYxKYPFqSiGNKilPun+PXBHEqGBdP7yJBc/d1czCe1wfKhBREFMgtxaTEbBMFcGKibC8nFPD2/rtiiiOZ5t1otEZM8J1YT5mK9VCohlUrh8PAQg8EA9XpdRM3e3h4KhYJ4Vzmm+XxejBCTyUSqfNMrzDHtdDqR89HFxADI5wDM9bNmDjYFGL+LApZjwErjLHA2GAywv78v38swcxoBmLfO0Gvm3fvQLdZ0X3Iery4+xf+y1zKZzWYRb6ov95bjHVc8KpVKSe50oVDA2toatre30Wq1pLgZ59Z0OhVjyypoAw1wVBma829/f997D/kEn847DoJgrmJ2ErxXabzh9ddF5uKggYOGNQCxxi6i5zJrKRSLRTGOABBvcT6fl9QAtuICIBEz/O4wDOdqKdDABUAMRr7rQwNJXAs744nBRLRhGIaxEmadNk4SHT6dyWRwcHAw551aBn7GrU5NwQT4hQs/wwWwbhE1mUyk5VK/3xchlnRcOjzVLWilj5U51VqQAcd9mjVJeZBJ5+Q7Rm1s8L2nQ1D1uereuAz91p5QevDpsWSOqU8IUAAzR5q5v9qrp8+Dx0IBy8JTpVJJ9qdbVjHyQAt3t2+2HoswDMXjzW109WYKd44Nz5veVX1eOk/bd03i4FzR+c2uR380Gok4pPjXBqPBYLCw4J4Pt92bFqyc+7rY3rJoQ5nOGfe1YSO6tZMWpMt61RnezjZRDA3ne3HoXuo0xuh7i9eVPappyNE58bpKOeeIPubpdCpt29ye4S763ni8sGd9MiaiDcMwjJWwB6txNeGClgWEmN/JUFsKS7Z8YvgqRZTuS+vLb3TDcBflOwZBIN+XzWa9VbWZ/8zQZQ2rVLN9lv7uIAhQKpUiRa30cWmBr1/XsFBUHHHCIKnScL/flzZZhDm26+vr6Pf7ODg4kPNhaCrzmyk4KSaazSYajQbCMMTa2hqKxSIajYYIBbYD43Vwi2eNRiO0223xOpfLZfGu83qwGjajAHgcnDPMb6d4Ye9fei3jxonXgK3H6LVkpIHu30s4xyiwM5mMGAG0WIwrQuWG2gOQUHR6XWezGc6ePYuHH35Y9qO/o9vtotlsRtq2DYdDEY8M83eFuA+3YJ8W0uPxWCqrr4LbM5vinlEHuvK4xo3AYM2BuHZ2LvwMjTz0onPu+IQrK5nzuxuNRmyvcea3M2WD81sLXnqS9fmzcB2jDXK5nISpa6MNeSKqcNuzPhkT0YZhGIZhPGFor56m0WhIsSXgaBFZr9flffbhZQEe4LiqLj2l2puctHijx5MLWXqdWGyKucMMd9Zi3S1gRSOAj1arJe2UgOOcSE21WhUvN3DsMaWoz2azkXBvt2+0Ps9MJiO55Dxm/mMBr2w2i729PTQaDRGh2pN5cHCASqUiuZr07nLMJ5MJGo1G5BwYXjwajbCzs4PZ7KiP8sbGBnq9HnZ2dmKvhYYh5zwX5nmXSiURrmzLtbm5KSKdfZ45N1i5m3m1zG/VY8U0AYZjX758WTzs9HxyTrlzKZvNol6vR4SZG7obN/9YXI3FpTivmL6gDR8+IcdrXywW0Wq15iq4j8djKXSVSqWwv78fO978rE5N0N/JdlNXIoSm0ynK5TIAiKBleLTvfkmlUnLM2nAGHLXVYqE/t0aBDxbaY1QK779sNhupLUB0C71CoYBqtYpGozFnhArDEFtbW/ja174Wec81krHllt7G950MDwei3QB8xoK1tTX0er25YoTG44eJaMMwDGMlzDptXE3ofaIo07mDOreXC2HguI+zzk2mty6fz4vnEDgSIdw+nU57q/py8TqZTESIUFBubGxgMplI4TA3v1X3Dl4UksnjjCskBRz3X3bR4cUa5m7qfekezYPBAO12W/LMgSMxT6FXq9VwcHAQ8YLncjnxFuqWSRQVOvyUlazpaePvA3ORKSzDMEzsa+t6SJkLrkPG6b1jvinHg8XLOF9YHZwe4d3d3UhIN+ebvoaz2QylUkk87nyPOd8Uuzyfbrcbaas1GAzQarUioc9x5+m2O1tUVI+4AlZ71vlf7TVmATqOC8Pd40iKcKDo9Z2bbvtFgaqLxQHHFex5jy3Kh57NZmi1WhEPLo1cund33LHq8eX11T3E42oqcOx0NAxf93nxDw4OFp5Lu92OGPNY+d33W8Hv1MXh9LGxR/pwODxxAW3P+mRMRBuGYRiG8YShiy/R++KrBqwr+1Lk0HvMxT0Xpu5C1xVLLhR9FAPs7cwqxNpr6esHzErb9OAlCcVlwml9uJWkCQstUURls1msra1J1W8eK0VNPp8X7z+NC/Ts6gJmDIumAUH379Y9dJkXqtsajUajiHFEX+PZbCYh1hw/Xks9Lhwr15vr5lUz9FVXDafgZs5ps9kUERQn5NnbmlXGCY0nFF8U0RTDzIWlgWdRCyLO10VFooIg8LY8Yw43vf08Vo4rRd9kMkGlUol4an2ii+HDjDLQBcCIFuasJJ9KpaTiNkUf88M5d3zF83yV6jWuAGYotPZeL8IVp8PhMBJOnlSUUPdFpyGOBb/ccen1evj2t789tw+Oo/4O/dnJZIJSqRSp9s1tmH/tFt8DokURU6nU0sYX42QwEW0YhmGshFmnjZNiMpnMVdplHjHzDrm4bLVaqNVqWF9fl8rK7uK5UqlISDb/66ILFzEPlp7OYrEo38lKuu7Ctt/vy/HRQxZXQIz5srolUiaTkVxK4ChHnF42bkNPOYWLhmGgvIfOnTsnucDuWFLg0kDA1kEMm+31ehGvtM4ZZbgyBSPzYvP5PKrVKsrlsuQm93o9tFqtSN9b5lCzJRHbj00mE7TbbakCTYE7GAzmiloRnqsWhRRKFNMcQy1u4wQuRXE+n8fa2lrEq80cXIo3iuZ0Op0oxnj9tOjTBdmSPkevrU/00ggynU7nwoar1apU4c5msxJ2v0xxM1ag5r3kbsNceI4jow8obDkuuvWYNgRQgCf1LmfFdRfeX/TAXgm8Zqs+v3RUiw/3eDc2NiQygf3Qffus1WpYW1vDaDTC4eGhGKY4b+O85ACkEruvEv/VxJ71yZxaEU1L3SLcgh6LWKXP2io3qltNMwlfOFYSq1Q/XMW6vWq1xrgWC491376KoElob8QiVrkuq9zYq/brW+War7Ltqt6MVcZ6mYIdZNX7cJW5tMpxnOSPMxd8y8BwtmXwFRhKYpGXwzCejLA1DAUWcOwtonfULajFnGh6iLSHk+Ir7lnEbRjCy5xeN7cXAC5evCj/7/520WvGY5xOp6hUKuI9c1tTUXDzuCgstFhi8Sd6nChWu92ud13iGge+/e1vo1gsRgo2aSiIxuMxLl++jL29PVlnUBAzf5O/qWz5w3Ogt5uCudFoIJ1OiyC/fPmyFIIrl8sSdtxutzEYDFAsFhEEgQgvevP1b/h4PBZB4svjLRaLqNVq4p2/fPmyiEudSw0crUkqlQrW1tYkZ31vby+yP507XKlU8PWvf31u3OhFnc1mEcMF0YLfjTigYcV3DXWEBFuHxT3PGNLtK2iXy+XEINPv9yUHn5EH+rt1pfUgCFCtVlEoFLC/vy/h6wxl5xxcW1vD3t6eCMtyuYx8Po9msxnJmachiYYACn8WX9PjwuPW96u7xmJKgm/Ns7W1hSAIcOnSJfT7fQRBIC3TXPGb9Pzk2jJJMC+iWq0iDEOMx2M0m03kcjm5B2mAoOGJ14JzIu57M5kMyuUyGo2GtG5rNBo4e/as9DWPSwExTpaVRPQ999yDj33sY/jnf/5nhGGI5z//+Xj729+O7/3e75VtZrMZ3vrWt+IDH/gADg4O8JznPAfvec978AM/8ANX/eANwzCMxx+zThtXG4ZOanHJOVEul0VA60UwvV/f+c53pDAYi1nRa+YT0briMsVpHO57bq9phlH3ej10u10Rv66w1R4wikiGRR8eHkbOiwKV23J8WBSJHr6khTeFuA5x1nmrNEpQ6LAyN40PbC1GKBi1CKCns1KpYHNzE8Cxl5bh1QxzHw6HyOVykqscBIEIdV5X16PGMXOrOgdBIIW4tOfb1/ebPbApCnd3d5HP5+cMyjpnlgJUF2zL5/Oo1+tot9uyLYURx5Z9zQlDryuVCoIgQCqVwuXLlyPfW6/XxWtOgVmr1aQHM6+H9iJXKhUA80JzNpvh8uXLKBQK0vKK3ny3HRXnBq8Rx5MGCF7nTqcTMQy4nnfmFru56wAktJsGgWw2i3K5jGKxKIYpRl34DAu81rrQls+ze3BwIFEBPEZeMx6fiy+tg6H6cZ/Rn2VRM+1x5jm3222JignDUELqeV/Q6NdsNiOF/nzQ2OQynU7xzW9+U4ocnhT2rE9mJffR/fffj9tvvx3/63/9L9x3330Yj8e47bbbIj8av/u7v4t3vOMd+MM//EP87//9v7G1tYWf+ImfiA2jMgzDMAzjqQ0FmttnV7/nwsJVzM2ll4bikqHSrpBmLqruAbsKDMkGjhfU+pi1IGDIZrFYFE9Xt9sV4eAaBgCICALmI9Eo2hblVdPrqPN59eK/VCqJoAWODAsMGaeXVS/e6WWn55wivFAooFQqIQxDMWrQgKGFWbvdFgFGAc5rRrHlQuFJAQYc5+by7+FwKN5+X+QZRRFzavV36jHlWLdaLTlWfU3pSeXYc94xDJy51Pynj5fn4JtnbIWkBag28NBLryvB63H2wbnFc3XTHHhsrGLOucYidG6uNuenzyDF8O24aDTOGd0irFQqoVQqiZc7Du3RZ4QJrzEjI7QhRUMR7Ns/56aG++L18p0P7x3OS44TjRHMEx8Oh5LjDxynA9AgpFuuUVT7jlMbe1xPM/OhdRV14/FnJU/0pz/96cjf9957L86ePYsHHngAL3rRizCbzfDOd74Td911F175ylcCAP7oj/4I586dw0c+8hH8yq/8ytU7csMwDOMJwx7cxklAgaqFZbvdFhGkYfgtRYqb80lhxYU2oWeWXtJljfz8HoZnMnyVwon3hHYsXH/99RgMBtjZ2YkU12L4c1zeI72h/X5fhLMWe0n5vYQCWosmegY5NuwvrKuT9/t9bG5uolqtIpPJoNPpoN/vS0EtCicu8CkKtGFCh2YPh0M0m00pYqa92hR3FJMMwaXXmuKT4oah8/Sca2HuE6rM/85kMiJ+dP659kgOh0Ps7u5KPrHel24zxPHk+5xPpVIJW1tb6Ha7IlwpdnyhyPSsUnQRiiMfeoz0fhjVwDkRV7yLgo8ik7nqHIekOcUIBZ2zT7HOaAYeHw1c2kPc7XalXRQjKRbN4W63G/FmU7Rubm6KeKYhxYWF81xcoxf7kLM/OeebPrZcLoezZ88COBK0NLTwPbaL4zxh9AMrtvN7tPefrzNcW0d+8FrxfnSjCHhe7nU/CexZH89jyolm7tD6+joA4Fvf+hYuXbqE2267TbYpFAr40R/9UXzpS1/yimhaaIjF9RuGYZxuLMTLOCm4wHcFAAUzixhx0Z8kgKfTKfb390VkaM8W/3Y9WNrD6y6ktbdQ9652BVa9Xpc8UC64dYVhturivsMwjAipbDY7l5NMLxZFarValRZfg8EAtVoN29vbkXOhqByNRlLgif+AozB5hpju7e3Jd+RyOezv74tA1V5pCgCGIDebTSlGpj2M7XZbctZpaKAQYEEsV/gwl5QeXrYmo/hmmyCG9us2Y6xEfe7cOclHZTQCKyvzNW4PHEUKDIdDCdvn+bmVj3UvYZ6HDvceDofY3t6OtJxyK4sTRgCkUqlIv+wgCLC2tiY9rH2f9YUZ637GDInPZDKoVCqRUGOOvf6tXaW+C1uLMQ+61+vJNeQ4MHyZkQq6aF+hUECtVkO32xUR656PzhUmzWYTrVZLjpvtobLZLCqVivQiJ/oa6iJnrvGD9Qz6/T5Go5EUlBuNRjLHAUjBvZ2dHZlTfJ0pHQydp3BnWome4zREsRYA+5vrooEsYAgc6SOdTsKoDv7mMGRfj//Vxp71yVyxiJ7NZrjzzjvxghe8ADfffDMA4NKlSwCOKkNqzp075y0BDxzlWb/1rW+90sMwDMMwDOMaoVQqoVgsSihqPp8XD41u70OPjq/ns4uv3RVfo3ADjhfafM/X5scV3myv5H4Xc3A7nQ5arZaIX7ajIjQKuAW1dN/nMAxx4cIFEYK7u7sijmlwcAuiuW2Cnv70p2NnZ0cqbwOQvGV6zEi/35dq3VoIhWGIQqGAYrEo3lDmHLMIGoUgPXs8F4pCGikmkwmq1ap4MrX3km2bWHSR4xMEAcIwxGw2i3h2Kfx1+yr3mtOT6Xp4wzAU4cb2XG7xOkYMUBjRiFMsFufES6/Xi/TY9uXb09NJ4cTrrM+d4jKuJRsQNfgwLJgh68y1L5fLkc/QaLII5hO7XvLRaCRCPSmcnHOMxeXoreY+WfTMhWPAvG96cvUYDIdD7O3toV6vo1QqSeV0bqP7L/O+49zQ/7gNx3F3d1fucYp07bF2x61QKEiVeY4/Q7A59xmhwugJVtdnNAnvc+bXc75RyLsiWh8DfwNWKaBrXF2uWES//vWvx9e+9jV88YtfnHvPzZvQIT4ub37zm3HnnXfK381mExcuXLjSwzIMwzBOGLNOGycFW0sxRLFUKsl7OjyZC1zdHxk4zhldtqq/m/vp5spqgeNbxzCcUu+P4oAiVL/vy33U3i3A34pLe9GB40hALaI09Abr76XHm5433Sfal3OpBYQe92w2i1qtJsaBfD6PIAikbRZFEL3es9lM2l/p9kgMedU57JVKRTx/PI98Pi/VoZmPTC+vjkrQnu+4a0VBRwFFkRK3RmW+L/epx4Xn7/52UQi6IkiPJee36xVuNBoREZokopOMQ/q1K+lLTlHn+24aT3z71W2ueA70mHJ7Xx93/b1MwUhKWeB3MMSf4eHufnn8TJHQKRWkUCiId5zb06DD/9ch7Bp6smlMYWg3cBzxonPiuX8a0ljMTv+X88c1UsQVO7uSnvPLYs/6ZK5IRL/hDW/AJz7xCXz+85/HDTfcIK9vbW0BOPJInz9/Xl7f3t6e804T5hIZhmEYhvHUQ4dNux7VwWAgC1huQ49bKpVCGIaRQkylUilS1drFFQbugk4vct39+MSST3wlVct1t19UWTeVSqHf72NnZ0fCWAFEwlR9ULhwu3a7jel0Kp6z3d1dESkMSaXXstvtSkskbjObzSLe3jNnzogXjGGpuvd1sViU65JKpVAulyN9c3VhKea6t9ttVKtVpNNpqWK9tbWFcrmMixcvotFoYDqdSkVx7XWeTCYSUstxobjguWQyGVSrVbmujUYjMt+0Z9zNrQeORAxFEj26vrx2CrBSqYRWq+WdixRNLm5e7DK5rgwP1mHKFJc+YbksPC83qoFQLNK4ARwLOl34jF58hoNr4w1TI3Tagu75HhduTi9/t9uVgl9JVa51aL17D+rq34zu0GMwHo9Rq9XmriM9wfo7C4VCpBaDnp9uVXPeL7rOgN5PkiEw7poYjy8riejZbIY3vOEN+Iu/+At87nOfw0033RR5/6abbsLW1hbuu+8+/NAP/RCAox/6+++/H29/+9uv3lEbhmEYTxhmnTauJiziRBGsQ2R9fZuBowUse6QeHh7OLdTjcOdZtVqN5FMCx4WGUqkU9vb2RETyO7RHbTgcYmNjQwoo+bzI2kjAGjIMpWaRLQq0TCYT6V/M4200GuL1JTr812U4HEqP5lwuh4ceekgEaL1ejxTT2tnZkWJPDFensKWIYBgvRTc9pszxpCdwf38f29vb2NzcxMbGBvr9Pvb397GzsyOh9ywuxWJk/KfziTc2NnDTTTehXC5LWD/zVClS1tbW0G630ev1MJvNsL29HWm1VKvVRGB2u11pKeT2GyesWN5qtSLXkUYGXgeK1Xw+j6c//enY399Ho9FANpuVsHUWjqvVamg0GhgOhyLy6ZWMm6fsk+72GI/D9VBqQeoTlexTzoJWrEie5PVlWDLHjSHTnNv8LOc0w7bpXdX39ObmJs6cOSMi8xvf+AaAaN/qRcX+dFg+ox+YU+zeD0zT4PEySqLb7YpRjf2sdUs5Pa6ZTEa20bURXGg04ThlMhkp2KfheDBFhdvxc51OR1InMplMpJAZjQaNRuPEn5v2rE9mJRF9++234yMf+Qg+/vGPo1KpSA50rVaT9gZ33HEH3va2t+GZz3wmnvnMZ+Jtb3sbisUifv7nf/5ETsAwDMMwjCcv5XIZ3W4X/X4fxWIxsf8x4aI4lUpFPIWuoHCLg7m4Apr74XGVy+VIqDO9j3qfBwcHkqvrhoC7FY8vX74seav04mYyGfkOHe4dhqEInlarNVeoaDabxXrqRqMRisXiXB4v3yM6PPnSpUvi3dKF0lgES7fd2t3djYhS9jamQGbrK3pE6TWkF5mVsLlf9lLmObJQF/O/O50OwjCU4k1cc1Kk8brpCuIsXJvP5yVCgWHFuVxuztPHys/au0+jCb3n2qgznU5xcHAg1cRdcaDz2nVleeaG63BoXQyLr/uiHPR+3OrX+nXtpUylUpGiWroIWKfTkWtCge8KPkYUcBy1IHbvrfF4jMuXL4vRg2LPpdVqRfKztVd2kcji+DBfn0YL3QpL5w/riIvxeIz9/X3ZF3uOU/zqVAHN3t6ezBudT+3iRiYwQoIpBPw+Ldg5n/U+dXu+bDYbqS1FoX0tidEnKyuJ6Pe9730AgBe/+MWR1++991685jWvAQD8xm/8Bnq9Hn71V38VBwcHeM5znoPPfvazUiTAMAzDeHJj1mnjaqJDHZmvuwguwH0eRXe7ZaCnkYJEV6Z2cUX0dDqVz+kcTO1h1+gK0Vy4s5WNDtOmEKEnnOImKU+WcAFOL6wOMWUVbopFto3ShZb0gp4FoZhTSqGhz4GVvnUYKwtCMWe6VCpJCh+NJswZZZ40x5MVs3X7HgphjgMLdGnx5RbBoqimx5xeYJ8IYmiuO/84P32Ckd5MPQcI2xix0Jiv5zdwnPetW7sxVN3dnmKWn/XNfwovHU7tu6d0ay62CIvzjvP8mMe+TCgxRTRDsznvOOeZnw8ct3Na5n7VucbAcbV8GjzoDaf4B47yzXXRQKIL3/E4wjCMeMKZRqGrdcfhM0IwXJ2GEu5Pe71zudzc/GGki2/uuYawk3p+2rM+mZXDuReRSqVw99134+67777SYwLg/2Hw4faNXIQOhVrEKn3XVtl2lZYCwGrnmHRzu8QVKYjDt5iIg+FIy+BWj1zEsgVjAKyUb7/Mwo2cZE++Va7LKvMZOLkCFKvu9yQLYZwGksJJHytxOZAuJ/HwM4yTgGIJ8BfV8sGwXrd/KgWu7zeGuaL5fD7iTWM4MoCIiGI+9tramuTjAseVi3WBJJ/3jqIh7vdO54hyoawrgzNkVrcSAvyLZteLR8Gg+9QyT1qHvnOtpfdPkcvjACChvPwOtr3SApjFxyiQ9vb2JEQ9CAJUKhXJKW6325Hq3/SUs40ZBS2/MwgCyXtlmPNwOJRzSqVScx5Pjj+NCblcTsaS501hk8lkZL/6GcziVex/7MKwfHfNWi6XUa1WxePqmwccW3ondbE33xpDF71y+wNz3Gm0oeFCF5dzobAtFotLC+NerydtqpLWTGzzpPuPc453Op1I/jpwnLe+CM5zXYldjxXvDeYUM1olLl+aec16/6z2ztcZIcHrz/FlKgWrcHPs3WunW575jhmYLzhI7zXvu7iCacYTy2PqE20YhmE89TDrtHE1oWGIObtcvHIhrEN0iW8Oxi2U6YEEIL2VNfRYFgoFbGxsSKoaAGntpL3PbM/EUNpGoyFiji256KldVBmZ5+X2igaO8iLdFkrpdNqbB82FPz30rVZrzmNOscQQdnchT7FIcVMsFqV9FXtNc7za7TbOnTsnVbZzuRy63a5cL4ap0zvNgmIUNhsbGxIqXq1WsbGxIYJzOByiXq9HWk4NBgO0223kcjmpBM7iYqyQzF7Y+nwpitljmlWzee14fKxQXqlURKjz+vAauQYe3RrLpd/vY2NjQ+aBz7tNOH84fymqGRq/u7sr+bysXk2xqI0udKLQ+MLrkiR22dqJaDHtqy7P413ksGEv9F6vNzeHfQYmepE7nY7MS84h5prTyMLwed0nnGJTG18YEh+GoXjEec3j4Hyr1+syd5rN5lz4falUktD/fr+Pzc1N2TeP8+LFi3NjHWfUYFoAyefzEsFAI4AeR1147CSfnfasT8ZEtGEYhrES9mA1riZu71OivYQUV1okLRvRwj7HAERchGEYWcAXCoVIexqSy+UiC3se787OTiR/1s1h1YKe23EhTjHIf8DRornf70tRL1ckMwRUh6hq2Ne2VCpJ5WJXLFBIapHiGiboCeV5ccw5BtpT+53vfAfVahWVSgWNRkPGQLcSYkusMAxRq9VEQHGcKYopGOjNrlaraDQaEm3V7/cll5jFyugBZ0utra0t7O7uYn9/X6IEdIshenA5r9jbejKZoNlsotfrSVSCLqIVh+999tAej8fY2dmJzFE3ZUCPu94Xc/t1T2WNLxqP462jFHTVaw1D+vU10ikV1WpV+oDH3WN6vzSGTCYTmbeLorFcLzQNZbze2khAAU0jAlMFgKM5vLW1hcFgIKkgmUwGh4eHcn69Xk9+QwqFAsrlMg4ODhI97270R61WQ6/Xk/NrtVryeQr6VqsVqQgfh699Fw0jupo+4e+Kvl/1sZ1kpW571idjItowDMMwjFOFbqfE8EeKL71gZEGnpEWkXtBzQcoCRMwLHY1G0tuWHs1UKiVVp30FytxCQLoytBYmFLj6MwwjpUeL5+fuVx93Uqg695k0DiyKRnTeNBDt58tCWsCx6HPb9PA7mb9cLBbFEMGweIakVioV8eTR+1upVERM0NusvYushsxQbHrJtZhhGDPDyhn23Ww2RTS7edO+4l28tgwz17ntcZ5L33sMw2UvZTcPd5VUsKSWTXEwFJ6f59zyHbsbSs+x0al7y6S5aQPIlcC0AO1J5/3Je5T3uS8knvcvox18NQtYuC+dTkvBuyRcQwUjHvg5VoanoaHRaMwVc4vDFdB8LQ7ORTfMX+fGW7urJwYT0YZhGMZKmHXaOEkYIpxKpaR9EedHEASRAlj0gPkWpj4Y8qzFE0UcvUAUfMyfpgBmOHAQBJGQb0LByGrHulBY3CKXHkfdU9Z3L7CIFhB/r9Brl3QvufmjOqS2XC4jCAKk02mMRiNUKhXZF3PCddEqjuFgMMBoNBKPPsWjrrxMTzq91BQz9Pi1221pV0Vh8t3f/d0S0k1xT289ccNddV61Pk+KZs4len91j2COs7tvCvUgCCIh3UEQzHlc+V0MI2YoOz3jPlHKMWeo9ip1X7Tg16JKn4MLQ8N1WLhrXGE9GR3eHwc92wAWho/7PqsLytHoxErYDPGmMcBnVOj1epEK+km/A9PpVObYKnCOsy3YmTNnkMvl0Gw2ve3BdG67ez/6jk/fT0nHrsnlchHv9Ulgz/pkTEQbhmEYhnEqWF9fl1zTZrM5Jz6Zs0oPZbvdlhxXnxdKw3ZKrmimt5loocTQa/ZxLZVKePrTn44gCLC7uythlwxL1qHS+nu5cNS9cHUI57JVxrUn3pcr7oqDpMq9DIcul8tS9Zn70CHE3KcWN7oAE3PBAUhedL1eF2HKXt4szjUcDlGtViPCaHt7G+12W3KWme9M7yMjBjKZDGq1mggYhmLPZjOp/p3P57G5uYlutyvilfn29NTqcGB6PHWfao5PpVKR43Tnoi9kmTnfDHunYKXg4bgxckHDUHOOtU4H4Ov6ujBNQLc8co8x6dr7UgNKpRIGg4GMFedY3Pzc2tqKtE5zK6prdMSAbke1v78vf7Pnc7lcFgMPj4n7AKJz381VZy/oXC6H8XiMw8PDyPtuUcGzZ89KPnW73fYaDXTkQz6fR6PRwOHhYWQO6N8eGtN43Rbd477idMCRYSuTyUQKG9Lg5uaaG48/y5V5NQzDMIz/P9qbczX/rcp73/te3HTTTQiCALfccgu+8IUvJG5///3345ZbbkEQBHjGM56B97///ZH3P/axj+HWW29FvV5HqVTCD/7gD+KP//iPVz4u48pJpVLY39+XvFaXy5cvR4TEbDaLtGfiAp1iSpNOp9FutyU8uFQqoVgsitgjumcvcCwqm80mdnZ2cPHixbnFNhfgLF7EsFh6Z/XxMmzWDU+lkIvDFXLLtARyF/MaeldrtRpGoxH29/dlsU6Pou69XalUIhW26TU9ODiQvFUu7tlSiEaC3d1d7O3todVqRdr2UDwxFJtCkNW+S6US6vW6hBjzeM+ePYt6vS7Hx4JTu7u72NnZEYFBkUgvO8crDEOJamB4uE/E0EhSrVZx/fXX4xnPeEbieGtve7fbjcwHFotyRSk9wTQesRe23qevBzrz+MmyLaI0FO7Mz+/1etjd3cX29jZardbcd+h7hbnzfJ/GDvcY1tbWpKgdrzlDsNlLm+fIKIRer4eLFy/i4sWLEmHgVsPn97iGAPZhZqEv5qLr49Y58Y1GA+VyGbVaDRsbG5LG4PMMsx7CI488MmdEcX9HgiDAxsYGtra2ZJ9xcAxZxZ6RF/z94L71HHo8OC3PeuB0Pu9NRBuGYRhPOj760Y/ijjvuwF133YWvfOUreOELX4iXvexleOihh7zbf+tb38JP/dRP4YUvfCG+8pWv4C1veQt+7dd+DX/+538u26yvr+Ouu+7Cl7/8ZXzta1/DL/7iL+IXf/EX8ZnPfObxOq2nPI1GI9IruVqtRt53F6o+WF3Z55WjB45ClkWvtNDlIlsLWnoQKQgpGgmFJb1gDClmTqdGF3bSC0p6yF2S2tot0/KOx6LzwSmOhsMh9vf3I/nbFH+DwUBykIMgECGut6XoodeX49rr9SQnl+HKjBTQxdRccUTDAsVKu93GbDaT79ee43K5jEqlglKpJAXVKMr19hSJumI6xQg94foYNLPZTIQhQ7STwm71/KTI099BjzqFEefNbDaLDTNmGoFrCOl0OnLO+vs0LKTHiua8/voYKSh1/jSFrK427Yo35gK32220Wi3JEXZhSkRcdIZ7rjTM6Ouh0yoWoVtNuVEVPG6dBx7XA3qZe4tzjREZGlaF73Q6CwutsV0bjYIsoMb0BY5FXDX4a53T+ry3cG7DMAxjJU5DntQ73vEOvPa1r8Uv/dIvAQDe+c534jOf+Qze97734Z577pnb/v3vfz+e9rSn4Z3vfCcA4Pu///vxt3/7t/i93/s9vOpVrwIAvPjFL4585j//5/+MP/qjP8IXv/hFvPSlL139pIyV0QtEhk+3Wq1IziW9WEB0Ma7bvgDHXmkt0AgX0el0Wqp1M+cROA7zpXdQe9uazaYIUXqNuNBNp9PSHodeSX4/w8kpHF20Z1ofd5xoS6fT0sbJXaRrr18YhuLNY0EvHgPztik+Z7OZ7Ev37mV/aeYo657EPHYWhGLbH3pfKViHw6GMG4+N38+xI8PhEJ1OB5PJRHoNMzSa14HtscbjsfSQZnXvMAylz7dbOIvilddARwYUCoU5TzHPmWHO7BGu0fvt9/viXdaeU54XjTY8ZlbhdkU8j4ktr7S3Vs8ZGgN8v6H8PK9Xq9VCuVxGo9GIpBj4elPrVlHae6xh1IH+rK/qO8U+r1/cnPbdGxTx6XTa20deV64HIH2b4yrZAxBjBn8Dms2mVOzX80JXjPfds/l8HsViUcaSERCpVCpSLXxRusZoNEKxWJwTyb6QbRZaWzWv+0o4Dc964PQ+701EG4ZhGKcGXSAGwFw4LHC0EH3ggQfwm7/5m5HXb7vtNnzpS1/y7vfLX/4ybrvttshrL33pS/HBD35QFiWa2WyGv/mbv8HXv/51vP3tb7/S0zEeAxR0etHltn7ShZHy+TxqtRrW1tbEi1ooFNBut3F4eCgirFariWDUPZGZs5vP5yU0VRcGKxQKCMNQxGKhUMDa2pocBxfb2WwWzWYTzWYzUqwsl8thMBjMLYzpCeSi+/rrr0elUsHFixfRaDRkGy0UgKPQTx6rJggC6W2dy+VQLBYxGAykCNvh4aGIa+2dpeedgoH77vV6IgzpbdboQlT07usWPTpEWef8Xrp0STxtFNjValWqfJ85c0YMERxHivLpdCp9tDnubC/F6tiVSkUKvLFwma6Gro0oQRDg4OAAlUolUhCOaQGMEhiPxyiVStLbmV5mXRCrXC5LoSidT14ul8XLSAMIc+kpnCiygSNP5mAwQLfblfF3x77dbiMMw0hVbpdmsymebwryMAzFWKLnI41GwJERxc0n9vU9d+fk05/+dHQ6HbRaLbRaLTSbTZTL5Ui/dT2PKJAZBeF+3zOf+UzxdGt43q1WS4xgul6Aa1jQRjbXYDAcDtFoNCKh33obziN3jFnIr1qtyj3c6XQilfR19XvOf/d3DDg25uTzeVSrVcxmM+zt7c1tByxXNf20s8yzHjjdz3sT0YZhGMZKnKR1+sKFC5HXf/u3fxt333135LXd3V1MJhOcO3cu8vq5c+e8VZMB4NKlS97tx+Mxdnd3cf78eQBH4cTXX389BoMBMpkM3vve9+InfuInHsupGVeImxvqQ4fMctE+m81EnFE0URhOp1NpYwQczbv9/X2MRiMJAWdRKr1Q5QKPBYjYUqfdbkcKlNELzbxqvkdB5PNIsbUWF9DdbhfD4VBEw3Q6lR7LbCdVq9Ui4dCa2WyGg4MDABCRSC8q39dVsnkMPLZMJoNSqSTGCYoVer153oTh19ddd50YImigYChtLpcTIZXJZNBsNnHp0iUUi0WEYYhisYiDgwMJgU+lUqjVajJm3W4X2WwWnU4HBwcHmE6nkfzVarUqOdo0ALB6NsUjq39TxFarVQkTZsg3cBzuTkMMhVe9XhdxCPiFDHOLeT0Zpg0cC6fxeIxOp4NqtYrJZCLnk1RkzheqzetK8UVKpVJEGDPcHjgSyXt7e5EcbHcuct74fuPd+zGTyaBarYqBYTKZ4NKlS2LMoJAsl8syZgyxp3CO62fN79vd3UWn04kca61Wk3s7lUpJ1AJwdJ0YlcBxYVRLuVxGs9lEEARSNV2Psf7N2dzclNQERmW4RiTeS9yXFumMOMhkMjg4OJDUh7iUFC2sadCp1WoYDoeR9xjZ8XgUFnuin/XA6X7eP+VE9CrWm2Vyr8gqk2xRGfvHi1WPY5XtdZ/BRSyb50LcHLkkkhreu6zyg0TvwLI8+uijS29bqVSW3nbV3JhVtl/lep9kkYtl8pLIKkVVfBbPq7XvVcZj1bF7vAqKLDqGk3qwPvzww5F7POk6uXPUXUwus737eqVSwVe/+lW022389V//Ne6880484xnPmAv9Mq4eFE38r85hvJL8v52dHfGIUvQyD9It1DOZTCKhytrzqRftzE90K/fqbSjcKbB9Fa7j4HmmUqk54wErEev7jnmc2kvLbfVvJoUBw9P1fcucWhcKWYr52Wwmnnrdz1d/54ULF0SUsTCZLv5ETzrHoVAooFQqIQgC8f7t7OxIyy+el652zpBmFl3SedoM2w7DUMLNaShwj5njyBB83eqJ0QqsDq6PN5vNRjylPq8svdK6sjjhQp3b0DhAz1ilUvGGK8fh9g3XOeBuagOhAWHRfUWhRoNRkjGLgpyGE9d7TaHL3+disSj79YWhF4vFuarX7rHRWEMDAfOJWRXdzYMeDofo9/sIggDr6+totVpzY8AQcJ4rIwtmsxlarVZsyDyPhQYCjgeA2Pm3CBboY771YDDAdDqVKILHyxN9Wp71wOl83j/lRLRhGIZxeqlWqwsNZZubm8hkMnNW6O3t7TnrM9na2vJun81msbGxIa+l02l893d/NwDgB3/wB/FP//RPuOeee0xEnyAUvFyIuwvgK2E2m4lwo2hh/2aGQVOws7IzgIjw1uGmPK5FC8rBYCAL7jiYax0X0knhysWezj/meWivl4Y511rgsbiUz2DtiiMKZfaK5vkytN3NF6YoOXv2LJrNpgh7ejKZC0vPGfcXhiE2NzflO7XwYFQABSGLvLH9EfOhdRV1ziHm/+px5BhSrHNce72efAcFElMAKNQPDw9FuNDgQMHGatb6WuvK476e3/q69/t9EYs8lzjx64PXgcKY/1h93jVIxUGjAXOOeSz05gOY88oTnisNET54/+jCcsy1du8Tem+ZSsCoDm3s0R5+Hg9z1ZN+P7rdLqbTKTY3NyPnwbnBkHj+FgwGA2knlSRaWXyONQ/CMJS5pCNl9PcBR/dO0vVhPjXnn87Zvxq/kU80yzzrgdP9vDcRbRiGYazEE11sJJ/P45ZbbsF9992HV7ziFfL6fffdh5/5mZ/xfuZ5z3sePvnJT0Ze++xnP4tbb701MWJF580aJwO9v/1+f67CbVKf4yS4KOY+dZgwAKmmyyrUjUZDBGW/30exWEQQBDg8PMT6+rq0uNKikx4yXXHa1+KHodD0HDabTQlvTqVS2NnZkfZLDIvVXjLuk+fAf3peMjeb4m19fR0HBwcRDzcX+MViEdvb295xoyePuck8316v583P7Pf72NnZAXDcI5n/0uk01tfXUavV0Ol0pHpzOp1GuVzG1taW9NoNwxA33XST7Gdvbw9ra2ti8KBApHGAVbvZ3/rMmTOoVCoidnS/YkYgVKvVSGGynZ0d2QcACaUfjUZYW1tDuVyWfVDYU1wzYqBUKsk2LPBGQ8RsNsPa2lqknZMW0doY0ev1sL29HSvWKKa0h1Zvy+/P5XJot9vIZDJS8IpikCHvvF4AJGdeG10YDff/Y+/dY2Rbz/LOp7q7rqvu3b1vPhcfLFCYnAxKbImBmZHthJicKGQCJFgTKUNQhECWIjkmysSJ0JiI2IozSqLgwEwiC+MgCP9M0KBYAvMHMBkzmsGRZwIhAcfnuvfuvftW91t3V80frd/b7/p6VXXXObt9tu3vkY7O7u6qtb71rW9Vfc/7Pu/zEqxoNBoajUbqdruXPgvJ2BN4IYDj1y/GdRDp4+NjOw7PBIEQyPW9e/fsvePx2AIx3AeCBH7+eM0qE6/JZKI33njj0jWEJoDShXKAOvllmM1mqtVqarVaZohXKBQu1fxynwgY0WYvl8tZ673w/nPvMD2jTAMQrLophdrb/V0vPd3f95FER0RERER8zeEjH/mI/spf+St6z3veo+/4ju/QP//n/1yvvfaafvRHf1SS9NGPflT379/XZz/7WUnSj/7oj+pTn/qUPvKRj+iHf/iH9du//dv69Kc/rV/8xV+0Y37iE5/Qe97zHr3rXe/SbDbT5z73OX32s5/Vz/zMz7wt1/iNiHADzIaL1lHUk3psb2/r9PTUMsDtdttaSyHjxn3aOzMjDcapeHNzU7u7u5rP5ynCQPskekEDL1VelaVmzBBC6dxUh7pfKdtoyIMMHbXdZL4452KxMBltLpfTzs6OtQuSzglXr9fTYrEwea0PKoSb98PDQ1WrVS0WC3P29m7T1G+TNaQmFZm279FLf2lJJrWl/y+GZtSx7u/v6+joSP1+X5ubm2o2m3Z9EAjIByQHGbOvfyazPBqNLIDgnZN99tq3ieJ+nZ6eKp/Pq91uq9frpdQFELh+v68kSewePnz4UJLMaZzsoV9Lnox5wkZNNnXfkowIM7dXtUnybaDOzs5S0vDT01MdHx9fkkYThPA9yH1ggVryfr+fef7wWVxWow+hDOuwmVNP1nK5nDqdjpFKZPZ+vryqAXgTr+sil8upVquZQ7e/HszrMBBkPFnP+nA4NBl9o9HIHEez2bQWab59WxYg2vSa39zcvET+ed03Qsurp/X7PpLoiIiIiIi18DREpz/4wQ/q8PBQf+/v/T09fPhQL774oj73uc/p+eefl3S+ofU9JF944QV97nOf09/4G39D/+yf/TPdu3dP//Sf/lNrdyGdb4Q+9KEP6Y033lC5XNYf+SN/RD//8z+vD37wg0/mIiPeNMhyLfPQ8G16qHOFGGEGBMGGSIQtcTAG6/V6qWzE4eFhZp0luI60kvF5suaJb3ituId752dfS+vreKW00+1isdDjx4+NyIbtfiAm9A6mdthv/DmXN2DzzyjZYcY4mUxS7bkwIDs+PlYul9M73vEOq5PmGnBtpuaT2lICCrdu3bKs0enpqbl153I5VatVjcdjMwWbTCZGfJHxM09cOwQOOT1ZYjLctKfCHAynZY5Nnbg3ZKN+neABJAzlQJasHwLP36hjp80RAZJqtWpj5rqXESaejbOzM9VqNcv8ev+WsEYbkMXm2JBl1A5kg69DUHGoBqg0ODY9w5nnWq2mo6Oj1DEw6srlcplmXtIFGX+r30O0WcvlcplBAoI3SZKYusGDZxDDQgJz0nkfYmqxuSay7icnJ6m2WWELLV82wboOUS6Xrwy+vVU8Dd/10tP7fR9JdERERETE1yQ+9KEP6UMf+lDm3z7zmc9c+t173/te/bt/9++WHu8nf/In9ZM/+ZNPangRayJLuo2EE6mzdNnQCQMqSAkZSggrmTVqNxeLRap+lOwsWdUwG+5l3Fmtc66D0Chr2fWTjcREy9dn+/dD5JDDhsf1hGA6nWYaG0HWaT0VEgRqMr1hmB8rxAvzMukiu0oQgMw9zt3eZAmpPZl86m/JTt+6dcuCF2SlIWi0hfLmYmdnZ1bby+u8+RY1r75+2s9FkiTa3t624MFoNFKv10u5PCN39626JpOJZZ6R5nqEAQ9Pmqnzli5qm8kok8nmPYVC4dKxPViXZC+5hqtMqCCRvpc1teZZLdmWgTHiGC7Jghz+39Q7l0olJUmiXq93KTjge44vM/Pyyoisv3uCmwWOT0uqZc806zw8l1dqSLJ6atZ0u9228gUCc/zM+blu5sQHrVhrHDNrvr+R8DR+30cSHRERERGxFp6W6HTE1wcgTZVKRbPZLJWd9a2plslZfSsd6YI0Irulx+t0OtXjx49VrVathzAbe+p5t7a2dHBwYMe+e/euhsOhZXpv375tLZ4wcPJZXt++x5N3aXXGGqk3TsDU1lJLjZTbS5KXkYN6vW4O4cwvhMITgV6vZ/Pr++MCemYnSZIyGeNaOK7PqFarVbXbbVUqFR0cHJgL8tHRkclhvUs12XJI8r1799RqtXRycqJGo2EZ4FKppG63a4SV+769va16va4kSexc9I72fbUZJ/8fj8c6OjoyMpbP59VoNCwzyXqA4PrMIFnnYrGovb096wlOdhui2+12dffuXVsfrBFMsObzub0HouXbsp2cnJgUnGeEzDmtugBmU5VKxeTXrL+rzMpYUxB66nX93wBZe/+8EfhBkg6RDoM0EM67d+/q8PBQ/X7/UpspwBioUSUY4tdm+PosmXgW0aS9GcEWatX5Hb4F3GuePTLIZMbpN18ul1OfGbjDDwYDa/NG0CeUrTMvlUrF1h/lJMw9z0kIyHX4bD5JxO/61YgkOiIiIiIiIuJtgydT9FmGoLbbbb3xxhu2Qa5Wqyaplc7JpzfkgfRAInEo5u/9fl/D4VDdbje1ScccKiTwbJoB7QoxeiKjhiu0JCM41LSenZ1dKbuczWapDJ50sYH1tc2QBeq0IXflclmdTidVf+rnF0Oss7Mzm8t8Pm/jzjJBYlzFYlG1Wk3j8dhqnMfjsUmFkWNTh0tm+eTkRNVqVZubm3r11VfV7/dNMr+zs6NqtapOp6PBYKCNjQ298sorVqM8nU716quvpuSuZLwxZXvuuedsbum1PBqNNBgMjBhRT0rtKMEJHI+pL59Op/qDP/gDy+LWajXLvvs2YrVazeYyDEp42bJ0TpKOjo5MWbC5uWn3mUwlmWKfOaU9mj8WARYUGVkZWGToXiXA+ZbBO5xzbMoHmG+fRfcGZgRgCLJMp9NUnW9W4IsAgG/1xdi5TwQECB54Ao2SgfPzt2UBtrOzMz377LNqtVoajUapvuN8JlQqlRRJ9s8qzxZ9qv3zeXBwYKZsIXz/7mUu6f48kHDmwd+zfD5v8+IDBdPp1OqsqceP+OoikuiIiIiIiLUQo9MRTxJkcyEObN6Hw+Elt13fEojNvZerZhmT8Tsv78zadOP67F/Lz2EmDBKDxLZcLludMONZJifNqoX0jsb1et2yULPZzLJVnmRTK+pdhVc9Q7zOjyVsoeNb8ngMBgPLTHp3c0y9fKaTXtnU0CK35nrIZA4GA8u4+hpZro3r49qprd7e3la1WjXn7vF4bGuAllX1el3VatWIM/MDoWeeMS0bj8cWXAkd3CFABAkYU5akHxk0LdNoR8R/1EmTgQwl9rQi87JeSVav76XD0oWkneNChpe1j8oC94++6Mz9Va743pHc91a/Dg4PD1MyZjLNzIN3nEbejvSf+n5f7nCVJ0G/3zdpPJ8HmK75Nl60jfPzRlADQu/vO6/N8mngPrDemeNwTn3QiPeRwffqFgJ2YdYZs8CbQvyuX41IoiMiIiIi1kL8Yo14kkCSiIGSz/56h2FJqYzUxsbGUjfvLCwWi2v34fWmXmQeQ1LC5hbZpqTUhjo03ELuWqlUbAMOCSFjtVgsTH4OqUFu7McdOgRfVfe6jFDRisq7lockCuJB5p77xPVXKpVUBh/psncvZ76QQfs5IztZLBYtWMG5IQ/Hx8fWbqnVatnvvTSWDH25XFa5XDYnZYg9hmNcAwTf1ydDRCFwBDkgeRAjX1fvHaYhVZ78QXzI4HpTslCCDAHnmWD+smrWORavR+49HA6vXA/+/rPW/fH92uI8yNLDwFBWW7dlCA3sFouFBTbI3PK8Mf+ANYr8f5Ubtw9UdTqdlAzdP0eYEPqgVAjvxcB7/LVnvQcSTAlBvV63PuqA54dgDQEaVA68ljFmGazhIH5TiN/1qxFJdERERERERMTbhlKpZBnnMKOF6VG48bpuO5swg4wc+LokA1JF/TQSzFKpZNJfxrMsu804yFSfnp6qUqloPB7be3zmsNfrXSJX29vbyufz1ubprWxEvVM4EucQi8V5j2OkxdKFWRjjwxiKPsJk1CErBBCSJFG73VaSJGq1Wpa9H41GRhqGw6Hq9XqqlZbPEtbrdVsnKAnIwvrAg5f7zudzk+qyDghO4KZMr26k7ZhF8RqfBeR6MKLCWdy7afM+riMM2CDz90GQ2WyWGme5XDYiRYuurMy3d6Ivl8tWo5vVzxuEpnynp6eZDvEe7XbbMr+dTucSaaN2nLkIn63t7W1rQRa+lxp3/4wyHzxzSJVRHRA88/2TQxIfElvvAM4zK8mCZCcnJ5cCdoAARfiseAf9EH4OeAZChQDyebwEaCUnXfSg51roM56Fb4QWV08rNq5+SURERERExAW8RPFJ/hfx1cFv/dZv6Xu+53t079495XI5/fIv/3Lq73/1r/7VVC/dXC6n/+q/+q9Sr5lOp/rrf/2va2dnR0mS6M//+T+f2cf0OqhUKtre3tbu7q4Z+ZAVlC4knkmSZL7fb4pD+FplXvsn/sSf0Isvvqg7d+5kvt4DmbZ3lZbON/+dTufatYgQP9rkTKdT2xRjKuRdpj2QMyMXpjUQJL5SqaRez1xlOfpKF718fcswCHGlUrFsOW7L0jmRajabqlQq9rtKpWJy583NTdXrdXt/tVo1qXCxWFS9Xpd0riw4Ojoy0kK/X+5Fv983k67RaKTj42Mj2LSy6nQ6VmvM/EDGd3d3tbOzY9nTJElUrVZVKpV0cHBgAQEIOmNMksRqisvlspIkUafTMcKztbWlZrNpknMILG3CIM7ebI1SgGazqbt372pnZ8dk22RdJen4+FiPHj1Sp9PR/fv39frrr+vRo0e2Plj/fv0xBklW49vv99XtdlcGl8jwAp4drjvsIy1Je3t7evXVV3X//n0jwT7AgQpgPB7r5OTEgiHg8PBQ0+lUSZLozp072t3dTf09JMBkhWkxxrq8deuWbt26ZS7s/j96dV8FTMIw7PPyfs6TJElqHqbTqdXuY4DXbretZduyefZZ9MePH1v7K9+uCok2QRICa7irg1Wu7DeJ+F2/Gk9tJjpcQMtw3WiyP+51kfVhsgzrRIKuc10e6zSPX8fyPsuNcxVuKtp13Q8/QB3TdbC7u3vt1y6LQmZh3Q+0rB5/y3DduiJJV0aQQ1xHxgjWud/rfiiu82xdVya2Ltb97FjnGtd57bptKtb5PIiIyMJwONS3fdu36Yd+6IdSfTM9/syf+TP62Z/9Wfs5JGQf/vCH9Su/8iv6V//qX2l7e1s/9mM/pj/35/6cvvjFL669pqkp9u2DOB+fh/P53Hq1+ucL8pSFXC5npK7f75scdTgcWtaUjKV00dPW1x5TqzscDk3mnM/nlSSJZWXXgSdX/ndkPLNqS09PT1Pn8XXUZC+pv+UaW62W1ZWPRqNU9h2ylySJ1YGSEfQ9tJHu+l7FGJMhae50OhqPx2q322Z+5eWn/LexsaFarWb1xARKIHXlctlqRr2U2qsQ6K3rTakYBySSe8N5kHJDzKUL2fXp6andC4g4RMa7oDPPofqB70gIECqBXC5n/ZD5O3PQbrd1fHycIhNeuuvXLuqMfr+fuT+p1WomJyZYkfXdQ1acf/s2VH5P4Ik617xsz+Ad6bPaU4XjoI1VrVaz2m8CD/l8XoPB4JJ5GA7p9N/2hmm+BMIHAlZ9r9N6imww2f7hcJh65nGDpw7egyDIsj0M9c+TycTuz2g0ss8RxlAoFCyARFCN581//kU83XhqSXRERERExNOLr6do8jcaXnrpJb300ksrX1MsFjMztdJ5655Pf/rT+pf/8l/qu77ruyRJP//zP69nn31Wv/7rv67v/u7vXms8tIQh+0QWMwygQej8xn5ra+sS6WSDzkbfkwOIHwTCt+nhP2pnQwLF+/k9JC4r0Eddp6SUG3EWptNpZs3rKiBLZ56q1aokWR2wdGHiBdj4k1kPx8ScQU64L0hx/RxK5/cNsgkR9D2ZAeZPjUbDxkAGF3hzp8ViYfJm5j+fz6eM5/y8ck7qgyeTicrlspFQem0XCgW7RsbM+zY2NtRsNlPkrVarWR04RN23TqK3cpgYgaT7tYP8vVqtqt/vXxnE9X2is15LSymCCcxB1mtZB7wnJM/Mu++9zOs3NzcvyYjD4EaIZet4NBqZm76/Bp5X7j1zznqCXNK6jEw1SgrW2jJpN/BtswgESZdbz/lnPYTvCx6CFmHMWfi88LwybgKCBI84r1+TfMbk83nrNvDV/u6N3/XLEUl0RERERERERAq/8Ru/oVu3bqnZbOq9732v/v7f//u6deuWJOmLX/yiTk5O9IEPfMBef+/ePb344ov6whe+sDaJli7q/tjAe9MwpLmdTucSYQnbQqFigyTQhgmUy2U9fvz4UlaRLCfEq1qtqlqtWraWbBLn9CSW3rxs3svlsprNppEcalb7/X6mk/BischUN5FlDoMEZOQYB+OnRc/Z2Znu379vhIi/Q+KKxaL29/c1GAwyFUds6NnMhz2pMWfz9a2j0SjVK9cDsj4ej1NycbLbZO/4T5J2dnbU6XTstc1m03pAY8DEPaDt1vb2dqrn8c7Ojo6Pj80pG4Mu5oj7jSJhd3dXnU7HiNnt27fNAM23KaNGvlAoWNsvWjwBAiNkR+fzucmlIZKrVFbIqwkAhECd4M+bRbBQBxQKBVUqFdVqtZSCDcMriDWqOYIPBGf8vU+SxNZf2LoNBUGWE7V0Hvgol8umrMjn82o2m9biDlVGGCzx7+f6faCmUqlYzfyqmnACZYPBwDwKJFl9++npqfWvXkYel6n0CKjxvKJMAHfu3NFgMFC327UABccKa6gx8vNu8d7Izq+dt4NYR5wjkuiIiIiIiLVwE3VNcRPw9OCll17SX/pLf0nPP/+8Xn75Zf34j/+4/uSf/JP64he/qGKxqL29PRUKBbVardT7bt++rb29vaXH9aRPkm2kyaaxQfYmQB7LsmzehMobQrHR3NnZMSKHsVQIXG7ZkGIeVSwW9cYbb2RunJHSsgHn2prNpq1njKvG47HJNH3LLaSfwLcc8i1uQjdksosQ5zCz6LOs8/lcrVbLCCRkl0yzJCOCkG5vfhSCc/k2UlmmR/fu3TPiy7nI9DMGMo5vvPGGkTMIcr/ft+wyRLvb7er09NRqpJG/93o9q4WGyIxGI3PpPj4+TtUiIyGn/hVlwZ07d3Tv3j2dnZ2p2+2qVCpZLSzEfjweazAYqNlsql6v2/2jpr/f71uWkZ7Q9Xpd9+7d04MHDyxLvWx+JVn9vHRuzMV4/OdkGHjxf9vY2FClUjHXe1qA0Ufbo1QqLc1kh6/lGWYtt9tte14LhYIajYaZr2VhsVioVCqpXC5bDfUbb7xhWVee0Xa7rVarpY2NDT18+DDVEg75M+uwWCzq8PDwUs/urGvxLanogb6zs6Pt7W11Op1UHXoIPmO8K7oPRHmH/mazeSlIRUAPo7paraZer3cpc5/L5XR8fGzPrw8uhZ9DlUpF9Xp95efuW0H8rl+NSKIjIiIiIiIiDB/84Aft3y+++KLe85736Pnnn9e/+Tf/Rt/3fd+39H3eLCkLn/jEJ/QTP/ETl36/qs8rZMdviH2/VjK9npSEJJnXQrjK5bLJh8NsEZvo+XxupGWVPwTycDKb3lH47OzMDLo4LjJZMoNkxulDizzbXy8bf5+BQnbtpbBZ4PXdbtfkx+H4pQuX5GWyc+q1/d/G47GZMY1GI2tfRTazXC5rMBhYZo3zEfTA7dzXaqMk6Pf71gcZE7Z2u613vOMdVh8/GAxSPZvJGLMO79+/b1nfJEks6+qdsZn3QqGgP/JH/ogpEUajkWq1mkajkR48eGAEiH7NOH+32211u13rMQ1JZA729/ctUIDEF7l4LpdTrVbTeDzOvH8EHci+LyMfWZlIAkn+98iIkyRJBUKQS1/HqVu66OvOWuCZPzk50f7+/srxYQznn/ll1856RMUhXQTcPHwACRULz4d/Lc895+YzYzgcqlgsajweZwY1Qtdx1lfWc+cd3v1nYb1eTwUkfClECC/tns/n5pCfdf/X8ZeJePKIJDoiIiIiYi3E6PQ3Fu7evavnn39ef/iHfyjpXJY4m810fHycykY/fvxY3/md37n0OB/96Ef1kY98xH7u9Xp69tlnV54bMuLJG5kzei37tRNuatlQQ6CRqJLFDbO84SY6NHTym/DwnMViUe12O7W5XrZR9v1g6R/MxjwcA78nWOAJNpLhq4wgw2N60yuwWCxSYwrHENZtk7kks0dgACLs551zehk990G6yIpTM0qbI++K7vs40yYKosRYqFHG3RvTrWq1qnq9rtFoZPeecfN6+k+PRiObH+TXSOuRo/uyA1+TTPaQY0PmTk9PNR6PTcLOfOMez1gbjYaRbOl8TVELnAXGhDGVv19eWs1YqDn2td2M8TrwDvJ+TXriF8LLliVlqhZC+H7xVxFF1gAyfOYB8utrkqWLtnmcB+WJD+j4YxPc8TXLq563fD5/qSc0v3uzCL8fPbFfFYR8q4jf9asRSXRERERExFqIX6zfWDg8PNTrr7+uu3fvSpLe/e53K5/P6/Of/7x+4Ad+QJL08OFD/e7v/q4++clPLj2OlyV6QGiy5NoQCjawZG+9hBlykGXyValUTCrOMYbDYaoGU0qTSno6h1ltyNStW7cso+kBATw5OVnqFMzmG7nuVZvxarVqmShcrckWc74kSTQej831dzAYZGYnIdzSeTufsB+1B+ZqzA+Sak9YIIbI8CGTXDd10xyDLC7veeGFF9RoNDQYDLS3t2fZO+YeaTt15xA3jkfNKGR2f3/f5qhYLKpcLqfmEcdj7i9GU9RU07+7WCyaDPr09NTeT4sxrv3x48d6/fXXzbkdgulNxyBpZBRD5YPvwX16eqpWq2XyZeqiybiTGWfd4xDPNXmwTlAJSOdrG5d63sMa9PXzq4DBFff7OoT4OkGeEDyjnIf65dAUDTUGNdIEM7xRIKUUmIJx/T6TPplMMp9XjL/K5bLq9bqdf9l1TyYTa93mEd73twICcHwGrtN1ZV3E7/rViCQ6IiIiIiLiGwiDwUBf/vKX7eeXX35ZX/rSl9Rut9Vut/Wxj31M3//936+7d+/qlVde0d/5O39HOzs7+t7v/V5J520J/9pf+2v6sR/7MW1vb6vdbutv/s2/qT/2x/6YuXWvA8gdDsxZfWOBrxX1YMO9s7NjRA5Dp1KppEajYVkbMlweYZ0qWVnge/8uM/LpdruaTCaXNvnLXH79a2hPRKaQ9jfUE0sywkeGdzwep85Fpl2SuVvTvopzQphCQyjpwriImk+CEsiR/X2AvDMv1AB7R2XMzsrlsu7evWtEEqfq+/fvG2GGsJMlpL4deSwGb4eHhyad/tZv/VYVi8UUAaRndalU0u7uro271+up1+tZhhYHb2rWR6ORXnvtNe3s7FjG/fHjx5Jkcu/pdGo199PpVEdHR9re3rbsOG2LQik1KgNPYEG/308RXgg59wuTrEKhoGKxaGQMUlkqlVQsFm3uqE8mu8z56CfuCeB8Ptfh4aHVm3vgNM2aJDOMQ7R0QYYwbSNwEBLIrPd4ILOXZAEy38ZqFenCeI/XA9Yhxni8JkkS3bp1S1tbW3r8+LGt26uyuZPJRHfv3tXZ2dmVgYOwjpzPNrLiBIuYr1UGc1nXf3p6unaL2oibQSTRERERERFrIUanv7bxO7/zO3r/+99vPyOx/sEf/EH9zM/8jP79v//3+uxnP6tOp6O7d+/q/e9/v37pl35JtVrN3vOP//E/1tbWln7gB35A4/FYf+pP/Sl95jOfWbtHtCRzaM6SEWeBrFIIiB+tkJD4+qyjlG1QVq/XrfbSu1KTlaTdECZNyIavqs9c1WsX8DxBvLwDcXh9ZIHJeC/L8OFanjWfy+Y4dCyndhspqr9Wb3oGgYREk7UmIEA7H0gE2eOjoyMj7Jg88bparaZbt24ZycCMbDabaXNz02qJy+Wy1RlPJhPrx0srI8YHoaQGmDpjXKQZ88HBga3hk5MT9Xo9UzGQ8RwOh/Z+DOg4Dz25/XpjXJVKJWUsB3llrmazWcqMimuAuHmiB5mn3p4MPWRtNpvp4ODAyCtyb3/vvfkY11AoFKymFyVGGHDJInUEXwgkhFj2zLLuuF7UBQSrmEM+eyaTSer4YYs2nNY3NjYu9XkmE99oNEwVEYJ74onyzs6OZrOZHj9+nApUhQhrxf18oYhhzY3HY1M/+Hpn1Axe8s998bXc/l7fJOJ3/WpEEh0REREREfENhPe9730rNzK/+qu/euUxSqWSfuqnfko/9VM/9ZbH4zNaoXnVstcv689MxgkDIk+Q2KBLFzWjvherdOH+CzGA5OBCLSmVPVo2DumiNdd1gBw1bCcVXttisbCaY09M+B2BAzK71wlKrBoTpJ15w+yJFkAc39eYYrpF3bAkc0WHMPpMNfXGEAX/N7LUBCx81vbo6CjVQ9cbdLGGfIaUYAiZ4bAfMHXWvgczxw0d0Tc3N81N3LdlQlVBP2YPxgoJY179GvL1yQRKQHgvacfkZckECYAfQ/h+5pb7yL0oFosaDAZLDc+uWitZCL0LPFgX/lnkvrE2uK6rSCOBIG+eFgJ5/DI1BsQd8DniM8xZQQECbuHnF8qFcE0Q3PHBOOrY/bG5N3xesV5QImSZKUZ8dRBJdERERETEWojR6YibQLPZtH7QHpAWsnJkin07HSS9/X7fyKikVCaYNUa/XjKtZBbDFkKSTDYJaWTTyia2Wq2aTBhpMf2QyRiFjtfUiPpzQfpD0u032D4Tjgs45MI7W/d6vbdMoP24er1eqo9zsVjUwcFBykyLuWJDX6lULJjBOLw0uNPpqFarWb9l5MaQG0+KyVTT4xqy+8Ybb6jT6ahUKllduDcnWywWqTZc9HQmQ07/aNBsNtXpdFQoFJQkiUnqcdYejUbmwF4ul63dmzfu2t7eNhOqw8NDa+Xk7zuAmPtaauTtzGvW56KfZ7+uCDKEZnirQHaTZ2qxWKjb7aYysX4NhmuZMS+rKQahMSCGacjEIYa4pTMvBDww/lpm1BfCk03p3MQOEtzpdDJJp5dYe2T1na7X6+p0OqlnbFlPbzLgnIO59K3u/DwVi0XVarXUfcREEa8A/9qsXvJPCvG7fjWeWhJ93UL5ZVGvZVhHanYdkwVwXWdD6bxWaR1c90NDWu/61sU6xhDrfHmHUb+r0Gg0rv3aW7duXfu173rXu6792nXuiXT+gXtd/Kf/9J+u/dp1zSrWGcc6TpLrfoA/ic1dFtZ5DtdtDbHOmNf5klhnzBERX4+oVCqaz+d6/fXXzfwJ1Ot16+WLfBbJLpttCOvm5qb6/b4qlYpt1HEnJrtMzTXZN+p5l4GsLptVSBVZyY2NDbXbbQ0GAyMk7XY7ZWR069YtHR8fm8R6Gdnwnxu+9tln5qh9JbMVZjLpUYt8lyzus88+q+PjYyO49FuWzjNo3nW8UCikNvCFQkGbm5saDocrvxfIFDJmzLy4D/1+366R9l9IlkejkRHira0ta02FlPkP//APzdQtSRKVSiU988wzZhrVbDZVq9VMFl6r1XT//n37e7FYVKvVUqlUsj7PEHLmcDabWasvXt/v97W3t6dHjx4ZgYT801e8VCpZhpoe4X6NSjIS7yXZ1IhLsuy1lM5Q7u7u2rjYF2NwBtFHTg9JD8sMqG/O5/MmN0dW7E22yCT7dmzNZtOeEU/aWf+hA7Z0HqTybc1CIG8HPCuh1Jw5Yd0gYSYwwfNLcIvv0vn8vC96uVxOOcMzrnw+r2azaesVso6LOGsj9DbwLuNZChTmL3RJ9+/z88Q9WywWFjikTzbeDuw1Cdz4zxnpek7nETeHp5ZER0REREQ8nYjR6YgnCYihdBFAZxM9GAxSdadshsvlsiqVigaDgWazmdVT4q7caDRUr9dt0z8ej612lAwnG9xVgFTMZjPLXAM23F6iK50bjLGBp+fwVfAtlyRZRtHLxsnK+frbkCwhIYdU+N7TGGOFgYpcLqfxeKxGo2G1zWE28zoyey/f7nQ6luUlw+7bWIVu22R9CQ6QlUZhANkkk0ztKr1/6/W6kSLWwXPPPZcyOcNwTLpYZ2R+T05O1O/31e/3bZ6ot97Z2VGlUtFsNlOv17N6W+4PwYDJZKJHjx6Z0Va9Xrf+3GTgJdlx/bpgjASLUDpAYCFmqC88mLdlyScvpWacBGaki5ZPYSkBwYTpdGpBHMbBvcsKCGXJpFchJKMQS9ZvvV63OeS1o9HInvXQ1A5ZNfdhOp2q2+2mMr+Hh4ep/uRe2p71mbC7u6uNjQ0Lhh0cHKT+TqBPUkoqHgbGPAEm6JfV134wGJjRnHQeOPGtz6SLUgXKPG4C8bt+NSKJjoiIiIiIiHjbsEp55jNlZJ2li3ZKSHchBWSlcS/G4dn3lIYwbG5uWnZnGSCv1Dr69/uNt8fZ2dklU6PrgPExbk8ukG7SYslndQEGWL7VD6/xLYNCAzFvQpYlZ72u0ggSyPshMj6LL11k7Hz98mw208bGhpHJcrlsGWLeC3Hz2XkfJOC8BAwgX8PhUJ1OJ2XeVCqVzHSOOcBZG2O64XBoWfQkSWydeEMyzk/wwWfqGReEH9M7giGhNJqMKHOAG7YnqpVKxYyo1lVH+dptMq+eSIaqKMi5r3/3gZK3AkzDqBMOs9wYxVHGwXv4P2s4lL0jAydowXrx2NraSgUOqH9nLrhvHnymlMvlS59X/r5iruYDCZyfAI4n0lkKT8oVkiQxI7qwP7yfh68nUvq1hkiiIyIiIiLWQoxORzxJZN17iJB0YQJGhrLb7ZpsGKddamqbzWYq+9ztdtVutzWZTCyj5/sQNxoN7e/vrxxbu91Wr9dLmV0xpiw3XkmWEUWyuaxOFTIJSeR3YTYPd2c24llj9hnb8Bp8oCA0eeLfzOtV5H+ZXNdfAz9PJhOT0JJFJvsMGebfkBn+DtHk3uPSDZkhC4c82GfZ+/2+lQLM53MdHR2l3MwxsaO2HHKEBL/X66nb7erd7363kSSIFQQvSRILWnCvB4NBag4ZE7L2g4MDkz+TqR+NRsrlcmo0GkqSRJLMDZ1sNZJsZOPS9csZveMz/yYw4eu5Q+Mr6rpDeIJJUMfXcfu63WVlgPR7pz2XX8+MiRrj8PMBp+uw3R1BJvqDDwYDC57Rjk266K/tzcz8NWV9v/V6PTWbTbuXs9nMWqh5KfZ8Pje5f/gsohDh2vz690D9wt8J4uAWz7Fusj80iN/1qxFJdERERETEWohfrBFfTbDJpRVWtVq1rBo1rZ5YvOtd77K2R91uV4eHhym3bYh4v99fupEF/X7fehtLF31pl6FSqdjGnnrZarVqmeWwBRBEDmKPlNgDGejR0ZF6vZ5KpdKl9ja+dZL/HRndXq9nGdOwhY8fy2g0UqPRsIw7NZoeWfLR7e1tk592u90UmT45OTF5Nsd88OCB1beS2aR+mXpoxghhb7ValvElm7i/v6/JZGLKA28q9od/+Ie6deuWOWkvFgslSWI1wZwf8p8kidXnz2YzvfLKK6YMoESg2+3q4OBA4/FYu7u71gJrNBqpXq+r1WppNptpOBzq8PBQSZKYpH88HttYyCx6ojUcDi/Je1mbBGWGw2HKCyWs3QXUy5ORZ311u91LBFq6WKuQ+1WtnJBIMz7M26bTqTqdjpFxX6cfOo2TQfXPdVbdcNb3wjLyiKTd1xJLMnUKgRefSc8KgpFt90oBzAeTJNGdO3dUKBQye9ZTWnLr1i29+uqr9vuNjQ3r4Q2WBdY4ppeMHx4eWonGuiqEt4L4Xb8akURHREREREREPFVgAxtmaslOUaPrWyqRgXrw4IEqlYoqlYp2dnasprparerw8NCOC2FatSENSTNklbrkcAPuN9UQUY5Df+IQyJ6RCa8Cddgh/PvIdlFPC1GgDtzLicPs8enpqQ4PD40IZWWls37X6XSMcC97D5lU6tIhKpAOZKsYg4Wvx1Wd7GS5XLbsbalUMmf2crmsWq1mtd21Wk13797VaDRSs9m07Cd9fTGm8lla1oXvGX56eqrnnntO29vbluVkTv2a9CQhvN8+mBCWCYTBCu5hoVAwtUWxWFSv10vNMbW4vg0b8uPT01Pdvn3bjOGOj48zWyJRF++JLq3EQrJHth8VQOjSzvOIHDyrlZN0UQdOTTN/90GtrABXuL7q9brVDC+racbwi7ZgSNSlc+du6tr9feR99I9nfKPRSN1uNxVcYw7L5bIFd/idL3FYBe8onlUnTtY/NIWLePsQSXRERERExFqI0emIm0bYwxd48krmiQwa6HQ6Rq7ZvFOTCiHn9VkZWeSpWfWU0kU9px9nFsiQQ/qWbXpxbl5GoNetrWajnSWF5TwQ5FVdCrLOS/Y/rM+8qjaTGlVqiFutlhFusp9kiyGs9Gv2vZchD/1+3xyYc7mcmUxhggXhmE6nKpfLJuf1kmky59zrw8NDI6wQqm63a7JfFAMQIwjfxsaGlQp4QyxJqbpuXLQ92b5Od4Zqtap8Pm9BpLCenfvCvSFgwu99L+hlaymLuFHP7QEZ9c9Q6KwN4feS//A7g/tLkIR/MydZz8KywBUBA84TGudB9pFbh2t1MBhcKhtgLJjbcWxqqX0NNSgWi1Y6wRh9TfdV8P4O4bPL8ajhRmWwTtecN4P4Xb8akURHREREREREvG1g87/MpMsD513/e9r/sKml/c1kMtHx8bF2dnZsc0yvX0nm5gvIOpF9zqovJmvM5j/MrvlxIj0mG+wRvm9VfWM4B6HLbyjlvsqx1wcoINLFYtGuN2zLE547n89bbaY3dEIynJVRJRN6enqqSqWiO3fu6MGDB+r1ekZ87969a4ERMs+0yZJk9cpIkWu1mtWcJ0miZrOpw8NDy0o2Gg1ra0UZQKPRUK1WS7UWOj091enpqR4+fGiO37VazdYT84AbPNnne/fu2djIwrO2CoWCms2mqtWqZbnJgnrJNuZoWeSWzGa1WtXZ2XkP9GXt0cioI7X2meGjoyMLfHjzLmTt4bnJhvqabOnC+Cyr1pf1ncvlVKvVrI6cuQuDBTzr1KKjCuBeAFQCWWsKjEajVCs13/ubc9HLfVkdOY76BCNqtZrJ6L2aAFVEqVS6lGEOP5cIAC0junyG8AzhuUCQzj/TjIXATalU0s7Ojh48eLCyP3fEzSKS6IiIiIiItRCj0xFPEldJqj2oZQ5xeHhoZIq2R2SCz87OLLtJBtv3aCXjRDZqWYYHCTjGUovFwja7SITZ0FLbzLoulUopsnvVemfsbKh9nXVIKLzDMpnO+XxuGXpICsQAIyQIXCjvpZ7cg8CBJLt2P1ayvqHUvFqtWvufhw8fps5BrTpZvVdeecUcjjH8wjCMlmGTycR6OA8GAwtkdDodtdttWxtkkpMkMWl6vV7XgwcPTDK+u7trWd7FYqE/+kf/qMmBIZC1Wk2DwUCj0cjqtyHzk8lEtVrNamhPTk60u7urbrer0Wikdrst6YJ4TSYTPX78ODV3WbJq/s4YXnvttdR98HX3gAz67u6uGcx1u11NJhONx2MVi0Xlcjm1220dHBxY/T3HYr35rDLrA/BMUFdOrXdYw0wm3DvIr1rvtHrKgv+uyfqMIHPLPd/c3FzaYgt5ej6fv9SiSkq35uI5D+eZFnJZBnz+51wup//mv/lvNJlMtLe3p1dffTVFund2dlQqlXR0dGTnQC2xtbWl7e1tffnLX740fgJyo9HIWpXdJOJ3/WpEEh0RERERERHxNQHctcleY+QDuYHMIRGtVquWhTo5ObGNJ0TUZ4Gu2jAiBy2VSinTKwhF+F7/87LsrKSU9Hg2m+nOnTuWWT89PTVCS59jMu0At2zmhBY70+nUzkHtKQQVWTd/9wQgi6xAnHA5D6/z9PTU7ktYYx2apWFchQybbB1yWkjK3t6eZY273a69DkktzuwoB8iO12o13bt3T4PBwGpfc7mc9vf3LTNNVhrDL/pI47g9nU517949nZycWIs0HLI3NjbU6/WsPp97UK/XValUdHJyotlsZr2yCTJUq1V1u12bMx+oIJvrW2llYZliASOwXq+nJEmMbJMNJvMLUWNt0h+8Wq1qc3PTSB2S+I2NjUvtmjY3N9VoNKx3NsEeX9sdtlHz4PyYdYWZ4+tesz8W657/QhMv6UKOTds7Akj0Jvdr1Ju3bWxs6Pbt2+anwPWzFmezmQUnpItykN///d+3gFToLzAajTQcDlNz6+97KEkP/76xsaFGoyHp/B4SGIv46iKS6IiIiIiItRCj0xFvFyAtbNKpUyWbORqNzMyILM1sNjNyFhpmkemlZjRs/yRdZDXZhNdqNfvbstrt68CbVoVyVwhaSG7ZxHuii0kWc+LNpcjsElhAMgrIpl/l+AtZyiJGvA8yE0rtveSbe8LvGaNvHebNmLw6wDuY93o9tdtty5YSdPBu7Th8I4umNr5ararZbFpdMzLljY0N3bp1S9PpVP1+3+qwMXLCebxardo1IIXf2tqyNlqUBSD99nPrJcXedZvewGFmOpQDrzJ8A8Ph0Igi9477wxh8vb6vEfZzTnAkBD21CcDwDBF8GI/HqQxpOGYUGZyTANIy+F7Ofo36QJo3JgvBWDyxr9frKpVKdm8ZYyiNJnBVr9dN+s85uG+4ybNued4ODg6szjlEVos4D8wLlz2TvoXYTX53xu/61XiqSfR1DBcqlcpax1wV4QvxtDjfXWcewKq6kRA4mV4XfCBfB+tExZrN5o2N44UXXriRcaz7IZBlXrMM9+/fv/ZrkYtdF0TqrwM2CtcB0fXrYh2jnHXW/zr3ZV2znpv64F93HBERX8/wBkPefIhNeNgmx7d9OT091dHRkW1uyVBSK1ooFEye641/kD2zySarTTbbt+eZTqcmT2aPsOoZ9iR2GQHFpZhz4PwLCBJA4guFgvU/phYXh2KO43tUk0ElwOABsSwUCikzI1qIIbem/zE1mb6GGkBIwywksmEkz7R2ImAByeReMfZcLmcZ0sFgkMoSI/HGJIzgAVnNfr9vNbZk+jEvazQaarfbVh9fqVRUrVZ1fHysZ599VqPRSIeHh5pOp2q1WqZcePXVV9XtdlUoFKxWG6f30WikV1991bK41WrVWlZxjaHJlq9PJpjCa5iDcrls5E06/17OcmhHlk4G1a+nMKjh16UPNCCFpj4Zolev123t+TUKeEYZv3+2WAuh5NsDgzcPH9ihDRnvJcDin01q6YvFopn+gXK5bOoA4M3fOA8eBsw1LeFYi+xFWKvco83NTT18+DAVnPBGbll7mCzCH36mLCPREHVUFHEP8fZhbRL9W7/1W/qH//Af6otf/KIePnyof/2v/7X+wl/4C/b3v/pX/6p+7ud+LvWeb//2b9f/9X/9X295sBERERERbz9idDriSYKMEhtYskqQoDBj47OdkCWIEK2UcrmcRqOR+v1+yqAqn8+r0WgYGeM1oZFWoVCwNj1+g7+1tWXn9CBLmpW5I4haq9XUarV0dnamhw8fGmGU0rWxITkNN8lkqSAoZELJWjIGH3AI+0r7Yw+HQzUaDZtXzMGy3IcJZCDnHQ6HRsyy2nf5MdN2yrsxU7/r20htbW2p3W6bIRxzQza6Wq1a/TOvXywW1jYLcoixWLvdtp7OyK0PDg507949tdttk6q/9tprarfb9nrfwmo2m+n+/ftmbCfJyHOpVNKtW7f0nd/5nfrSl75kgQckt8z90dGRqtVqygEa6XqWG/NwODSixj3NSlAg3y4UCvqmb/omfeUrX1l6HwCkU7pIRnFdXrFBVn7V5zP1z41GQ88//7xeeeUVu8fFYjGV3OF+IuUnuBJm3CHefr34EgrWVNZ1UWLB9QyHw0uGYt44sFwuZ65d1Cunp6d68OCBKQy883+5XDbDufF4bJ9X/vMA4s9nBp4N/t5L5+Qc+b9XlADf/mrVs/YkEb/rV2NtEj0cDvVt3/Zt+qEf+iF9//d/f+Zr/syf+TP62Z/9Wfs5S9sfEREREfG1ifjFGvEkERqLkTklg5tlOoREs9lsWo/bbrdrbY8gRsgq2Vyz4fcEMUu2CkHd2NgwkyHchEulkjqdjubzuarVqsnHs9awPy7OzLdv37Za7WWSTrKnfizSeQBhZ2dH3W43lR0P62t9Sy/vXO7BmMnqYZi2zO3XK5mQC1MXmnVc6cIIi9+Xy2UzDfMmbsiwMcKCLJJ57Xa7lpVkT0mmsFQqqVQqqd1uq1gsql6va3d3V6PRyIgHmWvmhPvCPCPl9uqufr+vwWBgsnPWWqfTsf+SJLF581J16ra3t7d1enqq0WikSqVi0mSIFXXvYY07gSACJqtcnpFv0zfbB5lo+8XagfxJF1ldzuNJHK8Jz4sKAqM0DzwH/BoI15Kfd67R90kHvk8099CvK9zTT09PzaOA92TNU/i7Wq2mx48f2zVyfpyvkyTR4eFh6hr9vFI6wn3lGhqNhorFotU7EwzAGA8FAOZgHhjeVSoVU9h4xUEYuMPb4CYRv+tXY20S/dJLL+mll15a+Zpisag7d+686UFFREREREREfOOBrPTW1pbVGiIRZhMNqWBDKsnI2GAwsFZDZ2dn5uaNxHlVr1wP747t60OpleW8kIxljt6h0ZYka8G0Cpg6hZtt5Ler2togEUeGmoWsFltZZHtZ+yWyx2EtKq2uIJFIbiHb9BCeTqcpubgPCCB95j28juy1l/dDckqlUqpFkSe9zHmr1UqZWDG/9IDGqAnUajVz3+73+9rZ2bHrLBQKarVaevz4sTqdjvWbrtfrRnYIZNDiivICSDzEkDENh8NU2QLqCLLRq2qhyWiG94t6ebLevkc1f8dhO5fLpQIjjC0kt8sCRrPZzAJeYWDMk2EytD6wtey4OJujtqCmH8M0JP/Uyl9X2uzX+Wg0MkLP2imVSpm90MN54FljHfF+/sbvKAFhPWZ9VhAs88dcNtfShTJkVW11xM3iRmqif+M3fkO3bt1Ss9nUe9/7Xv39v//3devWrZs4VURERETEVxkxOh3xJOGNoMhSQpaki2wkxBMSjczVt6fC/Iks8uuvv24ZTNpQAUie3yxDdnx7n1CmjcyWDJ7PbJIFhoRA3L3RUlibHErBITJS9mZ7WTsgj9DQKkT4vPk6cdBut61ONqzB9T2l/RwSAMGUS7po9+Vl0JBOX0sbjv/Ro0fWk1e6yBp7gzNIIRlpMoT9fl/f9E3fpMlkYnOLlJoxkgnmni0DhPzOnTsaDofmDN5oNPT7v//7KbOz3d1d5fN5DYdD6zGcJIkqlYplKA8ODswdHdWFl6TjtM3aQaq/tbV1ydckrJv1rtKSzF2cc3D8LBCgwoSOaw/vi1c++Ex12OPZg/FDMmkDtixI40Hgy/ciZy1REuEz7tdBuJ55b1b2XFpew+yz9r5VHIEB6pdZm/gALLsHBJdoq7YsCMa5w/vzpBG/61fjiZPol156SX/pL/0lPf/883r55Zf14z/+4/qTf/JP6otf/GLmh1QoQ1rH+CgiIiIiIiLiaxveYIl+ykhPIS3hBplsLhlhvxFfLBaqVquqVqt69OiRarWaut2uHj16lDpG1gZxPp9bPSwmSaFkko0u8mPkyPQRJiPIBrpcLpscORwrP5M1xiTpSWw0w/NUq1XLXoW1taHJle/zu4wYoRIolUrK5/NWk4wZ03w+V6/XS2Vcfa0qWclyuaydnR09//zzmk6nOjw8tJpx7zTu5d+VSsUk+wQ0hsOhEY/BYKDnnnsuZdTlpffU5p6cnFzboLbdbqvX66nf7yuXy+mFF15Qp9OxrPTLL7+sQqGgZrOp4XCoR48e6fDwUIvFwmr2Jeno6MjIlK8/x1iNe4DEfjgcmimeJ82FQkE7OzvWdsxLj31wIwzYZBmdeilxrVbT3t6epOz2Um+mHpc66CRJrI3XqjZYksxRfTQapUgn953nstPpmPKEaw89DrwqgbWdBZQe/rrJUKNMYV1St06WebFYWO9yWqhBhun1zdjwMuA4IGwJ5z8H8HQol8u2xnjmornY24MnTqI/+MEP2r9ffPFFvec979Hzzz+vf/Nv/o2+7/u+79LrP/GJT+gnfuInnvQwIiIiIiJuCDE6HXET8O2OxuOx+v3+pYwN0luMwcgqSul2TRCFarWqnZ2dlGkW9Z/S5UzvfD7XwcGBSqWSSUk9qEMMfw9JIivp2zVBopchPA8bdd6/rLVU+PqrQMYuHLvfhONSjGSaQADybY5Rr9d1dHSUaquFg7Ov3/auysy/z5CTWZ7NZhoMBlZfLJ1n5JFgk0GFwDx69Eh/9I/+UdVqNSObSZKkMt5/8Ad/YHJfrgESAplrNpuX3JyXoVKp6L/4L/4LLRYLHR8fW+CE69vZ2dGXvvQlUx2cnJwoSRLt7OyoVCoZwWIOfK0vbZTu379v88NaJ2tPbS3yYxzFq9WqOVhD/nyLN++svcyjCMM2r5iQss27PLICLHfv3tXR0dElAo6RH2vpqjWdVe/LtSJJxzOhWq3ac+CDL8xxr9czc0GCFJBSMr+MZ7FY6OHDh3ZO1jCfTeE1TyYTNZtNUxCcnp5aj/BwDqivpz7eS9AJImYpM6SLXuDD4dACMczVTSF+16/GxtUveWu4e/eunn/+ef3hH/5h5t8/+tGPqtvt2n+vv/76TQ8pIiIiIiIi4ikDUlwIU9Ymu1arWeYQ+StZO/6bz+c6Pj7WG2+8oX6/n5KwJkmS6vOcBTbZIaGQLjtnAzbuvs80stODg4OVLTNDSWbYL7lQKKher2eq+fL5vOr1uqSLfr1hZpUgA7WxEHuy/uHYfJspMnocm2wlG3dvxOT7C2P65DfMnuSA09NTc6b2mW1JarVaZrKEU7qvGSZjTxACgy2uGcnwZDLRdDrVo0ePrEaYGup1Wmb662i32yZZ51jeEGqxWJibM1JqiB9GVsis+S8k88wt9wlSTRlDp9PReDy2Xs9h2zZvTicpU1UBuHe083qzIONLJhzFAM8m2dtQMo3M3l97FrhOyCdrCXVICNY2td/dbleHh4epNY90fpU0mn7Uvs865miUBfg2WJLs3oVATcEzAnjmMHfzz9my62JsEW8PbrxP9OHhoV5//XXdvXs38+98eEREREREfG0gRqcjniSSJDE5a6/XM2kzmWk29Z70+E24J7zIIcneSeebWdrPsEFdBkioNxYj+7cKvt4X8puVyc7n80Yui8WiufaymfYEzBPVarWqZrOp8Xis/f19mw+yh7T1oUaV8frsMWNC7k6GMsx6eYMliAMEjznBeZhexkjRvdN02NonDA7weyTVjBUi12g0rI6We+izuARHtra2NJlM1O12zaUaqSxBAIIZt2/fNmkuwZc3C0hSkiTm7Hz79m0zGmNufMaZoAhz5jOm0jkx4374cgCeB+rJfYYTZQXH8u7em5ubmW2xssBncFgvvKw9WtZ81Ot1KwNAdoz6gxKMrM96gjAoEq4ytAsl5ScnJxbQ8EoTjzCDTI3ybDYzLuKVKqVSKaWmILDnZe+np6caDocaDodWc89ccUxKB/xzlvV54tdkkiQWMJlOpytduEPp+pNE/K5fjbU/PQaDgb785S/bzy+//LK+9KUvWW+9j33sY/r+7/9+3b17V6+88or+zt/5O9rZ2dH3fu/3PtGBR0RERERERHztA4kjmM1mJpWtVComF0aS6jeM1COS9Q03p77H7nw+14MHD5aOo1gsand3V6VSyfxafDY0rDstFova3t5Wt9u1DClGZ8Vi8RIZoV66VCql5LW7u7t6+PChyZWfeeYZFQoFM/SazWYajUba2dmxPtNkIf3mGtJFVg5p+3g8NkJOjSkb/jBTXCqVVKvVUg7gvJYx+xZUEMF+v39Jutput61WeTgcGina2trSrVu37Dogvt5AinPSfxfncC9h7Xa75nycz+eNpCFJf+c736lSqWT9opvNpplaHR8f65lnnnlLprcbGxu6c+eOZbefeeYZnZ6e6tVXX9XZ2ZlJiJnj3d1dW3/UiLP2qcUleCFd1O7yGgIQIUEMje/G47G2trZUr9dVqVTU7/evZd41m82sxt/jKgJ979498ycolUrqdrtG7A4PDzWbzVStVq1e3ruxEzTqdruWjfct0VAn+OduGWGk3VWtVtP+/n6qphr40gfKC7zRnHcVJ5Oez+etTpqx87nCvJ6dnVlJB3XztNDivNvb2xqPx5c+oxgTiokwo029+jLjZSjxggABAABJREFUtOsEOCJuBmuT6N/5nd/R+9//fvv5Ix/5iCTpB3/wB/UzP/Mz+vf//t/rs5/9rDqdju7evav3v//9+qVf+qUr5VMREREREV8biNHpiCcJn4FBNky28PDw0H7GvdubAkHQQpC9xMwJyTAgy+NrlafTqY6OjiyrRfuYo6OjS8eHKPuaXzCbzdRoNJQkiZmlehdjjLio52QjniRJqh3ScDi0ayUbRY/erEwbmdv9/X2rzSYbRnbez7nPGrORJ2PfaDSMuHojNemcrNTrdTOLms1mevbZZ3X//n0j9bisU7u7v79v10KLIrJ8SG2pGSYYwfVI56azyF0hO7VazeTTBC8g7mdnZ9rb21O73Tb5r3dxhzS+613vWiodvg4w9kJFUSqV1Gw2tVgsrIf0wcGB+v2+uVfTror6bwzfpIvsKJ+xuHNzP1kLHp5gNpvNVB/rF198Uc1m046bRZIlWc9jj6wMdK1WSz1/PLuz2cyUAcyvH9eybDiZVq4riyjyueAzwgR8tra2NBqNdHZ2ZkEqMr4YfPEs0TLPZ4S9IzlrCRD42dzcTAXEUF30+31tbm4qSRJNJhM9fvxYlUolU91QLBZTKgMP38qM9Q/5vyrDfJP10FL8rr8Ka5Po973vfSsn4Fd/9Vff0oAiIiIiIiIivnEQkmCyqIVCQf1+P7UpvU79Hy7ZGxsb5taM/BiQ8QlBS6SrsjtspHu93qWNLht1fwy/byIYAAGFvHjyzIbfA7l21h6sVquZ87YHRDrEcDhMjTusU/b9hZGek532ygFqVJlnCB9SdkhgqVQy8nV6eqrxeGxkUpIRaOaWGtrT01PNZrOUYzsuz2QQkarX63UjxJAf7iUZwHK5bP9tb2+/ZRJC3THthpCi05+c+0IwwveyZh0QJJKker1u7syQUE/8l5EqpNu1Wi1FWKnHX/XeZch6BggwcazFYmEO+pDRcO2vAsGZVZly5oHPBIIw/ppHo5Fdoy8nkGQS72U+C1wT/gCTySTlaxAGWXz9ua8zPzs702AwyDRv83XivpTBrz8y44ydEgrmOsxGew+CVZ4LETeHG6+JfrMI5QzLsKpOYNlxr4t1DCeWOR6+1TFI59Hp6yKUj63Cum0K1pGM7OzsXPu16z7861zjOsdutVrXfu26c3fdFhrSenN33VoncHh4eO3XXuXK6XGT7RXWeQ7X/TxYB+vUzq1j9LFuFuS6G6FVrWmeBL6eoskRTxcgTXyvUm/qpZYhIM7UYkKeBoOB1SF7kP0Ey6SyWWAsYT9dsudIM5c9f5A5T464TuqZw+crl8uZm3D4ebu1tWXuxFmmUMhcryOJlS6ctL3JEbW4kBSIB5mzw8PDS67cZLUhDv74EBVfL+2vtVqtWr9sJPD0rJbO90VkyZBG12o1M5vydd18FkJqIdF37txZOgfXBdfPOamR7XQ6GgwGarVaSpLECJSvu4W4MTcbGxtmJkXwIAyaZK1Pggj0u/bZ4kePHpmbNQEQgjHMzVX7GRzppXNCy9ql/IA2T9yfdfaK6+7/eAY8USfwkNUyi/XHml41Dt9ajP7h1LB7x/8QYbAsK5sOiSeoxP7Kc51wLiD1rC9KVwgG+HZZN4n4Xb8cTy2JjoiIiIh4OhElXhE3BbJcXubsN8eDwcCcmtlIInXGBGw4HFoNKYZVhUIhJfUM4d2okZR7SSUOyFL2xp9aXog0GeB2u51y4+U4vl5SushsHx8fS7qQfEN+F4uFjo6OUrJWyDNjCiXbfmzUA0MqVhEn3zYMgkpNOsZKWe7IAEkrMtyTk5NLAV8y1Rx/d3dX3W7X6nlv376tVqulg4MDIwu0u+LaJ5OJSWqbzaZOT0+NIEM4JFnt6qNHj8yw7Pbt2/qWb/kWC3bM53M1Go2lc7IMDx480NHRkfr9vo6OjnT//n0Vi0U999xz6nQ6ajQaJi9n/XW7XctY+jWFFDpsT9Xr9WzdttttVSoVjcdjm/tWq2VBC4y3yuWy+QeMRqNUezPWIUSav0EeR6NRKuNL9hzyxvpHfoxiAcLH/SHIQhCM6/TPTxbhXEYMeT4wK+OZ8nMBCMCsai3nQWs7bwLH2tze3lav17tEolGT+DZVfvy0HeO5OTg4uHReyk783HHsUC0ymUxSWXLm1ZuZPWnE7/rViCQ6IiIiIiIi4m0H5kOrEGaQMf1icxludFutlnZ3dzWfzzUcDvXw4UPLBuKSDXGBKErpTG29XjcS7tUuEBAyyLlczup0UUzlcjmri16GO3fu6PT0VIPBwM7f6/Uypdv+ZzKsGxsb6nQ6RjaZJ99/1rcVuqov8tnZmZmlYWrkFUG+5hT4bB/3gKw5WT4UWcwzMlv6B3u591e+8hUj8tvb23Y+CGm329XBwYG1PCPzW6/X1Wg0rK66Xq+n2kJ1u12Tg//e7/2eGcc1m803RaKfeeYZDQYDdTodNZtNc5qfz+eqVCoaDAYqFovWKxpjMWqn6fs7mUw0HA6t5p/7lSRJKuBBiQKgth5A1FmnEEFkv9wr5pb1VigUjJxD3sjkY6rFs3JycpLK8FNz7lWWONwzHlzor8o8+yDRMuCcjYQ76/U+6JWFer2eei4JznDNg8HA2oiFc+zHAQg8se6k1co4rtOXRQB6duPCz7g8gZZk5Hkd1WDEk0Uk0RERERERayFGpyNuAkhYfTsfeukOBoPMTfFkMjGJZ1Y2ZjKZ2Gbb95L1m3X+liX75rXSRa02PWHJzvlWTchAvTnUVaCW2W/KkTqvKvegBpPMl5cHk6VHZuylpDgghxk0D99yiyyqv65wfryRFiZNPutI0AKZPveNsRKE8EZtnU7Hfvb1sD44gKNzKBenH7E3EVssFmq1WpZBPT4+tprlN2t+e3x8bC2nmF8vX0c6zVycnZ2pVCpZQMbLeX3NLOuLjDHHy6qphciSUfcy33K5rHq9bjJjL7FnbIPBwMbjs+GMl/mGkGfV+9NOjOcDEss6WqZ88CUQZLSvaifn6+fXhZ9bnNMJCDDusCRif39/aeCJLL4PKCyDDzJgMhaWgUgXngQEpniff6Z53U0jftevRiTREREREREREW87/OYVSSrZ6az2VdJFxhUZdpiVGY/HOj4+TpFSCFuY9Vq2ufOGRUiUIXMh8fXyYIiIJz1ZgGyEG/AsbxiIPKSQ90syksqmnM09cvJwbq+TweIaJpNJyhAr6zVkfKmlDv1LcMiGkGDGBVHzvagLhYLVhvs+4BBEyAu9mn1NK/eGOlSIEiSNa+j3+5rP5+Yg/mZAqzGugfFBgAkCedJJBrHb7dp5Id8QJy+TLxQK1jeYOeRcBDg8ifaZ92KxaNlxPwbcoPEd4Pnyz5K/z8iOCfhkkUV/n8hMryJMmIIxf9yjEGGALOtZ4lmBIC8bHxJ63N9pA0fZwDLSmHU8ShuQbaPeyHreKc3A8d6vR4InXGOW54BfW18N8hxxPUQSHRERERGxFmJ0OuKmQfYQwptlmAXYfC7bXGZlweij61tZQTpo34S5lm9xdRUhhgwvFgvrWZvP563WOQuPHj1Kya/pkQ0J9Of0rY6ywGYboyefDWR8ZB6vk80LncohOZ5U+BrZcrmsUqmkN95449KxFotFKvvGcc/OzjSZTMx4i3ZAKBOY06OjI6s9pzc0smSf9SZDT50vwQ0Mt7jf9Oiu1WrWS5rfXxfb29uWjQ5dtGlJViqVrEa71+vp8PBQBwcH1hKLfsS4W3c6nZQjNYGZyWSiwWBgRJGMO4EADPUgvAQ3+v2+xuNxqjUVvgP+3nhy52uy5/O5Wq2WGZThwC1dBHUgg+GawJeAdeTXDdln5OMY4HkUCgU1Gg279x60l8K3gAAN1xKCcfIMIOFGwl6v11Wr1XR6epp65guFQqpNGHXqHId1y3PJ/HlVAAoCP2+Y5WW5a08mE7v3fr6Y06/W92X8rl+NSKIjIiIiIiIi3ja0Wi2Nx+NLRHkds5zrvDZ0wu52uyqXy2q1WlZrihx5OBxa5pn6yVwup52dHdvwh07EEEjpXOY7GAxSm/Xrjh2JLQhbPxUKhaW9ohk/sltIJxk4CEb43qzggG9lBKgjzwJKAZ+FrFQqlkEdDAYmBV4sFpcy1ZwP+b0kcwf3xG1ra8tMnZjfcrlsNayj0chq5X12FLIJua5UKhqNRnrjjTfU7XZ1+/Zt3blz59okejabaX9/X6VSSbu7u3rttdc0GAxUKpWs9dXe3p7Vt0vntdB37941Qg9xxgRsOp1qe3vbMpp7e3uXJOIcCwk1hnhSWlrNPfDO6dJFb2fpcjDEZ+QhehibQcq9gqFSqdi4s7K1tVrNiDZjJqA0n891dHSUWt8QeW+41uv1Mo9drVZVKBTU6/XUbrfNuwDCHSotkL6zpsNuJcxd+DziuRD6Jvhr8M+4V8cwx/l8PlUjTUmIl837dmcED72rvnfol3Rt07SIm0Mk0RERERERayFGpyOeNKiTfSu4KkOTRTqRYUIEJKUMh7rdrra3ty3LxyaaftIAN202z1kE9EnAu2avAkEAsmFvZizUG+P4HEp8Q3Q6nUwijru3l2Ij0fdZdUi+P0a5XDZXaUgRvXkhqrSVos61XC6rUqnYeqpUKlavDdHf2NjQ7u6utWois8ixms2mFovFpVppxjybzczM7OTkRMPhMNUvmYBHo9EwcjSdTtXv902evbW1ZVns+XyeausGCVwsFnYfcI0n4721tWWBHIIFOFWTlcU9m2NK5w7f3m3d329qyUG9XrfnKpTHQxJXPbcEAyD1YY2/r0nmvlSrVSPOnvSG8CSSYArnQonhzbhWtc4lc+/7cxN8opwBz4SsZyBcx/7/0kVbO9ZwltzddxjADJAxzGYzM8zzASWu66a+P+N3/WpEEh0RERERERHxtgESUK1WU9lJ35/2OqB2Mtyk0X4na/N2VZ9cJLMQhtlsllmbTa00WUBvJoWz9zL5dHidV9WRLrsWn6H0m/qrCLd3CvZ1l75PLs7Ny0g0G/1lWCwWqXrpra0ty/yDrOsi61woFIxsShe1wsiacbZGQo/zN5lFMr6+nzJGZcxZp9MxQjwYDJQkSYpE02JpNBppMplYSynM65D/czxcpBuNhgUNCCb42l/vEg8JZNwEIVhPKB0IIHijMEoTmEcy+Mw7kupyuazJZJKae+qdQ8I6Go2s5hwJODX1XNMq+NpeiDjjJxjA7yFs1LtfZTDmgcs5x0BpkM/n1e/3LTjDc+yDYtw3X9YhyST23LewPdc64Lr8s55Vuw1Zp5yBzDNu76PR6JIKJdZJv32IJDoiIiIiYi3E6HTEkwTEud1u2+9oQ+XhpY3L4NdRkiRGHJatr1WZVYD8lGxgCMizr4H00stWq2UttkJsbm6qWq1aFgwSlOU27vtYeyMtMrjhRhryROZ2GZibJEms/pw6YsYAmea+kHWt1+vWo/nBgwc2B/V6PZWx5XcQYumcYDUaDQtU5HI5myMyzN1uV8ViUe985zvVaDR0cHCgfr+v2WxmsmnmjOxrqVRStVpVo9HQo0ePrCUWf0NeTGYRY7F+v68HDx7o8PBQ7XZb73rXu/Qf/sN/MII6nU71+uuvm8y53W7r4ODA5r3dbqeM3CDbSH1ff/311Bqgr3Wj0TCjL9+qjLpvgjDD4dCuuVqtpup3UUaQtfcKBK4RV/BHjx6lzOeQEiO7D8fonb3JjHv5+CrVBYZ0XgUAGo2G6vW6Op1OSnLe6XQs085xUXqw9lirXl49GAyslMFn41utlo6Ojsw1PkmSVAkJQRavQGE+fGZ+HQKdJImkCzXHYDCwwAklFffu3VOv10tl1OfzubrdrtrtthF9ng1ahWGKB1Y5+L9VxO/61YgkOiIiIiJiLcQv1oibAOSBjX1ooEVdIrJpNt1k60J37qy64Vwup9u3b2s8HlsvWJ8dwggpdLSWzglvq9WSpBQhgMCSVcNAiQxbKL/09cdnZ2c6PDy0Wt35fH6J8EL6qHcGV2XGyHoCSHVY1wnCftb+2Eh/yXbyGdDpdMzIi3Y8ZE673a42NzfNPMsfgzkkA1mtVlOZaOb+5OREBwcH1p6KGuBcLqfxeKz9/X3rz727u2u9tqvVqlqtlhF86rFZJ2dnZ9rZ2bEM+ng8ttpWMq6PHj0ysi1JBwcHdt9Ho5E5XkNi6/W6ycPH47GROGqKT05OVK1Wbf5pO1av162/9s7OjmVuyXATNGEMkPXRaKSNjQ29613v0nA4tHmSLurnCcb4tROuGYIaBGZCVQEBE39vCOhwr4fD4dKAVFZGmZr9x48fq9PppP6GmR7Zdson/JqF3PtnFNM97wkQyq8h9TzHBKXCZx2VAaAcgAw/7yXwFQK3bZ5BarX93L/++uuZ84VJWfgZdHBwkHqeUL2s4x2xLuJ3/Wo8tST6Jm6ctF7EZp36rHVeywN4XVwlxXqzr103erWOXGSd5u/ryPXWHcfe3t61Xxu6Qq7Cuh9alUrlRsaxLpb1OszCOvfwJrHOONZ5tq4y+3krWEeGdlOfB19PX1QRX/+AgCIThRCH6xiSGramWmV4FZ6HzTAmPjs7O2YEtkze7cm7f2Z9vSevCz+z/M+QDy/pJBtLNjsEmcCrgERZkvr9fkqmDVHzPX/X/YyAgIbff/4+MQ+hYzeZWS879uPp9XqqVqspl+NWq2UmY+Px2OS13lCM90NovYu1dP7dSxYXZQBZzX6/r+3tbY1GI6uL9+7qnrj7QAnH7/V6VpMMCeY6+TeEl97GBFQw0Go2m5LOierR0ZGSJFGlUrHzQyi5xn6/n3Lu3tzcTMmOqellnV9HaRGu4ay9IYEP5rnb7ZrZGeuWsfAcrQIGZcvW9dbWVspgLATGXCBcz75mOzzGfD7XgwcPrqzxB6xfFBN8BqxSuMznc9sHENAgOOefn7BtFZ8f4bygwuH8qAoYx00S6YjleGpJdERERETE04kYnY540iDA57Niy2r9wrUS9muWdKmljHRBDnAapiaTTLR3hQa4KPtMtyfRSMbJKq4KTlOzS0snCG6lUrGMVtamPuvZgCT4jTy12NTXeiMlroPzkDXmvVmSXO4JG3T6HZNd4xh+zvxc+LH764MghC7Ys9lMlUpF9Xpd8/lc29vb5raNvNy37PLEwc/pbDZTv9+3gDTkh6wp/41GI7VaLSOnkLbhcKjJZGLSb64Lsyqc2Wm7Rb0tNde+ZzP3m/XI+1jfqBL4HYTL1++iRCAYjwIBWTmZ+Wq1qsPDwxQh5r6GNbR+nVGmwOe6d/YGBJHCXtMe1BaXy+UrA8neJZ8xeVM5xrKKpC4bF7/3zuzL3n8d4Jbvj3UV+fafOwT+yCD7sbImuUdZgbRisZgyyoPE84zfZDY6ftevRiTREREREREREW8bfAsf3z8YwoJEmDZUSG7DnrOSbGOJURLEUVKqZlk6J2Hj8dgMpTDtCsfGBp+MT61WMyULmTff8zgEmWBIKfJOslLrqn42Nze1vb1t84OMlwyofx3mUtRVhhJwCFW5XE7VWTI/1KbSU5ssPfOdtSH2bZC4xixZPXXIzB1ZV2pB5/O52u22Wq2WtQvzsl6vJiCrCAHl9bh1J0miO3fuWCadzCL1qEh/a7WaxuOxer2eRqORHj16ZAGA559/PqUU29raUqfT0f7+vrkvN5vNFInt9/tGukulkjqdjhlezWYzvf766ykDOvo6S7Ls9tbWlhmU3bp1y+q/y+WynnvuOZvrUqlk783n82o0GpZxHw6HqeeK40vnAZbpdGq9ugkekGHn//4eElQKVZjUk+dyucySCL9GfCALIsg5eNauUs/xXIbASfw6mWYPDAL9Mb1LOr3Ls8BnwrIMu3++8AjwpQlbW1vq9/upeaYmnlZ1rHOeQ57PiLcHceYjIiIiItZCjE5HPEmwQdzY2NDjx4+NNFcqFVWrVSNOZ2dnqtfrJvOFPNIz2MsaIVFS2pBssVhYyyY2w48fP7b6SwiulO5p6zfjvgTp0aNHqWuBgJCNzeVyajab5h7MOZE5I01G4sz5y+WyTk5OLrXSkmQbaYyU2IhDKDwR4fW+tMlnHclqtdttkxrTixpiCSll/sIs5cnJiZIkWepyvkyifnR0dOn3s9lMBwcHms/n6nQ6ajQa1hdbks1NpVJJEfDNzU0dHBwY2b99+7ak83WAIdaDBw9UqVRUKBSMlA6HQ9Xr9ZQkmtfs7e1ZVpzWV5yrUqnone98p0n8T09PlSSJnn/+eXN5RrbtDeOQ+ZLVbDQads/y+bytz263q+PjY43HY9VqNSO+EG3mqtvtqtfrWY31rVu3LHD06NGjS5lP2iz59fzgwQP7N0oG7hv/Dsko0nbpco9xDLCoi8+CJ5l4GjDPBK5wX/fS8WWk2QOCj7kYwbTrEGrq8zF4IxiACV1IoHGuZ+zXLeUi2MO9DwNYgGueTCa2bgle4Plwk6V38bt+NSKJjoiIiIiIiHjbADHy7rX8fzgcWg2zdF47iwOxfx39h31Gmb+H2TKyN2xGfeZQUqrN1irgUux7D0MA6AMLGaVeGdm4J/zVatUyqgAynrVxJyvvazSpJ0YyzDVk1V+GMvezszPt7e3Z7zBb81lEpOJhJgy8mR7foayYntCSzLAM6T3zQMskpLE+WEEmFQdwssYQWciOPzf9oSGWzWbTarAZA/d5PB6neiPjvg3ZInCDBJ2MM6Q8dI4ulUpmYAWJxkEa8lIoFEzFsFgsrH+ydE5yHz9+bDXI/hngNWHQg17Ey0BfcEDdOWsBMolpGe2yCGIhMydgwLnCemWvOEEV4H8OZc3revJ4qTw/MydhS7lQDu4DbowbVQbHIdAEuefZvqo/PHJ9lCPIucMxeG8BDMSSJLHPCN8GLeLtQyTRERERERFrIUanI54kkCmG2c0suaiklLmSfy2AuF6VeYL8+JrU69ZKehlqpVKxzJzvfUuNJ1mkZWscEsF/EHGOFQLyTN0nG+0kScw0KwwE8NqwDhpCHcpPw805dbnU/IYkel3ZLNcBkiSxYApGXJAE6py5T94N3BM3b1ZGIAXSf3JyYqZukJZcLmcGYBAf3MsHg4G63a42NjasNZeXNJMp92UFk8lE+/v7Ojw81GQy0Z07d+x8PgjBfFar1ZRRng/+QLZoteT9Aahpl2RtmiByBF78HIfZ6GWgrMIDYu/h+4lzvyCByNeZI66TNbNYLCxIEEqmw2fvzawp1jdEn/XtPx8qlYo2NzftGWEtXKeO2reu87J4AjQoCbLG7u8RgTdq78PAhu8zTzDFl7H4gMlNIn7Xr0Yk0RERERERERFvG3BP9hvJVb2NQ2IdvtZn4sDGxobVL2fV6V4300X2aTQa2TlLpZKRXja/bD4hIIeHh0uPGV5Ps9m07Cnkyl/PaDTSdDo1Ey6MsMh2Q3DCmnFvXFatVi2zNZlMTLaeNSb680I0ntQm2M+/J6hbW1vW8mo8Hhthr9frlqEM5a8QFNQMo9HIaqI5Ptl9XlepVNTpdEwKzf2bzWbWEmtvb0/T6VTb29uqVCrqdrtKksQy9Q8fPjQjN0n6yle+ovF4bCUBkHiILy2ryESPRiMjlZLsXo7HY/X7fWuJBUqlkq1fyDbmZVlu3GdnZ8rn81Yu4K8TgsnYsgJIoQqCjCzZ0Vwup3a7rcFgkGr/BVmk1jkkiVkO7yFQG4St164L5sdLz6Xze0L5Aa8hgEMQ6itf+crSY6JOoMSEko1ms2kBjV6vZ5J0nkWCDR7I+6+aH8ZNWziUDRFvLyKJjoiIiIhYCzE6HfEkgZEU5IMNNVLR66wN3+81ixBT10vLo9BxOqt3rm9F5X/PeNnEck4krZ5ovplsUafTuVRnGtYcQ5qKxaKSJDFZOq2SlgHS40lepVJRLpczaXMWyBSSEWs0GmZGdRXI1iMLznIghnxQn1soFJQkiUlfyWCyTpCwVyoVVSoVIzC+FRHzREb7d3/3d9Vut1Wv11N9f5FKQ9IJuIS9miHctNF6+PChBTMqlYoZmGGo1e12NZlMbJ7orwyhOzo60unpqRF0MqKPHz+2ednf39fJyYnq9brJ/iF7ZKd9+6n9/X27r6gswnvEPdja2tL29nbKeA5CTrlEFrklQ0qdeLvd1ng8tsDEdDrVzs6OpPPyi8FgcElSfh3FB87bfu17c60s+M8Kr0rY3t62329sbOjRo0epwEWz2bRa6qvKOSDQ/P/09FSPHj2y9cPnAhnkRqNhLvCTyUT9fv9SECh0Qt/c3NS9e/esJvvg4MBM7vz13TTid/1qRBIdEREREbEW4hdrxJME7XwKhYJt+H32ZhWQNS4jz1mmRxiZ4TodysNDkzL/e+S/vjcykl9Jlwj5m5VbZklbISI4WGPehCGYr0FdljFeLBbqdDomT76qrpL7AqHCQZtMZmhs5Gtgffumfr9vRDCXy+nw8PDS/QqVAf4/6TxDXavVTD6Puzr3AxLojdOki1p1eigTUEG6i3oAuTWGT2RnyYxDtpHUErjAQRkTK+rSMQVDIXB4eGg13QQJMM46PDw0VQCBjUKhoJOTE7vXXDduzuPx2GqsvREXme7Nzc2VQQ6u9datWybpx8U7a+0sq/clc86/mQPfr9sfz99nJORclyRz5SZQVSqV7P5yr64ikD4YhwqB83g/BdDr9WwtLFPAcFyc1X1v+ul0amoOL/nvdrvq9/uWTWdNebPDEMj6h8OhyuWyZfQh5+Fn2k0iftevRiTREREREREREW8bZrOZERQvjb1OpgUSsYxA+z6/0oVs25OnEL73Ma/x7aHCzS+ZQupys+TUYNnvrwK1rWSDw96+XJuvy15GjsliX4fge9M1MnuMAQIE6YJYE4TAOMuPj3rkrLpTH0TxxnB+DiCMxWJRvV7PiP14PDY3d86PoVsYaGG9eFdz75hNDfXGxkZK+k//Y/4OIfKqA2T9ZIK5F9wPgi/IhiuVig4PD80wzGfCpfMsKfNMP3FM6xirN0tbp2cwGedbt26ZRLvf72eSHK4l6znLcqSeTqfXcqrGxI77Cvnnb8jPkV1LFwGaVQQv/L1/zrNIMgoH1vOyIJTPgvtAkZR2w/fPOfXzvq9zrVaz9cPvyOYT8OHaqdX2Y13HaC3i5hBJdERERETEWojR6YgnCZ/1DbNdYdZla2tLSZKknJvDTTHZG6SVvN6TXzaiZAA9PClptVqXMtUhMEmClCGPDmWrkKyQRHsTIQ/qdz0pY0ONxNgbUEHovJuyJOuzzDWtqqekdtYbnHnSKF3cL8ayWCyUJIlGo1GqhzHn4XqplYUg+rlIkkStVsvqhIfDoY01l8tpNptZH2xactE/l/tcq9VUq9UkyV5frVbNpXuxWNh99L3JCYxAashEU1vPdTebTXNhpi52OBxaGQLXCxFuNptmgjYYDCzL63tC4yKOgdf+/r5u376tJEmUz+f14MEDuzZex/hrtZqOjo4s08q699nyVSAjTwupZRlo1mJWwCkro3p2dmay8uuA+wvJLJfLqb7Wvk0WY0ySJCWdli56KhMU8eh2u9Y2bplcm9Z3fMZkvW46nWo6nVqwivvn+2kj4w4/lyDgi8XCVCSsO4JwJycndk1IubMCSjET/XTga55Er7Lqz8I60Zt1Gpivc9ybrGNY5ir4JLCOLG0dw4NVhitZeOONN6792tDEYRVW1ZGFYBNwE8de1i8wC0Rsr4skSa792nV6DzYajbXGsax3ZBZoeXIdrPPhvEqy9VaPvQ7WvYfX/czzdYEREU8zIFNsYP33aUigIaJkinB17nQ6qZpLUCwWrW3RdDq1jbLv2UyWMXwvpOuqul82wJgt0RYICTTZyPF4nPk9umz/wJi3t7dtHnzbLOp5qbccDofWPsvDm4ZRl5mFsB2RJ5nLsuq8L0kSe593mfYtgWjnI51/Z3hTKwgFGbjF4ry9mf8O53vj5ORER0dHRpg472Aw0Ouvv24OyZhSnZ6eWpuoarVq0ui9vT1zkIZUI/dGLo7D9nA41GuvvXapV/T29rZdQ7fb1csvv2yk9IUXXpB0vi8rlUpqtVpmSjccDvXFL37RJNjj8dh6eSNlrtVqKhQKGgwGdg/L5bL1tfa9qLkX/L9cLqvRaGh/f9/uDbXcZMZRFjx69EjtdlvFYlG1Wu3SHsT3NOYc7DWz9glX7YdD4k1tOg7eBJ9KpZKSJNHJyUlKDl2pVMxgTTp/xgeDgQVAms2mOfuzbvv9fqpV3jJQnnDV/odncz6fm3zdP3dZgT0CVKenp7p//749H2TiffbbO9V7Yg2ee+45Wzez2eySMWDEVwdf8yQ6IiIiIuKrixidjniSQMYJwYI45fN5yyiR9UESS+aH9lH5fN76/JZKJQ2HQ/X7fZ2dneno6MhqIiVZttRv9tn0+t+HLtBeAo7E1LcdgmjgqlypVJQkibrd7pVBu1qttpTg0s4JIg15xOTr5OTEyDNmTNepG63X61ZTPRwOLRMoXfSiJuMWjr9er6cyuJhkMYe4VyNP5TODTO1isbBgA/MJMZVkNafIrnHr9hl5apzBfD43MgHRg+hwnFKpZC2OIErelZt1WCqV1Gw2defOHZvfo6Mjm3cM4yCx/L5UKqnf72s2m2k4HFqWkkACa4hgEDW/+XxezWbTsvGQ4du3b5tDN7XHkEGCPGReaZckyQikX5+sj1qtZveO36O28PPJfQu9CTY3N9VoNLRYLHRwcJC5tniGCVJ4grmsZRbnIDiEfDwktEjzCShRWsB9hnDn83kzYiOowjN71fdNKOfmZ9b22dmZqQlYB7wOk7hOp2PvZ+17h3x+jyIm6/x+Hj329/dN8XKTWen4Xb8akURHREREREREvG3wrZM8EfNqMIgHGUIvV2WDXCwWjSCRQeWYkEtvHOTb/IByubxUDeRJpW9lFfYj9qSNjN9V1488lc024Gd/PT57SgYfEkpGC2LqnbB9fThz4YMGviY97FnsQbYdCXsIzsnf6W/rWwpxfq6f+4F82xMQDMMYN1nqrDZmGKxhEha2djo7O9NoNDKVAJJ1nN19Rpfx8DNyXQIM1EeTOYfYM9/9fj+lNArvXbFYNGK1tbWlW7duGWn3AQTWBVJkyhhYE8yNnydvGBea4KGa8EEkZPJ+TjkHa4HXU9sekjeyqqxJSZdII/PgEa4v5tK7uft77AMC3HP/DGPGxppiTDwf1OqvwlVEz/f89gGrYrGocrmcuiY+27Lk8mS0w997fwXWpgfj98GgiK8+IomOiIiIiFgLMTod8STBJjR0tZ5Op0aaIDSYSIWAKA8Gg0wH3slkYm2IPEmm5RXnaDabmk6nKYMjXh86RZMBg3z5bLEfw1UkGpMwDIZCQGwhxxATSGqr1VKr1TI5N22V/PG9ZNRv6skMcx8goFkGagAiSoaY1yNHlmTHhYzyPn8M5hFi59taSbKsqjeR4rrDmtdisWj9lmk7dHZ2pkajYXXlJycnOj4+tnppH0iArPp2UWRomTOyzNyTTqdjJmbUF/d6PTtmv99Xt9s1CTmZUa6b1k2Qvne9613a2dnR3t6eRqORtra2TMUAcYYwekdwJOXUZrMWer2eer1eqmbbt+0KP3PDdYpUmfZkmIUtWxusS2/oh0t3FsjaZn2fhMSQNYtr9VXfF743NWOmhdVbIZ2Yr3mnfJ7ZUqmUyk6DLBO0MPMeAln5qrJS3OlvEvG7fjUiiY6IiIiIiIh42+A3oX6D7rOpZNb8BhiJNhtSTJyy6o7n83mm9HQ0GqlcLlsGsdPpqFarWTZ1Y2NDt27dStVqSheEepnbNoTuOh4X1DSSHc2CzxZ7kBFlo46E2QNCWC6XrS4ZIrmxsWFto/r9/qW2UsswHA5NAo4pljef4v20YsqCJ1etVkuHh4c6ODiw8U8mE+uJ7OtyfUYPcojEvVaraXNzU4PBQMViUdVq1e4DMl/pXHFQrVbV6XQ0HA5NwUCmEpk7Y6HXcy6Xs3p6auEfP35s52u326aYOD4+1t27d1M1s7PZTJ1OR2dnZ2YWRpYUWb2X5Hsp9+PHjy3QUKlUVK/Xtb29bcfFYZrMMeSfOQgztoVCQbVazQg7wRFJJmn3JRWran79ekTGTjY5SRILNkynU7VaLY1GI5O8h6jX66l7JZ2TTvxRaC3GGqhUKpdMwE5PT6212OnpqZm7ZT2vvpf7Mmf7arUqKR3wY85Z88v8E0qlUso4kbXKcfyzhhHefD7X0dHRSodz3ufbeUV8dRFJdERERETEWojR6YgnCb/x9OaYSDKli8yMB5tqNrKQbr8BhtD49VWv142Y4JCMfJIMIxvtRqNh5Jm6a7/pXZZlDknAOnNARgvyRfa0WCwqn8+nnLbJbnY6HauPlS7k72RmJVlmfHNz0+puZ7OZjo6O7FwEJMrlstUThyArS206RDN8LWQhqy42BO2eIHu4m/tezvTnxQBrMplYNn53d1cPHz602nmCBZAmP7Zisajd3V21222bg9lsluqdzXu599PpVIeHh1Z3DIHN5/NGerhm1hY128Ph0H7HZydrDjdxWrXt7++r2+3aXJEtp5abWnvWK9lhghpe5i2dk7J6vW71z8ydJFsLWS2TUCrQG51WYWdnZ/ZcZt3P8XiscrmcMgRLksR6mUuyXut+nXjn6ixD2FqtZs+fNwyTtNRtG6m8Px4ZaYI+fq4wKaTG3H/eeIUD9+W6YN6li/Z53lfBP3eUPYRBilV9pW/SUDh+169GJNEREREREWshfrFG3ASQEgOIV5YkmswrUlrp8rrEqGowGKTe7w2tPNjE+tf6LB8ZwifVo3VVL1pktMjFyXQiF0XqDmkKAwVhTTkbcJyckXhLst7D3syJzG+Y1UZ2zTiy2u8AakOzzKFCYLBFZpvsJT2lIXy+lhq1AAQbAsz8+cwgRIM1gcTb1+5CulgXm5ub9n6y81yHl1EzLl+/yrpk/ZB1RcLM/BLMIOCBgzyEm77XEGlaWXlTMe8TALlGZhy2RsMwjaywr+cmWMG1hz2Rfb/tLOItXdTbcz8IonhzMubM1+6XSiW7jlDC7N3F/VoLe8BnITRF8x4GrCtILveC93iCjSkZWKdbDQoGbzLHOTgOahhfUw+8q/2ya7wpxO/61YgkOiIiIiIiIuKpQD6ftyyMr9cF1WrVNrq+ZRSZQ7+5hXBQ4+xdnb2MFInwssya3/SRsb2uI27Wa6mRlc4JbNjyjw02ZKNWq6WMnCCBkBlqqT3J8P2Im82m1SsvFgvLaGOCRBbb15H64ASAZHvJvR9XuJnHgIwgwCowB0ip8/m86vW6jXk2m1nGknuI8RZyXEg/JmvI5EulkorFot7xjnfo5OTEgjOdTscyzblczly1yUhDjLluSL4PHpCdhGywjiDzzAlKCloX0aIJQs1rMTKDUPpe2cirCayQwfRmdxBLxkyNvM9sEwChpZSklMM1r0MNwHxyj68KIvn6ZenCaR0gafZGfJBW7ieO2pLUbrf18OFDC+602+2Uedjjx49tvWWZcIXrkrnwr8NR299D6SJoVCwWrT941rX6n3Gm59ql888R+tWj8Mg6Vvg7gj2r2sauQ+gjniwiiY6IiIiIWAsxOh3xpAE58jLorM16FhlLksRe71sVUeMcyiBDKaZ3MvbjgTAnSaL9/X1JsgxnFjCL2tzcVL/fN4JANtUbUJ2cnKharVrrJl87TWYY9+dGo2HtryBWbKohHbgQz+dzdbvdVMarXC4bKaHWEjK9ubmpVqulhw8fSrp4DrOu0UvDOXeSJBb48HJXSTo6OsqcpxBkhCHP3EPv0kz9NTLora0tPfPMM+a2/vDhQ+udzDFv3bpl9wUihNnW3t6emX0lSWJSXqTGw+FQzzzzjN0P6pN9dpt/DwYDyzZK5+sRwtvpdGyei8WiBS7oYU2AwMuvqcnv9XqaTqfWw5kWb48ePTJiSjZ7a2tLlUpFvV7P1jJzBdEjeAShR3IOQSTjTX9q72oeBpm8WVZIJLvdrgVF6vV6yoAP4uwDACcnJ/Y63u8N8JCE81ywrk5PT1Uul3X79m0LqhEU8G72HssCYN1u1+TdXh5NwCirnCRLSeKDX+HfDg4OTA3w/PPP65VXXrG/UcPN+3Hr9zJ4DxQV3i/iJhC/61fj5oT0EREREREREU8dfuu3fkvf8z3fo3v37imXy+mXf/mXU39fLBb62Mc+pnv37qlcLut973uffu/3fi/1mul0qr/+1/+6dnZ2lCSJ/vyf//N644033tR4wvZWHlktlMK/UydJqxiyshC7EL7eMEkSNZvNzDFBKrLkoFk4PT1Vt9vV0dFRalPLZtjLhL0zdpZJE5v26XSqx48fW110LpdLZaXItnKd3gFaOieQWRvs4+NjdbvdzPpLEM59eH8gjRi6rcpQQpSLxaIFGgDECvLa7XbteNRKk1GntnQ6ner4+NjqjWkZtVgsNB6PdXx8bOfwra7I7JKphWjSvgrCt1gsTBI/m82MKI/HY41GI/X7fXU6HXU6HW1sbJi6gPH5dllI1Ml2Yuo2m830+PFjPXr0SAcHB+r1eppMJup2u9bj/LnnnjNTq+l0aoQT0gmBZu44B2vDXxfS8E6no16vZ+SM9cn1oRw4Pj7WaDTK7EVMhr5cLluNdRYIcnhZOwZmw+HQ6psh7MPh0IyyeO6QqHtjP+k8iNHv9zUYDKxOnWfZG6uF46ZUApk014dc339mbG5uWmAjhP9cYD3xfJJ5pu85mM/npg7w8O3zIPqrZNrMR5IkajQaS18XcbOIJDoiIiIiYm0QoX5S/0V89TAcDvVt3/Zt+tSnPpX5909+8pP6R//oH+lTn/qU/p//5//RnTt39Kf/9J9OZUs//OEP61//63+tf/Wv/pX+7b/9txoMBvpzf+7PPfH6vKsyLJ4A8fpw47zqmLlczrKUHpApjJXAuoZhUnqzXSgU1Gg0UtJRpL++Vjmrv66X0oZmQllBA7KFyxyyx+OxEdYQODdD4LJqMiE+yxyE/X3wdbdZpIxrIHBAnSrZYsgFc0AQwkvxe72emZiR0fPnI1O+sbFhJAp5OuTJ3wtI5WAwMGI7GAxSEmlfM4v5lyQ7Htln1hKScOZmMBhYazKOCwFEXUDQhddyPmTekFP8A3x9MzXeBBlCaTVBKH+feA/XRt2yl4uzvgiKLKvZJRjAmJaBuYZU+zEuq6nn+RkOh5pOpzZnHuHPnpz6/upZwDTOKwmywDyEmenBYGD3Uko/D2GnAJzgfQ16+Py32+3U9fAc3KSxGGOJ3/XZeKrl3Fd9EUrrF9QvewiysKoGIcQ6Tn3rLqJ1TEyuitq/lXHc1OK/bm0ZQFZ3Hawz5qtqtjzC6OJVWNWmIMQ6rQqWffg/CawjD1pXSrTOuNd57XXayYBVRh1vFeus6XVbU1x33F9vX1YRTw4vvfSSXnrppcy/LRYL/ZN/8k/0d//u39X3fd/3SZJ+7ud+Trdv39Yv/MIv6Ed+5EfU7Xb16U9/Wv/yX/5Lfdd3fZck6ed//uf17LPP6td//df13d/93WuNh7W6TB7pQW9d//dwH0AWMTQVymoFMx6PVa/XrUaVc0BQwp7Eq55tMpfT6VRJklySN1cqFe3u7prUE8dmxsaGXZIODw9t7L4tj/9dOBaOBeFBwrsKXgEACdnc3LQMI3PhSSbIaoXFvs3fU+aN6wgNooC/X5B4nJRp3wRh9CZaZE4Xi4XNI223MCibzWbq9/u2NsjY8n4yucimC4WCZWtxyyZjfnZ2ZvPrZcO0daJV1dnZmd75zndaXTjSbJQSEHWIL1lKJL/MCQZlyL8ZH47NnnwzV0j4kW9DYv16gPz532G6R808WWQk6JQL+HVYqVTUbrctGBAacBE8COv2Pfr9vu2jw+fZ13RzzvA13W5X9Xo99fss4s56Zx5ZQ1lgniWZv0BWTTjkMPw9nyeM16+VrH0998E7lYOdnR1TEnS7XXt/t9tVq9XKHH/EzeOpJtEREREREU8fYp3U1y9efvll7e3t6QMf+ID9rlgs6r3vfa++8IUv6Ed+5Ef0xS9+UScnJ6nX3Lt3Ty+++KK+8IUvrE2iAZveZZtaZLGeDIfBbp8tI0sNqcqqa6QeeWtrS9Vq1bJHx8fH1xozUtp2u61CoWCycp9VAqPRSK+++qqkdHAQaS7jJqvmM6ohqKUmI+tfg2yZ+SqVShZgzDoWWTTIPdm94+NjqwmnNpaMKiTWz793UfbuzWRfydwuM2fCIZy66Pv376tYLOrk5MTqbLe3t7W5uWltyMjE+c8Psr9vvPGGSZkhJtQun5yc6NatW9breTabKUkSI5yLxXm7KU+axuOxqtWqkflOp2NmUdwHSD+knHpnrvnx48fWuqvZbJrJF5nss7Mz69fNnFUqFRs/snLq/gkIbGxspBy9IX/0sZbOkz27u7uWiGDtY4ZVqVSUJIm63a5l+QHSd+aZzD7yc8jh1taWnn32WXU6HatdJvBB5jeLQHqpvVdNIHNmXiVZT3MPFBF+baFgqFQqlxIZ3LNlz1dYcpFFVFkni8Uis9+1P5f//1XgGaJ1GkGgyWSijY0Nlctlu/4wMPKkEb/rVyOS6IiIiIiIiAhJMhfn27dvp35/+/ZtI4B7e3sqFAqXNpa3b9+292cBcglCafSqLC+ZN284FW7GMAILpctkw7y6jUwdRmFeBhu+H+K+WCxsM07WFgKEnJYs11XqHDbUyMY5lu9fvWo++v1+Kmva6XTsbxAuzgFh5xomk4kRS5+ZI2vrJdG8fj6fq1KppNpekbWEFI1GIyPa5XJZvV7PzgFJ5//T6VT1et2ydN5kC0k3f+M6qCv2v4O84Ig8m820v79vGXTqn8FoNLLgQ61WM5M3yK6vbZWk3d3dVA0zRl6FQkH37t2zPtCTycRMuRqNhprNpvb393V0dGREmdpd5mM2m6nX66XuE1JzAg84enP/uP6TkxPL3t6+fVvT6dQy59TBj0YjJUmio6Mjq2HmvvE8eAfwjY0NM1bzRmJk+jl2CE+KT05O9JWvfCX1d+9ovmxN12o1VSoVM+VDDVEul1MO3svKB5gr5hJFCGvDB9bI4K9SedI2zsv1ea5437LPoSeBxWJhaxEVAusHqT7jW0XgI24WkURHRERERKyFGJ3++kdYTsWGcRWues0nPvEJ/cRP/MS1zh2a9kAk2MSTDWWT62tAs+BrH/k3ZAnDLohxmNnx5kP+WiEZPru2bg9pbxTmrzucR09qOQ9tiEKTIu8gznV6wytJlpn39eTIeJF0I3cmcAFJQYq8SioLESRwgjMzmWZalXFdoWsy99ObNTGGrFI7aqi5J8Ph0OTSXn7tZfCYl/k+xryWFlk+YAD5IjsKIYZ4np2dqVQqWXbc9/2lDvr09NSM0phr5oc6Z8ZDpphrQlIMgZpMJtrc3FS9Xrdj8H7uVb1eV6vVsjGgLIA049TOubnX4RwzT2+m/haFxjKQoeYauU/cV5QZrP2sZ5ygEPMeEnuczVd9z1D7jISd+fKtp7KuP0te/mbAGlssFuay7oN/ZP+zSjluCvG7fjUiiY6IiIiIWAvxi/XrF3fu3JF0nm2+e/eu/f7x48eWnb5z5465Qvts9OPHj/Wd3/mdS4/90Y9+VB/5yEfs516vp2effdZ+rlQqmkwmarfbkmQ1rMhsp9OpqtXqpc0tWRskrSG8aRdkjQ0qslvvyuxRr9fN8GjZGmUDndWjdhUgCjhMh1lpvzH3JBhSBenzmXMIM5lR+swmSaLRaJTKLoa1mWQaPcEjC0hNr79mL9nOmg8vzfXGb/l8Xs1mM9UfmxpmgKEYRB6S2Ov17Jg4J0M2fZ0w58RdGpUCdctkgSHrEFPIOvN7dHSkUqmkJEnUarX0xhtvmLSdcUO6uTfIsbvdrs0/qgHaMiVJYqULvuaX+mnfZxpZPv2lm82mXQPHy+Vy1vKIzCQy7e3tbVNJIFuv1Wra2NiwNloYj3FfPSDXZJJXkUYvu+YeUWKxjPihIuBZ5j+y4dPp1MhrVubXKw4I+oTrsVqtWsAIZUUI5sSTcN9aLCwbYDyrgnfrYGNjQ7u7uyqVSnr55Zetnp1AWGj4tk6/+jeL+F2/GpFER0REREREREiSXnjhBd25c0ef//zn9cf/+B+XdE6ufvM3f1P/4B/8A0nSu9/9buXzeX3+85/XD/zAD0iSHj58qN/93d/VJz/5yaXHplY1C9Tusnnd2tpSvV7XYDAwya2kVLYJKSpYVt94cnKSkjsja/WSa7KGuHWzebyuG/dVm2iO68na5uam2u22BoOBZRzp9cwccE38LUkSTadT9ft9IwvFYlH1et0ILzJY3kvrI2qvCX4gDT4+Plav1zOSihwZIp/VKki6kOP7zfzGxoaNxZsphVgsFlbXyfjH47HV4na7XeXzebXb7RRZ39jYUKvVssADARVaR0FqCUqQWYVYP/PMMyoUChoOh9rf31ez2bQMN9J8vzaQkFcqFW1tbanValmm8itf+YpqtZrK5bLV09NvmGDE1taWBoOBer1e5v3e3d3VnTt3NJlMdHR0pI2NDQsehfex1+up3+/r6OjI5rTdbqvf75vBWKfTsTZVuVxOh4eHmk6n9nsCKpVKJeV8jgv9w4cPL2VbPSm9ffu2FouF1Vk3Go2Ugz1O5BB51t8q4rS5uZkKqORyObVaLRsHgZF+v2/nabVaFhSYz+e2FqvVqu7du6fZbGa159vb2xoMBvaMouII12XomI2ZHcc9Pj6+FDQql8sqFAqaTqdmBhca7l1X8j0ej7W/v2/rU0rPfT6fT31mVavVVPlHxFcfkURHRERERKyFGJ3+2sZgMNCXv/xl+/nll1/Wl770JbXbbT333HP68Ic/rI9//OP65m/+Zn3zN3+zPv7xj6tSqegv/+W/LOl84/zX/tpf04/92I9pe3tb7XZbf/Nv/k39sT/2x8yte12cnJyYEdHBwUGqTtNjPB6b0ZIkk1nzX7jRzALZo2WZ47OzM6sP9pv7t4JGo2H1jdKFPJaNOXJ1iHw+n89s7UOmDbKHkRTBCcjr9va2jo6OzFl6PB5bxk86Vxrs7Oxkdhbpdrsma0Va60m0z/ZKsjph7xCNgsA7SEsX0nfqdJEOU3PrgxGM2xMEjLYajYYZWvnsPO3BlrVFevjwobmgY4zGtRG0oHwAAysy+I8fP1a9Xk/Vx3a7XeVyOVWrVbXbbe3t7Wk2m6lUKtkYuSeYRCHHJQi0WCzsb3fv3jUTKY7b6XRSwSXWCwZio9HI+ldzbojyeDzWgwcPbC583fEyaXD4M5lkMtde+UA5AcqQrBZz4We7z2SHmWtUAygFWH8+wMa6IVjgu9IQdPN135iatdttW4thm7tV3z8ETbKIKsEcSWZiiLN7CGT8i8Vi6ecK6ymrk0D4uUbpyU0S6PhdvxqRREdERERERHwD4Xd+53f0/ve/335GYv2DP/iD+sxnPqO/9bf+lsbjsT70oQ/p+PhY3/7t365f+7VfU61Ws/f843/8j7W1taUf+IEf0Hg81p/6U39Kn/nMZ55Y2z1qI8kY+dZJXobsN7DIf69r6pVlAEbWjyzqk5JMYlREK0Vf5+hJvXQh8/ZjQ6oOGWNcZKmRZ3u3YO+wDGHzBAcZcZZRk+8tHRKtrAyzHysZYtQCkKStrS0j7V42zfm8+RiEDDkthKJWq1mGF8IW3sOsulXml7kiy8sY/bUwl8h0IeXIjRkftdrcUwIlocwdOa5vq8Q4UCV42S6tlCDavI75QnpNJtn3VoZ0+jnwrvf8G6k0rb8gbmFdvpfUZ7V3Yk4I6pD5XwXf8okAAuBnCDTn8DX+rCH/7IdgzeXz+ZQJnzcHBEmSXNnilMy+n9Owlp975s3XWCfe1fyq+QnLLJYhbIMV8dXHzXbojoiIiIj4uoPfrD/J/9bFT//0T+uFF15QqVTSu9/9bv0f/8f/sfL1v/mbv6l3v/vdKpVK+qZv+ib9L//L/5L6+7/4F/9C/+1/+9+q1Wqp1Wrpu77ru/R//9//99rjetrxvve9L3P+P/OZz0g63/h97GMf08OHDzWZTPSbv/mbevHFF1PHKJVK+qmf+ikdHh5qNBrpV37lV1L1zW8GSEslpWS6kAZktVkuv2xoQwfuLDdhsrmryPZ0OrUM1lsFWWVqHL1MGlMlxs91+mCE71nNdfN/SEG329VwOLTs7f7+/iWy4LO10jlxRcYdwv8u3KxnGTSFLbaQa/tacupjqfkOsbGxoUKhYAR3a2tLSZJod3dX3/It36Jv/dZv1fb2tkqlkkqlkkmp/T2G0HkzNY6dJImtp3w+b+2psjKxo9Eo5XqMmRokj2ui1dXh4aHG47HVQGPuxTjou12tVk1KzTwQaKCkwJc9kOnkNQQWqO8n6OADPxhQDQYDqycmiOCVBb7NEyUTSZKY8Rh12JB6Xsv4fI9pnpOs3uEhfLZ6WflF1vrimfGZZ+75qnNR+pC15uiHfRXCzxbq6/P5fOr8rP1qtZq6x/wNWXoWvCpkWeDOj5fgy1WGj28FT8t3vfR0ft/HTHRERERExNccfumXfkkf/vCH9dM//dP6r//r/1r/6//6v+qll17Sf/gP/0HPPffcpde//PLL+rN/9s/qh3/4h/XzP//z+j//z/9TH/rQh7S7u6vv//7vlyT9xm/8hv77//6/13d+53eqVCrpk5/8pD7wgQ/o937v9/SOd7zjq32J31AolUra3d3V66+/LunCFCpJEpMV414bOgdjMJXP562uEclvsVhUp9NJ1USHgBxtbm6qVquZo3SWC/S6yOVyKpVKJj31gMB5IpHL5az1E5LjsHfuMvjaX64rzJSRsefncKwQ+HK5bG2AvImYJ++h5NS3/cqSUmfNKfJdCBkZUx8A8DJrssOz2Uztdttqkb/85S9bsIU539jYsJZrSOBrtZpJkLMcxj2Q9SMpZ1yoFXx2eDAYaG9vz+ThlAJUq1WbL09c5/O51WNDvCVZSQKkF4k2mftqtWpGe/v7+9Zf+vT0VKPRyJywCdZQskCNNk7Vu7u7dv7/7//7/1ItsSDzzFsWwvuY9az4oEOIJElS1+ifjVUki7p9DOKY1/A9mKoh++71eqmADjLyk5OTzCy0D/bMZjNTLfhnCXXJYrGwemgvad/a2ko9t4wHVQk19qVSSZ1OJ0WuGZ9XUEjpWv1QzfH1jKf1+z63eMruAKYW0uUWD1lYd/jXiTiBdb5As+qKlmHdMa/j9smDfBPjuEoi55HVmH4Z1rknklKSwquws7Nz7dfeunXr2q+tVCrXfq2kTLncMqxqBRHi8PBwrXFQc3gdYBxyHayzNqTlX8xZWGeul0V4s5CVoXpSWEf+ua5U9LrjZqPX7XZVr9fXOscy8Pn8Qz/0Q5eyAW8Vs9lMP/uzP3vt8X77t3+7/sSf+BP6mZ/5Gfvdt37rt+ov/IW/oE984hOXXv8//o//o/73//1/1+///u/b7370R39U/+//+//qt3/7tzPPcXZ2plarpU996lP6H/6H/+FNXFXEKrCe2PA2m02Nx+OUkVi73Van07HnJKyhpC6UzNzh4WEqkwW59v14JVmWO/yex6wHUrMsYw3B9fW4WcjlctrZ2bF+rtf9fPd1o2ENaaVSsXpgwDND/eYqZNVbSrJMuJeTkwEkyIC8F/IZ1peS5Q0JPa8P21hhRAVJh0Qzvna7bQSm1WrZ585kMlGj0bCa6/v37+vk5ESNRsNqRTudjo0PsgpxpE/00dGRyaH5G2SfwA1rJEkSq+nmeLQkks5J0mg0smviPPV6XRsbG1b/zt+5X5iXERTA3VuSjo+PjcQT5IGgbW1tmZKAbPPGxoa63a7G47EFDkIjvlKpZFnSbrebKjEIpc2UU4QZxKv2j2TJPckkWECgwbcWky6CSozF+x6Qhfbt5FYBNQLBDtrB+VZdSK9rtZqOj4/tvWHNvyTrKb7qun3XAIg0v2PcWWPnM8zvz2q12sr9TPg5KOnr9rteenq/72MmOiIiIiLiawqz2Uxf/OIX9bf/9t9O/f4DH/iAvvCFL2S+57d/+7f1gQ98IPW77/7u79anP/3pVHbOgw04LZcibgZkrEajUYqgSef3IKyZ9PDZJZ9tA4PBQDs7O2o2m2bAxHE2NjZUqVRSQU4IBGSQza+vYWZTmUWgw/Y/vgZzncC1f63PREOMwuAb2c3rBOVwsvag/pXMGyRn2ZiTJLEsYL/ftx7QkJOwNt5nDf04MACDIEE6IO/I1CVZlhnSWSqVTCJO6zOk6sh+IUpkDqkFzjLVGg6HNn7IEIoA7ilZ2sVikZLrcm6u0xND6r0hUAR9IOuMDdMrst3UXPsARrFY1NHRkba2tlSpVGyuPIlm/fhxMLe4vw+Hw1TG2dejh2vFy8V9YIdAbRbCdcOz5HtY8xqCEdSHo77wa2YwGFjN+HVIdEhYw+eUNepLSJaNXbo6QO/l8t5zgXtHVjkLIRne2NiwYEoWblK+/TTiaf6+f6pJ9E0kyZ9EL7csrJOJu8kHYJ0M37oZML6croObFDisM9c+ungVriOXA+tkw9fFOgqIdTLc0nrXuE70cd37vU4W+ElIKp8E1hnzOmqCdbGOMuWm8FbqmlYdU9IlV9OstkgHBwc6OzuzvsXg9u3bJt8Msbe3l/n609NTHRwcpHoig7/9t/+23vGOd7xpx+mI68GT6FqtllpbVz1LbJbPzs5UKpWMSIRZZzJhnkRLFxmdcG9AxgriUi6XLfMsZWd8ISLhsXzf3lU9dsNjARynIW++Vhf4z/ZarabRaLT0PH7DL8nk25IuOWSHY4KoU5suXUiVcbv2fX1D0Ot4Y2NDo9EoU5qPzJXnnPHgAs01etM5Wnh5ksY18X5aaFEe0O/3U6Sd++lr8TH6Ym7CPtI+40h2GAk2GWDWMCQWY7TJZGJEljEOBgMj5WEdM67h0+nU5oLe6txX3ucDEvyNsofRaJTKdkNOw7pf/uaVC8w3GfFlNfWhxJq143swe2C4dnZ2Zn2fvSTdk55lSop1QYY469m/CkmSpJ5DiHho/Bdm27OAeRyYz+dKkiTTuRw8ieu/Dt7u73rp6f6+X9sx47d+67f0Pd/zPbp3755yuZx++Zd/OfX3xWKhj33sY7p3757K5bLe97736fd+7/fWPU1ERERExFOKmzQbefbZZ9VoNOy/LKkWyGqlsipIuaz1StZ7PvnJT+oXf/EX9b/9b//bWmUyEesDo6VCoZDqf5wF/zeIkySrbyyVSmo2mybj5pivvfaaHj58aO/DVOr4+FhnZ2dG3jxo15QkiRqNhqrVqpkvkSnzWJaZY4O9KnMXgmwc5KZer9s6hNTRWztE2BYqBH2IwdnZmWXgMfXKAllZ5MiTyUTD4VCj0chUALSPCudmPp+r0Wjo3r17evbZZ1WtVi/NN3W9vV5PGxsbunPnju7du6c7d+7YfT48PNRrr72ml19+WZ1OR48ePbI6eDLO0kXWmnkslUpG2n3woNlsamdnR+122+rRd3d3tbu7a7XHBGlCMkdGG6K0t7enR48e6ejoSL1ez6TSyMLpJ00wxhNE726dz+dVr9d169YtNRoNWze8Blk5db79fl+DwcCMzQgweDOy8XisTqejvb09kzcTLCgWi2ZGRr1xrVZTq9WyQAXzSOs3r9JgnSLB5rgQaa6dQBYyfF8yQR9nap159vr9vjqdjgU5ZrOZ7ty5Y+MABLmuAjX4kNzhcHgp2XJ2dqZGo6F6vb60VDMMZBE8QrXyzDPPWKlKWM+chZCodrtdJUmidrttSRvumf++ZJ5vCk/Ld730dH7fr52JHg6H+rZv+zb90A/9kBVnhwP5R//oH+kzn/mMvuVbvkU/+ZM/qT/9p/+0/tN/+k83mr2LiIiIiPjax+uvv56qk8qKTO/s7Ghzc/NSFPrx48eXos/gzp07ma/f2trS9vZ26vf/8//8P+vjH/+4fv3Xf13/5X/5X77ZS4m4JrrdbsrdN8Qyg6KTkxMjb7g6UydKFnlzc1PtdlvD4VC9Xk+z2Uw7Ozu2cYeUY0p1dnZ2aYN8eHhodZ2bm5saDAYpGbmXwlIr68l+VianUCikjLpov8M1Pffcc5pMJjo6OtLBwYF5Q7CR5r+sY1+VSVtGsAeDQaZJE/DGYKPRKKUSgMhmgft3fHxs7Ya4Tx5+3vb39yXJXgs55pr7/b4RLa6X+91qtex5f/XVVzWdTrW5ual6vW5yZrLAnU7Hgi3b29va2dmxe7O3t5fK/G9sbOi5557TYDBQt9s1wkvNNdleNumLxXk/YOqjh8OhEWHI+e7urmWiJ5OJdnZ2VK1WjXAeHR0ZeZSkBw8eWM0+c4NMnfW9WCysThqHbZQMtDVjzSJv9+CakLzX6/VUiyt6ZpM9DoNePKuso+l0ql6vpyRJVC6XU5/D1GEjd2cuisXiJSM7AkrMI23OSqWSBeJ8a7ZlYC0tC2gVi0Xz0+n3+9rf3089E1n1yOH1v/766yljvzArn/WM+ePu7++bKR3zS4ABJQLX+7WK63zXS0/39/3aJPqll17SSy+9lPm3xWKhf/JP/on+7t/9u/q+7/s+SdLP/dzP6fbt2/qFX/gF/ciP/Mi6p4uIiIiIeMpwkxKver1+pdlIoVDQu9/9bn3+85/X937v99rvP//5z+u/++/+u8z3fMd3fId+5Vd+JfW7X/u1X9N73vOeVLbhH/7Df6if/Mmf1K/+6q/qPe95z5u9nIg1kGVclPX3EBBOZKiQI08SydRBmqRzwkd2r1QqGYnwbsshkI3Tl9f3kPYZFupTw/EDZKAQMEywyAaS8WTcbJJ96Q4Oy5VKxTbV0oVkV3rzZTCLRbr37TJMJpMUWVyF8HiQLE8mIIIAguTn2mdQC4WCer2eyZKRxEJSG42GkTLqyNvttp2HDCmmYlyPr5nu9/upMXGvccRGwYBcl4ws64CsJNeLlJw5IDDjpc5kwVhvrEnWBvJqsr4QXQIB1IDTloraaW+2hwM9ZDu8f4yBtcC8IDUHYe9kj5AojsdjlUolc+X29eG+RzpZ/3D9Mqesdy8L5+frGPz6a1q2xmezmfVZ98EywLO6KrO8ublpTvf+s4lr7ff7l6TkXJ9/JhivH7+f05vG2/1dLz3d3/dPtCb65Zdf1t7eXqqYu1gs6r3vfa++8IUvZJLosOVBGJmMiIiIiIgI8ZGPfER/5a/8Fb3nPe/Rd3zHd+if//N/rtdee00/+qM/Kkn66Ec/qvv37+uzn/2spHNnzk996lP6yEc+oh/+4R/Wb//2b+vTn/60fvEXf9GO+clPflI//uM/rl/4hV/QO9/5TotkV6tVywpEPHmEG/FwA75qE8dGnkwbbWggMycnJ5e6EnhCWq/XLQuGOVdWpoi/s/H1UlQpndVatjnHHZrMJrWP9BOGpJ2cnOjw8HBlPbjPRHY6HSN2mHW9FS8JSNlVx4C4QQokZRJrJL7MG9cKGUGW6TOaZEOZJ/6P7L5QKJj7Nscnc3l6emotuiCgp6enarfb1lsXcikpZeZFpnqZyzlBGt8ey2dMvbGYJ9HIkX3wQbogTpJMfj0ejy37Ph6PU0ZVZFw9KfeO25PJJCWnx/me4+fzedVqtdR8hfcZAs51Mo6sdc3vCOBsbm5a4CN8Pfe3Uqmo1+ul6s15ngieLAPPR6j0WCwWpjiQzgMBWb2hs8zJsj5vHj9+vPQ5Zv2sCrpVKhVVq9WUMoEWV7RKw3WeawkVJN7krlQqpdbYdQJdX094Wr/vnyiJZgBZxdyvvvpq5ns+8YlP6Cd+4iee5DAiIiIiIm4QNxmdvi4++MEP6vDwUH/v7/09PXz4UC+++KI+97nP6fnnn5ckPXz4UK+99pq9/oUXXtDnPvc5/Y2/8Tf0z/7ZP9O9e/f0T//pP02VJf30T/+0ZrOZ/uJf/Iupc/1P/9P/pI997GNv/uIiViK89+FGGhMrTyqzeun6jSUb3auQFbj34yFzjLM30ljksFkmR15m6TfoYabs7OzMzk8faV4b9nuu1WomxW21WhqPxylCRlZ6NpulXH2R9PpM+arNN+SqWCymiCyu535uQtMkHwhAputrOCGJkLZarWbnkaROp5OZeef8tEAjoNHtdpXP59VqtXT37l3t7e1pMBio1+vp4cOHunXrlp599lmNx2N7LRlYssCz2cyMxqTzNpCQlHa7bQEYammpMYYgs84gj/P53AzuKC/g9QR2kHeTQaVGmIy47xXt1QiLxSK1wR+NRtrb27Pz0Ecdcu+DPmQ0cWYnU0r23hO44XBo7uaYh/nnkTZoXgpO1hxDrGUGe15+j4kYwStJFgzCyyD8bOC588BPgTFQr+9B3W0ul9PR0VEqi0tW33+vrXpGfAswAllhCQiBC4Ix1JbzDHgfglXgmedzpl6vm+z54cOHN06kn4bveunp/b6/EXfudYq/P/rRj+ojH/mI/dzr9fTss8/exLAiIiIiIr6O8KEPfUgf+tCHMv/2mc985tLv3vve9+rf/bt/t/R4r7zyyhMaWcS6yOVyajQaZuY0Ho+tjrJYLKackb2LsCdb4YbyrW7+IIDvete7rNUSJAdSRDbJw2/QqeWk1jrLWZvXQfo9+dja2lKz2bSNN7LfUFLqyWHoppyVUeZcYfaLOUQ6TQunnZ0dy/rm83mrSyW7yrjJEtdqNWsTBhn0/Yir1apJpkGtVlOSJJJk0l+u5Y033rC5n8/ndt+RGSPZr9frlt3c399Xs9m0Glf+3e12LeCwublpZJ97ztrq9XpWb5/P5y1wwfxVKhWrZUeCDKFbLBZWc495F5lvShAgscPh0DLVEHtau1H7WygUTPpKhpX64dlsZuuzWq2q2+1aoMdn6SeTibrdrq0Hrj0MWBAcms/n6vf7yufzKZf0sM63Xq9bMChrfXsnay93Z3yNRkP7+/s2twSEslqxIZMPgTEZ5wjR7XbV7XYty+4B6V8sFpcy7kmSqF6vmymhRxah9/OB9JxgAddyHdm5pFS9Pvfs6OjIMtzfSJlo6en8vn+iJPrOnTuSzjPS3j58VfH3MkvziIiIiIinE09LdDri6wdklCEgyFA3Nzc1Ho/NMEm6yK6SffJZMjJo3u14XZAplNK1mFKaqLOhDzN5IYrF4rXaESL99GSF/ZEnm5hz+ZZTGElBTKSLelPISVjPKqUz5T6T72tWqZGlfRI9fSHC1LFi7AVpQy4cJlIIhITPPDJmgg6+zpdrpSbaS6Unk4kePXpkvXiR65KJRebuSTAmcsi9yYZWq1XLmiOlRQLMazkHGX7OhSKCNdztdlPzxn4Xwkk9vg+AoLrABKzdbhuBHY/HKcfw+XxuddgoNQjW+Np2ghE8NxAy6vdDg6rRaGTHH4/H1pOb83L9ZNO5Pm/w5hUPk8lE+Xze7idBgsVioaOjI8tqezDvwBvx8UyzNv1nxmKxsPNnlWX4zwPmw3+WhBlsrnEZQsd25pwa8KwE4jptKsOexjxj1yXibxXxu341niiJfuGFF3Tnzh19/vOf1x//439c0vmC/c3f/E39g3/wD57kqSIiIiIiIiK+DlAqlWyzGvZUPjk5uZTdgmSSnTs8PJR0UZeJpDXsFe37PK9CkiQ6OTmx99MLNyvzM51OVavVLJMYSp6l7MxYFsgaMl4CASHBgDh6eNMtNu7Ie+mPDRnz42O+BoPBpfY5EHOcknF15n1kw7k+NvjSRbaU/7I2zv53vsbUG3H5cSBrZV2USiWTd5PlRppNbTjj2djY0GQysWNCHLlm7h9jZSyeRPs1BVkigEBtKwTRA+KHSgCy6+vAUTWQifZmcZjPDYdD3b171+4ldeVeEeD7P0uyDHmpVLrUn5tnDNLJWAhacY9QGPjABySOAITvz45yxPsFFAoFFYvFS4SX9eHBGiUjvqyfM624/Brk3vD8cI9CEDzgGQvNAAlGzWazpTXai8XC1Az+Xntlhj+efx+/49+rAnF+zZXLZSuB8OUWEW8P1ibRg8FAX/7yl+3nl19+WV/60pfUbrf13HPP6cMf/rA+/vGP65u/+Zv1zd/8zfr4xz+uSqWiv/yX//ITHXhERERExNuDGJ2OeJJAAksrHDbVtVotUx66WJy3C/KmPcVi0Xo/k6VEMguWbahDsOmHNITGZOFYIEc+S+YBWVslv4QYevISGiitgt/Q04MZIgphol9vs9m0fRyyY667UqlY+ymOSdaZDGq/31e5XNbBwUHKcZrM3sbGhhE3iFWWLDeUzWKShax2b2/P7kMul9N4PDYpOBlaMt7SeVDFS+aLxaLNxdbWVqoGu1Ao6MGDB8rlcpYlfvDggfW8huCUy2WbE58xnk6nqf7YWZlBztnr9SyAUSgUtLOzk+p7XCwWVavVdOvWLWtdhAM5fcm3trZS2duNjQ1Vq1UVi0Vtb2/r7OxM/X5fr7/+umXtGeve3p6NE8INed7c3LQgFLJzL42WdClgQ6aaWm9JNk9I7fP5vNVu+xIIVB6rPu/JbjOeyWRyaQw8L8fHx7ZGIb5+XeFhkBXYwC1bSgcO2u226vW6Hjx4kApyMBZ//KwWYcxJ6OwewgcTVvW49m2+qtWqPSvFYvHGSXT8rl+NtUn07/zO7+j973+//Uw98w/+4A/qM5/5jP7W3/pbGo/H+tCHPqTj42N9+7d/u37t134t9oiOiIiI+DpB/GKNuAmQccrlcpZlwnypVCqp3W7r1q1b+o//8T9apjhJEjUaDcuY0UcWeGdo6bzeMmyhExJcDLOQ6F4FsqHLcB3iHrarWed5KJVKZjJGxtWTS0lGBMmovuMd77Dewt79mSyon7P5fK7BYGDZTLKlzJHPrEGuPLGu1+uq1WoqlUo6OjqyzLHPzpE5hKT41ke0qpKUytKSmSZLHUpnuacQ3qOjIxUKBSVJokqlouFwaHL5fD6ver1uRlAci1ruXC6nSqViGcCNjQ11Oh2T30O4NzY2rK6W+alWq0baBoOBWq2WNjY2NBgMdPfuXR0eHlo/aIgxEvrBYGDXyDxwbwaDgdWQI7OHkLPGuUYy1dVqNeWITRAB6XqtVrPMu3ROgHkGIMadTudS6yek8kj9Oa6X9mPKFhJGXzMNfHY961lA3u4Rfi+R/fdBEa7DX3dI0DHn8wSV+fQmZB5hpnx7e1uTycSuK4vs+kxyVrAszE5Duq/KkD9JxO/61VibRL/vfe9bOQG5XE4f+9jHvmpOpnwYXBfLDM6ysE7R/jqvXXcB3dSY1znuuq9fZp6ShVVtPLLQbDav/dp1ak/Wmbt16+zWef06a3rdlnDrzEconVqFVVHULKxzz9dZd9dx4wXrzMWbef1N4boBSZ9hioh4mtHpdCwbXavVTB7KdyXZyeFwaMSF7B9uv0hkQyAZBaPR6JK8OssBOEv6DCD7bGLX/fwLzxWe46oaa17j2xh5t/KsGk7v/L25uanBYHBpbqSLTTNmSz6wQeAibAfF9xskinpjroFad8g98MZRkG+kuLwv6zq63a61CyJ4skyyC9Hy36s+iIIcm0w9WfTZbGZECxIIcfEt1KiBZj0gQ/ZZUf7t1RYECer1esr9HSMzrgsSSPAivE/Uf0MGuc98F/I6ss60+PJyacZLdhpZuZ8//p61Xj3CgEwI6r79vc363sapfNm5Vik7cFGXLhzKfaDHewZwPf6ZGQwGmd+dXlbtzb44J9eEgoVMOq+jhp56/6v2heGaRo3B+l1njxZxM7gRd+6IiIiIiK9fxOh0xJPEYrHQaDSyrCWbXAiBlyWzccZUCKn1sg0lhMyvr/C1/A0JKXWanlz5Gmnf69i3u+Lvq4iGrzvO5XKq1WqXWvlgcrQKEDyuB7mupEsk2httQfT6/f4lh1/v5uydpIvFohaLhTqdjklnISA+gEDwo1gsqtFoWBaT+lifOaSW1xNwSPSyGnI/x76eOSsIwu/ItLfb7Ut9ncno+rpUL4Pnd9RIkyWHpCK5h/j7Wmruta8jRhKOHLpWqxnRYl6z+gZ7It3tdm3tMFe8l0wpteD0F4b4z+dzDYfDSw7svvbb/597yTojuBSub98eil7gvDYrSOODASAkxUjns0BtMMma7e1tnZ6e2ryGPc7DZ8nPH63I1umrHtZg+3HxGYKagfWEQZiv0V83GcM64bOI554A100gftevRiTREREREREREW87kAxDnNkY+k3XaDRSkiSp9kfIvzc3Ny+poKh/haStAqTYmy5RB+nBcbwhE1lML2+GlPH+fD6vSqWSIs0Qu7AFDu2PyAqz0fftkHwfYLKI+XxepVIpZdBWr9eNfEG2SqVSKijh57lcLqter+vg4EDj8dgIDVJnxtvv9y9li5EyT6dTMx5jbskI5nI5NZtNa+/k5xSyF9YYJ0mizc1NU18RAICoMM/Mk8824/q9s7OTcmDGcRrZL2SVefStoDyB9+7YkkwNUS6XU4qI+Xxusl7WBY7NkCjk2kmSWE9o7iuEttPpaDQaWbbT1zNzDAjh9va2tWKjhrZer6vf72cqBHHyxoBOOn/GcBYvFAoajUZ2TRBr1qBfN1wzPZK5Tu8sn0XKmHdPKrOCYpiThSZ/GxsbSpLErnk+n6tWq1mZRSiJPjk5sQwxWeEwO+4zyFngc4fPCd6LeztzhldDp9Mx0ru1tZUKyBFcuQo8TwQ9eJ4j3j5EEh0RERERsRZidDripjAajYxw5HI5yzJhwsTGEYdh6cKtmk2732CT2UO+eu/ePb3++utLz++zf5BYn1miBhUSxyadNj6+XRCu0gDS5/vsdjodGyeYTqcp4s4xIZdIQSH9bKgxW4N0U7eM/BkZdi6XSxF7CJSXo5Lpor51MBikakt9cMCD8XlHZ8ZJbfDJyYm63a5lSj0hA/7nLDMqLxumRhQyms/njQRKF32Hu92ukeaTkxPduXPH6o8htd1u1wIinU7HWlB5kPX3dblkaEPyd3x8bMZoi8VC9Xrd1uvh4aFyuZx2dnbUarXUaDSsvzDrhPuCszhBIVzrq9Wqkchms6mtrS39x//4H209DQYDq3MmQFGtVq2ue7E4NyrDvIvnCqImnZcQ+cCWl8hXKhVbw9yPZT4CKEzCvw8Gg6XSbOrMeT/jINu+WCy0v7+fqi+mdht/hCyiibJlGa4itf5zAlWDb+mVdR7mBvUDfcvJVj969Cg1Dzi282z7Nf3VQvyuX41IoiMiIiIiIiLeduDwiwER5GowGJgklWwZtYGSrB44dIH2zrdITcnkraonxBV8Pp+rUqmkzLrIdkEUww362dmZ6vV6qq0TY4IUkU3zqFarmX1qJVn22cPLScnicb1nZ2dqNpvWGxmDNLKVGJHRtxh5LaR7PB6neir7+mEwmUwyWw/5dkeQHYgo2VrqSVdJdsM5zapl93MBsfSBCjLetAXimpA/kyEmkFCtVjWbzYy4bGxs6ODgIHUuCDlkxxNe3xZLushYY2RFNp91jfR6OByaeRhr2AcY/Dp/4YUXbE30ej1tbGyo2+2acZo3mcMd3M8T42CuZrNZioASlPGtyiTZfLKmKpWK1U4Ph8NMlQd14L6v8Xw+1/Hxcep1vh+3z64yb5B/b6rFvyHmfh3hwL4sU+sDTG8W3reAOvarPEh8m7DhcGhu9Ej6K5VK6hhZruIRTxciiY6IiIiIWAsxOh3xpMFm2xOzMOMMkE2ziSXDGW5iydh6ae54PLbNedYGG6k4sucwk8w6DXsfM3aMkyBVZKipnUXOiSSWY2AmJV2u4cza7HuXYF/3HY7Jkwxk315uzlz0+/2VbY1CeDlqOBcQMV8PLJ2TcU8ksp75rDZFvC6rHle6uBdkmAlWSOf3Ewk1r+XYECnIIITTEzQvWScL7M/j63t9vT4SX29oRSaS+8saQdINefd11RyXft53797V6elpKvBBrTOEHWIGuYMIU9vOWkBFUa1W7XlAnsx98gZW/J5/c65l5p9cE+oEMvBZQGXBnDCHjNXfP4JYfi2Etf2r3KsJYoXPFU7t15FWcz7WOa7q1P5nmYJJF8EvlA9I03l9aCq4juHtTSB+169GJNERERERERERbxtarZaZXfmMWFjPiIwWs6TxeKzF4qJnrwfmQ6enp6rX66nWTcVi0bJhEHbqIlutlgaDgUlWl0kow8wXMm+yq2QWvZlWSMAhCJJSvaj9NS9zIfZEMWtTenR0dImMShfydn/srNrmZdjc3LQggZ8bXKYhBKVSSfV6XYPBwGpivfM140eOTU9napmXzXupVDL5KzW+fp1MJhNVKhVVKpVU+yCuGcLM/BPkoGb69u3bqbZMi8VCh4eH6na7Jq32vYMxwqMOHCLoDch8gMUTu83NTcv602fc1/b3+31TDJRKJcv+QgDPzs50fHysSqVi5nEoIVgbqBg2NzfNyIy14YmzNyqjDIEgC3PrM78EXcrlstVwQ7IJMJBdRY4PaZSkRqNhZQWh4kE6f6YY33w+V6PRSLWjoq3dbDZL1WxzzT6gxlpg7n0veunCuZ2yg2Xr3v/N1/pPJhO1223dvXtXw+FQ+/v7euWVV1KvR4WAgqPZbNoYp9Opjo+PVxLmdrutwWCwthlZxM0ikuiIiIiIiLUQo9MRTxKj0Uj5fF7NZlO9Xu9SBol2QIvFeds2zJBAVsZpa2vL6oj39/clyTbt5XLZMmqtVsvkqL1e7xJ5a7fbRpyQnZJV871wIcFIcvv9vtVIFwoFc7Z+/PixjcUTbZ/Z4t84B3tjJklGqpiTrEx9mB3OAmMMid0qmSvXhnkU8IZa3oTMH5vMqJRuz8g80SZqWQYxzJKG9bf5fF6tVksnJyc6OjoyBcJkMrH7Sp399va2arWaEeXT01Pdv39fL7zwgpnJdTodM5nz68lfD/NFJjXsLc6xwswkQQQkvV5N4AnVfD637PV8Ptf9+/e1vb1tWc/79+/bvFSrVbXbbevVjMSb+zaZTMxkjfNVKpWUid/u7q4ODw9T2dR2u52S0tOKjrrwSqViddZnZ2d69OiRSfh7vZ5u3bql/f19yyAjicenIMvEizXvr8WXa3Q6HZOIhy3mQkVKsVjU3bt39Z//83+2OfWYz+d6/vnn7Vki8ONfd3Z2prt375rB3X/+z//ZWoZxzuPjY6tdxr2eYxB4QomSJIl6vZ56vZ49p5VKxerxaXkG6BrggfkgwZibQPyuX41IoiMiIiIi1sbX0xdhxNsL6mPZ/IaSXTJE/O66dbShzJT3seH02btlxG00GlnmE5kyxmdsuqvVaopMeclqrVZLEUyISblcNqkxBJ1rBd692oPXI5X180EGMNxUUysbwl93kiSpGlwQuoxn1SYjK4fQMU4PL6X2oPYTZcEyx2GCKJCRWq2WkvZXKpWULN47GftjHBwcaDabWSCF7LhvRSSdlwn44/jWV2TPfbACebev6SXrHV4T5QfUqLPGfP02c39ycqJCoaBGo6GjoyObw8FgYJJnAhHMx3g8Vrfb1XA4TJlzYfjGeAkQIG2fTCbWYo0xQ+AhsTiCM3cct1arpRzZAYEjSVaLzbGz2kV5CTprLlzP/t5elZ3F3I1nNJRMn56e6vHjxyZ3Pz09veQWLp1nuPmsClUyzMd4PLYgH+ebzWYWLPDBAL92vCw+l8upXC6nggaPHj2y7DyfM/gc3DTid/1yRBIdERERERER8dSAzbHvZ+vlsR4hOSEbSKZ4FbIk49I58aWmEgm4J4AhSWDTnZX9zTq+H2vYMzcrgOD/Jl3UNzMvPvPJWDFa8/XPnpyEgPyG14YkF4LJMcPrhIxTK7tMmurl28wpslwI4VV1oL4tFXW5EH/GyDrBkCrMsPd6PfX7/ZSkOJfLqdfrmTTZ17KTLYU0euMvL3OmFhkw58tk+cwHWUsUCswxygfk3ASbCNYgp/ZtuWh9BWEl6BA6P3vySmafunX/N4isD7BwbP8aZPFXwbtZE5jywC9gmSICMrkOgcQLgfUcGsb1+30zLAu9EAAmeVlZXwJlfGYwv6xTSh1oKxfOH88MayXr/NT2ewn8dRQnETeHSKIjIiIiItZClHhF3DSyJJeSTIrtiaR32g1bH0FIIBGhbJS13Gw2TaKKBJiskiepWRt76lYxMvNEOJfLWYbOHwuS4LNy0kV2vF6vmzEZtbLSBSmnzjOsZV5G2kejkdXUjsfjFJn2BDGcd9rsdLvdVP/jZQSHe8L7QkkqpLdSqaRk+YvFItXbF/h7HaLX65mkmhZWvV7Panmpwc7lctaf298baoPJZOM+LZ2TxE6no62tLTWbTTOOYr1tbGyoUqnYnHvyBIHlPrEOpPMAjZfnk4WHgJJd9m7jtVrNMpPFYtGOPZ/PtbOzk5Ivd7tda51Uq9U0Go1MsUC7M4ICWb8L+0GTpfcgqMK99gqPLEOtxWJhNdDj8dieiclkon6/n1IwYEZ2enqaSVY3NjbUaDTs3kL6S6WSRqNRZlkEP9PKbFlwzX82ZK03pNxcqwf13swFdeL+e82/J5xT79a+DK1Wy+rkgS8FuAnE7/rV+Jon0esW2V8nSgauimK/WeAAeF2s4863zmvXffDWsdpfZ+581PY68D0Jr8I6c71O0/rruDd6rHuN18W69/Cm1tI6cydlf0EtwzofuOsc9ybn7iZx3c+8r6cvqoivb7RarUxzMDbHnmyRuYJghs98tVq1TabPdi17HiqVihmL5XI5jUYjaz/DRpgey0hPqWX1CL8TkMSORiMzHvP7D4g/dbydTidFqH3NsKRLUmoIEIAcEDjwJk7ShXw4C4w963sNop+VYcd0KpST42zuQZuwxWJh8uXQQblSqVj2Fadq6UKZEErucZUme816oUb34cOHl9ybyRDyPsgbmc3d3V0je4PBwGrAyVR7B+y9vT1VKhXrs819otd5qVTSfD5XkiTWAuns7MxqiZnXsA6cmmHW2Gw2M+I9nU61u7urWq1mJmSNRkPHx8d68OCB8vm8er2ePR/e7TpJEr3jHe8wGfzW1pbq9br+4A/+wKTfknT79u2VJQ5+vpvNpqRzyXRWAGexWFi23Dt9M188Xz6jz7ORVZ9PH/D79++nfh+ube8r0Gg0zLCO4MMqbG5uqtVqpQzRhsNhKvsbwre7wsAtSRL1+30zMVz2GcQYc7mcjo+Pl+5jkiRRtVpVo9HQw4cPLXjz1ZB0R2Tja55ER0RERER8dRGj0xFPEr1eL3Pj6OtBkTgi1y0Wi2q1WpdkmZPJREmSWO3geDy+JMcGXv46HA6NRLAphWhtbW1ZH2ey1B5h1guSwe+m06n29/eNuJD15G9ZG3vciMPsHgZStVrNjIVyuZyOjo4sCx7W4SIDhsQjMV0FMq2h8Zi/Rt9mC1BjG95P5MoQJN9bOJfLaXd3N1Xf6knmKok3rZ3I+hFMgAQi4S0UCmbwBQFEtsw1YCbG+8l4jsfjSwEejj8ajVStVlUqlVL10ltbW0aEWR8Q2qsCofQSz+VyGg6Harfbdiwy6wSH3njjDTWbTSOdYVa90WiYBLnX62k6nWo4HKpUKimfz6vb7dp9YH3ivL6sHRWBJ0AQwa835gtDthDcXxzGQTg34frq9/uXjPak5YZ4BBPCgA3lDZ7Y+7F1Oh0LdviAUOiwHsKXJRAo4Dx+rAST+Fzj3vE3AndcO67qKBtKpZLN26rxvFXE7/rViCQ6IiIiIiIi4m3Dsj7IyFupM6WOFpKAJNVvImezmbUdki6IMiTMuwJ7gyFk05Ks3VBoRObrNH0d67JNYVjXTZaYzCBO3iGq1aparZa9x2elqQNm810qlVQuly2Y4LOrvI72Wz5jRVCArGkWkJCPx2PLoPrMfli7zhxxHl+X7KXgzAfY2tpSpVIxAkJdqp/nrP7QJycnRrpQCXAuCDSZ+zArH7bZIuOI0g0JuK8jz6pPl9KZfLLs3mQOYooE+Spw35H4Yh63WCyMRPlWYN6NnXnmfEmSaDKZmNLDS8+pw0VmD5mTshVPHJN1y3oul8spcz1/X6vVqgaDQWbv8+uou3yv6FUgeJIVLMtyfGedLVNNZmXVr6tG4/OGTLbvUy9d9Kn2QQuk8QR3CoWC6vW6RqOREX0+B3yv6adFIfeNikiiIyIiIiLWQoxOR9wUqtWqkTM2i2RoSqWSqtVqSuYKsSgWi9rc3NTBwYFl66RzCaR3uKblEGuYjK3fjHoCgdlSiDATiyuzd2be2tpK9bD1x/K1vGG5D/W3ZBU9Tk5OTKZL/W7o/szfkfsyjkKhkOqHjTQ5zOZLF07aZI39mMkYE4zwrX4Yo3RRr+ldhgl++PGenJxYu63Q1Ir7Wy6XU32hswyemAd6dbfbbZ2enqrX6y01g6JVFy7tYcYZsy+y+dQpM5dkl2l/RaCB/sW+B/N1ywlDafJgMNBicd7Oa3d31xQWkiyTy1om4MT5JRmRHg6H9jyQ1d7Y2DBpOAGqUKIvyV7D/I7HY5VKJdVqNVWrVTvndDrVq6++Kun8Gdje3la9Xle32zXVhc9Cg3K5bIEDT3hDAgogqAQPwjE3Gg1bJ8sQtixj7S0LdPAsLctgA7wXeAbxQ1gsFtbCCpdz1B6+vzxBmFarpUKhoF6vZ23PeKZQ3PAZsW5J3XURv+tXI5LoiIiIiIiIiLcVbP7JyJAl9FJspMyQMNrqjMdjI47lcjllhhTKKL2x0Hw+V6VS0dbWlobDoWazmZIkUbFYXEq8pAtjJf7zWSWyiEjRl220cQNuNBqXzrO3t6fHjx+bJDgE2XmfAb17964ODw+tftPDuzxTdwm5wLQs3IgTzOB11WrVNvcEKbwJVxZOTk6MHHmZth8fJmCdTseyjmGW+vT0NLNWlIAA14zrMcfI5XKpAAGmVLy+0WioXC6n2izRV5nxQ0yp/+ZauR7mDgLt62/JjNfrdaudPj09NTly2GoJQMRPT0/VbDatftz3A4bQS+ckmWDFYDCwnyeTib7yla+kyiAYt+/NPZ1O7d+9Xs/WCaQPbxnagjHPSKVLpVIqA08f842NDR0eHipJEqvR39zc1J07d7S/v5+6nz4j7glxllFZqVSyeeC584Eq5pYa+XAdMH9Z805gJOvZ9+7sIW7dumX3jEAL5oTM987Ojt1LAiVh0IayC8bsy0d8Ntq3nIt4+xBJdERERETEWojR6YgnDQiBzzpjzCPJiA/kk9e3Wq2UzDqUN4aOu7gV41B9dHRkGSg24xB0San+riDLZNOfFyMpL2fOqnumVjoL3hgpbIcjKVVH2u12Va/XM/s383dIFs8ZfWqXma5xjRBwSVZbOp/PVSwWrQYb6bi/VshUlgzbA3nwMsfvVVk2TLXI/PqgBe7WHhA7n42H8FLbjKkXJBRjODKKk8kkdb3VatVMp87OznR4eJhqs8Xa8v2swTIprldC0LsbUzL6ZCOhli7qzcNsOsEBFAmULLTbbcviEryC0FODT8aUgASy48ViYQSQ1k2bm5uq1WrWuxvTO1+fzXPIXFar1dS6JrOLUgGCyHxh6Mc4w5ZyoSs3z7V3al8lfUZR4OcsJKm+LVgod6e/NgGFvb291N9PTk4sQBGu83Bsp6enKpVKOjg4uFSG4l/De7N6Wj8pxO/61YgkOiIiIiJiLcQv1oibAKTHE1i/wcxqoUMWeB1znTCrSOZra2vLMoihmddV8K8hU8fvvQQzxKp1fxUB9ej1emaglbWhDtt7kWVdhrD+l8wagFAhV4aokL32rbyoDyUrTS02x1l2ndSPI6kOX0MAgPZMPrue5UbuW4ZBlnq9nobDoabTqYrFosrlsikgfNZ3Pp+rWq2m6tFDoowRGMTR991Ggh1m2a8iP5BYv74h8b41mZ8LH1BirMVi0YI6Ozs7FiBgjN48DTM//AYg1dRQe18ArgspPvfLkz/pnDyzXsbjsTY3N1Wv101Wzv3h+sL2UIw/y8iOnxkj8neCGay/VXONlJxzZ0nvKWfICuogDSdQkwVamfnxc8ywvVxYM04wLQRrIZLotweRREdERERERES8bchygEYmiquyJJODJkliJknUBi5znKa1lM9eY7jk60a9GzQSX35PNpwsGePz8D12w0w1va0hPRCuVXWMOGz7zTVEHZMv5MGc7/T0VOVy+dKGGnLj58f/e5msGGRliRkDJGY6nZoruiTb2HMe5pV5mkwmRryWgXplSFkoU59Opzo+PjZiWyqVLLuZlb2nDhUMBoOUfLvX6+mZZ54xAzv/fp9F9i28qGXl/vZ6PZPze0n/ZDLR48ePrQ4dQ65+v58KboTPAsoLP/9I62ezWUqRwPokS0t2mnvTbDa1sbGhVquVIpq9Xu9SwCF0Ref6aMtGRh9S2el0LAtO/T1rtFgsqlqtmoz5/v37arfbqtVqajabevXVV1Prkb7rkFEy7Mw/zw6BCun8mW632yoWi6lrIXgUZqMbjYaZyflWectaukmydZEVDKOWezQaLV3TnA94Z3j/OcfxPJh/f20EOiLePkQSHRERERGxFmJ0OuJJIqvu9+TkRPv7+5c2ibhRI3PF/XhZpoZNv99E+7pZzu/XdKPRsFpEarNDczDciNk8+zrsEGQ0c7mckfput7t0PhgvRMdfCwiJlaRUbej29nbKkXkVrmNKRIbNm7pJSmVbZ7OZEad6va7Dw8PUMaj3hJzlcrkUKfCy47OzM5sjjpc1b7RrSpJESZJoMBisvBeA1k8Q+a2tLfX7fb3++uuXXuszk+Ea8ySWtQo5Go1GarVa1v+aeeIY7XZbOzs7Oj4+1mAwsN7kHKPRaFiLKOTnBwcH1n6pUqmo2Wza9YaGXdQEHx4emgy82Wzq4ODAAjvD4dDuAWZ+/B+FAQEnjtFqtVLtyfyzQYa53W5b66/XXnvNnMa5jsFgoP39fZ2cnFhdux+7bwMHoQ5bW5HZhlweHh4ulWz7ea1UKqrX6xbk8Z8hZOWXHaNUKml3d1dHR0epYB6gtCAE18zcoh7gepMkUa1Ws+vm863b7ers7Mzm0pvKVSoV9fv9K53L3wrid/1qRBIdERERERER8baBHrdkN/0mlM0vrriz2Uzj8diknfTdXUYEyWDRpsmDLFYoDz0+PrYx4GxMdpHezPyObBl1lBAB3wILkIlCdprlgsw1h2Qgq6aT8wCf0RwMBqnj3L59W51OZ6kx0jIZOKBOE0OjsOcu44bQkYn0RIGexJBNiAtyYYgbbZyQXkMcvNGcnwNM4er1ukmXvQkX52KNUKvt3bNXbezDrCzHq1ar6na79l5Inm83hUw6lOtyHWSKIZn+fhQKBZOHk41lLMz1zs6OZb99D2qu0QcyMNlCuk6dsTfvo60Z95znxmdrqX/2Emgk55PJxO4fKolyuWxS/o2NDauHps67UqlY72mc2v2z6uXkoXM3RoM4ZmcR4Fwul3L9LxQKevjwYeozI5TCZwFXcy/lD53ms0AdNNeBgsMrK/y/CV74AEW329Xx8XHqXMxfxNuHSKIjIiIiItZCjE5HPEmwafSSaw/qaQuFgtVxeun0KhJEO5mszaYn72CxWKjf76fqfH2tdmgM5E2xIIUcNxwTJkeQTLKBGDT5OmWOASHzGd+s+Qk38uG5vQFR1lxdVVdJ5hji4Mfj3cg5N1lnb6olXdSFktVmLn27LrKwmHTN53ONRqOVnzv0jM6qIc5aH4ydGt6wjjUk66G8GzIG8fXH968bjUaZ9w2S3ev17DWlUsnIFGvKS3whzd1u1whzqVTSbDazemVIc9ZcMe/lctmIIPXCvic1cwJxD2X0zLPvuQ6p9y7grF1PCplnH1yhv/ayWmLukw+kcY3e9XuZSV61WlW73TZpfJZZHQEP3h9+LgC/DsLAyjKgZCAQsOo6OW6v10v5LGQ9mzfV1iocS/yuX45IoiMiIiIiIiLeNuCAjaQ2BBtQMp64QodtbaTLGdVCoZB5TMAGP6sGkawz8BJjwCYaGSfyUkgIoF5zsVhob29P9XpdjUZD9XpduVxOe3t7ZrIUOhLTc9YD0rRYnPeoDmtaqVeFKCELzcq2eXKzDJA+rgu5KXJ238cZkL2GZIGTkxOrD/fz6GuIuaeMF2dqD288xnG9Q7c39yIAAtkjY0222wNC52vbw/tJPT1O5f7YHuGxuSdkJo+OjszkrNls2hwixQ+DAffu3dN0OlW/37fxMMdkmX09NO+jlj+Xy2l3d1fT6dQy+JhbkY1lXS1TLaA28G3TCGIwN71ez4zmmE9fP01QRDqvReffy9o2+dpszrPMud33ht/c3FS73Vaz2VS/38901gf+c2R7e1tHR0dLiWqhUDBFwHVAKz2u5SoC7MtNPMIWXxFvL77hSPRNRW4KhcK1X7uuEcB1Il1gHYe+deciq25tGdaJNK1zfdLynpRZWOe+rNpohVg3krbqgztEq9W69mvDTctVWOeDd525W+e10npr7zrOuOAm1/9NIUmStV5/3bV0k9HeGJ2OeJIgc7hMmjiZTFKb6/A7I0kS28wXi8VL7WWWtbdBktvpdC79DZK6bFNPRq9QKFhdLBlZ+u76Gk9qJ/kZ8yTp/LvHu0YDSGEWoYGQ0HIozLYi9S4UCioWizo6OlqasU+SRI1Gw1p58RnDnJ6enqper9txyXh66W/WPBGIKBaLmaZgoFAoqN1uq9PpWHDk4ODAaoFrtZpltskkkrlFMk/GOlQV+M/5SqViQRBanHH+SqVidbcYhbXbbcv4+r7MgGMv6x8cBmeQTvP5OZlM1Gw2Uz2DUV34uefYKBb8XuUP/uAPlCSJqtWqyuWyzTfnOT4+Nvk0c4es/+TkxOqACXSwlqkxHw6HNh5anDGWs7Mze/b4HptMJmaehoHaeDw22TsS7/B5DGuEAeSb1mOSUpnvrPXMs0VAod/v2/N43f0m141EPUS9XrdrPz4+TrXICoHqgpIE7+buncWXBS08FouFuaE3Go1L/a+fNOJ3/Wp8w5HoiIiIiIiIiKcHSH4hSas2ujgEh1lBpJ4QWQjksqA1cuplG7plwSrMfZAos8FGlu37XfvrYMNPxnc2m1mPaEhCFgmUZPWkEA3pclA7rOve3t42AjgcDlUoFFSr1aytkw+oDgYDk5b7jLQngEjtvSMyJkih6zAg03pVAJ6srydR+Xxe9+7ds5ZAw+FQx8fHl+qSufZVQRgQqgggtRDOXq9n6yqfz6vVaunRo0cpsoY6gJrqLOUDP/vx0Dt8PB5b8IRMqs/gSqsD+p1Ox8YLSR+NRvYMjMdjq12HqDHHGxsbtoZ8PS1lBlyjfw4JUniFBCDQRIAjSRKTxrdaLSszCEsu6M+N8oLjcG8JerHWCGowxqOjo5XJFL+OCHZ5abn//zKgViAwN51OU+85ODi4FoGFXGN4BwHO5/Oq1WpmJheu3XBdVSqV1GcSbciazWaqTVjEVxeRREdERERErIUYnY54kmCjPp/PL7V6CVGtVi854kIkyMwi3d3c3LxEytkYQ8DWNeZBduzbCEFYQndhD7LJWbJpL0vPCiDQDsoDafiy3tPe3Ar3Yf+7rDH4rGcI5pfsItfo2xAtQ9azTRYZubZvNSWdz3O5XLb62jAoQd9tsvvr3EcImZeD+8805MlkXv34a7WakbzJZKJqtWpZRklmNOVJIcZZfs6uI+nNQi6XS7VMQ3Ls52YymVgdLhlcyLSXYXPdSZKkrp+1QmDL174z9z4Y5Nu28SyH95x75GX6HA+vA5+VhUSTjUeRgepgFSCgBNIwmSP4xflXHcffG19Ksuz5KZfLqcCUNw4MDcxYU41Gw+YqfO7DwNOyzwXKEm6KRMfv+tWIJDoiIiIiIiLibUMulzOiRJYu/Hs+n1e5XFar1cosS0H6DNhEh5vLSqVihCzLZKtWq6Vqf09PT1UoFGwTj5kTJBAiSKaqVCqliG1o+rUsy+6JAnPgZby+pVSz2TRzL8h1mL2kJpU5Qca7zHBqPp+r1+stHR/nx435quuh9VLWvSoUCrp9+7YRoqx2X8z9cDg0V2SPzc3Na5e2eCdp6aKudGNjw2TmKBlKpZLVI+/t7RlhKhQKqlarNlfSRVsi7gPGYCHZJzPse00vQ1Z9vke1WjUS602q6MVM0AHC6skfGftyuaxaraZ2u20kmsw0mXbpwkQLoufN1Ai6MD9+blEO4BAOyePa+/1+6rnwJny+XR3XSdup6xA62p0dHx+bKzjnRDlBJt+j1WpZjXgIHOV5f5glLpfLunv3rvb39+05DI32mBt/TBz9pQvlC8GF8HOLwAj3Bak+9fARbw8iiY6IiIiIWAsxOh3xJOGzz2wufTYLEglxvC6ysjPITzlvpVJJkV7qNclWQmghJeVyWc1mU9J5Xe1gMNDm5qb9B7nxWfFaraZqtarj42M7V5IkRr5p2+XHTYujMMtIRg9yOZ/Pde/ePZ2dnaVIZb1et/pJzgkpIRCAjJRM/nXqRXHKXgbqY/v9vpIkueSULckIADJzZPe+5pZ5oC1W1jiuA5y+a7WaXnnlFXuvb28GIUSS79tEIeVGftzpdFLn9sELv7YANfP+841a+iyzNG/uFYK1Rxuo4XBoxx2NRtb6zRvKUTJQq9Us44zBFj2yJ5OJkUyCMvS23t/fN0mydP581ut1W9/hWHkO8BnI5XKq1+tWp8169/d5OBymAhH0tvaO3P1+30j8qizyycnJpXtErT211P7cSZLomWee0cHBgba3t+2ehKZyBMl82zrmivd4tUgY9Pn/2zv3GEmu67x//a6qfs1rn+JDK9mKbZFwpGVCUw4jI7DXpmFFryR0DBA04AghZDlZMUIsWX+INgRRcRxBCCRKViAkEhJbgqMokWEl1ga2GNmkDIegFItkLAWiuFxyZ2fn0e/XdHflj8F359TtW9XduzM7s8PzAwhpe7qrq25Vdd3vnnO+w98THidr8LnQIc3Z2OqvUChEri/7uFOp1L4bjOmzPhkV0YqiKMpc6INV2UvsHqlxqbmDwQBbW1tzGTUCO0LG1TJITuYpoGRkjRGoYrFoJrkUr4wCUmhTjA6HQxOdlGnVjIwTihBX5IvRS7u3sBwjRgxHoxH6/b5xEh8MBiiXy5G6W/mdxE6Btvs+D4dDVKtVI3xmHXPZGsxOu2eUkuJduhXzeOR4xLUs4t9mgeOzsLCAxcVFI4YoGO1+xPI7ZXq+53lmXOmaXalUjLh2CWJgZzHDdnnudruRVHhJXKSaCzSrq6vodDpot9uRfZdj6/oso7k0TpPO1lysAXav+0ajEdk2a/Z5//B8lUolpFIpswCyvb1t7pder4cwDNHpdEzE1OUOz38zBZ3/Xwpeik9Gyfl3e1vyfmm32yblnunWsnUVuwJwUYrlFnxdpvoDu88o9rT2fd94DjQaDXieZzIJpOM569e73a5ZoAuCwCwoMAPF/m2yrw/73M5rynst6LM+GRXRiqIoiqIcGHIinCSOhsOhM/V3GkyRtN15aVTECa9rUs7aWDsFlM7GTOuWqboyCk0hYddmy1RYG5lK7qLVahmhQlHC76QQoTt3HNIUDIimnMqU13kn0dKsKilKJh21x+NxJE1a7uO01luz0Ol0TDSY32MLEkbNpYi3FzikqGYke9r+uQy5gPm6jNj7IOuJgZ0oM7CT8mtvl4KQ16jrXDJ6zGvGNqnLZDIoFovIZDJotVqmZIFmZqwTtw3eZO03F4SmLX5Q6Mr7heJSlllw+1zwoUcAF674PUxRp7iV48Z95v3N65XRfEba7bpmLizJe5SlIbJ8ggtZPA65QCfd+KVZn2SawaKaiR08KqIVRVGUudDVaeUgiDOQkjXLLjjRtdNOfd9HoVAwn09qscUoGr+PAo+p6Hak0RYjdkQtyTwNSG5lZ/cjHo/Hkb64rCWmwLYjvACM4JZu37JuFtiJ5NnHkU6nEQRBJJVYQkHPyJv9nfa/KURcop8ijfvEWmZX2jQw6WAsx2dzc9PUPHN7PM58Pm9E4pUrVyKRaLkNpsZT+PR6vYl9ttOb5130kedEQgHJSKysKS6Xy8ZxmueLEVSmjtueATxu1obz/bx+eF94nodmswnP8xAEgRm/tbU1ADup0mzrxtR3LhzJvu6ujAtGs9nKjNdtEnI7HA8arfH6tReopEu5PDdcWGNZAa8dRpk5nsxcAHbdtrmv3J59TXKhhmNgL6S0223jhk/RLs+9NHQjXABiLTUXC/YzIq3P+mRURCuKoiiKcmAwcjrL5IppoYwaMopDczKKCUaI7ZRiRqRGo5Ex31pYWIhEGF0ihqKAE2PWZjJdmPC7afBkH2cul0OlUsHS0hLW1tamGk1xfwqFgqkJpwGSNDUjTIGlizMn59O2zzGUk3JG4mQKLuusGcGnIJX97geDAXK5HJaWloy5mL2AYY+xy6GYIrpQKJgez9wnCcdhWso5twdEF2QGgwEajUak3tWGhlye55kUXDnuNLCapUaV1wiNyOwU9jh6vR62trYiJmkAsLW1hUwmY3o/+75vzpvv+6jX65F9pXkX04qvXr1qvle2taLJ3dramqnnZyRcnsP19fXIv9kn3a4xt2GUnPesK4peLBYxGAxiF514rfN6ZFYJP0+H94sXL058lr3RW61WpFe8XWvM6433B/82TbzKe1Rms3BM7GPitQm40/p5bukWTvO1ae26lP1DRbSiKIoyF7o6rewlnMxub28bI6Q4RqORaQ3T6XSMoZLE8zyTSmkLK0Y8q9UqPM9Do9FAs9mcml7LSCS3mc/nTTRQTqZZJ8p0aYoXCgaKBgoERiptR25gR/CXSiVjNNbv901NK5G10RLWoiaJaBm5dEW+7PR3bteOXgO75lAUw57noVQqRaKAJC7SCsBE98MwxOLiotmmjOql02mUSiUj0ijqNjY2sLi4aGrgaUomWzQxi8Deh2mZAWEYmhpWF1KgS9g7Wda3FwoFc43OE6lmlJUiSgpf/h3YLTWgiLbbh1UqFROZZhRWGsAFQWDGfWNjAwDMGFNg0wwrCAI0Gg2TqUGHfbvEwYafZ2sregvI88CFNTtzo1qtotlsThz3YDCI3I9cWJO16rwG+v0+Wq0WWq3WTBkTwG5d+qwt1fibweuC543Rb2lAyO27xqtYLBqzPvs63O+6aH3WJ6MiWlEURVGUA4PRL0aPkyZZw+HQRELjUrhZN+mqCZb1iYwI2RPXOHdkYFc4MkXVrpXmxJ3RSiIj1hRx8ntpUmX3Q2aUmK1wbGEiI2Mu+HkXrEVm2yIpRmaBJl3yuwhTeq9lEi5rW6Vhlkx75TmS6cscJ6a6hmGIer1uxosRxmutJR2PxxG3djuCHJfBQLM16TDPlGC5kDELrMWV38WFDVmTzwWQXq9nFo5o+OZKA7ZN7+yoK9/PTA6OOc33mH0h69ylQHSNJf+jc7ervty+Dijmc7mc8zzK2n5+j4QO2cBsWQO5XM7c09ItfB5XbJ6XbrdrFt94Pux6a9e1wPPd7/fNPSDbfykHxytORCcZbVwPsz50gHj3xTjmuUnmMeGY98HGdKVZmGef592PIAhmfu88D8t5jD7m7csnWx9MYx7n2XmuOwCmnmqvtz3vNT3PdTrP2F2rWcsszHPOZ3WOBTC1BsyGk+lpcMV6P9DVaWUvYc0xa1NZi+t53sTvYRiGaLVaic8YtolJet63Wq1Y8y66brsMqDzPi0yg7euWLs3yN4ARa/7HyJoUB+Vy2aR88ti4YMCoZVx0b9rvTdxYyciojKTO89ufdN/y94dCUfbOTdoe30O3ZP6WcRuMsjIdn8dCwUoBR3HGfbRT3yUUgVJcsl6V48H0ZmA3o8Heni2CZDaA7/umpRodutnKiGKKopR1uK5zlxTJJ+PxTh90Ri+lkzzdxIHd6Kf8HpZF2K9xX/l9jLQGQWAySYDZnsN2en/cvcrrnYsPrEmOu+6Y/i8XEnj/JbXHiivj4MIDr4HhcDjzM9gFDdNc90Pcc7Xf75vx5mIS22Txtf2a++izPplXnIhWFEVRFOXw0O12sb29bRZIOaF1RXuWlpZMPaFd68w0b9lSiKLchrW9JJvNmvcmOWOn0+mIM66svQYmBQTTYiXb29sm5ZvfU6vVjLCX+0hRVavV0Ov1JkSbFN0LCwsmvfZVr3oVXn75ZdP/Nw6mhjJtNm6Bk47Ms8A6TVlHzeOe5bMAjPiRYm44HKJYLKJUKpk0d7vV0+rqqrl+lpeXUSqVTL20TJ+3yWQyZjGnVCoZUe37Pjqdjkn5Z+1sLpfDiRMnTNR2PB6bXsa26RqzHsIwxPr6euR7mbVA8c0a3iSjPNe+yzR7CRehKdxGo5FZIKIxFyP3jFCPRqMJL4Ht7W1sbW2ZBSx+F1Oj+V5GV2f1OAB2rg8uiNiu01xI4bWXy+WwsLAQacElx6FUKuHYsWNot9umFZkUgnHXcLVaNW2uJMPhcGIB3dXKzEVcpFgaHcr7LZ1Om/7xYRhGriN+hsZtvu+jXC4jlUqh1WrtawBBiUdFtKIoijIXujqt7DVsg8OIY9z1wAge64oZXWIUNQiCSA3otEwPGv+kUqkJgUXjJTlhZ3qs3O+ka5dCTNacAjBu0xR8dt3qiRMnsL29jWazaSKHrqg4jcaAHSHebrdRKBRMNF9O5PP5PHK5HLLZLOr1uqk/pnBJ6tE9zyR9PB6jXC6baCBTjT3PS1yg4HiRWq1mIvCMuK2vr6PRaGBpaQmVSsVECRmlZxYCAKytrSEIAiO8ksQPF0EYmW00GmaxxpWqLTMCNjY2TKSSPYkZPZTnYHt725wztj+zTfWYOjwPdINntNk+58CuqZ00/wKARqNhaqKZNlytVuH7vknNtg38KMxl2j2PtVwuI5/Pm1pqunm/9rWvNWN15cqVif2ncByNRiZlm9ecFKLs1725uensN91oNMziEwU0e0HbhmgSOotL8y/WMNO0bJ7zUi6XUa1W0Wg0nIIf2M3ACYLA9J7meeR14VpIHI/H2NrauiGp3PqsT0ZFtKIoijIX+mBV9hqKYSD+WpDpzBQM0lV6nuiXRLYLImzlVCqVsL29HakNldjiklE++b5KpWKEMCe+FK1MUbXvKUbEZWrzLNB5nO7ldmqy3e6HtcQU+nET8zhxzVRtV+0pBS6PgXWcs6Z2MyLK7yA0aOMCBo+N148UO/w8BXwcjMSzbM2uOXaxtbXlNHWTIoi10IRp54wM2/t0rb+DckGE32c7XvM7m81m5DVeZxxP1uyydEIek50anclkTCYJj4vnhwtFvD/t+l9gN1JOwy3uAxcbZOSY15SrHR2va+4jx1Yu2nAsXPc7hTzPAeu8aWBonxeZMeGCCzFxAprv4f3HOmu5rxy/g3w26rM+GRXRiqIoiqIcGJVKxdnixob1kMCuyy5FiRSOcTCaJCemMpJGaFDFljnlcnkmIyEpRrlP4/HYRPXsuk9+N82GZNukWVJG40QhDaUkFCu2oRkFCQ2jZD/cWSJdcQZHzBTg/sjX+Te6MU/z1JATeWYHeJ6HjY0NI94onlgXLQ3a7NT9OIrFool8j0Yj0/84btLPzAkaXcnUfZ5rWVMNYGqaNhcFAMSaZ0m4EJPL5SIO1zx2ZinIyLc8H64FHJ5TeT9ms1l4nodcLodWq2WyGnhdycUe2zRLRk55XbMPNd2u6VQt65i54LK9vW3qysMwdPrGsE0dBTij0a6FNd/3I4IVmHSip2B3ObnL99hGgKTb7U60yWKWg9wf/vZwHGhgJvdbOp/L8zFvxoKy96iIVhRFUeZCV6eVvWQ4HCYaKnJSLiez+XweS0tLWF9fNxEo1r66ojec9NsiGpiMJo9GI7TbbdPD164T5uTZhgJVmluNx2P84Ac/iKSeyxRzCl6mjsoILSfJcfXIMnIcl6Yqx48TdCnmwzB01gkzoshjsSfsXJBgBoCd7rq1tYVqtRoZZ+mE3uv1sLCwgMXFxYl09iQBPxwOceXKFdRqNYRhaM6PjHgCUQHKrAW6G7OH8dbWVmTb9Xod1WrVuJXL3sHAbosil3M1RTdr2O2x4n4lCTJewzx29t+WNcdyjLLZLBYXFyNij/3BmdouTdEo+oGda6pSqZi0aV6v7XYbzWbTmLJx/5eXl02aervdNqIznU7j1KlT8DwPtVoNg8EAL7/8cuT8ZbNZE/1OpVJYWVlBp9OZGBPue7fbRavVMsKT52MwGJja9iAITMo8gEj9MLNBfN9HsVg0wrvT6ZjadXss7ette3s78ptk12rzuHgNAsn3YCaTMb4LmUzGXFu8bhl5dpU7uBz2b5SA1md9MiqiFUVRFEU5MNhblq7VdusnRpb6/b5Jre52u1hfX0en0zFijeLTNUmTgmKeWkKZjikNs1wpoYRp05zM0/xqOBwaQzHZc5ep3oxcMxJHKNpZL+l5HtrtthFStuOyjUzLnQc6iXueh+XlZSOepGDld7om9fb+yPGSQsL3fVSrVbOPMgWdEUFG6ThuNJzi+2mOxqhmsVjELbfcgkajgW63a+pP6fIsSaVSqFQq5tqjoLSpVqtYWVkxKb4XL140f2OrMHvRZVq3DQovui4HQWDSh3ntFItFk+HQ7XaxsLBgouuNRiNiCiazNZKwSxS4OMC0Yi68lEolLC0tmXvzpZdeArCbEr29vY1yuYxKpYJcLoetrS1ks1mT4s3zznM6Ho+NeB8MBqZdHUU722gxYiudp+lIzTEtFovIZrOo1WpYXFw0fZ/X19cnTPLkwhFLNTjurvGyr11mJXBbvu/D87yIo70rxVzWVbO8IpvNmuwW2bKMmS/MTJHblWUQPH/KwTN7nxlFURRFwe7q9F7/pxwOHnnkESOU+N/JkyfN38MwxCOPPILTp0/D93381E/9FJ555plr/j6mLspJImk0Gmg2m5GoMIUUo0+MGu9FSzf7+5nWzf7DnBRzUsvP2MZL0kyKsE5S9gfmNoIgMKm2dkTL7rnMCBwFxvX0Prbh+JbLZROlZASPKbUAIlHAOFqtVqwbshQ4vV4vIh74t1KpZF5j9JjjD8C0WwIQSbtlGq9dS82IMIUMj4XReEZqeaw2UgQxswGICujBYBCJ+M5Dt9vFxsZG5LdQfhePn/vCyD7FbJz4d8F6cyCaypzJZEx2RKfTMdHfVqsVWRBgZLVQKJjaX4pvaT5GeO+wPIILIzzWfD5vxpwLJqynlynjXGDgfcDFG54DboOlETLlXnoB2G215HXF90jkQh9T4IvFIhYXF3Hs2DFnC1jeSxTg/X4fzWYT9Xod7XZ7QghzkaTT6Zh080KhgHK5jHK5jCAITGr3PO1Krwd91iejkWhFURRFUSK8/vWvx//8n//T/FuKit/+7d/Gxz72MfyH//Af8LrXvQ4f/vCH8TM/8zP467/+a5TL5bm/i5N/1lHaMGLGKCzNk2zDIAkFX1Lao13Pmc/ncfLkyUiEcWlpyQhBRgdl1I81rIzQcrt8H/svM0pKoSfTvinQ+bdCoRARLPL4XNHdWYVTEul02ghVOjlLoSzT5OmkTpLSWCVx77PriAlFL2uouVgh03zjap2lWRYFESOkbKXk2h8plmx6vR5arZbpE8z0bdYQy/rjJNgHWmZPEJdBG98rjcpkFPlaXZqZJiwXHLiAIa+rzc3NyHjI85DP57G5uWlqoVkCwEyM7e1t+L4P3/fN8fq+HzGjKxaL5p5xjUmcCZ1tMMbMjLje7zZcuMtkMigWiyZlnBkX9ncxNZx18lxc4z5evXo18rvE61k667uOj/sn6+V5bIVCAb7vR9r+heFOKzT2PT9KovRmQ0W0oiiKMjf64D7aZLPZSPSZhGGIj3/84/jgBz+Id7zjHQCAz33uczhx4gR+7/d+D//0n/7Ta/o+pjWzztKexHLCyokmJ78UtjautkSEgiyfzyMIAtNyZzAY4OrVq5H3sjUTJ7mNRgO9Xs8IiGKxaHrnyr6vFKPcBgAjMnq9nkk/5v7IaHKcWZfs6Xst6dlJsF0URQJbFBHWkXLfJK79dEVFq9Wqqam1hUStVnNG5vL5vKlpZQozRXWz2USlUgGACRdkKfqkSzNdm+v1euwCC3uWr6ysRPo6p9NpXLp0CcViMSLg7cizy6yL0LQOwERtLuvDGdHN5/NotVqJpmiua9/VjsllTsV9ZRYE4E4/H4/H6Pf7kTHt9XrmOpaLTMBOej5T9emyTU+DwWBg+mnn83n0ej20223k83nT+5h91Le2trCxsYFutzux4MHFBR5PvV6fMAiUDIdDk+kRhju9lhlV7nQ6qNfrJpq9tLSEWq0W6X3N35NcLodKpYLBYGCi7xxbLkJxTNjfejweY3FxcaKNnT3G9j0/Ho9Rq9XQ7XbNghIzJYbDIZaWloyD+SyLWNeKPuvjURGtKIqiKEqE733vezh9+jQKhQLuvvtufOQjH8FrXvMaPP/881hdXcW5c+fMewuFAt785jfjiSeeuGYRDewKAjpWy8jMcDhEr9czfZvjom+MUrsmful0GsVi0aS+MnVSYguWWq1mXIgZhaXJECfKUkDlcjmTBmsLGUatWcvJCGO9XjfiEIh35mZ6qyuqRmdmprfPAxcUpGhgNBqIpkrb0WJGMG0DMRey/tRuc+WKztVqNZNazuizHGtGDl2p0/1+Hy+88ELktVkcurld1rBWq1UjroAdkcnygTiSIsOj0WhCPBNp/Ca/kyTV4QM71/fx48eRTqexvr6OwWCAUqlkaozZGk6O1+bm5sRilDyfUpDLGme+LwiCyLhyAYCp77KNE8UozwtfK5VKSKVSETHI71haWoLneeZ+okBlDTkj851OJ7ZOmBkpjFTbJms8L3Qwp7lcqVQy+8LFjH6/byLnvPaYcWI73/Ncuu5XF/L9FPxckGm1WiiVSibdfjQaYWNjI7b0QLkxqIhOYL9WX+bdLm/kWZhmYiGR9USzMOsDaL9x1Z7Esder9cSeSExjnvqoefZ53rqYuPo0F/OkiM1zTubd9jxjN4/ZxrznkNGDWZh3EjsPs47Hfq4eq2Pn0ebuu+/G5z//ebzuda/DlStX8OEPfxhvetOb8Mwzz2B1dRUAcOLEichnTpw4MSFabOyJqx09ZCQmCAJTc9zv9yO1jlJsApNO2Xyuue4T1tcyTXmWCSgnxzJdW7bbsUUNazjjIuFhGBpDIh5XvV43kbI4J25+L9O+5bZlHbH8bZU9qJPEF2sx+X4gaqKW9Ls67beA6fetVstE0rhvs/xeU9jIemzuM/8e9zkXXCyw3aOlQJemaVK02O7Ze0232zWLNYxES1dofi/HVDqIM72d9xiFL2uPZUq73bbJZaJFkp6TjOja4t7lkM9jktFsimim2dNMjKndMiODn2X0mWn+5XLZRLPj4PHJVPUk6FbPMXPdj8Vi0fg0cMHAvi5kDfa075Q9qhn55/gAO79ndluuhYUFI+L3a36uz/pk9txYbJohiaIoinJzo2YjR5v77rsP73znO3HnnXfip3/6p/FHf/RHAHbStomr5/G0halHH30U1WrV/HfrrbcC2O2vXCqVsLy8bNJLKSRo7kWhwwm153mx+yHb88get7KmOQxDIxgYyXXBCJN0zaagsoUgo+dxk2ZGo6XpkBSHsveuDUW0jBKWy2VTX2qns3LsbLM0F4zk2QL9WtNEc7kcfN9HEASmJtbuF20TN/7cr1kjesDkQi0XepnCL03B2OMZgFkc4Xey/rjVahlhygWQadgLNBSMcfcJzx/PZSqVipjZccxKpRIWFxexsLBgyhr4XbYBGKOlPB65GBSHvEanLXTEBW7k+WUKPWuvOTayzl0agclMBhqgyX7M0oAsk8kgCALnPtilB3HHHXddubIc+N10E+e97lpYkc81+1qQxoSuzwGT4l9m5qTTadO5YJ77Yl70WZ/MvkSikwxJFEVRFEW5eSgWi7jzzjvxve99D29729sAAKurqzh16pR5z9ra2kR02uYDH/gAHn74YfPvRqOBW2+9NSIUZOSPKbWsXaQwpQB19S+WtbsUzkzltHvE2pPsbDaLSqWCdrs9EfFmC5pKpYIrV65EehLL7aVSKWff5YWFBVMj2W63kcvljCM0J9PD4dDUi7L/L+uwgZ1JNKPWACL9ZSlG5MRcRqcowNPp9IQ4YLRTRvNkmy5p+uaKuHH7FDV0Eq5UKmi1Wtja2jItuuR4SthDl2m9PD5+hufCldLMRRWmh0vBJd8jt8NIuKzV5TmkcRqjqfwMx4dmcElIsypuh+2MbBEho7Y8tk6nY+p1ZQ1/p9PB+vo6Go2GMbpKqv+fJ/uMzGNWJxeMZNs2Of4UwhSdAMzCBUW6HANZCsHWbbImWl5Ha2trzv1KpVIolUrIZrPGaVyKUQk1in3N8Bx3Op3IwslwOIx0CoiD6dme5+H06dPGST+VSmFxcRGDwcD8VrDm3N63wWAAz/PMueZv4/b2tnH63gtjQeXa2BcRHWdIoiiKotz8aIrXK4t+v4/nnnsO9957L86cOYOTJ0/iwoULeMMb3gBgZ6L3+OOP41/9q3+VuJ1CoeCMNtJoikZKfC8j0kzp5SS6VCqZ+l/XJJp1x8ViEZ7nGfdgTmrz+bwR1YykUeSNRiMsLi6afs7D4RC+76Ner5ua3mq1OtGXmRNqRjhlhI7igZP0MAzRbDYjwlCKBLYY4qSfqaN2hNuu6YxLaaVA4d8XFhYi5k+u1HeOFSNu3B8eg+/7EfEp950ivdFomAgjkBxQGY1GpuaTZkmvetWrTFugTqcztZTFlXrOXtNhGBoRKn9raPTG17ggwdToarUa6UPN+mwaayXtCxc/6PbNiCxhhgAXaEqlUqQFGt/jOi72zJY1y9J8T/YtXlxcNHW9rt9ZZg1Q5NEMjItYNLOjeEw6Zo65RLq58zh6vZ4pTaD5lsQua5P3WhiGCIIg0kPahqUgHIfl5WUUCgUTEefnpLCXZDIZcw/zd4tjwrIELowkEYY7ZngvvfSSWUAZjUYTBobS2dyOxLv8Fdj2zPO8fStb5P7rsz6efckBoCHJmTNn8Iu/+Iv4/ve/vx9foyiKoijKHvO+970Pjz/+OJ5//nn8xV/8Bf7BP/gHaDQaePDBB5FKpXD+/Hl85CMfwZe//GV85zvfwS//8i8jCAL80i/90jV/p52qyIgWJ7m2My/Tqe0JOyPUrVYLtVrNCAdugzWX5XLZODsDMCZF/G7+J+uEh8OhEWF2GjbFWqFQmIhSMkIqo512j2Obbrdr3MoXFxedApRiz+5xm8vlIimuFPCcqM+SjiwzA2SEUSJTz/n9Mr3VTs1NmjynUil0u10jTplCH5cqK4+fKfsuQSXPoexLDOxmItjjJ7+TKfxMAWfWxDyeMq5j4IIN3aLZU7xYLKJSqRizLZkC7dquvHZYm8vxIGEYJqY906yO/jue55kU/GKxiFKpZJynk3DV5cvvkNkITPOvVqtYXl7GwsJCbBmDDa9dVyssGVWm+R+wW5JhR+25OGBfmzR2ozu8vOdHoxG2trbQbrcT07IltVrNuVhAwjA0vgFye0EQmP7QEl4vNOhTDoY9H/kkQ5Ll5eWJ908zGlEURVEOF7o6fbS5dOkS/vE//sdYX1/HsWPH8BM/8RP45je/idtvvx0A8C//5b9Et9vFu9/9bmxtbeHuu+/G1772tWvqEU0ovhjR5b/ttGlGexnVc7VXYio2J9AU1vK7KKBYa0qRyMgYI9cUkfyudruNIAiMOOO+cZusu5bpzdxXCnM6fMvUZFfPY07c+X2EYl/+1+/3jYjh320KhYIRIEwzjYumMirM47LPQ6/Xg+/7kX2Rfbs5ZvbxxMF2R7I3dbfbjfTdBRD5Lta+SwMnwrGVCzMU0vY+ZTIZE6Uk3JY0eGL2AduXUdhwf+KOL67llXyN0dFSqWRS7imq4iL4rkUDGTmW72O/YZpQSUMvYDcSyv8vXaLZ0omZG67+2oyiTksfZ40+x1QuSBSLRTQaDVPSwGMolUqRaKvdRx2A8T2Q2SUSGnDFlSPY54bnWLaV4vXDa5TZM+VyGb7vY21t7bqfY/a4cqGK1zmvUWYF8Prdr5RufdYns+ci+r777jP//84778Q999yD1772tfjc5z4XqYUijz76KH7zN39zr3dDURRFUZRr4Atf+ELi31OpFB555BE88sgje/q90oVYijY5QTx+/LgRXHarIEbQpBilCJHbYIsiaTjGul2Xy22v15twHwaitZmMdKXTaSN++Dqw2zuZIoPvTaVS8H0fJ0+eRKfTQa1WQ7FYRL/fRxAEkbRyficj3XTsJdye7KXMSCejtozYDodDHD9+HGEYYmtrayIl1Pd9cw64yCAnv2G407u5WCyiXC5H9iPOWC1u8hwEARYXF9FqtUz973A4RKPRiIxfKpVCuVw2fbUZuXYhI8l0Pl9cXDQp5twX2aKIaf4y3ZciPggC9Ho9rK6umkjx8ePHTUo8MClqT5w4YdLFuUBw/PhxNBoNU1MrF2FkxoJ9DScha2ldqb8U0RxDtojiZ7igw39vbW2Z1PBSqYSTJ08ik8lgY2MDW1tbkTpvWWsva6Nd+8xrl/vAhYdCoYCVlRUAO2nc3/3ud1Eul9FsNs3487wzhd2+97kY5vre4XAYKSuIg+nljMxLF3COY7vdjnwHx5qLH3vdr5kLCtvb2ybNnjX/vF/201hMSWbfcwCkIYmLOKMRRVEU5XCiq9PKfsKIGaOAxWLRRIgvX75sIrO8ZlhzyggeYbTLrhUuFosm0mXXebL+WJLktC2hyLLTUkejkVOcU+jRLIopt6zhpfDZ3t7G4uKiET/dbte4lcuInYywMaLP6BVNlrgvQRCYaDv3jSKy1+thfX0d5XLZRPbG47HZLylWstms6UXMPtY2rNvlPtH0jYKFRkvcN1f7KvY8bjabkRZNTMOXmQf2WFBYMlWaoqrZbJoxABCJbMvri4KFNBoNkzUp6+AlbF1mi3waSLEcQWZftttts39JlEolE1GWKemy5t7ux91qtdBoNFAqlXDbbbehXq+bBQCZ0SB7ZLNOvd1uY21tDevr62Y8ZAR9MBhE0ttdv+Xstz0cDrG1tQUAphRhfX0dGxsbxoUf2PkNyGQyaLfbJlOAC2ey9lrWVRP2lS6VSubaS+otT+Q25HnhdStTre2Fi5dffjl2u3SG577aGbiZTAaVSgW1Wi0ydvyd4gJdr9eLXJdxi1V7iT7rk9l3ES0NSVzMW1uiKIqiKMrRQopBmULNSHI2mzURQ6aUyggRo6VSxLncu5kay3RsAKYXNecj8/R5d/UNnqdfPaOuPKZUKoVmsxlxhmbET4pFvh4nDFzHLhcNXAZRtmkZ027ZW1maMdHRu16vo91uO93KOcbcrkylZTo2TadarZZZJIhDti6T4wfsCKBSqWRqXhl9ZTQR2On/S9FdLBbNdcNoI8WKi7j+0EnO2C5czu3cvkwZl8dsiw5ZGsDWXzS+6nQ6kWOg+ZU0l2M0k6/ZZQUUeBSnL7/8MhqNhhGZ5XI5chxM32fpAVO/JdxXZnHY+8xrgVHXra0ts71qtYrV1dWJbAle47KXNgBj+tVoNJxRWvtcMm09zjSNGSSyhVzSdRoEQSSlXGaouM5nXASdCyOyVOAoCdCjwJ6L6Pe97314y1vegttuuw1ra2v48Ic/bAxJFEVRlJsfXZ1W9hJ7EkvnYcIWS/I12xxoMBg4U45d0VnZd5jXMiN2NGaS27HrXfk9bK00LU1Ufr8tfLLZrImu2gKOkSt7//n90yJrkl6vF5tmS+y68U6nYxYX5PHbdaUu4cloa5wwtfs+N5vNWPdoRv9sYzB+B7fPjARGRym6KWg6nY7JWAiCAJ7nRVqZTfsNcrXXsqFAm0dYM6U/m82i0WgY8zumkNvXF+uyZa0/FyzihL7c/3a7PXFN89+2SZbdIxvYrbm3rwEu9Lhqkrl9bseuBc9kMpH6d7aBY8mFjBLL65ju+RL7WrXHulAoRDJDfN83vwNx4jhuscT2AygUCqYEg8cqFyy4DxJXJgPd713O7PYY7Cf6rE9mz0X0NEMSRVEU5eZGH6zKXmJHMe2IEHu8TnOhtUU0e8Uy1bjX68VGm+wUS2BngkwRKaNgFLJMM3WJaFfk0ja+ogPw9vb2RNov64Sr1Sra7TY2NjaMUzTTrJlyy/1ot9vGAMn+7jgREgePiyLOvj+TWgvJVNckoV8ul832uZDg2h7bNklxRvdq+R2MstJFmxFye7/ZximpTpYLKfI4aD5GEQ7AeV1wf+wxZq27y3CNtcV267O4RZpCoYBisRipb55FVPm+HzFvA2DKA+yUeP7NptVqGZEna/xpqGeTyWTQ7/cj10wY7rR5Y4q33f4L2DlXGxsbRqQyfbtUKhkPg3mxBSvTxqeZGrvMzIDdcyRFdBAEGI/HqNVq5nV7cY+USiVUKpWJHvaAO2tBppbfCPRZn8yei+hphiSKoiiKoijE5UjL1OqtrS0T+WQdqXTdtiPSxPd9k97LekJOukul0oRZmAtpBCaRLtQUsa5jANw9mIHdOl0ea7VaNdFFRlEpyFhbK1tobWxsmBrN5eXlSPscl3ANgsCk9s46AaeQnmXSu7KyYiKdXKyIS1MlUiS4FjdYI8tzKOvVpXitVqs4ffr0RG1qUgp2u92e6H0tocu1TPfudrvmXLdarQlBls1m4fs+Op2O83hkSyR7TFmzSzd0CkhXueP29jYajQY8z4uYTckMC9cxcbEqm81OOD3PWlvL+4+if2Fhwbh9e56HIAhw+fJlc68FQWCOmf2/JcxySLrG2FOZ96N9TTWbTZOFkM1mzT3S7XbRbDYjCwGDwSCyGEeDOhfcN5YGuPpky1ISLkRwQSjJ8Iv3VqvVMmneEvt7PM/DcDg0vgU0xANuXFRameQV11xsnhWQWXq/Xct252XWVDEgedXXJm5F/kYT174hjv1qLD/P+Z53BTSuP+P1bnuefZ6Xec7LvH0K57n2prXMkMzaZxKY714B3Cvye8G8Y7ffRiKzoKvTyn5AR2AKAk4a+RvAuuFpv00U2xSqLgdrpm7P8zsgJ7CyHtvFrM9tRv+Y+sx9B3ZrwxkRZtRWRqEBYGNjY+pvaiqVckbSXNCYSY4Nxzxust5oNFCpVCJR9et9PvGYSdyYxplGxZ1bimCmTce9l4sadEOmIKQh1/b2tvn9phEe3+tClgm4WmKxB3mxWEQqlZooa7CPjYsw9AfguaG7vXSL5nv6/T7K5bIRh7Ncp1L0Hzt2LJICz+PmsdMcr9lsGvOzVCqFSqVi2mzRWMz3fZNBMevvPxcImFLO8eZ9QUHJ69A1f+DCl12+YB8zx4YZKXakmJ/jb4DMZuE9FIedYWA7e9v3GUU5I/5yHrCf80B91iejvuiKoiiKohw4NFeigy0NtCTSmTcObiOuBZKcdNIQyZ6IuiambBM1L3HmqdJ5V9Y/Utww0iwnzHTAlotve70g7qq35rHb4063bS5WcL+Zdsq2WknjJoUio6suklzSacg1y0KqFAayz7Rrvxjd5P93vZ91sUDy4izHTzp6y/GU7tq5XA6+7yde57JXMO8ZeYzMZrD3i6/PKr7k9ZvP51EsFk0/dLkwI03/uN+8lig05fnhPsy7kCzbUMl948IbF4BkKzMbpmHLft8SOTYU5/OI1WmL/y4TviTkONn3gUahD45XXCRaURRFuT50dVrZD5iyLEWhK1Imo2tyApnJZIxJEKN6QDStl//LSS7FHQUtt8cJthQJ3L95r9VyuRyJULIOU6aUU2iORiMT8WK9pE02m0W1WkWj0YikRFPMuZy7mQruqvu2hZ9rzF2vLSwsmONg720uhFCcsHd3EAR44YUXzMIIDZ7YN3hra8u0JGIUlefI9Xtjn3um7zOdnPXhrtRpmzjhG4ahcUgeDAZot9sTJlHS9I79jKVBmmzvxfPLKChft7+fxl+ztLtipDfOzEseC4UaI8mu8WEkud/vOxdn6vW6cWvvdruRlGKauLFvtH1MdHwnnU7H9O/mfsWZy9nHRJFstyNjfXe5XEYul3MuxPEa5TbYR5zb9n1/IqMgDEOzuHMttdi2ALYz21xCmONIPwiattmR6P18duqzPhkV0YqiKIqiHBic1DKCPAsUvIwO8j9Ofm2HXvZcliZAwK4TeDabNSnVfJ0RXzlxp9iV/YyToHCSLsoU7LbBkN3nemNjw6RxSrG1ublpRKps68QJL+tqpQhot9tGzPK9TLmdBtOL7VKqVqsVieLJqD5FnSsFNp/Po1qtGhdrCnS5PfYotg2pWPva6XSMsRYXHqQJGMeWYpv/9n1/QkDFwX7Q+XzejB1r0SWMilJ8MXWaApr7VKvVJs79cDjEiRMnUCgUMBgMsLq6ahZC2MfaBUWrbbgGAMvLy+h0Ouh2u6hWq6btFWt7WcbgyjaoVCqRumM6yFMEyv7q8vNyAYrXWqVSiaQ4s/Zait5Go4FyuTyR3u5aIOP32Nj3OgV+Op1GpVJBPp83xnzcRq/XMws82WwW29vbZjHEZeZ2+fJl53mI21/C8eOCQRyMqstUeb5/e3t738oYletDRbSiKIoyF7o6rewlFD0UYLlcLhJhzefzE9EXCmKKYpkWXSwWTT0mPyNrNu2UXynI7VY0QRCYPs7ATvSMQlRCkZXNZnHlyhUAu7XZvV7P7C9dfrmvhJNsu23QxsYGisUiCoVCJKrG9OXRaDThrCxb7hAuCDACaUcZafxEcS57ZXP8CVsvSUMqCkZ5TIxo2mPFqC5dxZnmzBZUmUwG3W4XxWJxosXPqVOn4HmeMa+iSzRNv3j90BSMKf1SFElXdArp7e3t2LR4vm631JLIelx5PcvvHY/HJlouF4AowqWh3ng8NrXCrvp9V89sIp3OuRhE2BM9rpUYBSaj1HRa571Jd/Fpi10cD9bJt1ots092/S8FIlt9cTxkay7f9404JhSevC/y+bxZtJJRcm5bwkUA3u/SLHAeHxYSJ6B5/ye1z+LnmZpP+Jx1XZfSAX8/0Wd9MiqiFUVRFEU5UGQNZ6VSQTqdNgZEdiqk53lGgGSzWXS7XROBlpFRe+LMSTNdd10plfYE3/d907+Wk9ykSaAU6DQ84gSf9c10hZYwQueqjaRgYsQMgBEzbI8kJ9R8n1wMsFt/2d8jI+YyYib7DzMKTEEjJ/cy6kooyl0Cg4sGFD6pVMqky7OOWpqsEbmtXq9namJlXTIj3YVCAVeuXImIIppxcWGA1wvFClN2bcdqiiD2LXa1lOI+sCbXzoiQ7+N1RDd2po7LtG8ZtS4UCkbE2vXONvI8xBliuvaLrt/yumEtLhdf5nHy5n5ycYrY40ZhH1dbbmdiEF4nzCzgAgwXRjj+caKf6fT7VVPM+2me7BpmMXDfbYM4Yt/zysGgIlpRFEWZC12dVvYDTnaDIDDRZLZ3YoSUERsKBab8klQqFRECNuVyGcePH0en00Gz2TRRYVd663g8hu/7GI/HkVZCNH6SKaxslSMFqNye3GcXFANMC5biR7a9ks7jxE7nZXSXkUxZU0nRSHFLsSajcdw2a5p5bnhM3Be2zeIigQ37NMe1XOKCAhc1AJjjL5VKqNfrE0LxxRdfjKTO2iKRCyWe5+H48eOo1WqRsRqNRmg0GqbNVbFYNCItn88jCAKz2MF0d0aIWf/M4+Yij4SRZqZT29dho9FAqVQy0XZmDbB/da/Xg+/7pq63VquZyOrCwgJ830er1TIiq1qtRhackpCp2HG14vZiy3A4xNLSEmq12kztzrhAQSdwLmAkCT4u3NAgjbXMcp86nc7ENpjSTrHKe8x+X5yIlYsB1Wo1sr97gdw+e4szg8RFJpNBtVpFPp+PuMezfMR2qi8WixHvh/1An/XJqIhWFEVR5kIfrMpew9TaarWKTCaDcrmMW265Bf/3//7fiCM3J8wU3LaIOnbsGGq1mjMCFwSBibZRbKVSKaysrJhJOlOVpQlSp9Mx6c0y0uViOByaVkhJwvn48eNm2zLKTGFFpFDgv5PaEkl3c95TFMvyc5VKxbzXld7NyDINw+TrNASjWLHTxymcZVYA25cxottutyP9movFIobDYWTRZHV11UTj+FmOsY3neab+mv13r169aqKc9pjxmPi/XKSp1+vOmmceq31dUXxJ4zGZqu37vmmJBezUl3MRIJfLYXFx0aRQNxoNk/lAIy7JcDiMbIv7Vq1Wsbi4iH6/j06nA9/3I32EOf4ATJRc/jsO3l9Xr1417+PiS5Lrted5aDQakV7RElvADwYDbG5uTmyH0Wk7pZ/bZJo7z5d8D8cxKQrMhTEKWzuazf3IZrORe2BW5D5SBNv7w+uONfpMQ+d9wqyVIAgipSiMoi8sLCAMw4nrYq/QZ30yKqIVRVEURTk0MIr30ksvmckhI7Cy3YwUl6lUCvl8Hp1OB8vLy6YOU05+6dxbq9VMhJMiLZ/Pm/Rjvs5oJGs0XamZNISSKdeDwcDUkLoixzxGTp4pVjhhlREn7uesbYCy2ayJUMXBdGFuX6bvMvXWJdTZt5rRXO5bKpVCuVw2NcwyUi9TzmXKuowm830c436/jxdeeCEy2aaZmF0Xz8wAip5yuWyE0fr6urM+3D5uYLcP7zxkMhkTyabQo7hhfTHblPG72u12RByylpv71O/3I/+2I8McC2miJttvdTodI9BZ4kChJs+zbQyWNDby2pXlEKxJlvXObHOWVI/M1md2SYCE3+ESwqlUCouLixgMBk7DLaZ328fnOi5GwGVdNu9ZnifWpfMedIl6u0aZ9yGd4nkP2DA9nt8p3fqZ/cBFpH6/H3EjZ/nDfvaJVpJREa0oiqLMha5OK/sFUyoprIDd2kzpCkwhLXvrMprLya49aeWk3CWU+W/2aOY1ThHNGlp78szJsat+l2LKVS9M8UdDKSl65XfIFFdpriajUlJ0Mz07CY6bHVFkSx1X6q2MJvJY+FnWcHLhgBN/KYBkTbFr/3he7G3z/8t0c2AnolsqldBqtSIRPqbfs87YlUpOIWin7lIAE1dLMMl4PDbnj4Ke1yX3maJMjimdoNkujdvwPM9EHnntyOuGY2LXw7KtlMw8kP2sKbSkkZbcljznNNKLE7fSBZ8ZI2EYRkooXK7fXGxifTeN9rjgYcPr3hVJlin3rms1LlWdwp3bTDLY43nhtpiBAeyaFAIwRnDpdNos+PFzvF/lfRKHLKUYDAamtIAiXmbgyGt0v3tE67M+GRXRiqIoiqIcCmxhk06nUS6XjfGUrF+2Xbb7/b5JZW02m84oFSfEMkU3KWor01gphqVoYxSakTPW+HIiLp29CUU8P7e8vGzSiO3oGyOz7DXNyXYQBMboK5fLmZ7R02qvOU4yHRuA2WdGU6Xwz+fzOHbsmIns8xxJ12h+Ri50yAk+x429oG2hxXrjaeeBLC8vw/O8SI0pU6WlqZor2spab6aNJ/XcTeozzYUB9ifv9Xool8smvVu6W9sLI8BO1JwRTy62bG5uolgsAti5F+x6bo6RjHx2Oh1j1MbX5dgzBVuOixwLfgfTz+3UZfldFHU8puPHj8PzPIzHY/R6vQlR63meMQLkAlmpVIoscriQ9wwjsvKYGo1GpM+6hAsysv7fbqEVBwU/APMZ3qfMHGEk3fd9+L5vjp/Hx3vCbiE3Szs5eQz8TRmNRmi1WqYkgwsZHBc1GDs4DrWIniVFYb8L6veDeVOG9usGOSyrQfOupPm+P/N75xnrefZjXvOJpEna9TBvGs88P+LzMG8Pw3muvVnTGIH9u1fmZZ7zMs/xAbNfp2o2ohwFaC7meZ6JDPJaYYSYjss0bAKSryc7HTOux6u9H+zJa287DEO0221ks1mTTsz35HK5CVGSSqWMERkArK+vJwo1TpxlJJzRc0Z2mTLK45sGa1eZTloqlSJ1uPazU0ZJiRQwMmLLhQAJn5k0TPJ9f6KHtDwnsge03P7CwgKWl5exsLCAtbU1NBoN85lutzvVaCmXy2FlZQXHjx/HyZMnzfV19erVCTftpCg0YRQY2L2uuB1XBB2Ipgy3221cvXoVYRgaMdZoNGLbaFWrVdOH22WgZT9PyuWyqZfm5+JStcfjMTY2NswCxWAwQKfTiTzP2F+ZXLx40bQZY3aEnO8wCs46+nK5jEajYeYMCwsLznZNstxCtn5i+7VyuYxTp06hUCjgpZdemrjHhsOhaTsXBAFefPFFADC1+nH3iDR6s69pinG2rJO1ztvb2yaTg/syGAzM9XrlyhVzbcQJekae+d3NZtNkXPi+j5deemlmZ/S9Qp/1yRxqEa0oiqIoyisXRr5kyyAZHbTrageDAdbX16dukxN3Rnokvu+baFucC7Rrm4x+yegQo0acYMtaWS5q2rXdrlRjuz8uxQmPWS6Q0hSNCwoyNR7YjQ5yH9l/l+nJdpprJpPBlStXjKiyKZVKEUdlGnnFLdq22+2pC9yuqClduymkbDMqpv1LIzq+znFg6rFMm+50OpF9ZZryLGZNtokbI/A8v6x9tyPRjNxK8TcYDIy7N4WevVBBV2ZGv3m8FGjye/L5vIlqMyrOaGrSgvrW1taEs7yE/bkZfWW7NRuKzrW1NVNPzwUk/p19022YIs/9lWn+PL+M1NuLHbJumGZdhK3aAJhtc9/pws6x4pjzuySujA/eczKLo1arRa5jpoW7Ag+8Vri4xU4EjOJr7fPhQ0W0oiiKMhe6Oq3cCJieyvRmToaZBmq3uGEqpY0d6ZLRQtd7KTD5nmkZPJVKJZKKzZpJRhxpHJTJZFAoFCLCnyZc9rElwT7NdBGXkW9ul/W2dmqv7EMM7ArMfr8feZ9tDEVHcxesCZeLG9PGjH/nZ+1aaGnSJr9HOpjLY2YU1K7FpqCi2KQgYzpy3DVQrVbRbDYjY+JK7WYkn8dDgznCtFwprHjtuurrpZEcU6vt97XbbWMkFgfPM8eE45PL5SZMxWTfaiD+3EkBKBcrXD2Meb1zUcblJ8DX5Dnm+z3PM6ZfvJek+GdveJ4D+/s5nq77nI7tTJeWpmLy+JkZMGuGW7PZNKn5EmbSzPLc5IJbNptFvV43+xPX63q/0Wd9MiqiFUVRFEU5MKTTtpx4S2Mxe6KcTqdRKpUA7EaL4ia7FI2cHNvvY/SJNaEUWalUCpVKJdJ6BpgU5Z7nmYikjDBRAPA7h8MhPM+D7/tGRI1GIxQKhUi0bFr5Tzqdnoi+yZZSFA+udGQKr3a7bcS3FEQukpyOpTM13zdtsk/nbpqyFQoFrKysoN1um6gwBY4UfNvb26jX6yYVnWnEHEPpQs3zLU3peCy8xpJS6HO5HIrFYiRdfGVlBVevXo281xbickz5fYxsUiyWy2XkcjkjkggXDZgaXKlUTKowRTXrracJO14D0g2dkV9X5NY+v3KBiun3xWLRLC7E9WxmtJmiPZvNxtYus26YSBM49olvNBrOLBAuXtjwt0KaezFqb2dz8Fwx6i/LEHjMLMew+7YzW0WWHHAhz1WixRp5KepdaeWlUgnlchnj8dhkbMTdf9xP5eBQEa0oiqLMha5OK3sJe6ACcEb/pPkS01+Hw6GJiE0jzsOC26XBUxiG6Ha7aDabRgSwZY/EFhBra2tGONgTYxmBZO00zaikqzONggqFQqStF0UI/80xshmPxygWi8ZkLK6eV7oAS06dOoXLly/Hjt9tt91mBCNTzuv1uhHBzAJIMjVjdFmKM6bFctGiVCqZ6H2r1TL1t4PBwCw+UMB3u12TdsuadKbCEtdvlUt8yfPW7/fx0ksvodvtwvd9rKysoFKpmPplks1mEQRBpPVWrVYzRlrc3nA4NDXBCwsLEad37jfHgtdWq9WKODUzmj1tjOVxdzod1Go1LC4uotlsol6vmzRsiat3MSPdjICyRCGbzWJhYSHS1oqmaHx/r9eLCGkXPI88Xr6f26CIdAlo1ufHHTewu/ATF0mmCZg8ZtsADoA5b7bZ3/b2NiqVCqrVKsbjMVZXV43RHzDpE1OpVCLlARxjYDf6TPfwzc1N43EwHA7R7/exvLyMpaUlU8Jwo56X+qxPRkW0oiiKMhf6YFX2EpkS63IPpmiyJ/us+aSwYfoqJ/uyjzBrdKVYoiCs1WqRSDWA2FRVF6w1ZbTPjjDK6B8n7qx3ZKSJglqm/obhjpN4r9fDrbfeina7jWazaSKwMloP7LoS2xN2GxldTXpNcunSJeTzeSPsub8y/dgWZ1LsHDt2DJ1Ox0RSJRyDIAgiKdnShIm13zxuvlapVMz4UnjbY0/RI9sX2T19C4VCpD6ZQnAwGBijL1u48ZqlgJSLJVI88lh4TbIWWi4IuZB19XI7Nq42XqTZbCKbzaLdbhthOg0Z5fV937h7DwYDbG5uTlxbNNiS8Pww+0Ieo0z/57jxnHCM7PZ0LI3I5XLwfT/SIo794SWyBptiXdYs81zGpYTz3LM+nb8V3Pd+v492u23aW/E8MGWe2Rnyt0Zum/sksxa48MF9ky3QxuMxtra2Js4Vy0P2y3BMn/XJqIhWFEVRFOXAkKm2rr9xkuqqvaSpEyfZfI29ivP5PICoIJETW5oLuaJVs9YgytRge/Jv9x6OO3Z+Tka8mJJKwyOmLnueZ+quZa9nHgePeRqcpA+Hw6niisKV+0BRQidhW8gxHZvQcC0urZcRV55LHresBaWokdBELa4fNOvb5bjYIp7CXC6wyHZdbKMl25yR4XBoFm/S6bRJ77UNpngcvV7Pmd3gwq4Pz2QyE0K+VCoZAeqKUPOc8VqyU7eLxWLiuWfWhJ3ufK0wSs+0ffveoKs2MzMYnWeUmu+RRn2u341isWjEJcsVuABE0Z10f1M8MprNa0nWj/O64IIJo/XSxI33qV3mQXhOeN/bLc1k9oZE3iOuchflxqAiWlEURZmbo7SarBw8dEq2J7acSNqtgjhxZdRXGhBREPf7fVQqFQRBYD7nqv1kveq1XtN2/a3NLK0Fud9SREuBT5HJlOVOp4N2ux1JhQZghHVSdBLY6bPMCGLcBJzCkO19GNmnKzIjgltbW8YFmu+TqffATnqrFI62CzlT3bmwwX7S0ljLjmayDp1CZjQaGVFFIcteujxPrlpo1rZmMhkEQWAioSwX4BivrKyY7XFs+/0+CoWCSTVnxgMXGWT9fBiG2NzcNAsSjJTazuk8VgpAnosgCCLO87lcDouLi0ag2ZkJ0qGd7Z7CMDSO0XF9oeU5ilv4kO+Zdt9wrNgCLpVKmZKE0WiEIAhMpgGwu8hRLpfh+z6uXr0ayUzodDqmNRbd1m3YQ1wKdUaVZ2lpZ+8/7zv2qwd228/ZvgfyXuU17/pdo6gHEGlZxjHlbwqvY8nCwoI57v127dZnfTwqohVFURRFOTCq1aoRZKurq5G/FYtF5PP52JYwEtYUShqNRmSSbU9m7dRrAKZGddZ+yzKaTDMqiiFX+rKEE3qmwzJdlJNxTqxrtRoqlYoRloxM23Wcdg9s7qPLwdgVMSUyJRXYmbRTPI9GI2xsbBjzJ0YJfd+P1JAeO3YMGxsbaDabkfRmilWOFc8jx5FCaXFxEblcLtI2ip9dWlrCiy++aCKbjEp2u12kUikEQWBED/9zXUOEopJ9vrkYUalUTP1ss9mciASHYYh6vY5ut4t8Pm9qW2WKf6fTMdFneR5obiVf6/V6kbFiii+3LxmPx7h69appf0SxSEMvHgfN2CjEpMB0tYOjR4GrfZTE9314nmfSjOPEKRepKES5AMNyhWq1inQ6ja2tLTQaDROxr1QqxiHbTiuu1WpmsYPHLheN1tbWIunVvL/6/b6zzrpcLhtzvFQqZTIceG6YrcHsC/s8EEaHpXmeCx6T7YrP7BmOu1zskDXR2WwWi4uLABD5/VBuLCqiFUVRlLnQOillL6GBUDqdnkgvlW2hpMEWI2tShDFFlGnA13JNcR+A3Ykzv5N1nBRqjBQDMG7Ym5ubRpROi27b0XfP80wktF6vRybYdClmyjNFHr+fop9Cy/d9E91iyrE0T6rVakb02ALa1X6Jr8nXO52OGRdO9judDra2tkzqby6Xw7Fjx4wxF0VJu93GaDSKdSIfDAbY2tqK7NvJkyfRarVM9Hs83unDzDHj9ikm19fXJ5zUkxgMBqjVakZMcdwZBaYwZeSP59j3fePqDuy0X2INshRYrn1x7Rtfs6PY/X4/8hoXFTzPi0RYZbq4XJiIiyhXKpVIyyh5TpiWb0e5uU88Zrqj21FtGWmX/ZtpINbtdtFqtSayJtbX19HpdExqt4tpqeV00V5aWkIul8PGxgYAtzGf6zX7eAeDgfk9Svpulg7YEXLf9wHs+iHEXZf8zZAtvijgydWrVyN94PcLfdYnk9yMUFEURVEOKY899hjOnDkDz/Nw9uxZfOMb30h8/+OPP46zZ8/C8zy85jWvwac//enI35955hm8853vxKtf/WqkUil8/OMf38e9VwgjfcPh0ESeCYWWFNA0cmIUlHByxkk6oVlXEtLQiKnGxWLRtNHiZJLCl9uTQonmU3bfXReyzzVhdIqLAbaw4GSagseVrm2nhMuxodACdgWIXcPNqJeNTI/mZJ71mqwfZg0qj5spuNJ0S6aeTqvjtIUKFwF6vV5EoEgHaY4b92FWAU2Yjk3k9mS9No/f8zwjYikKWbttRyiT6loZvZZ/830/Ml7SLIsw4i0N3nhOZykjkM7QLuT5tZFma4y62u2dpNDmeZNjHFfTDMCULPAe5PtnRZYeuPwUgiBAuVyOlHskwXtzmgO9XFyTsC0bsyfivkMuzPG6Zvs3efy2GeJR5zA+7w91JPoorVZI9nPVyNWfLo64mziOuJYCLuY5d/PsM4DYVUkXszhR3szMMxYAZn5YAJgrPWjempx5ro95DDNmNdQB5r8P5xnreY5vnvsKgHOCG7cP8257Vg7D6vQXv/hFnD9/Ho899hh+8id/Er/7u7+L++67D88++yxuu+22ifc///zz+Pmf/3m8613vwn/8j/8Rf/7nf453v/vdOHbsGN75zncC2Jm0veY1r8E//If/EO9973v35LiU6dg9fAuFQsRVW6aUso0Me8y6JrSMRnKizP66rmhaKpXCysqK+RxrhCks0uk0Wq2WSSdmDSejrq7vpuiSUTc52aUQZwoysWtC45CRKoo32wXYTl3e3t42NaRyO/l83vzW0+3c87yJz/f7fZOuDOym03Lhga3JpAkTo2hSfEiH43meGxTirvRi6XIOYGJx5XrgdmX0l8Ka6cnMDrDPm0wldx2rrHeV/baB3dZKrVYrcr6B3Qh1GO70MqaZGftlz1rzm0qlcOzYsYjzNOvK5YKUFHYSeS+xfptZIBK5rVqtZjJLWDOedL33ej2cPn3aGAem02msr6/PbHDW6/WwtbU1MZ/hNcoUd2aSuJ5D9v3b7/dNazPXe7nYwzmDNDbjOMiFJxuOH7+T2QXD4TBiBgjsGvbtF4fhWQ8c3ud9KjxkSrXRaKBarR70bty0vBJEtG2wkMRRF9HziOJ52U8RvV+rpzejiJ73ATiviK7X66hUKnN9Rxz8fX7DG96wZ5NUMhqN8PTTT8+8v3fffTfe+MY34lOf+pR57Ud/9Efxtre9DY8++ujE+3/9138dX/nKV/Dcc8+Z1x566CF8+9vfxpNPPjnx/le/+tU4f/48zp8/f20HpEyF1xPrNVmLaJuI2VBkx/2OuEQr4P7dyWazeO1rXwtgR2h2Oh1Tl00xIVtUATCtqNgyyFVzDOzWN/N4ZPSNdbzAbqruvLD2kk7BXDiIi75SuMb93fM8LC4uYnl5Gd/5zncifyuXy5FWR5zQMwrqSodlzTSj0zKaX61Wkc/nsbm5aY6djsqylRPT9tmLWe47Xcpdv7c0N6NzuHTpdo2L7Mcdh6t2PJPJYHl5Gfl8HpcuXTJRZWD2+QfPYzabjZhFVSqViZr9arWKSqWCXq+HWq2GIAhQr9dN5DqXyznr/Ln/FLvMKODCkWsMWR/ebDaN4Eyn06bll7yfXCZp8vjkuPO+YruqwWAwMfbyMyzxkIszs85HGUmX0W/+PvA+5PXlugfZC5wRbUmcIzywm/nBhTj+TnCBzff9iJlaHLlczpR5tFotY3jn+i07qs964PA+7w91JFpRFEU5fOzn6rRdR1YoFCYWzgaDAZ566im8//3vj7x+7tw5PPHEE87tP/nkkzh37lzktZ/92Z/FZz/7WROlUw4GKbCWlpZMbap9jXHyPU1wygkmDYzsST8np57noVarmagwBRcjjaVSCadOncLzzz9vrk3WwvLzpVIJg8HACD3uK0WHHdVl/TKjVhTUFJyzLvDJaBeP2zW55rglLUxQYG1sbDhFmKslEN2OZX9u+zgprnq9XiRSvLm5icXFRSN2wzA0/YRZLzsYDIy5lEtoJQkpeX547PJ64gIHo+lx25NRZJpjSdM51urL9HG2ZHI5VzP1W7akkq7MMl2eNeVyXOv1OjqdjikZkO70nU7H/FZS/NFhXPayZkYBBbELLkCwFKJSqSCbzaJWqzmFH/tJM6IrexfTcI9/4/0rW4/J46xWqxHXay5GcLGI42gvoDAzgK2ngN2sFHntSg8CinjXbwr7lttil4tJ8l5bXFw02QDD4RD9fj/Sp5rjLd3bPc8zn3HBBbJ+v28yHljqcaM46Gc9cLif91oTrSiKosyFFD17+R8A3HrrrahWq+Y/1yrz+vo6RqMRTpw4EXn9xIkTE+7OZHV11fn+4XDodKhVbhxMV+z1epE6USCa5TLrZE5GTuLSJpkeylZMjUYDzWbTROpYrzwajUyqsg2NwxgZsl2VGa11IdvYSBffeTJepABPwjVuHFeOw8LCAkqlkjNNnWLfBSPHdhYQW0HRQMme+MuotIxmt1qtiMlVr9czUcJ5J/NckGCatFxEYHusXq+Hdrsd69zN1FtmALmuJaZA27X8rv3lvthClIs88tqLEzAybd5Gujqz9RdLIORiQKvVmupWPhgMjIkeX6PzuTxWCm6K/nK5HPk7F50ooO3rVZpsMZI/LUMrrse0657jWMuWUnx/nFu3fI99P7i+o9frmWuM1wf9HVgrzsUCpnczxZsLOraJGhfV+JvEa+NGctDPeuBwP+81Eq0oiqIcGl588cVIildS+YY9ieQkb573u15XbjycXDGqRzfpbDaLZrM5k4BiNDefz5vtyBRKCaO2nNyz1zKjTIw4ttvt2Nprfp4RV9/3Ua1WTXRQumW7jpdRq2m9eAl7WjPKVSwWkcvlZk5tZaTddkz2fR8rKyvodDqo1WoT2xuPxwiCIBJdlMh6T+J53kREm4ZKXHiQk2pXay5gJ1rlaitEisVirNPxLGMal+JNGB2m+7crCkjBXC6XjQN00vdJKpWKWYRhhNJ1noj0C6DgcqUVj0YjtNttI/5tQe66nqVYJsPh0PQ7prAvl8smIsoIP8eRxlnyGqKLOuE17IIR83lM52Q5Ra/XQzabnXD5B3bvHy7ayXPvWrRg1Nj122OLWVuIs3UXndK5WMTINgU8o680VWQ7Lrrvc/xkCjzTzxl5ByY9EG4G5nnWA4fzea8iWlEURZmL/UzxqlQqU+ukVlZWkMlkJlah19bWJlafycmTJ53vz2azWF5evo49V64XKQJqtRqWlpbMNcAJp5yEx/Vx5jY4oU2n0wiCwEzyGe3j/6/X6ybKSJdg9sflJJ29j+NqF3ndMiLM765WqygWi2aiawtTV3rpNGTUmiZLLtMqWcPNyCDrjFnPLN/7qle9CkEQGMHkwvU9sg+vfXy2gJaRXJ4npiXLmmUJI7JJIpcmcHSulv/RyZzbAnYF16xjvrS0ZNo8yQUSSa/XQ6/XQ7lcNinps3pdnD59Gqurq5Fe2axvt/0vpPiUovnYsWPm2pPGXWxtFlcjDcCUHMhe5+PxOHI+R6MRarWaeY+r/p2w13PSOUvKnLAzBuRn4tKYfd+P7BPPr8sQjD21bVwu4fIaYXTc/o2J49ixY8YYju+1RT23T/fxfD5v9juVSuH48eNG6DebzUi6P++ZpF7Ue8FBP+uBw/28VxGtKIqi3FTk83mcPXsWFy5cwNvf/nbz+oULF/DWt77V+Zl77rkHf/iHfxh57Wtf+xruuusurYc+YOxJLY2OeF4oKCgeZTrs8vJy7KQ9m83iypUrRkS7YG0iRTCFC9Ngp5n/pFIpLCwsoFqtmhRhYNcxmnWQcbhqiePcleVxMAKez+eNSOb3DIdDLC8vmyghBYIrktztdvHd734Xi4uLJp3d/n5G6ez9tHtkJyFFB8fFZdTE9Hs5fkkCisfD1GWm0TNaK7edyWQi4tD3/VgxFASBiQRzDKURVaFQQLvdNsKoUCigVCqZtF65EEMYBeWxcBtcuJBjSNM6iesaTqfT2NraiohACkXbjd0FP8fvLhQKxrCU9crSnXwacXX5wORCkwuedxtmiLjuC5eo570h3ettB3vJaDQy9fP2tcwIKQ3KksaU497tdrG+vj6TYSAXuK5cuQJgt+0YjcRkJJ8+CHS6l/X4R5XD/LxXEa0oiqLMxX6uTs/Kww8/jAceeAB33XUX7rnnHnzmM5/BxYsX8dBDDwEAPvCBD+Cll17C5z//eQA7zpyf+MQn8PDDD+Nd73oXnnzySXz2s5/F7//+75ttDgYDPPvss+b/v/TSS/jWt76FUqmEH/qhH9qjI1Vs7Ikxe0azTrBYLKLT6ZhojBRXTLW1J/msQWy1WkZA2d/DlHFGtWkSxX1ib2TWLLKVkCQIAmQyGZO2KYUsa0QLhYIz5Zr7T6MbpmxOuxcY7aRYo2iiIdpgMDARK/bKBWBMwDgB5/fI1HaOi4wAMxLr2n+m9NoO5vI8cDxInMiy20Gx7jVJRMvvYeqtKzXcFR0ulUrO1kdMSWZKdKFQMNchxVahUIik0PI76/V6rLlbuVzG5uZmZJ/oAzCt1RMAZ4oyz53dP5r19tMipnaNN1uZceHAJSpdxzbtmmV01fU+mo6xdj4uS4D36izGWkyd5nU8S+YBF6ZsuIDE70+CteT2d9r3B69pun7LzJowDFEsFs0+yeuC9ffA9FKEveAwPOuBw/u8VxGtKIqi3HTcf//92NjYwG/91m/h8uXLuOOOO/DVr34Vt99+OwDg8uXLuHjxonn/mTNn8NWvfhXvfe978clPfhKnT5/Gv/23/9b0jASAl19+GW94wxvMv3/nd34Hv/M7v4M3v/nN+PrXv37Dju2VjqyxzOVyWFhYMALINkxiOiMnpRTcNOzhZzzPi7QQyufzJqLIaI4UHZzUl8tlI3ZzuRxqtZrZTzp8D4dDNJtNM0mmcRANiCjKWq1WpBaZjr3pdBrlchkAjJmTxPO8SNSJdbSMTg0GA9MTm5N4ClCaPjHazhpMKa45RvL/y2gg+3LbcGFiPB5jaWkJV69enXgPo8uz1GzSpEyOYVyPZS4GUHiw5RivHZeRmY39mu/7ZmEllUqZ3rzpdBrFYjGSSstxJsPhMLZmmsfD+lV5vN1u1/R2ToL19q62WXJhSWYMJDk/83Mu4S6d2F2p1ZVKxYh3mX3hgvehy0xNbg+AMflizb9d8sBtzSKi2TIsKQvFJm67tos6sJuSHicymdHBvzOrBdgV+FyUs7+XnQFSqRQajYYxLWS9PM/3fvaHPmwc1ue99ok+Ymif6CjaJ/ra0T7RUbRP9O7v8x133LEvvSO/853v7On+KocbXk+M9FK48tpiJPjMmTOmxnVtbc2IRhoezUImk4n0xuVElk7DjCTSXAvYudeOHTuGixcvml6t2WzW1NaxvVWn08H29rYxIuL+e56HcrlsUkApOhiR44SY4r/X65kUTlfqMbfBFG66ischjbxKpZLp65zP5/Hd73535vNE4ShFmRQRmUwGt9xyC9bW1iLRRJqt5XI5bG1tGVEfZ9YkkVFLGr5NE0M8x64UfC4ExP3ul8tlnD592gi5Vqtl5g9sg0XRGwQBisWic9GA73dFQCkC7WtWtgmTbdKA3SgtPysXcezj40LP1tZW7BhVq1X0er3Y+4amVdNIcg93faddlx1XsjArbNPF8eT22EptcXHR3JNMgZ4nqpqU6g8g4pTtqkt2mbRJ+IyTpolMWWcpi329c6GE38m5MLMs9Fl/49FItKIoiqIoBwYjrRSyFIqMOv/gBz+I9NcFdk3DgB0BxChy3MR3NBoZccA08TAMcenSJbOQK+s5fd9HqVSK9BCWonY4HKLVapkJPFN+gR1TLaYCy4VcRrTZ85XH3G63jXhiVLpcLqPVamFzc9NM/mV7nEqlYkzQ4ha4mRZPEcjoNQUUW2QBsy2aSuHDfWL7K5kRIAW3jEDzPEtztzjsyPgsC688xxxjmcLNrIY44dZsNrG6umpScWXUsFKpmAwH6fDsgteSKwocZzhGcU5DMUm/3zelDS4HdJ57CvaVlZVI/bZdB1+v1002gqvW2d6/VCqFpaWliDGf7Pk9C65gBv0NaAznuoZ5Hl3GaMPh0CwgMQuD+wvsuFXLcoRyuYxGozE1ZZ7bcN0PjABzEUhmlUgymQyOHTtm6uN5buT1QJFqp/Hzuucim3T15iIQ77V5DOyU/eHQiui4FB6b/Ww6Pk+EdJ4Led5VnetZrUtilh8TyTz7Pc94zBvF3K/o8jyRxnmvu3nGbp5tzxqFuRbmiaYeloSWecZu3nO4X/fhvMyaicFI9H5wWOqklKMBW8DwnuQEkdEjClYJ/y7F9qz3NNOv5b/Zn1b2qqahT1LNJ0U/a2mLxWJsdJh1x4PBANVq1aTTdjod+L5v3KgpzJkGyjRuHme328XVq1dNhHYa3W4XzWYzUn8J7LbgonlUuVw2db1EpgpT9FBEcIIfhqERHYyY2unOHCvCVj/8jmn3/zyRyzgHZlsw2tFCnhs7jZgCkn9LckS2+35zkcL+brrC2wIxCAJ0u91IeyNGtu3v5MIAt83rldcKa2sbjUbks0nzBnnOmDotFw1m+Z2W9w+wE023j5MLVknzriQdIO91pj7zPszn86hUKqbEgindUgRfC1xQs03r7IwJvo9Gc3yP7TRvj4mcNzN7hFkgPDaeXy4C2p/ba/RZn8yhFdGKoijK4UQfrMpewvRqObllpCqfzzvTS2V0luKHE1SX4LKjSDYUkxSsrM9lKqjcni36mEbK3s0SO42U26HhmawBpuCq1+vGyEimTdNlOAxDbG5uIpvNJi6q8fOyXtceY7bUWV5ehud5xhxNmnNRALDOVO4zABOdlNEzGWGj+JYCQracousxF0RsB2Q5DrMyy+8JMxi4QMPjtK+dfr+PbDYbSbVmuyHbjMoWaDxOW0SzN7cdrec5ldc8DePs6OhoNEIQBJFt22ZnUlDOIx4pTHkdSNM8V6qxhPvLe41O58zEuHz5snkvF5ZcCynTnPEJ7zEeX6VSwcLCAoDd2nr6JBSLRaTT6YmFBYlrX1hiEec+zvISXqf9ft/0VmdtvRTE0xiPx/B9P1Lnzt81mttxAS/JEf160Wd9MiqiFUVRFEU5MJaWlpDL5UwdaqlUMhPvtbU1U1ebyWQi9Z7tdhsLCwvodDpGzLDOmYZH29vbphcusDPZtaPa3LaM6PCzjKxKYRVnUtVqtcy2KRooRoBoOq8tDuj4TOHBqKd0H7d72crt2dE/ez8XFhbQ6/UmouSs45aTfZo4MeLGcWCvXO67TFFluqnLQMw1we/1esZYLZVKoVgsGqHieV6k9neWtFUZsaSZW1J/ZI4P+2Nzf+jC3m63EYa7bZK63a4RjhSm2WwWV69eTYyQS9dzAMbMjnXVdiaBq+aZAprfQ/+AJPdtmqFJU7R+v+8cE2Z0ALveN3K8NzY2Iu+f5qfT7XZNzTDbPTEFfNbrg/swHA5x4sQJ0/6J0BgwnU5jc3Mzco9ubW2hUqmY7I7t7W1sbm6aTBGeT5dAl276cgzovyDPgfy7na7dbrfNIhmzJ2c1OGMmB9urbW9vm+uRrK+vA9h1PVcOBhXRiqIoylzo6rSyl/i+H4kQM6LJvq0y4iLp9/sTk+vt7W00m81I5FKmJDOCyG1ls1kjkOzJqKxBnAVGHRmxYqSXUW7Wt9qinGmbTBteWFhArVaL1HHL9Oc47HtI7rtdGyvHhv/JSJstziiuZcsvOo7L/SSyzjVOJHGfeE7CMEw0xSqVSpF0aop7Rhv5PYPBwBwr06bT6TTa7XZEODWbzUhaP4UexQu3xeM5deoUWq0Wer0eNjY2jJhNwh7zSqWCTqeDzc1N1Gq1iXG2079dwlNuM+6aoPhfX183tcW8n+yFFF6r/AwFIMfVhS0iiWy1RhFdr9dNFDZO8NEEbzye7I/tEv4UmS4Dr9FohEuXLpn2c4ygNxoNdDodeJ7nFNDZbNYYDdpjLiPBwGwp1LyHk3AtfgEw1yvvuzimpcRfL/qsT0ZFtKIoiqIoB0a73Y60N2J6sOy5bE9ak9IiXWnLFEas6QVgeutSoDKFnCKerslSaCUhI8eydpiRJYp53/fNJJ0R8M3NTXOMCwsLE8dHASndfEmS6zMn4HFRWUa9aXRGQStFMdOsmWYuj9V+L7BzbhYWFtBsNo2xktxnjruMzMmIfRysC5WtmaRYTqfTE8KdruQUXEm11dwu046z2awR3kztl6KXWQ6ullpynyVMa5fu5axz5d/tcWC/Y5cRmAu+n5FTZmpQpNrXFs8F658ZlY47JnoYuNKeZX08t8USB17/wGS3F+6TqwzDJXh5XfEeZRq+vM/7/b4pQSB8HYAxDuTCW6FQMHXH9njK/sw2rnHgtqaJaC4uyHuXtdVJBnb8LL97P/2hlHhURCuKoihzoavTyl4iU1g5oWevYxfVatU4QtdqtUh6qwtOMm1DKF7H/Dzrg5nSSXHKVMq4a5Q9i7lN2f6Gwo/fzQm9bFXHemLCdGopHjjZZqqphGJFRpvpTk2k2zS/Q8LvlPtOPM+LpDMTml5xIi/FB0VEr9cz6bzyWOzFCVeknNumwGNrM1cUkCnJsq1UqVQy0Ve+RhM1W/hSiHGM2C5KRkXtqDHfx0UT+zy6orV0bOY+83rgQhGvE0b7uVjBczItRZ3XiKxpl9vnewjPNxd9eA1QjMbVP8tMDmZ22HXv3EYQBKbO3WWGJ+t+Xb2Y5Xly9Y9m+r5cWKGJF9vHMZ0d2BHg+XzeLLD0+330ej0z3vI65r3F68AlmF119EEQRO5f1zhyAY+93O2x5XjFwYj/rGni14I+65NREa0oiqIoyqGAUSQiBSoAU+cJwBgF0cTKZUAm07jpJt3tdk2bK4oNmkpxQs+IrO/7JlJOMW6LWLl/TCVm9JbCr9vtmu3y/UyNtieVnNDLibfdk5h1xNlsFvV6HYuLiyZNlSnHLuIiW4xC2qncHAPX2FJoUjCzXno8HmNtbQ1BEERSqDnmTN2OG0N5jFJEJNVGy0UMwnpYjglFr8uMicJTmrEliZNsNotjx44Z0SVbaMmUX6Znc5FGpgk3m02zmJLL5VAsFtFutyMGVUzxlzXRNkzXzmaz2NzcNNdqnBu169/0Bchms5HFjePHj6PT6cQ6zrM8gbXGg8HACH05HkxNtuE9ZztXLy4umoUZeW24xqDf7+PkyZMm84HfzRr/XC430e6LCyT9ft9sn9e4vIaksOeCBoWl9AawF0xqtZpJbec1R7du3l/Hjx83UWi5WGP/xtDwz75nWq2WyZxRDgYV0YqiKMpc6Oq0stdUKhV4noe1tTXzWqlUMpFXpqFKF24puD3Pw+LiIlqtlok8ss6T9c6MmnFyzSixFFS9Xg/VahXdbheNRsMppJjGzJZRErapYlSvWq1iNBqZulymXUvnY34uCALkcjk0m81YwyjWGkvzMabQyh7QcchUX0m/38f6+rozysYoo400nLIjba6e3cPh0AjOWeo4OU7cJwpdHrMUiKzBlRH8er2OUqlkMgk43qw/J/yOcrls9pE9oeV30BGZopVRUblwYos8ee0FQWAM6IDdSCMF+3A4RLlcNinFUlixprnT6UQin0EQmDpeXl9ymza22ONvOSOaQRCYft6MzE6r/2UKvOd5KBaLxqROpsHHbWM8HptjYKo1x5n3BMfVdU/QLIyZADz38r222R/rrrnQJc9VEqVSyWRG2HXbrCdnbT7vb/aX54IfvQS4qEKRzui8jMrLMbIXaIBov3uXYdteoM/6ZFREK4qiKIpyYHieZ8y3GI0Ddia/nEx6nodSqYRmsxlpP0UY6eWkXEYUZZ0sI5tMj2V7HQm3HRf5o0GY6+9MAef3p9NptFotI5AZrZOGXkyb5X+MdrmEh4xQyShZvV6faXIqJ+wSRstsISFrSElcLSxTapPqOCkEpjk8y+0S1m5zDG1ctbp2ijWj/9wX1q2zfla6advHIY3mWJ8usxhc5QQyu6HX65mFHjkevJZYTkBxx/uAEX/WUTNFnVFguaDCcxgnCKcJYo4XI6h26zkXUvTJkgUi9xmI9qlOp9NGcHMbTG9mNgaPz3Xd8fXBYBCbfUHk9hjZ5bHJVnL8DkZ5p/kKADu/P/l83owZF2MIe9PL76PDNr9rWpaFzFDgdcKFCuVgUBGtKIqizIWuTit7iXRXLhQKkSgPhRFbA9EsySX4OIlmKjadtyX8jKxFtWuA2fYJiDcwSzKnYp0po9w0i2K9KY9XOkrLz6fTaVQqFZNuGrcf8p6Zx1jIda8FQYBOpzMhVJimLF931YACu62XXOZQdvR3muGSrGGV+00RzM8zOs1oMIUG/85oL/edn+c48zvkNuL2jWKFAowCixFg1+co2qRYLhaLxkxM1v7zWmE0mOeE6fKM4EsjLUbludhhp6nP2peY8Nhk5sQs8Ni2t7dNdFQiPQaazaYZS6Zxy7GT97a8V3gd2a2lKCSnXVMcO2YYyPIA1t/LbfI3YhZ3flm6IftByzRseR7sczLLd8jfENbT24tEe40+65NREa0oiqIoyoHB1F/2iLbhhJdR6Hw+b6JKjUZjQsA0Gg30ej2Tds1ImOd5aDQaqFQqANwTV3tb9mQ3TizJiblsscT/lWmx6XR6osa41+uZbfT7fSwuLiIIAjSbTdTr9Yn9KJVKRjgliWJC8ysAxlFailqau7m2xQg5I3Eygk4YmbX/xnrZhYUFvPzyy2Yfpk2k2RLM9TrFDQWefJ80UGP9NQXNxsaGiQpTePI6Ytr/tHR4MhgMYjMGisUi8vk8ut3uhEhkCjzT3+3zurm5aVKYZUsvefy2sJWC2oblC6wHZ8ZGHIzONhoNjMdjVCoVFAqFiXr0uGwE3qeSTqdjaqaZdcEMAJdxlmzbNBqNzDmRUWFJsViMLX+w9zWTyRhXbtlCigt4dPNeW1szWQRxUeJsNmuuRYpZliswdZsLC0mu8Dy2aTBDgSKf46gcHCqiFUVRlLnQ1WllPxgMBtjc3Jx4nRPzbrdrapFlnWUqlUK5XEYulzM1iJz0c0LfbrfR6/Xg+z7y+bxpocVr2U7dZLRH/jufz6NcLmN9fd24eMsoLaOwS0tLaDQaGAwGJqoH7Eb52EKIcKLOFkrj8RgvvPACSqUSKpVKJI20UCigWq0aoRN339gT9jAMTUTTFcVPuv/q9TrK5bLZV1fP6mKxaFKh+bcf+qEfwnA4RKvVQq1Wm6jFTSKurRizFBghp4ixDeho4hWGoRHxxWIRq6urzjp2O1I+Dd/3jTitVCrGkEvWVduCXEaFWSvtGodLly5F/i1dyWU/cabFS9MvjoOsaeZ4sM47SczRzZrnmUJxYWEB/X7fnBe533JhwnWsPF5mAMi+8BTLcqy2t7fNopddl83PcOGDxndxqdaFQsFsfzAYoNlsGj8EmXGSSqXM9UI4XnEsLi6a90mY3i4zariAkCR66Rwfl9ZNt3P+zsy64HM96LM+mX0T0Y899hj+9b/+17h8+TJe//rX4+Mf/zjuvffemT+f1JRdsp+rMLM0U78WPM+b6/3z1Dvsp9X9rGk987Kf+zzLNUT281qa50djFsMVMksKkGSe8Zi1Zg2Y/xy6avLimGef9/Na2i/mOT4gfnJpoyleys1EPp9HtVqNuFDb0VTWMtrPZqaJMo07riaU5kSchMoJNNM5OfG1o16cGHO7nIRTaDOFk89J6SzNtHLudxAEqFQqkdRhiiPuUz6fN9FKKUj6/b5Ju6b4pjCXTuM2FA4UL/MgI+cud3JgZ54iWwbJlkeM8DINOcllexryvLp6BcvnOM2/gF0B4jp2pgPP81yigGYEmy3AZJq3hP3Be71eJNVcegDEwTmjq6aYNfQUmqlUCtVqFcBuv3Q5h5wl1bvX6xlzMSl044ibO8kILu8TjhGzLmxXbrkPvPbpis1ripHquN8DiRwrWTteKBQi4+ISpPQwiDNqa7Vakf2XusV+r+u+tMef59HVrk+aGbKEgOdbn/UHx+yz9Tn44he/iPPnz+ODH/wgnn76adx777247777cPHixf34OkVRFEVRbmLoXhsEgREclUolErWNM9tilId1k3LBl6Zldr0ja0kBRFJLkxaLXVEiTsw5meekVtY8cxJOaGLl+z48zzP7LSfhQRAA2BFr9kIbI5FMUy+VSibCzsi4LQi5T/NOYOXxyG0Bu4sXwG5rL1nf22g00Gq10O/3jVEUa333Ep5T+9h4XqVzs0soU4zR4Xue76UJFkUTz429LzwnCwsLJjoK7Fyf5XLZ7Jf8G7DrUE8x5xJiMsV9PB7D931TV21vz8a1iEuxy3FNem/Sdnm+gd17lD2ZuWCU1N9dim5GnmWdMhdnklK547Y7yyIO+zjzd8mm2+0ajwbCSHFSpgfHkW7mPEfMiLCvQbbKsiP+0qVeORj2JRL9sY99DL/yK7+Cf/JP/gkA4OMf/zj++I//GJ/61Kfw6KOP7sdXKoqiKDcIXZ1W9ppOp2PSKWWUKcmMB4CJmFG4pNNpFAoFIz6q1SrW1tYivZNtMSJ7I1PUumDkl+TzedNySro2s18zsbfXaDRMmiyjskw1Z0/mMNxxZ2Y0bnl52YhRHjMn0TIazW1WKhXTI9kFDYqSsnfiHLsZQWOKsTwuiZ2aL1OcKYpcTsZMOeZxydpZ2fNbRrQ5xtVqFcPh0PSnpqM3x4eCiCnDm5ubpo5djhVThSm44sbRTuWV/cDL5bLJHOK1sbCwYM4bW0Nx/1qtVqReWP5NLuAwc4Kp264e0ry+0uk0tra2zPXOnupAcvYd30M3d34fo+9SuNqpynLBSu6PvOc43iyJkNcY71+mRFMwy/cyZZ2LRhI57tOOb9p7fN/H8ePHsbW1ZeqdbTgece7szM6gQznvAfoFjEYjXL161dxTQRAYR/9ms2lqrWV6/rTfxb1Cn/XJ7LmIHgwGeOqpp/D+978/8vq5c+fwxBNP7PXXKYqiKIpykyPLnBhV9X0f2WzW2b8Y2J2YMyrLHsjS+bfT6UykYrIe1fM8nD59GqPRCBsbG2i324lRHUZX5XZoyEVoBsW6YVe6KtO5pbCXrbhsg6vxeIzNzU0zBux7zEl3qVQyApXRcDv6TSqVCoIgwOrq6sTfKEhkzSjHWW5LppZznGedyFP4sC+wK/o/Go2Mw7MrdZwLHTS8Iul02tS629ujEGOvcB6TyziOx9NsNrG8vAwApg+3/C6mFdPxmxFjRuXt/Wi1WiiXy6alE7C70EBxZPf73dzcnBhfCnCXMRkArK6uGmHpiohPq4smFLq+70cWiXgMpFwum1ZY29vbxpNAfke9XjdmafY9ZMPFIvs1+3pm+UapVEK32zV+CHECmosKSQLaHrdms4mNjQ1cuXLF+X67NIHRZC6kyWPhAgkXZprNpjEU9H0f29vbZmz428ZFA1m6wN9K3huznk9l79lzEb2+vo7RaIQTJ05EXj9x4oTzR9u+WeyVTEVRFOVwoavTyl5SKBRMTatMhWbEjrWktmCwo3NssVQqlUzUhhEeRrGAXSfdwWCARqNhxDf3I8nBWL7uEiij0Sjipu2a3HJ/isViJBWYojLpexmBZYo6x4w11el02qR+ugQWXZdd0T8KSNaLcm5m7xMj+UEQzGVwVKlUzPmlIzvds23obO1iNBqZyL08ziAIJvoJc3xIvV43Qp7ReAnrdKWbdrFYNMZpvV5vwpWZ/2aqMsfI5SvCFGBCk7skXOcx7jeYxx53/bKUAEhu02ZnashovG1Q1m63zTbjhD2wWze/uLhoDL6mIc+vvb9c6OA5Z62w/f007LKj4XHfJ8dvPB7HCmgb/o4ws0W2tmOaNiP6zJSQ4tiO3MuWZjw2lrfwXNgt3/YafdYns2+J9PYPk0zHkTz66KOoVqvmv1tvvXW/dklRFEVRlD3ksccew5kzZ+B5Hs6ePYtvfOMbc29D1hGyDpNuusPh0NQPJ9Vk0viLk01GnVizyAmsjHqORiM0Gg1sbm6i0+lMnYi6ao0lFBL2JN6uc+T3FAoF025L9paOgwIXQKRGVkaqZHugOLrdron0c/GC7ubcP7kfdrSQ4pNpvEn7y+2wTpfp26xhlpHjOEEtobs4sOtazbpwLpzQMRvYNdeSyDp2LkQQLiRIer0eUqmUaY3EfZD137bhmp36T2zhOKuJbhLy866FHRveI3H13675u4wsMxNCmmh1Oh2T7pyUlcDWc7ZDvQtmLEwzOWXZB8fcPi5Zm21nLrjqj69V5En/ADkONCjjdcK+9xLXbw9FOCP4vu9HtgW4r2/lxrHnkeiVlRVkMpmJqPPa2tpEdBoAPvCBD+Dhhx82/240GiqkFUVRDjlHaTVZuTZoIvrYY4/hJ3/yJ/G7v/u7uO+++/Dss8/itttum3k7TBuVE1jpwut5nun5u7W1ZdyH40yFhsOhMRSrVquRlO7BYGAm1HFRVNajSsHGyGK5XDZp34yIArsGT77vmzpOpowXi8VI2jdTpVlTnclkUC6XjSBmlEnWmWazWZPeThFEccOoLmH9JGHaM8dWGjWNx2O0223Tlqter081amLN7rS601KpZPaTY8nFESnUpIDwPM8IUqZ0czGFokdGJpnWXalUTB9x7qOEn11eXsZgMECtVjNp9zKqL98v96/dbptUXFvw2GnhNE/LZrMTNdN2OjUXAlz7LLeX5GjO1Hj7WqaRWRiG2NraiggvWSNun0suOPHYeV0SWac+S/2xpNPpOB3egyAwiyry2UJBOg32od7e3p5od8XfA7un+jwRfhtXxFteG1xgkgsuPLZUKmVEtKyZljDNm+9nbbw09eO52a9OQkSf9fHsuYjO5/M4e/YsLly4gLe//e3m9QsXLuCtb33rxPtp264oiqIoys3DXpuIMhraarWMaKDBFADTg5nCCgBe97rXoVarGYMoTlqZDtxqtUydImsoWZMYhqExBiNMlaZJVxiGqNfrxhCIk13pHD4YDDAej9FqtdBqtYxLdq/XmxC4wI75Vb1ejzhK12o1Mx/yfd+kqQK7Ueder2eiWNKUjBE4TqYZlXb14CXNZtOIs36/j83NzZlSQrkwkNSWiQIhqTyPNaP2d8pUei5W8DhKpVJkMYAp6a1Wy9Q6U3QxzVqm+3OuScFMUZzNZo3hVlxqdbvdNunrLqSg4vXlirbagnM4HKJYLEauNUkqlUKlUkEmkzF9mm1RaZ+LcrkcWRgYDocoFAqR69C+nu19km2bxuOxuTZ5nXMbzWZzrpp4ABNjzHtW3g+8zjjmso7Zbn0H7Fw30ngLgMle6XQ6RqzSMZ/3vfw+/l3CtP9ZTA7lZ7nQxf/vcvVniUAYhiiVShP18BTl/X7fLOKQWSL5yv6zL+7cDz/8MB544AHcdddduOeee/CZz3wGFy9exEMPPbQfX6coiqLcQLROStlrE1FGWmmwI9MhW62WmWhXq9WI+dP6+joKhQKKxaKZhHLCyxppCoJMJmMELE25isViZFLP93PSvrKyEhHajCLGRTyB3egSxbUkn89HXKol/G7Z21d+H4VFKpUy9ZSAuw0W4Vi5olXSUVg6BpdKJZMVwH3idzFdVe6bhMZk0wS5LUoymQwWFxdx9erVyGdluirdxGU7KWIbvHGb8j/W1TMazEUX28gtjmkRUY6H7CXO/U6qsWdmgBSpjEAWi0WzIMTFEruW3d53CnX6ADBiKfuOy4imfWx2VB6AySCwF2zkcV4LHDNbWHMRy5WubAtoYDdNnMfFxajxeIxOpzOxfbs+mvcVMCmGAUTc79PptNMR3UY66NuwDjrJBFDi8oO4EeizPpl9EdH3338/NjY28Fu/9Vu4fPky7rjjDnz1q1/F7bffvh9fpyiKotxA9MGqzGsiCkw3ErXFE5HXG3v98rVOp4NSqWQiVqxtptiTk1P7NU5yJXZUjZFCTnSlAKHhkn3tuib+TPfO5/Oxgs21z4VCwYgGHjPToqdF0aSDt+u7uI9MTae4LBQK5njthQDWhUuBxpRk2W4qbnFBphRL+JkkYWL35J0G66N5nnmuKIS4TxwLirY4polou46c25r228ZoJLdBsUvhK+v67XNJczoei33t8pqhCKdDNMVwEARm+/LccIzkPSIF6l6lECdF9qddD65t2cZ/ceeT4lUa0LmuW44V/QhowDftWpS/UXH7Kp3A5xXF+53CTfRZn8y+iGgAePe73413v/vdc39O1uwcVeY9tsMyFodlP+bhsOzzzbgf+7nPh2U8DgP79XvwSvgtVQ6eWU1EgR0j0d/8zd90/m04HKJWq0VaPblgSqoUBWxZNBgMTDTarl2lgJUpk6PRKBLBpIGZFPeNRsP0nGYNMdPD40yUXP2Z7VZIMkIORF2V+Xo2mzWRcn4PJ8/9ft+kMDPlNJPJmOiyTFeOcwiX/1+KOLYBYg9iW0QHQWDEtKzLlJE8VxRRHrtrIWFtbW3iNQnT2Rm9dEVhbezj5xjLSCxFDNPogd1Fj2nO2RwTwL0wMAt0K2e6thR3MoLc7XZRKpUin6XLOxcJ7JRfim9+D68fLoIwNd/ed6aAs5aYn/E8z4jo8XjHCX9rayv22I4fPz71vLqgWRlFqy0aWTIho9jyPbLdG7CT4s66ZGYL8Pq1s09seL9L5+5pBnie5yV6C/CekQt6hIJ9mjeBa5vKjSUVHrJRv3TpkhqLKYqi7BEvvvgibrnllj3ZVqPRQLVaxe233z51EjEv4/EYL7zwAur1unHWVQ4vg8EAQRDgD/7gDyL+J//8n/9zfOtb38Ljjz8+8Rk7Ev3888/jb/7Nv3kjdldRFOVIo8/6G8++RaKvldOnT+PFF19EuVyOrMzQtfvFF1+86QfdxVE/PuDoH+NRPz7g6B/jUTo+mr6cPn36oHdFOYLMayIKTBqJssTr4sWLxnH7lchR+t25XnQsdtBx2EHHYYekcdBn/cFx6ER0Op1OXEmpVCpH+kY66scHHP1jPOrHBxz9Yzwqx7dfwkTrpBTg+k1EGeGoVqtH4n67Xo7K785eoGOxg47DDjoOO8SNgz7rD4ZDJ6IVRVEURTn8qImooiiK8kpFRbSiKIoyF7o6rZBrNRFVFEVRDjf6rE9mb6vF95FCoYAPfehDkXqqo8RRPz7g6B/jUT8+4Ogf41E/PkU5TOj9toOOwy46FjvoOOyg47CDjsPh5NC5cyuKoiiHEzp23nLLLfvi2Hnp0qUj4dipKIqiKDcr+qyfDU3nVhRFUeZCU7wURVEU5Wijz/pkbpp0bkVRFEVRFEVRFEU5aDQSrSiKosyFrk4riqIoytFGn/XJ3DSR6MceewxnzpyB53k4e/YsvvGNbxz0Lu0JjzzyCFKpVOS/kydPHvRuXRf/63/9L7zlLW/B6dOnkUql8F//63+N/D0MQzzyyCM4ffo0fN/HT/3UT+GZZ545mJ29BqYd3y//8i9PnNOf+ImfOJidvQYeffRR/K2/9bdQLpdx/PhxvO1tb8Nf//VfR95zM5/DWY7vZj+HinIzcFSf63FMe97fzL+rSezFnKDf7+PXfu3XsLKygmKxiL//9/8+Ll26dAOP4vrZi7nDzT4OezW/eCWMwyvherjZuSlE9Be/+EWcP38eH/zgB/H000/j3nvvxX333YeLFy8e9K7tCa9//etx+fJl899f/dVfHfQuXRftdhs//uM/jk984hPOv//2b/82Pvaxj+ETn/gE/vIv/xInT57Ez/zMz6DZbN7gPb02ph0fAPzcz/1c5Jx+9atfvYF7eH08/vjj+NVf/VV885vfxIULFzAcDnHu3Dm0223znpv5HM5yfMDNfQ73G65O7/V/yiuHo/5cjyPpeX8z/64msRdzgvPnz+PLX/4yvvCFL+DP/uzP0Gq18Au/8AsYjUY36jCum72YO9zs47BX84tXwjgAB3896LN+CuFNwN/+2387fOihhyKv/ciP/Ej4/ve//4D2aO/40Ic+FP74j//4Qe/GvgEg/PKXv2z+PR6Pw5MnT4Yf/ehHzWu9Xi+sVqvhpz/96QPYw+vDPr4wDMMHH3wwfOtb33og+7MfrK2thQDCxx9/PAzDo3cO7eMLw6N3DveKer0eAghPnToVvupVr9rT/06dOhUCCOv1+kEfpnIDOMrP9TiSnvdH7Xc1jmuZE9RqtTCXy4Vf+MIXzHteeumlMJ1Oh//jf/yPG7bve8m1zB2O4jhcy/zilTAOYXiw14M+62fj0EeiB4MBnnrqKZw7dy7y+rlz5/DEE08c0F7tLd/73vdw+vRpnDlzBr/4i7+I73//+we9S/vG888/j9XV1cj5LBQKePOb33xkzicAfP3rX8fx48fxute9Du9617uwtrZ20Lt0zdTrdQDA0tISgKN3Du3jI0fpHO41oa5OK9fBK+G5Hkfc8/6o/a7OyizH/dRTT2F7ezvyntOnT+OOO+44cmOT9Nw5iuNwLfOLV8I4kIO+HvRZn8yhF9Hr6+sYjUY4ceJE5PUTJ05gdXX1gPZq77j77rvx+c9/Hn/8x3+Mf/fv/h1WV1fxpje9CRsbGwe9a/sCz9lRPZ8AcN999+E//af/hD/5kz/Bv/k3/wZ/+Zd/ib/39/4e+v3+Qe/a3IRhiIcffhh/5+/8Hdxxxx0AjtY5dB0fcLTOoaIcNo76cz2OpOf9UfpdnYdZjnt1dRX5fB6Li4ux7zkKTHvuHLVxuNb5xSthHIBX3vVwM3LTuHOnUqnIv8MwnHjtZuS+++4z///OO+/EPffcg9e+9rX43Oc+h4cffvgA92x/OarnEwDuv/9+8//vuOMO3HXXXbj99tvxR3/0R3jHO95xgHs2P+95z3vwf/7P/8Gf/dmfTfztKJzDuOM7SudwP9iP1eSjtDqtzMZR+A2Zh6TnPQ2DXmljQq7luI/a2Fzrc+dmHYe9nl8ctXE4DNeDPuuTOfSR6JWVFWQymYlVlbW1tYmVqqNAsVjEnXfeie9973sHvSv7Ap1IXynnEwBOnTqF22+//aY7p7/2a7+Gr3zlK/jTP/1T3HLLLeb1o3IO447Pxc16DvcLTfFSrodX2nM9Dvm8Pyq/q/Myy3GfPHkSg8EAW1tbse85itjPnaM0Dtczv3gljIOLg7ge9FmfzKEX0fl8HmfPnsWFCxcir1+4cAFvetObDmiv9o9+v4/nnnsOp06dOuhd2RfOnDmDkydPRs7nYDDA448/fiTPJwBsbGzgxRdfvGnOaRiGeM973oP/8l/+C/7kT/4EZ86cifz9Zj+H047Pxc12DhXlMPNKe67HIZ/3N/vv6rUyy3GfPXsWuVwu8p7Lly/jO9/5zpEeG/u5cxTGYS/mF6+EcXBxFK+Hm52bIp374YcfxgMPPIC77roL99xzDz7zmc/g4sWLeOihhw56166b973vfXjLW96C2267DWtra/jwhz+MRqOBBx988KB37ZpptVr4f//v/5l/P//88/jWt76FpaUl3HbbbTh//jw+8pGP4Id/+Ifxwz/8w/jIRz6CIECrRVgAAAjHSURBVAjwS7/0Swe417OTdHxLS0t45JFH8M53vhOnTp3CD37wA/zGb/wGVlZW8Pa3v/0A93p2fvVXfxW/93u/h//23/4byuWyWRGuVqvwfR+pVOqmPofTjq/Vat3053C/0RQv5Xo5ys/1OJKe9zf772oS1zsnqFar+JVf+RX8i3/xL7C8vIylpSW8733vw5133omf/umfPqjDmpvrnTschXHYi/nFK2EcZpmH3Ihx0Gf9FMKbhE9+8pPh7bffHubz+fCNb3xjxAb+Zub+++8PT506FeZyufD06dPhO97xjvCZZ5456N26Lv70T/80BDDx34MPPhiG4U4Lgw996EPhyZMnw0KhEP7dv/t3w7/6q7862J2eg6Tj63Q64blz58Jjx46FuVwuvO2228IHH3wwvHjx4kHv9sy4jg1A+O///b8377mZz+G04zsK53C/YNuLY8eOhSdOnNjT/44dO3Zk2l4os3FUn+txTHve38y/q0nsxZyg2+2G73nPe8KlpaXQ9/3wF37hF2663+S9mDvc7OOwV/OLoz4OB3096LN+NlJheJSWBBRFUZT9otFooFqtYmVlBen03lYDjcdjrK+vo16vo1Kp7Om2FUVRFEWZDX3Wz8ahr4lWFEVRFEVRFEVRlMPCTVETrSiKohweQq2TUhRFUZQjjT7rk9FItKIoiqIoiqIoiqLMiEaiFUVRlLnQ1WlFURRFOdrosz4ZFdGKoijKXOiDVVEURVGONvqsT0bTuRVFURRFURRFURRlRjQSrSiKoszNUVpNVhRFURRlEn3Wx6ORaEVRFEVRFEVRFEWZEY1EK4qiKHOxHyvTutqtKIqiKIcHfdYno5FoRVEURVEURVEURZkRjUQriqIoc6Gr04qiKIpytNFnfTIaiVYURVEURVEURVGUGdFItKIoijIXujqtKIqiKEcbfdYnoyJaURRFmQt9sCqKoijK0Uaf9cloOreiKIqiKIqiKIqizIhGohVFUZS50NVpRVEURTna6LM+GY1EK4qiKIqiKIqiKMqMaCRaURRFmQtdnVYURVGUo40+65PRSLSiKIqiKIqiKIqizIhGohVFUZS50NVpRVEURTna6LM+GY1EK4qiKIqiKIqiKMqMaCRaURRFmQtdnVYURVGUo40+65NREa0oiqLMhT5YFUVRFOVoo8/6ZDSdW1EURVEURVEURVFmRCPRiqIoylzo6rSiKIqiHG30WZ+MRqIVRVEURVEURVEUZUY0Eq0oiqLMha5OK4qiKMrRRp/1yWgkWlEURVEURVEURVFmRCPRiqIoylzo6rSiKIqiHG30WZ+MRqIVRVEURVEURVEUZUY0Eq0oiqLMha5OK4qiKMrRRp/1yaiIVhRFUeZCH6yKoiiKcrTRZ30yms6tKIqiKIqiKIqiKDOikWhFURRlLnR1WlEURVGONvqsT0Yj0YqiKIqiKIqiKIoyIxqJVhRFUeZCV6cVRVEU5Wijz/pkNBKtKIqi3JQ89thjOHPmDDzPw9mzZ/GNb3wj8f2PP/44zp49C8/z8JrXvAaf/vSnJ97zpS99CT/2Yz+GQqGAH/uxH8OXv/zl/dp9RVEURVFm4DA+71VEK4qiKHMRhuG+/DcPX/ziF3H+/Hl88IMfxNNPP417770X9913Hy5evOh8//PPP4+f//mfx7333ounn34av/Ebv4F/9s/+Gb70pS+Z9zz55JO4//778cADD+Db3/42HnjgAfyjf/SP8Bd/8RfXNV6KoiiKcrNxGJ71wOF93qfCoxRXVxRFUfaNRqOBarUKAEilUnu6bT6K6vU6KpXK1PfffffdeOMb34hPfepT5rUf/dEfxdve9jY8+uijE+//9V//dXzlK1/Bc889Z1576KGH8O1vfxtPPvkkAOD+++9Ho9HAf//v/9285+d+7uewuLiI3//937/mY1MURVGUm4XD9KwHDu/zXiPRiqIoytwc5Mr0YDDAU089hXPnzkVeP3fuHJ544gnnZ5588smJ9//sz/4s/vf//t/Y3t5OfE/cNhVFURTlKHPQUejD/LxXYzFFURTl0NBoNCL/LhQKKBQKkdfW19cxGo1w4sSJyOsnTpzA6uqqc7urq6vO9w+HQ6yvr+PUqVOx74nbpqIoiqIo8zPLsx443M97jUQriqIoM5HP53Hy5Ml9236pVMKtt96KarVq/nOlahE7zSwMw8TUM9f77dfn3aaiKIqiHCUO27MeOJzPe41EK4qiKDPheR6ef/55DAaDfdm+6wHmWpleWVlBJpOZWDFeW1ubWFkmJ0+edL4/m81ieXk58T1x21QURVGUo8ZhedYDh/t5ryJaURRFmRnP8+B53oHuQz6fx9mzZ3HhwgW8/e1vN69fuHABb33rW52fueeee/CHf/iHkde+9rWv4a677kIulzPvuXDhAt773vdG3vOmN71pH45CURRFUQ4nh+FZDxzy532oKIqiKDcZX/jCF8JcLhd+9rOfDZ999tnw/PnzYbFYDH/wgx+EYRiG73//+8MHHnjAvP/73/9+GARB+N73vjd89tlnw89+9rNhLpcL//N//s/mPX/+538eZjKZ8KMf/Wj43HPPhR/96EfDbDYbfvOb37zhx6coiqIoyuF93quIVhRFUW5KPvnJT4a33357mM/nwze+8Y3h448/bv724IMPhm9+85sj7//6178evuENbwjz+Xz46le/OvzUpz41sc0/+IM/CP/G3/gbYS6XC3/kR34k/NKXvrTfh6EoiqIoSgKH8XmvfaIVRVEURVEURVEUZUbUnVtRFEVRFEVRFEVRZkRFtKIoiqIoiqIoiqLMiIpoRVEURVEURVEURZkRFdGKoiiKoiiKoiiKMiMqohVFURRFURRFURRlRlREK4qiKIqiKIqiKMqMqIhWFEVRFEVRFEVRlBlREa0oiqIoiqIoiqIoM6IiWlEURVEURVEURVFmREW0oiiKoiiKoiiKosyIimhFURRFURRFURRFmREV0YqiKIqiKIqiKIoyI/8f0iiQR1BCiF4AAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1200x600 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "desi_img_path = \"/datapool/DESI_LIS/dr10/south/coadd/150/1501p022/legacysurvey-1501p022-image-r.fits.fz\"\n",
    "hst_img_path = \"/home/renhaoye/hlsp_candels_hst_acs_cos-tot-sect12_f606w_v1.0_drz.fits\"\n",
    "# 都显示给定ra=150.1919569, dec=2.2478653处的256*256的pixel大小的图像\n",
    "from astropy.wcs import WCS\n",
    "from astropy.nddata import Cutout2D\n",
    "from astropy.io import fits\n",
    "with fits.open(desi_img_path) as desi_hdul:\n",
    "    desi_wcs = WCS(desi_hdul[1].header)\n",
    "    desi_data = desi_hdul[1].data\n",
    "    desi_coord = SkyCoord(ra=150.1919569, dec=2.2478653, unit=u.deg)\n",
    "    desi_cutout = Cutout2D(desi_data, desi_coord, (30, 30), wcs=desi_wcs) # 换到差不多的pixel scale\n",
    "    desi_cutout_data = desi_cutout.data\n",
    "    desi_cutout_wcs = desi_cutout.wcs\n",
    "    desi_cutout_header = desi_cutout_wcs.to_header()\n",
    "    desi_cutout_header.update(desi_hdul[1].header)\n",
    "with fits.open(hst_img_path) as hst_hdul:\n",
    "    hst_wcs = WCS(hst_hdul[0].header)\n",
    "    hst_data = hst_hdul[0].data\n",
    "    hst_wcs.sip = None\n",
    "    hst_coord = SkyCoord(ra=150.1919569, dec=2.2478653, unit=u.deg)\n",
    "    hst_cutout = Cutout2D(hst_data, hst_coord, (256, 256), wcs=hst_wcs)\n",
    "    hst_cutout_data = hst_cutout.data\n",
    "    hst_cutout_wcs = hst_cutout.wcs\n",
    "    hst_cutout_header = hst_cutout_wcs.to_header()\n",
    "    hst_cutout_header.update(hst_hdul[0].header)\n",
    "import matplotlib.pyplot as plt\n",
    "plt.figure(figsize=(12, 6))\n",
    "plt.subplot(1, 2, 1)\n",
    "plt.imshow(desi_cutout_data, origin='lower', cmap='gray', vmin=0., vmax=0.05)\n",
    "plt.colorbar()\n",
    "plt.subplot(1, 2, 2)\n",
    "plt.imshow(hst_cutout_data, origin='lower', cmap='gray', vmin=0., vmax=0.05)\n",
    "plt.colorbar()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "good"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "两个图单位不太一样，我没转换，DESI是Nanomaggy，HST是ELECTRONS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(array([14]), array([14])) (array([127]), array([127]))\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(<SkyCoord (FK5: equinox=2000.0): (ra, dec) in deg\n",
       "     [(150.19197067, 2.24785152)]>,\n",
       " <SkyCoord (FK5: equinox=2000.0): (ra, dec) in deg\n",
       "     [(150.19196694, 2.24785863)]>)"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 找出两个图流量最高的像素坐标及其ra, dec\n",
    "import numpy as np\n",
    "desi_max = np.max(desi_cutout_data)\n",
    "hst_max = np.max(hst_cutout_data)\n",
    "desi_max_idx = np.where(desi_cutout_data == desi_max)\n",
    "hst_max_idx = np.where(hst_cutout_data == hst_max)\n",
    "print(desi_max_idx, hst_max_idx)\n",
    "desi_cutout_wcs.pixel_to_world(desi_max_idx[1], desi_max_idx[0]), hst_cutout_wcs.pixel_to_world(hst_max_idx[1], hst_max_idx[0])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 作业6"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from astropy.constants import G\n",
    "import astropy.units as u\n",
    "from astropy.cosmology import WMAP9 as cosmo\n",
    "\n",
    "M_d = 1e11 * u.Msun       # 星盘质量\n",
    "M_halo = 1e12 * u.Msun    # 暗物质晕质量\n",
    "R_d = 3 * u.kpc           # 星盘标度长度\n",
    "c = 10                    # 浓度参数\n",
    "H0 = cosmo.H(0)\n",
    "rho_crit = cosmo.critical_density(0) # 临界密度\n",
    "r200 = ((3 * M_halo) / (4 * np.pi * 200 * rho_crit))**(1/3)\n",
    "r_s = r200 / c\n",
    "delta_c = (200 / 3) * c**3 / (np.log(1 + c) - c / (1 + c))\n",
    "\n",
    "# 计算 rho_0\n",
    "rho_0 = delta_c * rho_crit  # 单位为 Msun/kpc^3\n",
    "r = np.linspace(0.1, 50, 500) * u.kpc\n",
    "\n",
    "# 计算指数盘的表面密度 Σ_0\n",
    "Sigma_0 = M_d / (2 * np.pi * R_d**2)  # 单位为 Msun/kpc^2\n",
    "\n",
    "def v_disk(r):\n",
    "    v_disk_squared = (G * M_d / r) * (1 - np.exp(-r / R_d) * (1 + r / R_d))\n",
    "    v_disk_squared = v_disk_squared.to(u.km**2 / u.s**2)\n",
    "    v_disk_value = np.sqrt(v_disk_squared)\n",
    "    return v_disk_value\n",
    "\n",
    "def v_halo(r):\n",
    "    x = r / r_s\n",
    "    M_r = 4 * np.pi * rho_0 * r_s**3 * (np.log(1 + x) - x / (1 + x))\n",
    "    v_halo_squared = (G * M_r / r).to(u.km**2 / u.s**2)\n",
    "    v_halo_value = np.sqrt(v_halo_squared)\n",
    "    return v_halo_value\n",
    "\n",
    "v_d = v_disk(r)\n",
    "v_h = v_halo(r)\n",
    "v_total = np.sqrt(v_d**2 + v_h**2)\n",
    "\n",
    "plt.plot(r.value, v_total.value, label='Total Velocity')\n",
    "plt.plot(r.value, v_disk(r).value, label='Disk Contribution', linestyle='--')\n",
    "plt.plot(r.value, v_halo(r).value, label='Halo Contribution', linestyle=':')\n",
    "plt.xlabel('Radius (kpc)')\n",
    "plt.ylabel('Velocity (km/s)')\n",
    "plt.title('Rotation Curve of the Galaxy')\n",
    "plt.legend()\n",
    "plt.grid(True)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# good，盘星系的旋转曲线不能完全由3维的开普勒运动公式计算"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 作业7"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Sérsic指数n=1时，R90/R50=2.5222564429856655\n",
      "Sérsic指数n=3时，R90/R50=2.803330177641098\n",
      "Sérsic指数n=4时，R90/R50=2.8821287528595136\n"
     ]
    }
   ],
   "source": [
    "import numpy as np\n",
    "from scipy.integrate import quad\n",
    "def sersic_profile(r, n, I0, alpha):\n",
    "    return I0 * np.exp(-(r / alpha)**(1/n))\n",
    "\n",
    "def total_flux(n, I0, alpha):\n",
    "    integral, _ = quad(lambda r: 2 * np.pi * r * sersic_profile(r, n, I0, alpha), 0, np.inf)\n",
    "    return integral\n",
    "\n",
    "def radius_ratio(n, I0, alpha):\n",
    "    R50 = quad(lambda r: 2 * np.pi * r * sersic_profile(r, n, I0, alpha), 0, alpha/2)[0]\n",
    "    R90 = quad(lambda r: 2 * np.pi * r * sersic_profile(r, n, I0, alpha), 0, alpha * 0.9)[0]\n",
    "    return R90 / R50\n",
    "\n",
    "n_values = [1, 3, 4]\n",
    "I0 = 1  # 假设为1\n",
    "alpha = 1  # 假设为1\n",
    "\n",
    "for n in n_values:\n",
    "    ratio = radius_ratio(n, I0, alpha)\n",
    "    print(f\"Sérsic指数n={n}时，R90/R50={ratio}\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#没算对，积分积到哪里？\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "stylegan3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.16"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
