rsignell-usgs/salt_mean_zarr.ipynb

## salt_mean_zarr.ipynb
{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import xarray as xr\n",
    "import matplotlib.pyplot as plt\n",
    "from dask.distributed import Client, progress, LocalCluster\n",
    "from dask_kubernetes import KubeCluster\n",
    "\n",
    "import s3fs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "cluster = KubeCluster(n_workers=8)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "client = Client(cluster)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "8399feda8ad54a2db488383d7ff3286d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HTML(value='<h2>KubeCluster</h2>'), HBox(children=(HTML(value='\\n<div>\\n  <style scoped>\\n    .…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "cluster"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "#url = 'http://gamone.whoi.edu/thredds/dodsC/sand/usgs/users/nganju/portal_runs/chincoteague_bedelevation/00_dir.ncml'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# AWS s3\n",
    "fs = s3fs.S3FileSystem(anon=True)\n",
    "s3map = s3fs.S3Map('esipfed/pangeo/COAWST', s3=fs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "ds = xr.open_zarr(s3map)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<xarray.DataArray 'salt' (ocean_time: 2877, s_rho: 7, eta_rho: 670, xi_rho: 300)>\n",
       "dask.array<shape=(2877, 7, 670, 300), dtype=float64, chunksize=(24, 7, 670, 300)>\n",
       "Coordinates:\n",
       "    lat_rho     (eta_rho, xi_rho) float64 dask.array<shape=(670, 300), chunksize=(670, 300)>\n",
       "    lon_rho     (eta_rho, xi_rho) float64 dask.array<shape=(670, 300), chunksize=(670, 300)>\n",
       "  * ocean_time  (ocean_time) datetime64[ns] 2014-11-01T01:00:00 ... 2015-02-28T21:00:00\n",
       "  * s_rho       (s_rho) float64 -0.9286 -0.7857 -0.6429 ... -0.2143 -0.07143\n",
       "Dimensions without coordinates: eta_rho, xi_rho\n",
       "Attributes:\n",
       "    field:      salinity, scalar, series\n",
       "    long_name:  salinity\n",
       "    time:       ocean_time"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.salt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f4d70130860>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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EUbZfld+d6LPljMXWcNpavUX70SswJokDGF99/JTSmbeeaJfAXygTxFJ0lBaFfJYRxTDIsogs8j7X+Q71ZsQvxd/ARdGzuBDXEiGV237EEWOSOJDx6A+O7BF+8yGCfu33PftKRrlJ+X5H7/OJ6c9rq596hjlqz5LFQhBF2f6lgsXQKmKt3sYkMcZ+geP+x41suv54oJ4wyKZuGAbKRsnzIYQ8YhjWBLB+0kkkJp66WxWK7skoiKJoNvaoMGgbC00UdTSJ/cGsl2BMEgc4jv2fN7JnbqLv86omdGVNLVUCIPtSFY2ac89dYrN/59OXfgijDhH0268qAhzVfR5mvUUmp2G1MTY3jXHAofHCn3L3DScUjsCTmdZ7L9s6UDK5ojJpKvCaBDFf88+oMCoH9iCj0TIzVN6+QdtYasScxSj711avcouW8L3pF2OSGAOA4/6kd22U+TgBBxU+/WoQ/aJf08SgBLCYAnQQoshLq1J0frau+Qrk+d6rhdZ+IrzKbWxuGmO/w5m3dD8K7ot1wqrtPPAps2jR1LO3FNZR5fx0X9isFlH1Ipf5LvrBsBzYdcrk+Uiq/CZVGGRuRl3zSxlR1NUQ+72u+ZLLYpBxnd+0aHXG5YgxSRzAePiq0zn7FmNOumvXoYUv+JfuPpUTfqWzaNHUs7eUj94qBH+RmWmhMIjwHuWciKL71O8s6UHa6ClXQBTJ936Ecln5xdY+5oOxT2LIEJF1InKViNwtIneJyMUicpCIXCsim+zf9basiMjfich9InK7iJwz6v4diHjiC6dw5i0eJx78JHfuKs7sCnDO+keIQ79nv7uWBIzGNORiMdKDZwXZqIiirrBfqHtQRd6DksWwfBmDnD9MraOtQeUWae87s1yxEJrE3wL/qaonA2cCdwFvBb6uqicBX7ffAV4KnGS3NwIfXID+HXDwvJjtcytqlfUl5tVn/ZBN/3RezzF3LYkEeWtbF/YjM1EPiteQ6Dl3AUmjLlGMUtvII4iFGE1X2fsPRIw1iSFCRNYAzwauBFDVOVXdCbwC+Jgt9jHglfbzK4B/VoPvAetEpHyoO0bfOOTld7OxubdW2dt2HUXLa/Oac75fWbau+aiLCPogiqygXOz0DKNE3dnaRSPk+eyDXrPTqMxG/WJUvpF+EKlXuY0d1/VxArAN+KiI3CIi/ygiK4FDVfVxAPv3EFv+SOAR5/zNdl8XROSNInKTiNzUZna0V7Cfoq6AnYt8vv/UcWybW82mD17Ye/zyxwdqL0sUiVDsV6NYKGS1iTJ/yyg0iqTevC3pXx2h2JeZKGeyXVVwwmKiH8KcVzs1JkWOHdf1EQDnAB9U1bOBfXRMS3nIu7M9EkJVP6Kq56nqeQ36nwh2oGPbF0/mken1tct7KI9OreXXL/0O9/3tRT3H6xIF9GoGeVqFSxTJ8TzyyNY3H6h2b3nIc+QW11efLOYrxMoIo47QHJZDepRaxWJFMuVhToPKLaqZQXk5YNRXshnYrKqJreIqDGlsScxI9u9Wp/zRzvlHAY+NuI8HDLZ98WTOvVV5xkHb2Dk72XXMXQ85uyX44VPHcsqZP+XsW+CB91zMpivPT4/VUa/dtB5FZJEliuS4u2+YDtwyUig/r94IflDNot90Hsn9r5M9tq99JbO/F8oEVdfEVHV8WH2K8Sq3sSZRE6r6BPCIiDzD7no+8BPgauB1dt/rgH+3n68Gfs1GOV0E7ErMUmMMD57Eme/VoZZumTt3Hc6rX3A9rzirExYbXt4/l+eRBeQTRVU9/aKMHKTk/c6anbKT/4qEUXa0X1bvoMiSRU9QQcm+bF/qksWw/RXDjoRKMMwMxpFK5bb4BtLhYSEWHfpvwCdFpAk8ALweQ07/JiJvAB4GXmXLfhl4GXAfMGXLjjEkbLzibm5G2P4fh/C8Izexsz3J41NriLX+6mfJS3v7riM5cfU2zr1VufmskgimnHWugcJ9yXrXyeJFRQvRzGdd7EE0h/L6Ov2QzPX1s2BR3d8h73645yULDLkLJ2XLZfuXrTNvCdqk7rSMIwrLrjev/arrGTaG2UZUY2y9PzmuR04Sqnor0Bs/abSKbFkFfnfUfTrQseFn7+E2wLiI9nHp7XPcv28jO+cmy0+kIzxiFfaFE/gN5bQfCT8+p7/lT4vIouhlng8puKgiiDItAqq1lqSPWbLIntsPUdQ1txQRRV5/ysghW67oGtIVCGuSRd1r6RcL7atoa7XY3J98EuPlS8fghjOawC4O+y65RFE0+nx8eg0rg1nC2AdKVrgrEf51l6wcVsRQFQkUYZCcT1kSyArbrADPKzcsZPtTJMyLSLvoGYDByGI+WGwHdp3kfWOfxBj7JY6ZfKpnX2LLDbw494WfjQNWBrM0rzu81C/Rr7Cok9NpocJkB627rg9iVGGzWT9Cnl+kzAfgfs8ezy2f40gfhl9hFD6KefVn7Lge40DFqmCmZ58nSiAxgcS5zr9H9q1nXziRRkvNhyjiHAFWVUeWKIZNFsOor66zuoosyo4PM7ttHllUHS8jjbxz6mIpkEIWtSbTLcF+D4oxSYyR4sbtT0s/J9pDIDGBF5mtgCgAnr5uKw+/8xLAEEVdoZUbb18xCssjiuyciqpw3oVGP1FNZZPmspjPdVWRUhlRJPvKoqNSrSNn9vaoQ1brLtw0n7rLJ9PtPxj7JMZg69Un8+wjHuChfeZ7Inialhw8zPfYiyCG0I4tkpf4oX0HcfTKHX23myeE6qYOL7KlZ+37WSFY1weS18Z8MKy5HaMwsRX5RrIoi74qc4B7oqV+i/mgMhmhdeAP87ecq+O43o/G3/vPlYwxELZ98WRec8JNbJ5e1zXibjraQ+BFNLyoa192BOujrHISqvQzbyIRFmWjWldbyBNmRRpD2TllWOoEsVjI82FUzbUoMkHNqx+LuI502T1ItlEme1xojEniAMfGK+7mUw+exwXrH+za777Yfo7d3509DfDw1Hqae2Oe/K+X1Gp3vqPILGn0pPjIMcNkZ24XYakRRB7JLYV8VlnkkUbW0Z2WHVDALyY5JKizMt3YcT3GfoWNV9zNN05byXErt6f7YoS5KCB01ustGjUmAmvrecLBH+wsgxo/99Hc9vLMTFUjr7p+hiqyqCKKMuFbRUxl/RgURXWMKkx2mO3kahIDahWDkkPdbLr9IFavchuTxBj7JX5ybsimJw/m8MldhgwQwtgnjH0i+z22aZCzwiPwYk74w+8OrS/9OJzzyuaRRdV5eWXqmKvqEke/qOMjqIN+hOt8lmEtcm5n+9pjmqqZl6ryOhcoTLatfuW2P02m23+uZIyh4Mj/cidHTuwkcPI7lS1pCUbYzoT5zjxXm6gKraxCklI8byvCoAJ7mMJ+lKgrFPsRvPOxp5f1p2gOxjCQ5xNxMdTcTTUWHYqrq1k2GJPEGD1oSGReqiTRHvkpHMBoEBsm9tH0+0vLkYWb3C8r9KuIIFumypRUJfwXmhyGEuUzgNAtI435TvArNDHlDBSGMdmuDMP23wzL3CQiLRH5gYjcJiJ3isg77f4r7b7b7dLPq3LObYjIx0TkDrss9NuGepEOxiQxRhce/PSZPDSzASCdH9EJZ+wOfU3CSaejBhsnile6y/NNVL7YBVpCZZRTDpnkmZ3yzl1M7aFsvsR866l9bs3U44P0pWqkX8d01U+5UaLOZLqa92wWeJ6qngmcBbzEZr/+fVU9U1XPwCRAfVPOua8CJlT1dOBc4LdF5LhhXF8W43kSY6S4/5Nn85zjN7GrPUngGc3AhLvGHYJwRkhNL2LDxF6mowZ3PHU4q7i/sO46L3NZEr8yBzFUz4fIq3upmZOK5iHUncfg1gPzH0G7cxv67YPbl+ycibr9XAwCqIO2+pVl6syTsAlNk9FVw26qqrsBRESASXIWXrP7VopIYMvMAbtrdL9vjDWJMVL82unfJ4z9dASfEISLZH/is9jTbgHw9HXbmL7m+OLKn7fZnF/D1DMsR3BZCGxdR/ZCz9QuGx0PolUMunXVMyTNIulTnX1LGfXmSQDwwmSZZbu9MVuXiPgicitm4bVrkwXaROSjwBPAycDf53TjKkwa58cx2sZ7VLU3+doQMCaJMQDYdOX5bJ4xS5p2hGOML4ovaifThTT90DFDxYTqEcY+DS9i82MHsecrJ9Zqr1/BWyf0tey8vHKDRFAtFIZFFPNpv0x4D7sfw/BLLJT5qY95Etcmyyzb7SPZulQ1UtWzMKtwXiAip9n9rweOAO4CfimnGxdgUi8fARwP/IGInDCK6x2bm5YAgpOeRrR+Be21E6hn1fpYaT2yi/DuTSNvf9OHLkCaIe3YT8kBOpPoEjt/YoKKnQRmyQhzNgp40Sl3ce33zmD9obsJt2zNNmO0iW8clX7NmoQGIY7caCu0xxHrmjyqUndUtZnUs1goWoti1EhSXLj9gOGZ7QY1k+X5N0ZJ6HV++37nSajqThG5DngJ8GO7LxKRfwX+CPho5pRfAf5TVdvAVhG5AbNuzwN9NVwDY01iCWD6+PXMrZtAhXRdTRWYPmYtXHzmyNo991bl4BvX89yzf8Lzn3EPnjUvJdpD1nHcsMcaSXqOTIqOGOHZF/yE+NON0na9gtH8fNGlJRRERFXNhahr4lqqCQOHjVoCcQRaRVW7i+m4rjdPolZ000YRWWc/TwIvAO4RkRPtPgGuAO7OOf1h4Hl2qeeVwEUF5eaNsSaxyGi/yC7al10Nxxo1JdahzBl98C8u5rLL72Bjcy/b5lYRxj5bZiNafhswC6nE6QQg64ewXXKFbfo57W63z6LhRWx67BCeRv5s60GR5/BM9pc5qLNEkSyJ2rWvwlleJgTr1jUKDHskPx/0o93UHekvVV/FEDWJw4GPiYiPGbD/G/Al4Dsisgbzlt0G/FcAEXk5cJ6q/i/gAxjt4se23EdV9fa+L6YGxiSxiCgkCAdza5uUj8ur8eCfX0J85DT37jyEezmEudBnaq4JQCOImGy0URV8L7Y+h5iWH9L0rR/CJvjLkkWM4Iumo6ZAIkL1mVwxV9wZa3Kqk421bL5DFVFAvnBP53zQfb6LbL/6WTp1WOaofrSUpR61tb8hrjGbus7zYoX62TmHLi0ofzVwtf28FxMGO3KMSWIRMPeS85G4/oscvuA8gq/dNFBbp9wcsOmOWTyBR59YD5GAp4inqTawMxYTUCfg+TF+I6bRCFk5Mcea1gzrJmZYFcwy4YW5bSSmqV3tSabCZm0BV0YUdRzJef6MPLJIUKRh5Pkv5kMUbn+yfer33EHQbxjxqJGnOQwrTHcxENXQEpbfVRVjTBILBJcYugjCahHuey1q91uTUzJwmXvJ+fjtGP/rN1e2t+kfLkSbMffeYr5Hcz7SjPEmIvwgRjxNBZ/GQhx5RHMeceibz6FntQtlRdCGgK75EtARtJ7E7GpP8ui+tUy88CEOY0t55xwH9nyc13nEUDaSL5xTkUMYwyCKOn3KKzcqDGKe6vIfjSRZ3midzKOAWdO9HPtT7qYxSYwSl5xFe3UDVHOJIUFWdiTfxRmxtF98PqIQBx7xi86jcc1N7Pnli1j9L9/rafbYH6xk048UCZ2KG2rZB+JYIBbroAXxlIYfEjSNIPFE8f2YVrNNK2gTeB2/Q5YoYoSv3XAWwZFTHPuqPkyiGaIoQ97xMnNT1TmukMwjjDKimA+WmzDsF2V+iTLNYbnd4zoJB/enX3pMEiOAf8YzmTl8VRqpVAYV6HrmNHOMVLZ3IEL7xefTesqEpO599UWs+rQhiwf/4mLWzW3qYR6NQESIk9miMWgshq98xW9GrF49TSsICfzIRjBZ34SdE5Gg6zPwoktvJVaP6z93KlO7Jjnp9TVNY5mQ2DxU5WHKEz5VJqy6/os8DKpNLBUstr9iOZuZEtSJXFrOz0gWI9eJROQhm4TqVhG5ye47SESuFZFN9u96u19E5O9E5D6b3OqcUfdv2Gi/+HxmDltZSQ7Qq0EA5A1Syp639ovPp7W94ys4/i3fZeeznuSw47ajQUeYSyQw68OsZ7YZH5n2kb0+sjsg2t1geta4yFc25ljTnGVNc5YVQZumF3YtPJQHT2JOPWQLGgqbPnwBP31XvcWHykigjiDJK1c1Sa7fyXhZLLagHRTBNKrQAAAgAElEQVQL0e+6wnGUIazZ33fYbY3XkxgNnquqZ6mqDefhrcDXVfUk4Ov2O8BLgZPs9kbggwvUv+HgojNrkUOCnnfWE7P5zmY1DXW2LJIJeC5Wv/Q+nv5bP+SIbwiXnnWP0VAU47i2jmqJwWsL3ozg7TO+CBGzdGnLD2n5hiCCTGRTEdY3p3jeGXfhr24zccZO7vvbiyrPiZ/7aNdLXUYOZcK/7nnZ/S7cTLT7GxaS2PpN3bFY8x0GRR9pOfYLLJZ35RXAx+znjwGvdPb/sxp8D1gnIocvRgcHgb9vtl7BvCfI6ziwuwghIQ7nHernfVr5me+x9eKdHPm0bR2isJFM6pt++DNCY48QtT08UQIvTokh8KJKLSKLYw7Zzp5dk6w5fif3f/JsNr3/wlrn9atVVGkRddpYzmaPOljMzLaDksWgpLFQv2WoXuW22EusDhMLQRIKXCMiNzsJrg5V1ccB7N9D7P4jgUecczfbfV0QkTcmSbPa1BTMC4Bo1URf5VN/hCeGFLzOlmoQnkMWRT4KjNlp7iXnEz8n30IX/M0GTnqmneCWEIX9HMzAxA5ga4un9q4gjM1j0aWy4062y4cnMQ2JOWnNk7zgmXdz/mGPcO6xj0CgPPAvZ7HrtRfnnpfVJpK2+zU5ldWRt9/93i+WuslpKS2alJDFfEhjUCTCesHNTePopr5wqao+JiKHANeKSNnU8bxfsedJt4myPgKwRg5a9Dcheu65xI0+HsC86KZEc8gJiQVQVfAFsb5widSYjNygKYWo5RO9+Py0jtmDAraeC3Erhrscvo0FLwJ/VvBmDVG0nhT2rVrBkytX0vJDPL+NGUeYdBxxwloF6HZom/Jrm9NcePr9zMU+dz7jRNYWnBte/hjBdUdURzrlmILK8jSV7a8b5loU5VQWJbVYGCUxZHM3DYpBck/VDZXNjZ4aUr/dvlRh0YXSEDFyklDVx+zfrSLyeUz2wi0icriqPm7NSUk2uM3A0c7pRwGPjbqPgyKdMT0AXC0iJYjscXBo0/gRFEMG6hmfAgrEvYSRIJiOWbvJZ/cJHtpIThYkMmamYAr8NnhtpbFHaOzw2b5uJWsmZvBEaXohPURBgbDOIZB27LNzrsUjO9bhtcvvSXj5YzSvO7xQVS960YsmxpWRRZYoeuZrZJIEVoXDjkI49xNxtdww7CSFC2k2rBcCuzQGDcPASEnCJp7yVHWP/fwi4F2YqeWvA95t//67PeVq4E0i8mngQmBXYpZaSoiefy6xP+BDUJKCo7ds52NCKlbGm//EaBgiVsOwZOHCn45ZvVnxZ33m1gjhCiEOTD2JBhFMgT8Hc6uBWJibbrBjegVNL4KAHqKA6tFZ8iI9Mb2aQGJmZ5qs21zvsucz6qvKAOvuq5zclkMU2XpGiarw3KVGDj33veJ3HGXuqZ4FjoYotBNzbFX7+wtGrUkcCnzeJDMkAD6lqv8pIj8E/k1E3oDJZpjkIPky8DLgPmAKeP2I+9c3vHNPoz0oQVj0zI0oOd7RKKwZyr54QuJ/FtRTiEGSKCd34p4nqdbhz3a0DQnN92BW8UIl9oVwJcRNQzQz7YCpsEHTjwhqquvZF/HRqbWEsceD2zdw0p9PE91xS2Udw5jAlpefKakbes1NRdpEUlddc9aosJTIIDs4KBO+ZVrnQmBUs7nrZcYderOLhpGShKo+APTkulbV7cDzc/Yr8Luj7NN8Ed/8Y5oXnM7cuv6c1ECvFpENXRXpJYiMjyKZha1WodV0n0kv3vVOeELsQ9zwTF6mNvhzakxN1sSEQtyAcFKIJgxJeEGM5/U6jbNRTmUCYjYKuG/LRsJZnxV3tIjuuLHy9gDMPOcJWt86rNNGyQtZJABSEigxQxX5JTzRNK+tZuopIothY6mMQgvv75BNKaNcH2MUk/dGsZ7EUsb+44JfQOgP7qBxzU00rrkJL+rv4Sv0PeSVs6SREof0aha5sGGzJlLK1OHPQWMqprFPae5V/JkYiRQNIGwJ4Qpor1JYGTIx2WbVRGciXd4yplXYvG8tJx+2BY09olZfpzLznCecS+lvTkThOZn1JeqEwmYjhIrWqBg26kZ17U+o43+pI5yLygw1usku51q27U+/3jgtxzzhf/1m4joObFeoJw5rC1djyD+3E1QkseO8FsfsZD9k3wNR8CJFZtRoGdpxfMeBEDWNn6K9EqLVEc2VbVa1ZpkM2jTtokL9YMv0ah7etY6ZuQZzj61k1cMeh7+nnhbhIqtRDCI0c30RmdxMZcjmeqrSLHL70Ke46MdZPkY+Rp00sI5Pok7qjuWCMUksILK+iK7nSLU4NNbrnJf4F1J/RGJ28gRUeyOc1JiXumoWQT1LEC0hnIRwJXiTIa2JNhONJF9T/RdtOmrw0O6DePTxg3jm/3yccPP8Fx3KEkUVaoe+ZoR8kW8ie14RWQyCohxQRX1bzqgbglrH7DTIgkXDJozFWK1vMTEmiXlCn3VWdaHE15DdnWgDORpATzupmclsEnUTBYk2oqReM8kJi01nc3vGFxFNQNSCcFIJmhGNoLMkaaxS6wWfjhrc9OjRhA+u4qQ/+i75q04MhpnnPMGKbx/al2+iKNlfGVmUEUQeWZQJgbr29ar1LuZDFEuNXIY5V6FfTWHYmsV4nsQYfSHYMUW4Yk3/J8YKntQiiIQA0nJq/1MgJomJNXXR7dyGvCyyoH6HLFxNBZLZ1dL1Fzx8iXK7N+m3ueion/LwunU8ctXpzD2yijWbhEO/t4v4R3fWviVFmHr2FlZ8+1DTtz5HiEXhrwlidYRX5ncoI4tBHa1lzvbSFfUqhH5R2pK8dpYyBnViVxHBMK+7lpawxO9zPxiTxDwR3XkvHFntk+jMb0h2kBJFoggYjSD/4cpGPamIs4gRhkTciKfEUaE5UU+ZfklkQmKjtsfMXEDgxfhWm/BQ8CAgJlIpzOPU8CKOWbWTVY059qzdzSOHHsSeyxqE+86n9WiDw2+Yo3HNYKvrueh31m1VKvEuEnDIoowgigT2fEarWQJS25+yZVbn206dcsPEsGc+99Q/QhOTi7BGyo39KXfTmCQWAtbf4D636cdYTbZXi0LNwjETpeU8MZlckxQdZnadqb+IGByNxGSBtfMlpoTZXU2mQp+5uYDpVoPpiTkmG3OsCNq0gpAVzBGLppFOWcJoeBGHTu7h0Mk9nLj2SR6fWsPm3WvRjcJDG9Zw0p4z4bu39X//MNoEkGoUWdRJ6FcUDtlDAglrZ1DHbDEf4eQSUBFRDAtlZDFKAVuHKIbhmxglYdRbv3qoTS4qxiQxD+hlZxNOVi9laAp3awmuZtExEznaRk6obGIWUnG1BfviqUJkvgvkGkW7HeUdLcJrgz8DwV6PKBTCWY89M4YoJltNJpttVjZnoWVmX3viGeFVQhgAh6/YzeErdjMdNXhs5T4Oes8+vn/3+azY1ODId/cf8QT5E+L6Pdc9P68OV6vI+ivS46Lz7kO2L1m/iEsUadkRj1AXIvR21BpFT3uL4pMYaxJjQH2CSOAOLxzNQmNFPBtbrWo1AnpDWhMfggiJ0iCieIDGTqE4M9HOmpyykNghCQ+CfYLXFqJZQZseYTNgz2SDqVbIvlYTgFYQ0vLN3InAi3IJI4EvSqRC0wt52prtRCp4rZDDX/gEs88/jum5But+ZlN/99Ciap5EHqqIIbs/z1+R59yu06cy5JFPlijSsvMIqS1qexQTzhYCow51LUI9n8To+7FQGJPEYiEhjCQiyRKF8UdbdlDtqA3JaSLdjmYRYtSsPId2+ycUpw3tMTUlpioNTZ3+NHgheHOC+kLUhHjaI2r57JsM2KKwcmKOyWabCbusadOPUsIIJPvSdkgj8Wececyj/HTXevbsa3HioduY+doxBC94uPZt23vZVtZcv3EgM0mRJuEeK4xwsmafIoLoty8uqpINzmfJ1DrmqsUQtMPSJop+x1FirEmMURuNa27CP/XpzBw5QHRTAqs5KFgNQMw8eHW2uGOSArrnTlgntpn5LcSB4oUgsZPTKXFiJ6er5YxY8UKrc6hpN26D54MGxlcRN4R4yidqeeyLhZlWk0YrZHLC+ClaQZuJIExXswvs/AojAJJ1KQxZRCqsa07hrVPuizewImgzF/WpjQG7n7WNNddvHORupygy+5SZlrJEUVZXv30pIr3sHI0s9qd4/FFimNFNdSbKxQvPuyPDmCTmiejOe2ncCd7ZpzC7ccXA9aQkEGtn5J/VJlLNgI7pyU6uiyNzmhdZzSIm1S5QGwHlthcrRHY0pyZSSlRQH2Lf1m3/xgEE04KEDeJJn9lWg9lWk6AV0myGtJohk4026yamafpexxRFhyxc38WaxjSnbXyCH287jBPWP8X2a49j4oUP9XW/qohikISEZQ7t9LtDFP22V9V+ti9lkVQJyuZaHIhYCBNUvXu8//wOY5IYEuJbfkLD+d7XWhPJ5DerUYirRdhN0s2YHtQ6sEnmOajgheZkEbOgkFmFSKzVp/fFSdajSJzeEnfPnVDPkIb6higkgmjKI54wJqiwFRBOxsxMhOxrhcQqtGwkVNOLTFqPZBnUzp0CjAP8xIO2c/M9x3HhyQ+w+asnsOLFD9S/Z5Qk8KspsLPl8mZgQ3700zDMJXkT5vJIoW7YKszPNLWQGHUo7EgjtMbRTWMMA41rbqokiq6QWPe5y9EmjA9BUl+CxJ1wWPXtnDor2CUCDRUvEsQzWoOEkt+m065EhmA0xpqxNNVYYt+07TcgmjELFkUTPpH1WcxMBjwFtJptJhshk425LrKIvWQmd6e9VcEsRx39JN+/5UQuPudenuzzHu981pOsu/5goJ7QqZpclhfRlJzX4zcoSRZYhUFNH8txctz+iDoEsB9xxJgkFgvZ912sw7pLm0g1AEFCUtOQSxpxAATGRCR21C8RaCDGBBUpEgteQPeT68y7MGYlSWdhp32LHa0GEwUlsZl4F7fBmzNObn/WRETNSov2RMBMK2S6GTDZ6PgsWtbR3aJb2D1tzXaOPmcnj+9bw+E3wlTYTOdE1IFLFHno18GcZ1LKcyzPB12kk+NYrmtqytY1xsIgrpHgbzloc3UxJokRIp0L0U/5hCgitb5mQdSO6FWQSPEiO7KPjJM6DgQmkhE/YDULsSk70mVOuxpz+pYJs4XOMdf0lfg1RDHmrDnrDwnBawsqAXHTZ6YVMNtssm/C+CwmJ9pMNtpMBm3WNCVNPZ44uAOJOXLVLuaigJ88fhinfUcJYw83ZXgZdj7rSQ66YUP6vUqQu6G62SVXs07qZF+23n7Ioq4QLzM1ldW53IhiIeZIjNLkNE7wN8bQEFx7E+0Xn1+tnzqHzUQ4JU3Yh4IneKGioibbawiedSirL8S+CYFVj9RHkZqiEjKQjPbi+Dl6uiPW2uX6PDARTz19jcCzBNIQMdFQM0LcVMIJn7DVYLbZZGqizUQzJIw9WoGZZ9H0rXPbdsIT5bQjHieMPe7ZegjP/LZy5w1P4/i3VU+8e+rS7SlRFM++7k17nt0Xq5dLFEm9g06gG3aCvrp1LrX0EAs1iW5Yc1jysD/5G+pgTBKjhjvT2snOWlze/EnJIjE7eZgJd7Gm/gKJjORXT/Db5q+ZbEfX7Oy6ciKdpJec45qkrFkqmefX6aS9nsiEzHohxKEQz9lt1iOa8Jhu+cw1I1RhIohoBiETfkjgxTYayghrTwxpnLRxG6sas5x66f1M1et+IfpZMMmTOJco6pqahjmiX24aQhWW8yxrF+O0HGMMFY1rrDbhQLOjegeSPF1qhLYkDgpLFkJnpJ9oGSqK1yYlI+0S8NI1r0KthpJLJJ41dinOZD1rZhLjT0+1Fed4apoKSZMFej7onBAHQtwU4mmfqOmzOxT8ZkQQxDQbIYFvNIrAj2h4Ea0gTAXzU7MruPfxQzjvhpDd7QlmwqB04t1Tl27n4BvXl/4edYR8GVEkZarqryvci/wRg9a3FLFYa1yPCuPJdGMMHznDijKiSOASBnZRofS8hBDUPI7iG9OUayoykUpqzUXZmdp05lpYMukyzyfltPO3a0Du2UPZdyHjuyCJyopAIo/IDwjbPmEQMxcEBI2IRiNiohEyEYR4ol1axYmHbeNHm4+iva/BScdV+yievGQHh3x33cAzcTsaQz5RuGUGxSDnlrXp7ndHuUvN1NQPhrHuddaHNCwMKy2HiLSAbwMTGFl8laq+XUSuBM7DvF33Ar+uqntzzj8D+DCwBmNvOF9VZ+peR12MSWIBkKTIzobEdgQ+1Q+Va4aCHsLQyJihkhxQicaRFnfnPnjd37tmcGeR9C3560Q75ZZNPipobLksSuZeCzrjEbeBptEwQkA8xfc8fPGIfC81OSUv9orJWWbuXgnHVdwjB6WO64ILqExfUeDMroJbJt5PhHgdLAUNYiR5qYZX1SzwPFXdKyIN4HoR+Qrw+6q6G0BE3gu8CXi3e6KIBMAngNeq6m0isgFoD61nDqpjucYYGhrX3GTTZ9RA7GxktIqEMBLHc7JsaV7ViXnJM07uZGJcHBhTkAbWAe4Sh3QTTJ4s63rnMn6MHl9I0t8IJLTRVrH09FeE3NHjnk3rOe7ZP6VdM4VHmXDq51jiy3AFTG+ZwXwUY4JYvlCVWlt1PaqOhtCwmzoEIcAk+W/2i4DbVfU2W9d2Vc1fFWyeGJPEAkOd2WSpfEmFfv8vVvIsdgllx3yU/vWF2CEIDUjTbrjRUKVwNROn3W4fiOO3cD6ba7dt+or6Cp4intEaPE97BG6swn2PH8Kp5z3IbBjw8NaDat+XJCVIdusqI71tJvvngzpmoX7PHbTcQiPvPu9viGOp3Oyr/EIRucnZ3pitS0R8EbkV2Apcq6rft/s/CjwBnAz8fU43ng6oiHxVRH4kIn88qusdk8QioVQOVQXjuMQAdgiOcWJ7vQQRBxntIcnP5OeYmUpCY9O2c7YuYkjqD8wW+xA3IG4ocaDQUKQR4zVi/CAm8GN8L+7SIhJ78lnHbGbb1Coe27GWp73mloobY/DExbsq5kl0k0OZplBVJiusC01LFWamWKVU8NclBalxLaPAgUAOKZKRUdVmhP55zvaRnqpUI1U9CzgKuEBETrP7Xw8cAdwF/FJOLwLgWcBr7N+fE5Hnj+JyF4QkLFveIiL/Yb8fLyLfF5FNIvKvItK0+yfs9/vs8eMWon8LhfCFxieRJ79SLSJLEOl8hySEKPlOYp8xz6TfSxBxYLO4OqYldcghlTup2arzN+t/6AqF9Xq/43WIJ3bJIYC4aQhCmwrNGBoxEsR4lhw8L+6aL+EKxNtuOJFW0GbVitm+73dCBtmtqOwwUZcgqsghe37e9zIMKrj7yX91wJCDhWqNre86dSdwHfASZ18E/Cvw8zmnbAa+papPquoU8GXgnMGuqBwLpUn8HoYRE/wF8D5VPQnYAbzB7n8DsENVTwTeZ8ste4QvPC8liC6kgrkGQXSZdBxy8ABLELHztzPRLpl0Z4V2jvaQEkQyMzvPv+Gak3IIomNKcrSJBmigRoNoWi0iUPAVL9k8TbiuBz/dfhCnX3I/s1HAhp+9p697XjU3wrOzvudbj4s84V1melook1GR6a1sq3veAYm8gVTB4KoMIrJRRNbZz5PAC4B7ROREu0+AK4C7c07/KnCGiKywTuznAD+Z13UVYOQkISJHAT8D/KP9LsDzgKtskY8Br7SfX2G/Y48/35ZfttBnnZXZQddDlEsQrh3fmeCWSw4ZDSL2k8yt0jEpJZ8LyCGrQYj73UXWzOQup+o6rFOtQq1WYX0QKUHEiBeXju49UdpzAXORj+/VF9TddcSFm1vGbTPvcxaJNlBlWurRAAZwVg+iRYjovMNHxyjGMJzWFocD3xSR24EfAtcCXwI+JiJ3AHfYMu8CEJGXi8i7TB90B/Bee96twI9U9UvDvM4ECxEC+zfAHwOr7fcNwE5VDe33zcCR9vORwCMAqhqKyC5bvitBqHUAvRGgxeBrOCwEvJmIaDLoEbhdTuosQdBtXnInwKW+h8Ts5NGJXkqS9Hn5W9eQoCdCKuNIFzprXEinfF44bHJ+UjYhCGPe6hCEBornxYiH1SDKhVlw7yS7Dm6xY98KJotvcSGS5VOrkMyJ6AfzIYhhO6eL5lAsl7Thyw0a14lcqhXddDtwds6hSwvKXw1c7Xz/BCYMdqQYqSYhIj8LbFXVm93dOUW1xrHODtWPJM6gBhND6OnooDfdUV4gZ5CcSxCJFuB1yCIliNQ/kex350J0T6KrfHZdMsjxVfT4LuiYn+IAogklTrcYbZmNibjjrG5E+L5xWHue4ttkf1nHddyACT+k1ew//HvzhSay0BfFn8eoOiGPVPjn+BTyPneVGYAg+kWRRrZctYol3echmZuWC0atSVwKvFxEXga0MDMD/wZYJyKB1SaOAh6z5TcDRwObrZ1tLfDUiPs4etR9YDIznrs0CJccMppF6iPwE5NUxvxD9+dkEp47t0Gcdl3KzobYpk7qxDmdbE2IVsRoM4aGgh/jBTHiK74f2wlzMY0gwrfE4Fttwrf5m8TOtvZEuX/LwTT3wo7pFfgSs+n9F3LSm77f961PkCWKKg2jX2G+VCbMlWkVCZaydrGkySHF0r1/o8BISUJV3wa8DUBELgf+UFVfIyKfAX4B+DTwOuDf7SlX2+/ftce/obr8U2UFX7uJ8AUFCxB5dGkT3Un2ssRQtN9J7OcSQx4cM5W7cFGXBkF3m4lvI2paYmg4UUtNJW7GaFPxV7ZpNCKCICLwLSFYEvCt8E+0Bsi3+993x1FsPGk761dPMXNhO3VYryu9w/lwFxHKIiGNMrLI0yLyzEn9RDLVRVHZuvmj+lnyFBaHOJYHIeRgmXZ7UCxWWo63AJ8WkT8FbgGutPuvBD4uIvdhNIhXL1L/ho5SoqiDMoJINQLpKt8F7exTW1Q9x++gGXLp0k6sKWmyM+dBG9oV1uo1IpoTIY0gohFEBJYYXC0hEV6zUcDUXJMdD6xPl0ydPHoPayZnWXP8TnbuneTYX7x98Hs1T+T6GMiPRlpIgnCxFDPELlWhP/RssDV8En0tJLPE0TdJiMhqwJ1OXguqeh0mDhhVfQC4IKfMDPCqfvu0XCCRon6fD481NWX39RBEFgVRS+oQhWtq0hwNIlnEKNEeogmIA0Ub1iHdUDSIEd+YlbL276ydPFbhgQcOw5vx8Pd5xBvbTKwx8x9mH1jDNoxm0jhsigc/fSZrVs0QRh5h5KVRI0f/QoWPJwd5q7/lIVZxIpe8QoKo0iby6h3k2HzQL4nUdXIvVSLIw+hShdcpNJKmFwW1SUJETgf+GTjIfJVtwOtU9cej6tx+B2vaKYxsKkEXKRQdh3wNwi5D2vVwJ2Shtl+OExqhM+chmS0dGAGugdrV70zUkjjmqliFKPYsWQhessyjF+PZ+o8/fgvt2GfvbJPp2SZR6KGxoIcastBImJtqgsJT043ul02FTf9wIa0tPu1nTLNixSyHvbJeaHgeURSZmtxIpyKNYCkTxKDII4rlRAouRkUQwLIkABH5LPBPwFdUta+Y8n6imz4MvFlVj1XVY4A/AHqmmY+xcOhyJlcWzvxNNJCsLyMxM3mOJpGYnRKCsOGsYvMvJXI0tqP+dujTDn3mIp+50GcuDGjHPqF6qdBt+hGTE3O0Wm0aEyFBM0I8axOLDVn0bDFoI2b6qDbRziaTn13LY58/dd73MdEaslFI7nwId/JbFUHU1VoWGmUzzhMk2uByjYqCERMEdL8wZdvSwgeBXwE2ici7ReTkuif2Y25aqarfTL6o6nUisrKP88eIsYKwGKLJKtf2OXPmM3T7DHofwkJtIi1QXD41SxWZr7o72bVlI2fi2CMSOwr1PERjRAUPM3qPYkMWcWwIJWr7xKGgkYeG5gVz3/Ps+yZWO9p7tDC1Y5AZFGVahOQShHs873NRXYuJqhQki92/UWDkBAHUmoS/xPhVVb8GfE1E1gK/DFwrIo8A/xv4hKoWxpn3QxIPiMj/B3zcfv9V4MEB+3xAwv/mzUTPPbdbf8tEN3VBDV1opOmiQ11LoXY5qs3nLqIo2bK+DCWHGxI/hoJEQGQWgtFITHOee3bSDU2d1M5loCpEKsxFPrPtgLm5gHDWR0MPjTrEIJn2ge5cV7EwsdUHgdmDlJN+46aCm1eMqEvQd7QIQwhe7ozq7Pf5pAAfhnBeLAE/iBBesPQjC6X5LFNytWtO/CrwWkzA0CcxyQFfB1xedF4/JPEbwDuBz2He5W8Drx+suwcu/G925hVGzz/XfMiYi7q0ieSTXefandncq12YPx2NNyeENinnEkXCEC5ZJU7vqMNF3pykCcziWCA2jmsCD1XFC2Jj0844q8GjHQpR5LFv3wTxnI+Ggtg1JQpfOffiFFqP++CBP2XuxTFv/27Jna5G2SzrrGlpPvMmho1h1V3l3B6W0F0IzWXBCALqaQlLTJMQkc9h0o5/HLhCVR+3h/5VREpHWrVJwuYK+X8H7uUYPfC/bgjDO/c02mvszHHHue0ShVnf2kp0Tzohq67DGXq1hkwSvmyuJbJEkVSTaBAxeJHVBjyMkzkCGqAxoNYlHBhtATXOzygWoti3nz2i0COa82HGh1h6iSHPvhTDikd9JDR9O/I930ejwdZVSUb4USr0O3MgurSIHN9D3fxJC6FFDFvQLqRwXYphuwNhiRFATfyjqn7Z3SEiE6o6q6qlsfn9RDc9HfhD4Dj3PFV9Xn99HSOL+OYfk6y55pqjXKIgtmQh1uykGfMTWb+Z5PvTHLJwZ1QLzueskzu2fBNZZUPE+FY8Gx2VsJUNU40iozXEkUccSWpSkkggku6XTDIfFCa2mbvR2g5HfOYBwsef6OpO7ftaEM2UnSSXe+6AGsRSQmmSwkU0Vy0G0Q2VDJfnPIk/xaQTd/FdaqQX78fc9BngQ5hsriNZJm8M67dIzFAJHKX40zIAACAASURBVKHtzntItyKfRol/IpsRVsV+1WJh3BX9lGSVTSOcFI0hUhvSGgvEYsxKUce0RCy5GWYlEoIpQSKY3AKtHTHrvnI34c6d5TdsQGTnQORFOJWdN582R41Bhabbv36E6mIS6YKamSzqNLlUAsNE5DBM4tRJETmbzlu/BuplR+2HJEJV/WB/XRxjEHizEfFEZj3nxIkdZ7SJPpE1M/VU4RJRctydVBdgZlr7JgxWPdLQ1TjyLHFJqjlIbP0pdr83Z9a4nnhKmDo2xN/ts/qnhhy8EA7+4U68PVPo1ieJ9vY1X7MHiebgZoPNkkEeQQyiRSz2mtXDEJaD1rFYZqTFIAhguZmbXgz8OiZH3nud/XuAP6lTQSVJiEiysPAXReR3gM8D6TJhqrr8E/AtMcj1t+JddjZx0zMmp7IlNdQI6K503ekxZxKdZr6njdmijqlJXZJwFhOKmk7676CjQaDGiZ2wisZGM8DRHpK6RWFyizB9qLL+tgCv3emrP6eE61o0Z+bmTRDgOqZjsj6I9HPGeT2MyW+jdtAm9S+akMzBQhNFP9e+lO7TQkNVP4ZZn+LnVfWzg9RRR5O4mW635h+5fQBOGKThMcrRuPsRZs84tl5h5x3omKMSH4FxPkuM+QUTQ2FiclLHoe1bN4djDkpXmbNZX9P1IRJSSRd9F7uynaTzGNLPGZ+0xKAN079k1TwViFrCzpNa+MdO0DjtYFrb52hueoLw0ccYFEl0VX6SvurUG0sR8xnxl2EpX3OCutc+SmKQWj6JkTXfF0TkV+26E8eJyJuzx1X1vTmndaGSJFT1eBHxgItV9YbBujpGP9DLzmbGNTdlRvtdSNaR6KqgexN1JgD59HqUHKe2m/DPHRq4wl5iMU5068gQt3wOMXTON0QytwbW/cTrEE/HZ237acxP4cqAxkFrYECS6IlS6ppRXUQcS19Q9oNBR9yjDPkdVOuYj4N6qKRRp6olQhJAMuF51aAV1PJJqGosIu8BLh60oTG6IRecTri6maYGL0IqQJN1IjLLlSbCvXMC6RwKM6FBzC6XGNz04H73eW4obfckNuMziBFI0oxn+p2OsHKjl2zTbaG5k1RzSdI7JUQT+8k1Cer7xP4aVgSnEN/S3/K9h3x3XerPd/M2uT4Ic1m9N39/IIr5CsVRm4/6nTtRdT0LqiUtHQKohKp+2P5956B19OO4vkZEfh743P6wxsOi4eIzCVc2urWDGik21BdnxG+JxVmNzkWiDUiM8RvEDhE52kXs/MVGK4nnRDFJd50SiknUJ4p6OXMdtEMsroNcnT5GE0q0wmgbwTRIA+JGdzteBMGM0twdM/HUHN62XXXzIKboEgpCoYnJLbtQk9RGhWGbWBbiOqrIYtgT+oaB5RTdlEBENgK/Re8Uht+oOrcfkngzRnUJRWQGG1qvqmv66u0BAK/ZJJ6b6+y46Ezipkfc9HtNR5m1qxO4JJEQiSu8O5oFvfnErMsgJQpJIqI6jmm1fmfF/lU68x7cuRROfyTJJiuSx2vdvhGr4ainpqzTx5kNSisWWjuUMBHUgWPScnwo8YSPrl9NEB2WzpfoFy5BpPsKUm+UYb5Cc1RCd7Eds8O4pvlcw4Jf/xIjgJr4d+A7wNfocwpDPzOuV5cdF5FTVfXOfhpf7vDOPIVozURP4r3sqFcDoWvFOVsO7HdfeknBluka1UumXDarREIOQjdRgFUbpMdfYS7EVhlizE/JMa+4jdwXJdkn3f4FdTLFJscRmF0rTOxSoljw2qSr5XmRmoCpQJhbHRC11hBsWEFw2EG1zU5FKTfyQl2zn5cTFpsgFht51z/qe1Inwd8S/FlWqOpbBjlxmCvTfZwas/f2B/inPYNw/QrCDDl0Ptu/bkxYBepkeU3nSuQcSs08yWeXIaRTSG1Kj7wHXSJSP4UbCqueQz6lF5Gzz9FeXAKb2ajMbIRwiyAhrN4c014pxL4hVPWUsCXIhNBW8Fd4NFo+zYoulGFYI96lQihLhSCWinltSSX4WyLPiIP/EJGXZVNz1MEwSWLJ3ZVRIVyXk546cdMko3VXONsU4ZrMZxBMdBCQZnkVEE/oyPfO8a76VFNhK7EhDBFMaKokBCHuoL4TrSSYBY9iSSOZ3BnbEjnmKFejsFoF5JjBcBpK70X2uyCx9piwAKYPNdc+dZTQ2iL4s9Da4ZSNIJhVGnsiJp6cGUjTz1tWdD5axFIiiqWCxZ4nMU7wV4nfA/5ERGaBNn24C4ZJEkvvtowIwe5ZwrWtfJVS1QrPxLwkdmEf+wLVeY8c60wPWQASG2dC3CBN9gcYQW4JKE/jSMNbxRndOxpFWpVDDOIsQERAJxOtJSeXLLqc7V0EosUDK2f/zKFG7dh3rN0RCZNbBC8UiD1WbvFZe0eLeHam7O4Bg2sNy0X4LxUtwsVCrVOx2Ne+BG99JarcBWUYJkkcMIibfd62RJMQR9DbQ6lAB4iNltAl+NP3zfUK22gnNYShVrWQ2DENOfUmPoQOQdijSXlLFHbaQ6p+uCYnia3CYTPKupFL4nXqTvts36Rc4sghkVz4yvQRhpG8GUHwWH/0EcT3PVB8r0uw2KkzYDgj7sUWklUo6t9iOriHGt20jHwSInKyqt4tIrmuAFX9UVUdwySJueoi+we86Vnilp/vNyAx42jXaJuIbsGY+FXFDuuFTn1xZ+Td1YIAiUkqVuu8li4SKCIKt29dAj3VTmzziQaR8FTc0SY8HK3CJQvXvJTym9j/NfVDpLu7OkS+/dZ9yxSaeyCagHAZE8R8sRjkMEztINv/fiPLBjk2Eiwvc9MfYEJf/zrnmAKVWbz7IgkRWQ+cBLTSVlS/bf9e1E9dyxnRnfcakXPJWWZEn4X1T6T+B0sAXeI6MiYoQY1QpnvU3SM7rdRWVeuDSFKIJ85oR3OIrU+hBHk5odz5FYl/wyUL7N8uE1RCFMls7YRg0muRLgLp+G5I92fnhGTluTdrfCjHXnkfYfllAbDu+oNLjw87qqlfAupXm1gKmkNV1thh1DnIXIn5TrIbCIv/c9SGqv6W/fvcQevoZz2J38Q4P44CbgUuwuQjP3DXk7jx1lQ8BBs2oIdsIFo7mTGlWNnoGYnrCs+ENDRJgJc8fa6WYetINZN0qK7GLJWoEWJTZaTLm+YP0jshtcVakNJNcAlZxCHp/IfOPAhSgR8nypX0Cv60Xd+ZFyLaGzmVajjmgzcjTDwFG+4KOwQzIixkAr+lIPjni2HPcu73niwKQVDTlLREfl4R+S9lx1X1c1V19KNJ/B5wPvA9VX2uiJyMWc60rIMtzDKnE7atq1T17SJyPPBp4CDgR8BrVXVORCaAfwbOBbYDv6SqD/XRx0VDuH07bN9eeFwALjoTGl5HIGajgKBDEC7yyilm7oMvHd+BFeg9jmS3EwlBSEfAu+UKnd1qzU2OeSkxbSVC34vdNuhqo2tL0olkyromMIkh2Cc0d0Fog8n0sINh67acGzRGGUahBfTb7nIJCKiFJUIANXFFyTHFLEddin5IYkZVZ0QkWfbubhF5RsU5s8DzVHWviDSA60XkK5jZ2+9T1U+LyIeANwAftH93qOqJIvJq4C+AX+qjjyNDcOIJxGustMqOwpMRrirc8xDx1FTXYTnvdOLJIF9ouyhacrlEkLuk0DPXgm5hrZYgelamcwV1XvPJ5Vm/hbjlE1+GdBOG669w0310yEF7riuJqmruFoJ9sP7eEInBn4lp7pghuv2ughs0GAYRXD1LmS5hX0eVmWappPYeRbK/kWaBrVH1UlEUVfX1862jH5LYLCLrgC8A14rIDqA0PafN8ZQsDNCwW+Is+RW7/2PAOzAk8Qr7GeAq4P0iIouZK8o751SgePE3ICUN9Tz0jJNQV1vIKWc+Ox+12+xkGnb8BnmahAvNIQgh9Qd0EgFKZ73rPJLIdldzvtt2xLbR5X9IfBg2TLaLKLr6lUNKtsCqh4W5NYYgvLbiz8RM3P0o8fbxsiX9oG7G1KUwwu/Xob2YBAEsN00ihYj8DHAq3T7ld1Wd109ajp+zH98hIt8E1gJfqdExH7MmxYnAB4D7gZ2qmvggN2OW18P+fcS2F4rILmAD8GSmzjcCbwRo1VuBbyD4p5+c/zy4nOUIfjNRLYYQJF09zhH2VnCbkXzOPIY01EgMK7mjclvYWfU6DZslx3nujtrNmhAdDSLxJfSYeboqcExLdAgi/ewc6wlvtQTRFdXk9CuN5qJDbqIgbbO+xCG3mEfDayvNbXshjrtzYS0SloJArYN+04OXXdegAne+Oa7y6plXqvBhSvZl5JNIYC02K4DnYpag/gXgB3XOLTJw5DXy8eSzqn5LVa8G/qnqPFWNVPUsjMP7AuCZecWSZkqOuXV+RFXPU9XzGkzU6n+/8E8/GW30LiGauzmQSPHmIiSMkChG4hhUEVUTthorEikSxnihdm0SdzaXYEzCO01t9clxcYV20kXBrj8tXWtRJ6vLxXZLNYq8LetLIEfT0M6WLGqUbuqQSqZvuedHhiCau2DD3SEITD62j4lHdyN7pgi3do0RhoLFiGoaNTzRgYR6cl7eNt++DCNled16FioYoOd5z9nqkISItETkByJym4jcKSLvtPuvtPtuF5GrRKRwLQgROUZE9orIH1Y0d4mq/hrGnP9OzLIPR9e53n7MTadmOudjHMy1oKo7ReQ6TFTUOhEJrDZxFB2z1WZMxzeLSIDRVhbczhBsPJg4SxBQ6IsoXV40U1bAjtKtppGOwKUzqc2z2oI71yIZvXukuoQ7Uk/NSRmCiH1JyaHH1JR2iG7NwPmaXpmjPeTPNO/0Iz036a9DZsbJbiO7knpiobEXvBCIlZX370QffYJ4egYN2z1NVWEUZpSlrEUs9UiphXBgL4gGYVHLJ1GvqiKf7e+r6m4AEXkv8Cbg3QV1vI8aFh0gSVMwJSJHYOTq8XU6WalJiMjbRGQPcIaI7LbbHmArJv1s2bkbrR8DEZkEXgDcBXwTo+4AvM6p52r7HXv8G4vhjwi31Ri5Ot2SvC7GnU0i7XzXjCROPMF0RvK5bblaRaaOZORvlgI1JhuzCRo4S48GZpGfrHaRfncd2k7dWZNUV3RWjkZBok0kn2PS5IHJ53QN7FjSeR0q8OTpDWYPX0O0Z89ABFGFpSzs66Df0b6Hdm2LjWFpKtn6co+N6nq15lZVjUGPz9YhCAEmi2oTkVcCDwB1sm9/0criv8JElD4I/EuN86pJQlX/3Ob9eC/wu8Bf2+9nA5+vOP1w4JsicjvwQ+BaVf0P4C3Am0XkPozP4Upb/kpgg93/ZuCtdS5iJLj7wW6BXmRisn4IiWNjUsrZUE2Pg9UiPDF+gmTrScltNY/UdOMQRVJEMPUkPocMQcQOQSSaRPI5zpBD1l+Bk2qjKgLKNS+JQwpiV7MTu3mh2e85372QlCTClWYhovZqn9krLpjnD1iMUS7NmWCYAnBQoZonJJcqaQxyThk5jPTahkAQCUTEF5FbMYPua1X1+3b/R4EngJOBv885byVGjr6zZlN3A5GqfhbjG/4eJgipEv2Ym9ZgTEXPsx3bA3wWM3ciF6p6O4ZMsvsfwPgnsvtngFf10aeRIZ6agpprF/jPfDraCqz5qECgiKCBZ01C0uu4tuc1dppQTwnMcm0atpn92Qv+b3tvHi7HVd75f95a+va9utqFrMXyIlveMHiJVzkEfl7YEgIJDJD5JSEkM84EyCSZTAJMQiBMMtl5hpBMiDPAQMIEgxMmToAhZjEGbGwj5BV5w6tk2bK1XOnq6vZS58wf51R1dXVVd3V39b195fo+T+u2qqtOna6uer/n3anMNEyyHNapHavKqp04ObQIoo0E3BYRhMe1TU8TRSWFJjEk9pXyqNiR+Sg0KxFVk9UKtCWObhFVzSmYW++x7Jk8udX5sFi+g2EcsAuFNGG6GNerEFLtcpMudGc6O5VrROS3Yluv01pf17ab1gFwvl3lf15EztVa36e1frs16X8EkwbwicQZfheTRjAreczd8D6t9edE5IeBazBlOv4KuLTXgf2QxCVa6wtFZCeA1vqgiAxT3v+4QbDroei9++Iz0BWvK1m0/Vdp5Ft34U5PE8zORi2j4qaWiX+5g+bVF+E0lc1YllZnOic0NUk7QaSYlrpGMhEjB2iVHe+BaB+d2BYzSTkOECbeBe0aSYc5S5kaTRk9g8YK8d7ZPfddYGIYZiUdP3bcnPNZWFCtKE8vXTOdm7TW78gzZMxn+2rgPrstEJHrgd+gkyQuBd4kIn8MrAKUiMxrrf8i4xShaPlR4KNa638SkQ/kmVs/JNGwzGasEKZnar+th497BPc/hHfyFtSa5e2EoDUExi4jmKY6cbkhU5Mwa8yTzuQkzprVoBSHXn4KANX9TYKK0USw5ikVmphsn2jlx0xM1qREwpzUAR3bHHNOJ/eBmEkp/jf8POUZDVuQitUkohyKBEFE0VQWTh2qN+aKzuvAmm+vzfxsqfsj8qJIgRmOtVTIIg1F+T9CFOW4tjK0YQki9Nn+sYicrrV+xPokXocxFbVBa/2y2DgfAGa7EATAHhH5a3uOP7LVLXItxfohiT/H+CDWi8jvYxzLv93H8S8YNJ94Cs89BbUylsNhCUO0tn0cWreR/uHzmV1ToTl5Gk4TvKOW9AUqRxTageaUa4W9tBzUYVirJzQnY36GmL8h05ego1O0BHzcCR3+pfW+gyBi5JB8cLT9R5KaQrhfuC1ZSVbD5IHxWXv0TOwaAyG6EKvofrSmxUA4twXRKPKbm3phI/BJu/h2gM8CXwC+KSIrME/E3cAvAYjIjwMXaa1/Z4BZvxmjpfypJaWNGA2lJ/pJpvu0iOwArsJM/g1a62LrJBxPqPhtvoN2rcL+E0usa0y7+LOGHFSl5bOIiMEnCnE1ZGDfW60hqLSTgxba/BYhOpLiEgQROaGVleM25jueA5FKDnHhn4Qlm9CElcyXSB5ybI1TWIpkP4ItLXQ2bzjtqIXoODiZlwIUMvJrVZRSkuWzBa7I2P9GTARocvsHcpxrjlidJq31XmBvnnn2VSpca/0AKapPiU6oCb+NIEwEk2Mqt2KE/LH1EzQnTbypd0yhwnIeMbOMCk1LvnmPk9AY7P9VhY48iA6kmYQS5BCRAu0EkdQe0nwRmUiGz2aE1oZj1Xs2VBxPjIIoxoUcxlmL6IXCzYz5fRLHBcrOdKOC50BTWZ+Ag3Yd1IRLMOGiKoJyhcln5zl6YhW00R6M4IxrECERiNEUkjkO8b9ey67ftQ5TnBSSJKB6f9YXQaQ5qJOwZqZwTLcGq3cd6319uyBNKAxbJiLv8UWan0qCGAyj1iZy+RtGdvaFR0kSI4LacR/e5k2oE1ab3IaGwlWmHIequwQTDrU1FZy6Jqg6xskcc+K2ldVwseammDM6keOQLKMRIcOf0I0Ekq+4manNRAXtuR/hKRNzSC0maPdx52FuI2z6Zg0ccL+6Y8grPx7IElJ5BO64kAMsPYJYEBTnk1gSKElihGjueRr2PI16+YV4s3VoatymwpkP8OYE5TsEVY+5SadNa0jmNmgXAt/8JfEZxEgC2hzEHbbTpMkoQ0uQBDn0IojWhsT7FGKIE4g7b8JdN95Wx/36eJBDltZQVKmPcSKAEoNhjNJcFgQlSYwIx95wKdoVpvbO49QCtBcrYkRr5S3aFPdTniQc0+0+B+0nQloTvotodR46lIksOR2rmiRRZJmZJEEgWQTRTYvIgncMJNCseqQ4gugW/loEiuz3vBRwvGgRRYfAlj6JEgOjefVFNKcc/CMB3jETulpf4eM2lKnfpDFEYbOuA99BTTgEE2JyHPxWtFJUzTVhbgqjltortcalt/mjta2JRHtgVdIn0VZrKUgQRZqjOhwmJVkw6YzuaI7U+oigAm5NmNk6wewrtrP5ltrQpqYDV+xnzbfXjrxPwrj0YXihIS3yrBdGkcTYV5LpcYCSJArAwbdfzsRhU+JbeUJjmRPVLXKaGu3ZmzuMVrIJcIElhuakzX1IMTO1FeKL1VdCdLszOKZFmOgk08Oi7WaNO5xTivG1hbmG++VwTofEFUzYSCufyJEelfqw1wNNFIUlTZM4N/kszJw6wdxvb+fE37t14N+hG0rBvvTQ6/cKP08SQWjSG1mW+3FEAHlQksSQ2H/tdrxjmvq0RCUznEAbgSjaJr9JlPzWVpnVNaUzlE9nb4fQkd1GHLrd1g8dIaThcxFpEAlndhTqmubEDo8No42SqR0Jn0OYp6E8QxD1laAmFWpSQTXArzbx/Sa+F+C5CteeINBCo+ly9GiV4ECFygEX/whUDoN6+YU43/heET9NiSGxUAl0RZJ3GkEUTRZ91G46LlCSxBDYf+12REEw0fIlAOjAEILjmhsqtaaS1xL+yqPd19D2XndGL0kYUdSaixH6YrO54xsletuWCJeiJYSaSUfCW3yfsFaUzc1QFUMQQVXTXNXEqQZMTDZYVq0zVamzvFJjymtQdRtUnGZEFA3l8vz8Mh6prKN5bBp/1pzw2YuqbPzGoL+IQZ72l8MKpheKfyLpaB+ENEZt+oveJwhiVJqE5PBJlOamEgCsve5W9l+7vd2B7EDggnigAusXiIeyxrKko21xknCsxhDPmk6almgJ8TbNIfxXutykaSak0IeQzLMINRnMPKIw3JDsPFAVjapo9ISisqLO1GSN5dUayys1pr06VbfBhNs0BIHGc2xWuRYmnCbzqz1+sHeZdbKYPAn1igtxbu5fmxi14zoN42TGyiMUhybHPvNAxoUgCiWM44gA8qAkiSGx9rpbef4/bG+LFmrLXQhvqGSRPWmRhzE36YTfwWoLliSyciA04XmlRRSJaKPMxzQkh9h7xH6VuD8kIgTQrrYkodGuRlc0UlG4lYD1q46wbvIoM7Uqux7fBAoqy+u86lSTpO/ElmCOGFOG0gKejrLTnQCcev+1m/oliCKF+6i1iiIFXHKsQeeclyxGQaKZfSSkO1EUhtLcVKJfrPuocbbWf/QSZk7xWmE8cQ0DIkEc1UZSoUDWxvzk6hZBxCOXEvkF7Y5lM7hORiBlPZcxP0UbiYVDJshLe7YkSEUTTCm0pxFfgaNxPIXnB9TnKngPTbJnfYXqZ1biafBfXcE98whnrt/HgcYUFafJpNtgyjEl0OcCn4P1KQ4eM1Wagoo598bb5uHWu/r+DRxRqJT64nG7+kJEPSUxsBBeIHtFt/MUVbNqFIQcP398+0Jct9InUWJgVL5wBy+y770T1vP0m09vI4i27m9xzcAh8j3g6tZ7SxAS0wZ0THtAC6IsI4nVIGI3Z9RvWlrnayvXbckF2p3WxM1jHihfo3wNEwrxFK6vcL2A+oEq8swkp33tGJU9e+HwEVizisb65Zz1w48yU69SVy5N5TLpNnDROCgUDkoLs40Kc8cqODXbm1szlNM6JIrcRfkWwFSUt7/zODUiCpGXQPJoFcNe67S5JP0lo3RWt2H8fqqRoiSJEaH57D7Wf2Qf3slb2P2TW9r7SIfO35hvQrlYs4sx40hMi2hLkgsd1GA2phFDIgopXpZbQavTXNw/Eb6Pk0jimdYKRAsqEBAHf3WN2oRizysm2XyL4D/n01yzDP+/PstMvYorKnJaexLgOQG+BDTsOeuBSxA4Ue0pZ8CSTetuXZ173zzCalTkMY5EMCjSTGy9yGJQs1yW9hD/rNu1Lfr3NAuzHvuk9b1foihJYsR49tVbCGx7j2SdpdC2rzwNnkZ7CkkSRBsifSLF/tS+c0QWom0nO/uBg+kSF/pQktFOMdJo9asWk2jXNMYFlEMQCMrRiKeYP63GD7Y6OAfX4h0RLp6YwxOFI5oV/jF8UUw4TXwJzMOsoaldAu2gA+NoDwmzKMQFwyChnOPkkD7eMMy1TSOItPGT8PKEJOVEaW4qUQj2/+J2DrwkYOrpVlQQxCOdWg5gKgo8jbhGaksKQWglRA2nwz+RQM9+4EKyiNqXWn6JbnSbIxGGzrY9ABFJgDSBppj6mtpoPK3sbhBPoXyF03R5Zm45U14Dz7F+AksYvgS49r0nAcv9GpVqk/lpl6a46JPqw172TN9E9v7ZAmscw1z78SEMorks1HfNe20jTSGDHHqZmEaivR1HBJAHJUkUjJmfuZxnXxYwuQcm9rsmCzks4x3mPFiS0K7RIJgw0lkc+4qHusbNQJGDIwdi5iITKdUKjZWYJhFGFYVO9LTxowQ8BTowJqfIsR6eqqI5869nQITm19dx71sqvOyHHkBpoaEdmsolcBympA4OTHsu66pHmVlRZW/dQ7kKvbfa38XugWG1ifg4IRba8b2Qx2eN0cuX0kFOfVzrPCQ9VgRBPk3iOLIsliRRJB7+6CVU9gkTz3oEFVpOai8kh5hzOiQIV+N4AWId1ZK8u6zXORLq0OajSIN2tAmJDUtiaCwrSOREjx7LmMNa2msQtkimLSpL0CFrhWaxqsJ/sgrMAeAerXP69fDNqW287OyHUdqhpjwmtDE5+RIw4TSYdOos82qsrc4xH3g0Nzs8/NeXsOFmh+ndNfwHnqL53PM4k5OoY9kOi+e3H+zLL5FEX/0iCopgWkr+iYUK8W3zb3TJc+iVAzHqa5vLcrV0ft6eKEmiAOz+re00p8A7aHIJTDmOmJM61BrsX7ERTOIazcH1VKeJSYPWhg00RCU2dCjl7R9jTjL2J+0YW5JoSxShk1sRBUAlES/BER86Ioh4O9Qk7PcUDVu+Mm/3F1PxFjh769McblRZ4c/jiMKTAEcUvpiEuimnzhrvKFsnn6OhXRrK4+K1T8KlsMY7ii8BB5rLeK6uuetDl7FsTw3nlp19/TbDtCTt5xwvBCxGCLGDzq09LNjv8ML4uSOUJDEkDv/05dTW6FYpi1CYW5u9djXajxGDo3FchTggjsJxNI5NnBPRlhjsWFYLUApTdTUyIWlwsNqCbiXMaQGlrX8hwPCTIQAAIABJREFUPbmuJ1GEu4aVZm3NqKgybZjD4drzVgJ03cXfP4v2XZrTFV72F7fjoFnuGuIIEBP+Kgo3UWfZFYUPVKUBDqxJzO0Ef4YT/BnOft9eDjaX8e2XVlJ/hzbTUo6cibTjYfH9D+MyjyzkJd0i6j7lMTOl/X/UKM1NBUJEtgCfAjZgXKTXaa0/LCJrgOuBU4DHgTdrrQ+KiAAfBl6LsV38nNZ6LKu9PfeO7cycGTZbiC0ukoLUMclnEtMcnJAsrHkpJAnsSNpqERrbitHRRhsI99MmHBXXqr5RzSYNjpjopVDw22S7KIopjrjfghbJRX/D8iARUWhwsb4V871O+7jCnaujJnyeeq/m7Wd+05KBjjKs/ZQC/AEODRvO5EvQQR6BdZaE210U67wjcPmVcNvdqb9JkTWZ4liMcNiFEHzDJPrlTbTrOGdeX0UsSW7YUhuFN3o6jsJb82DUmkQT+HWt9fdEZDmwQ0RuAn4O+KrW+g9F5D3Ae4B3A68BttnXpcBf2b9jhcd/fzv1ExqgbCnuIO7B1ZGTOnREO5YkXFe1kYPrmL9xP4TWgtaC0pgoIuVYf4FqLfNDrlBYUrBqQPiZjq1k4u8l8oG3hoqZl9qqzDrt27RjfCjRd/M0Z//BDMHyycj5/bNn3t5WegNaQj7p/J1TFf7xT69mxaPz0fbDW6u87Tf/hYb27DGKAKd9jAyCSCKuTQxrciqCOMbRJDVUKGri2GGIo9s50giin2s5ik6ALzSfRP5YwQGgtd4bagJa6yPALmAz8Hrgk3a3TwJvsO9fD3xKG3wHWCUiG0c5x0Gw9fd2Gu2gEpjw1QmFrii0r8C3moNnXo6ncG35CtdVeK7C9wJ8r/V/z1W4jiENY35SuI6y/zcho05MA2lLkLNo0xpU+9+2naxGYEJw7XsvfIG22dXJz7H7iKuRpnDmh+cIVk6iv3sv9VUTAG0mnqBH9i3QIjARnnpXwNvf/c8RQaQd85ndFw30e7WNkyPOPtc4VoDlfR2PSFvZFxVhlUYQecZ30G2voucGtPdeyXodRz/5gvkkROQU4ALgduAErfVeMEQiIuvtbpuBp2KH7bbb9ibGuha4FqDK1EjnnQZ17Bjb3raDhz92MeIH4CUeGDFugNDn4HlBJPBD7cHBhLombdBaG5VcayFQgogQKAdlPrBpEjGtQZkcClHGzCSBtGsPWG0hkajWVhYkrjEIrRwI+z7aBmz7mzru7DzBfQ9GY1UO1MAVZpqTrPONUzp0TodmoyA2HxfFlFPnp9/9xTZiqSm/41q7GJL81Ad/jMOnOmzm8dTfZN/lh1h/26pcvok48giOcXRyj6oWUr/nyxOZlGfcNE0hTzY19NYWCifpPMOVJNEfRGQa+AfgV7XWhyWl9WW4a8q2jsuttb4OuA5ghaxZtJ/DPeChNzWNIzq+qreRSkYDMJqD62hcMfu5TqcJRiKSMMJeCYhIm/kzNEUZn4TYyCUxO6f6HKyPInSqQ4wYrC8lThRuXEvprB911p/OEOx6iCBxGv3de2m86mKemFvL9PIavtME7eJDm/kpFNgKp03TcDOeqNDM9KkP/hiHznDY8ruDd60b1rQSRz/jjEqLWGgHd6/zDUo23cgha9xBTEhJM+gwOJ60hDwYOUmIiI8hiE9rrf/Rbn5WRDZaLWIjsM9u3w1siR1+IvD0qOc4CB7+xEX4U3M2+c2s7UPfQuhvCDUHz5qPIkd1+DDEat2IJYBAS6u2UgxaCUoZUggJIiSHNKd0lNuA7sh3aEPkqO5OEDSFYNdDmdfD//KdHHr+XL4xfTIX/Pe72Fw5yLz28AkiJ3Z8ZZ8khvAhNgX6WiT6qf/6Op67ALb+ZnFtTfvtidBxfAECs4hmPslzLQRhDEN6SktPzSPTST3g0nwUJF3WbioQNlrpY8AurfWHYh/dCLwN+EP7959i298lIp/BOKxnQrPUOMA76URW/P0x7t67iUmZj5ECbZFKjhitITQt+W5gzUuddlGlBZsQTRB7cLSNWNLakENEEEGoPdggCx33RrfMSCFxtMmNNLII5xMjiI6SIBomVs/TC2rHfTjA1/9yO+t2HKK+bor5tR5vfN+/ghX+cTIItQm3zXbcimb63pGTefZSzem/8p2e586DDmdrD8GTpwR2X+fvcr5hIoGy5lNE1dkiEgWTJqU4WSSPKUpzyBqrEJTmpkJxBfAzwL0iEjYJ+C8YcvisiPwC8CTwb+xnX8SEvz6CCYF9+4jnlwuVmzfy2IE1ZkW9byW+F7RFJSVNSY5o89cSg2e3QbugCh+WRuC2PYyBNs14lHIIlHmvlWNIos2ZYBH5DyCsJa5tRrS0mZra/Sap75PQ4FQDTvsvszRzXq81//NWFFC54Bwq++Cmn93Oa//2m6n7hrWdQhIJfRB3Hj6F3ZfOcjrDEUTSL9FXVFMBq/1homuGJY6inMgLMUZRmkPW+YokjNLcVCC01t8iWwRdlbK/Bt45yjn1g32/vB111SFkRuO5yhJDTGuwzmffNaThiYq0hZAYkhmjYB708GFXWmKOakMKkfZgicKQQ+f8RECLRiOWsBLhTjHNIhPJz2wWnwQCVUVleZ3T3n2Y5qOP93391M7vA/DwRy7j4S+9lhPu0Lz1/V/q3C9GFL5jcia+vvMctnFH3+ccJfoxU3XVGoYwEcXHHSZZrdv8BjZ95RTsjnRJahzI37DAUjuPKek4IpIy4zoFh3/6chpvPYDL/igoKNQa4lFJrmNIwXeCVGJIC7uLhIKV6cpqDSFBNJSLUjaiSUnHvWaysrEOaY0gaG2JIuxIlBQ84RzSBFLiBC855wme/tRW1n/5CdCa5pYXDUQQcWz75ZY24L7fOhAFk4yREoH06d/8Mbb9c3EEkaZNJNGXMzojmzhLwHUTYkM5xXNqOv0K3qJzC1JNrAVrCun7xfxcBX6nPKdfmHCChcFI8ySWKlb83W1M+g0m/QYVN8BzFL59ea7CdwM8N8B1FL4TUHHNyxOFJyo6xnNUtC01ft6SiQ6JQjutbGv7N0RUITbKlbCvWC2oMCtae8q8fPuK8iDsdle31ZOKZ3Lf+8BJHLzymCGIPU/Dd/Ilr+XFp3/3R4F2n0Q88qQqDZY9dGCoc6SbG7pHt/Sb15CMx08TQoPE5g+TX5E2p27zKiqPo98ckX7Pm3euoc8r7vsKtxeJPHkSpSbxAsDUqx6lcdPJnVVZaQkhNy78iWkS0no4o5tat45VYkihqTpXOCJYs5bgOAqlHHA0LgolxhRlqrVac1LkuLZt5yCWaJdwQmv7oW6fk1amqRCBQCCGhEYUneHWNAEO84mkOddk//Fnu65m04P3DzR2mCuRhX56TQwbYtrpmO0UVHnm0k0o5m3RmgejMNl0E85p2fCDzKFoAsiFHNFNx1PpjpIkusC/5gm46eTUzyS+ukmYl9L8EFlCR2mxIbPmZtcaAnFMvSYNSpmHSIngOIZcQnKItA0tqECZIoDWjBWG5kYhrNaDHZYcj5zgGlumnMhU5fvJTIhiUP/RS3jlB29hNqjaa2JrO0nAi7wj/M27f5JN/+f2gcePE0SWg7rIpkRZ+yfPl71vZw5JP+hfSxmMqPodM+9xcaIo6nxZpsRCSbCMbioRh3/NEzhf32xW/Smrnrj20A1RRBMS+SHCbZ4ocFoCydXmr9agXBX5JwLl4EQEYfwVoaB3XEsaKuwiZMt4RERhzFqhE1wr02HO5F0AruaUk55n8t/Ds6/aTPPpe/u+Vt6Zp3Pk7LXMbnZxXrOfihtw8oqDfPfWM3jrNd9ipfe1qKifuSYOE06DG37/VYjSTP+f4SKZemkSIfoVzr2IYhDzVp79hxHgo1hh9/+duvt+8mXE9z5nr2evaC2pKJ+EiFSBW4AJjCy+QWv9fhH5GHCRHeYhTKHT2cSx12CiRCtAHfgNrfXX+vgauVGSRA7s/uLJnPjaJzqERZYWkUQYwRQnh/g211FR8o2ObY98FaJpioOIRinHarvt51k2UWfKrzPhNZnyGlScAKWFhw+uo1b3WpqJGMJRYanY8Lt4ispvr6T5+D2s/esn+r5G6kcuoPr7e7hw+YOs9o9SUz6BdnBF8dJX7wZoIwiAv/3cVWz54K0s57a+z5cHebSAuHOz11j5z6sS/x/MZFSkoM+KqBrmHIOZh7qb8QYlhVFEa2UhTzJdTnNTDbhSaz1rk46/JSJfAn5Na30YQEQ+BLwLQwhxPA+8Tmv9tIicC3wZU8KocJQkkQOzZzaiRurJpJ8sguimOYQEET8+jnjEk6KlKottLOQ5iorXZG11js1Th5h2a0y7NQ4Hk3xtzzamKnVeueEBZoMJHp1Zw+REw+RbWO0BsVndmPcnbjjA2uocs7fvo18c/v8v57mLNf/h6q8wp0yvh8ichCaICV9XFN+f3cj+azcQ3PsAWygui3pY5CWLPGOY990FWfz3T6KIJLiiMIjzPIluQnoUpDDMvrlQkLnJhvyHGoJvXzpGEAJMpo2mtY5337ofqIrIhNa6lmN2faEkiRw4/4wnU2vOtBFFigBoI4Xk8XSSTbSvxPZXDko0V2x4lJXeMZ6prcARjYumYQXa4WaVKbfOtDvPa078Pr4TcDiY5Ja9pwFhmRDr7I5BBK48/UG+8eRpTFzzeO7rcewNl7L79QHvuPhm5tQ3CLTDkaDVn9oNBW5MOEw5dW548gJWvvZh4FDucw2L/n0K/fkswmO6fp4WYdQl56JIIkgL103TiAcZt999h00E7DfEOL5QK5In8pTcsFO6RkR+K7b5Olt3rrWfiAvsAE4H/lJrfbvd/glMYvH3gV/vcbo3AjtHQRBQkkQu3Ld7E+eftJumao+1jwR8sg5RxoMJnU60LE2iqRwcV6McxWWrd/PE3Boeqq9n1cQxti1rrfgPNqZwHB2t3qfdeQ42prjn4CYAfFs3KszqNmYn20YV2FQ9RLPefht461/E/Hknozzhmct8tr78cc5a8SybJw4y05wCvg0QEUPSTxOamRw0c6rC937xPPTt97CSh3Ne8QS2n4/yhOcumGTqOc3yR+faQnOffvd2Nv1RtlbSb6TSMLbytt82I/w0PpdBkuMGyXvIuh+LPle/82j7PGNOg+SfhJ8PEzmVifz9JG7SWr+j625aB8D5IrIK+LyInKu1vk9r/XZLIB8B3gJ8Iu14EXkx8EfAK/v4Bn2hJIkc2Ppvd/LYv5zJK098gMeOrqMZT8yKfBLtztD4AxHXDNKinjqSokTwHBUd44tJ1qu4AbONCXYe2sK25c8x7c6z2p9jX305U24DB8VcUOHR2XXMN30qXjNK9HOjHhWKRtMlsIT3D4+ez4a1Mxz7iUsJKuZ8e69UvOmS73LW5NMcaE4zr3wUwkxzqr18SKwhUBxVp4Ejiv/9yMVseMP3gXv6ut7OD53LYz+xgunz93PJCU/w1NFnmalX8RtHWVY9RsVt8uShczh97fPc/8wGrjjpHp55zSaar3i6sBalwzppOxYOKb97lnY5CvQU0P0ST59CdxATWjeS7YXW7+eYwI4iq8COIARWa31IRG4GXg3cZ7cFInI98BukkISInAh8HvhZrfUP+jphHyhJIifW/tiD7EBQX51iw9QRtkwepKld9s6viPZphb62h5DWlYvSTrv6S6fJKT5OXON44MgGXrziaR4+up7D9SpN7XDvoY1ctPpJfCdgfeUIs0GVhnZxLZmsmJhPhOM2qCuXeuAy7/rUA5dm4KC1cN7aPRz5zf3suu4cDrwEfu1lX2Y2qLK73uo4HWinw/EMLaJwRLPGO8rj82v52zu387LzHmTTyhke/93tnPT+/nwPasd9nLwDDv785dR+cQ+PHVjDD23czYUrnmTKsRr1CebPNeu+z2xQ5fzlT/EvrM41/rA5EGljtW1rK1iYLSyynMmDnDML/RQ0HPZcvcbJa+Lqhxx6h8QqnKLTnwvKgRCRFwENSxCTwNXAH4vI6VrrR6xP4nXAAynHrgK+ALxXa/3tQiaUgZIk+sQPnlrPOec+y0pvDl8CNlQO8XxjOUoL026NhnZNz2ZRzCufw80qx4IKNeUlopyciAiSN7opl91+I95/2JiPqq4ps3fa9HP4TouMpl1TpbWhXLZN7+OpY6upB55xfFuimKJBUzvMNxvMNX3mmz61psd3njmFl296hMn9ARtuc7j3h0/kjKlnI6dz0sfSAXEINBxoLmPr5HO87qK7+MKDL6Y6Wad2So1n/tN2NnyoP6J4+JM/xLIVhzl96jl+6KwnrB9GRU2MwFSKNQ2MWqbYZy6fYcNtK/PVV+rTX5E8tmNbT+2h83fuNl4RGCR8t/t4/a/Icycw5jQrLUoCXQy5QmDzXdaNwCetWckBPosR/N8UkRWYENi7gV8CEJEfBy7SWv8OJuLpdOB9IvI+O94rtdb9R5/0QEkSfeLqcx7g5MnnUbGV9ZRTB8B3muyeW801q++jIgEOivvmT+Sp+TUoxFZ3NRFLSjRN1VqZt9tPOx+C5Groibk1HfuE44B54KpuI9XfUXGaVL0ms42AWZmgEbhMOE2qN5p6SY8cvpi97zUa0k9s2MlzzeVR1zgVdZprTShe6ntvfRVrK7P85wtv4i92vZxtb9vR7XK2z+2rW3jjpp2WDL7cNueGdmkk2uuFkV/x77jhtpW5zwf9EcWgZpFs/0X/EVW9BGTaWAtBBMMgr+aQNS9XdNv92O/nfSOXJtF7H631PZhunUlckbH/jZh2Cmitfw/4vRwTGRolSfQB5+ubOWvZrqjuUEOZyxdfta7y5/jigZfii2KZV2N95bBp5elYh7R2CbTQVC6ezWWIxu8ihLKEjpvhPE/uq2JagaPcSDiGzvjvPHcKPiY/wv/yndStjL6eDey78Swu3vAUJ1UPMBtMRESRLHnuIPgS0FAuB5vLqNU625ECPPw/LmXj1uf5hVO+nTBj7aehXWo6/bjkdw8wGkxo7hoURUb39CKH8PcK2n73IvMh8hNPP+d1+7xGWUK5Xyd0t2uYtq1t8TIi7UyCHOMurrJTKEqS6IH1t63CE8WLp58GHowEWkgQYOz1SpsKrr4EbJqYiT6baU4x4TTxUQRaqCmrQTjmQW7S7gSHdtJpt2/bhjwxZ3e8i1tWG1CAIFwx23LcKJPp7TmK89bu4e7/dn5EEiHcl57NA9euYNv0Hu7bv5FTT3yeCafJMVWJTGYAASZL3Hdb5q+5oMK/e8m3+dhntrPtnbtpfm6SK9Y9yjrvCKZtCBxVE+b7xor9xTvTubHvmOYgj5ueFgqDrHrzCrW8SBsvOc4oCaCfMTPJok9Nod/zjhQLcIpxQkkSPZAs9eCi2/szi0p16Lb2V7gCEBCIgy8BNfFwQi1EO5G/AjKinaI8CyNAAy2mh3bM8e1LEL1PHgvYstxgWtoZ4VpXLuet2sPNe7cxv8Xl6Q9fhppUiKtxqk1edtoPuGzqbnwJmGlO8nxjmqZyYwI9JgDEnHvCaTLl1oxfBsWvvvRrYPsNBTgEOG3kEl6DLMQJokOw6DSznHX694jmyYthVr55BFZRQi2vSaWf8/Xj6O6VMJfmZ0uSQtbc8syjV+RWUMC9ECJfnsTxwyQlSeTAvssP8fzOadb5s9HN5jt5+7S1EBFGrE6TI5pJXaeh3bbVObRrCSu89vahz9enbZKQKdNhemkbokgTGGHiXVO7NJTLXLNCUzkRuchVB/jxzY+wYWKGuWDCEBcOM83JaF4N7XQR6Iqmdq1j3gFpj/AKIhNVJ0EkH+DAkq5Cgw0EcESBVtF8A5y2a/j5s9d1zGigJK4eAinvCjgp8IrqaZ0cS7UtWPrPn+i5T86aUr1zIPq/Rt3GSM4hef7kWIVqGMcRAeRBSRI5cagxxYHGMtZVZqk6DRrWrj/l1vqOkHFEMyEtkglXymaVLZHNH8BBsdI7xrx1HFedhvmgYo473JzkmPIJEBwt+E7LJBX+DbQw4TSj1ZyDpu64nL/qWb7w1IsBeM1JuwB4pmYcvyFpNWNaUpJ42h487TAX+NQCjxknwJegTasw31Mzrz0ayrOOfCf12jmio6xtB03gCD4ByhJD3PQUF9qbvrOiY6xwjGFQFDEUOafkOMPmQPRjnurH7xFfsOS5PnnnkTaHUeaZxJHHJ5Erl2KJoCSJnHjskjnO2eFFpoyNlUO8yDuCI4q7mid3PXbKrfP92Y1sW7aPiVDIWyQftCDx/1BYhuQwr/xIeNdsT4aK06SpXFxHY+KPkgXmTGG/QGscLbiOZqLS5GBziss2PI7SDgfqyzoETS/zRaAlevAVxhmvRNEIHGricSyocKgxZeeQbjKKC45w3mGeCIDvBDSUZ/uIp5cw//zZ6zIJYhB0z23obSIZhbDqtaLvq0xGjmzxznPlCCnO0Ca6BVd0L6U+WB7JyFFqEiXSMPfGy5h2v82E0+QEfwZfAua1j5NiFw8RmliOBFW2TB5kXvk0bNhr+ABMuTWuXLaLrx09m2dqK3FEc7Q5wTKvFuVdVJ1GRA7huA7KNIJwAjxMVrbSDoEWHEmJLSfAQdpqGMc1lqCtAKHT5nfI36gnw3eQgZbwaEUnhTkmDkab8CWwr2abFhH+veHs9Zx4+zQwSM2l/OaNtHlH+w2xIh4Go6jgGg9+6GXHTytf0r23d//klNyns4Za78ZGhSNXj+vjh0hKksgJ72hAgIPvNCPzSUO7BNpn2ptntlnNPDZ+Yysb6x8+THPBBP9w6CJ8CVjhzeOKMS8B0XlCU1N4ToXTJtTB1GhyMCasbKdq+8rMaTPbYHpu4xDG78U1iWRZkUG7opnILCP8p9y6dUy3EgpbpinVYVpK4oaz1/ecQ955tT4bD2JYiLIXQNeIuHxj9/+d8xBUiCRRDZMAWRjy1246LlCSRE5U/u+dHPjgMqacOjPBFFNOjXntM6cqzDarkfD2JGC5zX6eCyqZYZrhje46KqrN5CYEJbTMSzXt01Atx7FjW6eGQncUGbtxwZgUkkkzkcr4nkncfUH4hLmYKsjteNOufcwpk4thxpWILFxRXH/Whrb9T75jGaCtBpUeRdMN/YZddmZVD746zouuoc1dSo73M0435BHMmVF1XeaWZz7JaMLkeFnz6jTjLmx00/GEkiT6wMOH1zHp1iNhPhNMmppJtmudK5qmdplpGuHXdjNbIZr0F8wrPyKV+DZoOY8b2o2ysz0niIgheY5h0UvQZzkgofN7hfAl4I7zs0OEkxhUO+gHwxJD2hgLQQpp0T3JfdvCswcw/WSZaPrP2k7RInNEL6WdPzwuzfyVizAKbjqEyqFKHEdEMlKSEJGPAz8G7NNan2u3rQGuB04BHgferLU+aItZfRhTQ30O07Lve6OcX79YUz0WlePwpcn++jQN7eCLok0HFXuj25DN0MQEnWShtESkEv880C2fAHRqDmbb4Ddiv2p7fCWWzGoNV/1JU9TOC+CSuwaeYk+cs8PjWJA/H2LYuPx+iGHQVXu382V9FhesaeftN3IpTkBpgjnPd+tFVr1KlYTo9t26maLaemgXnCdR+iSKxf8C/gL4VGzbe4Cvaq3/UETeY///buA1wDb7uhT4K/t3bHDasueYdmscbE7RUC5bqgdMtnHKTai0w1xgOrWlrdDTtqX5AICIHCB7xT4IOipz9mE2ahsn5j+443yXK+6p2ygtry8toh+ct9PhcKPSe245yzrkJQazLWF6K7LnwgCtT/OHjfYfvZRn9d8aI1ugD+qv6dbbI83J3l4WpVX2JrvQywAofRLFQWt9i4icktj8euAV9v0ngZsxJPF64FO2pd93RGSViGzUWu8d5Rz7xZRbw7c5B3OqEoWsxv0IYQ5AUgh3M9fEtweJxkQhkgSRbGAUjWP3822+AtDWOa5tzJwaRVZGb6CFABc03HehOVdIjpfd3URpIcBhx/nFreTO2eFFBBEWTgzRTRjlzWMYlhjyRNz0LnGd7gMKctj6B0GvApODj9ufzyY9b6Z3Ql/m7yHh/l0m2SdyZVwXd7pFx2L4JE4IBb/Weq+IhEbozcBTsf12220dJCEi1wLXAlSZGu1sLR79k8s5R91JTflR5zWTMGbyF0IzVEO5UVJcEklnb+iwbmi3LWktb3Zo/EFzUREptBy4KtJywjDarHFandL60ybi3/OcHeZ2qikzZiNofadzv2e+14SY63XXoRPZPDXDY5fM5T4XwKl3THHM8nEeM1MvYuhXiBVhzsl7vm41n6C3MzbPfZQknX6jpFQOgu4vkCBfbkSea660E/1eqsiQ5CDHWGUy3UiQdkekXmnbJ/Y6gBWyZkF+jatefjfrK0cAk+DWaRZQOLZ4nqNbdvL4gzedKK0RLxLY7FL/CTq1iPjDVHUa7J5fHSW3OTakdNf7XsKRk3yCClz587e3ZW53jJ8gCujtyE4eF0fWtgYTOKI5e+WzOCjO2+mwa+YEHnxmPdPfXMa6e44h39zZcSzAaXdWo2cvbzmKUZBCt3HSxsrKKk89Xx8CdRTF7IrWToo4Pq2/fD7EfqMicyYKKhW+VLAYJPFsaEYSkY1A2CRjN7Altt+JwNMLPrsUvOyeGr5ztKupQFntwhTSMzWakmUnwlyKtPIbIXr5HMIHpOo0mHAaHGwsY199Obd/5ryOxj4V7mStfX/fX8C+X34Fb772q5E5KI60UN2kVpFV2TNv7kRUrlxDvPJV/RV7ObVTYWTbd8MqsTkd0wWEp/ZLCv0kgmWes49osSKQ9ptCtmaSp+psiEHIr5dGNOiY8QVMoYl1uRzXxZ1usbEYJHEj8DbgD+3ff4ptf5eIfAbjsJ4ZF3/EM/UVbJ441FPFDWxDofB922cxYuhWAymMFEpDWAuppvxI0H/vl89HvnUXG+jd+W39R27l5o9McuodU2yqHmp1ntOCi2qLwgqRplVkCZZeZJHlhDzru+a7pEWgZI6VgxB6CucB/QpFrLYXmhjSzpNcpAzK7+qWAAAUOklEQVSimXQl3JzjDUpU0RxyaL6FhsGWmkRxEJG/xzip14nIbuD9GHL4rIj8AvAk8G/s7l/EhL8+ggmBffso59YPTqnu71nWOkkQbQ7rsAIqDg2VKGNgHcJJoggxIaa73HJ3noZ2mQsm8CXg/z55NquvW07lW3f0/X0e/+XTOfVjtzEXTHTMJVso9xYs4QPeza7crZJnt8SpLKdqUUlkg5BCEeaeLGIoOjky1eQ1YDRbNwx7TfKQwaIjSK8h1obSJ5EPWuufyvjoqpR9NfDOUc5nUDS0G62Cw9W3GxMqca0hrM0UdyKDMTUdTQhlg1a+RIjVvnHmTjiNNgHniIqqqlZvWEXlC7cN9H307fd0EESWsz2J+IPaayWaFaUVjSVBJ4mEY3cUOhzWvj1cmGhR9v80QZeP6PLNPyvDP9O+n2PcNCIZVJj3Q0p5r9WgQRcDo8yTKJHEPz55Hm85+Xttt2zSnBTfFpbjDvHUfHo/ahfdXslTFKv9uTZyiWswU06dCafB//ifP87Gv+1tXkrisrvbe2DECwYOgo6Q3Bzmiyx/RsfYKQRSJIY1kwy7qu3uFxl87PixqX6mPpMo86CfazHIdetdiLEzOi8M2Q6PLbQybx4t4fjhiJIk8mDNjz6Ec78yVVRpNy3F4YpCaTfSMsL+zVl1bEICcNGs8I615TVEzXnsuVa6xzjBn+Fv3vGTbPxKfwSRJIc4imwB2k3LCNFPWOYo6lGlodecik5g7Dh/P0I2Z5BAUWNk/Y6jNP0M8rv3Dt8tcL6lT6JEGla5cxxoToOoTqd0yv8bWtjfWBblK4RIvZHFVpRVDoE4bfuGrVFfOvkkf/6un8L/yp255nvFPfXUuXWdh0U/D2kvH0a0Xx9ktCB9ijNQlPDr7TTvL5mu2+fZ2dKq6yIgzxh5o+26od/igHFkXafk91rQyrBl7aYS3ZDWJKihXY4FPjXlpe7bq4ez0sLhZtV0j3NaN3tNedSUx9bJ5/lP33wr277cnSBece+xrv22e2HQFVyIrsSTQ8tYCIzSTNQL3YhhIetwJTFIZ8V+98+bK5JXq4p3c8yDQkNgS5IokYYvPPdSLlr1RGT+CSOYwht9wmlG70OyUDo79C5qOxm7eeMk4zvGUb518nnOru7hrD87TLeYiivuqXcQRJYWMSh6reryCqtBtYwFCxEtIsS1gBV4EeilTQyzyu8Ho/TBxPudh+j0fS2wuen44YiSJPLiqrW7mAlMCZCQIAIcAg3HAp+wm5uLjkI5HZtcFyeKMNw1jTyUdlGBw4TTpGHv6XMnnzIPwv0PZc4tNC21zlGcKp7nAY6v6gaxmS+0llG0gB7Ep1A0uhF0N6IYZD69vm+e1f0wxJAHyVpjC55MdxyxREkSfaA9/NUB3VrFOBLg6PZWn+YBbBFFeNN2zTAV69C2pOMTdE0E6kYQvQR1noc5vs+gwnChCWOUq/R+hdtAQjhl1ZtHKxxF5NIgwnzUBNALyQgnKFiTKKObSqThxpesZ/vOYzEzkbTlFoRO5rAntEJa+8YIIm1F094aVNnM7Bbh/MZH/j0npGRUxwmiH3IYFGmkkkcgFEEYuY8piCCGEXRFEUPa573IIosoFltwjwq9FjrJUNgioHMk0+k8foslgpIkckIHgS3/HUTO6tlggrryrLnJkkMi3DVPuQhTkM/s60ord2KmMUkDlxP+e3eCiCOPEC4y7LXfsUax2o2PPQwWmhii8/axynVTouvS5lLUNe6npHfWcQuxaGnvI9/aXmTb0gilualEFr72zBlcucH4BmoROTg0lUvTEkRnToSLZ4VASAShwztJDmBvaoGdz23mv531ef70tBd3zCOLIHqhSHJIQ69ErhALIUDyYrGIAfojh7TjupHFqB3jg5b/TkO/90BXR/yoCQLK6KYS2diw7Ag15RH2gPBFgRX6KI96l/DTkAzi5GC2K0MyQFM7/ODQOv7wrH/gLWsd/vi0czvG6UUQo1ypx9FLuPaKqgnRrzDLLh5YvAO2GxYqOqkb8pqgjhek3U95NYgiuweW0U0lMnHi5EHjd1DmBpx06yjtcDSo0IyX5EghgrhQaWoHpYzmcbgxwUtW7eVVK+4BoHGCy59c/P/R3L+/4/x5NYhxsUvnJYp+sNg+hyLJIWxeNSySYywF0uirv3rGPdTfGMUtnPL4JNClT+IFia/v3sZrT/4+NeUxIabURU05HK5XW+SQQhDzkc/CvGbqVQLlMFf3mTs2wTu23EwDl2caq5gJplIJoheStupejW8GEXZ5H8pRm7WOJxRFFHGkFZ/s5xxFk8wwmm1eguhaJrxozbqMbiqRhc0/v4/aTa1LFvoW5gOPuUaFRuDSVA61hsfRmSoy41M56LD2foU3r9CO4M4r5k72aU7C4TMDLn7pD7jv2IlMOXXmVIXnG9OQkjaXR4voFjqZmt2aITjShEQR4bTjgnGL9BkFUYQYZNysCsf9YiHIIfXYtvyIVn20wpBHS8jTB1ukCtwCTGBk8Q1a6/eLyMeAizDdOh8Cfk5rPZty/HuBX8AIjP+otf5y/i+RHyVJ9IHm/v0cqK/gQG2KmXoVpQVPFL4bUHGbuI5ivuEjlQbLT6jhbQqYfOVjHeOsBfa8dzunnrGX2WaFW/dvpeIGHKpV8a5+stA5D7uCXOhoqVFjWIKIZ9kXiVESxUJjIckhqUGMzFkdg86hSeh8jusacKXWelZEfOBbIvIl4Ne01ocBRORDwLswfXgiiMg5wFuBFwObgK+IyBla6xy2sP5QkkSfePqywxz50noCJUxWGvhuwFyjwnzT48hclfpRH+eQz2m/+p2u42z+g1vhD1ptPOss7o8xKEHAaHwPRaNI7aEkimwMQhC97p1BCWIkrUvJmSeRgyRsD51QQ/DtS8cIQoBJ0o1Xrwc+o7WuAY+JyCPAJcBgTWa6oCSJPvHYZ87DmdXUZiaQQKAhrLnHZfWD86z5xvf6Gss7cTN73ngyk89rVnw6+7cdNOS1F/Jm8WYh/vD2W3BtqSNvwbp+cTwQRT8YpK5Umv9hoQgCCJqqhid+150aeh7gWK/BRMQFdgCnA3+ptb7dbv8EplPn94FfTzl0MxBfie622wpHSRJ9wnE0jaenOONXumsKedDcvYcTPryHI//2ctyzzyDYlV2fqSj0Y2OOC700weVK+5hhr2wYP7IYtLxIP8jqG9IvBnE2jwKjjpIa1rSUhbTjC4xu+sSTPHzxVs7J3KGh6xzkeYBTReS7sY+u01pfF9/XmofOF5FVwOdF5Fyt9X1a67dbAvkI8BbgE4nTpH2hkbjLx+tJXgI4+c334M4Ve9nm1ksmQRSpRfT70LuiolcIB93x8iVs1RojFdTYOYhDBDjRa1QoIqImsO1yBxHWwwr4xSKILHQjiDRHtXk/ku/w8X3soakbmTs8yUNs4TS01n+ltb4o9rou6xit9SHgZuDVsW0BcD3wxpRDdgNbYv8/EXi6v6+SDyVJDIDmhmLNP7Mnpy8ARmVmykKcFNJWsVktIMP9q06DCaeJ77QIIySLpUAYRRNHPOx5WMQJI88r7zFZ5xklCi0L04MgAoSA4n4HrXXtRLbyJA+nft7QdZ7jGXaxo9JrLBF5kdUgEJFJ4GrgQRE53W4T4HXAAymH3wi8VUQmRORUYBtwx0BfqgdKc9MgOOrivviMruW7+8GmWxZGgA5jvujWIzhuR3dF4ULUhjXewnUpOLihU4gVQXBFmaKKRpGEUIQQThsjS4tYYA0iwgPsrE6zcv4kva3DNxFqEd/X381WNVrYCHzSmpUc4LPAF4BvisgKjEnpbuCXAETkx4GLtNa/o7W+X0Q+i/FZNIF3jiKyCUByhmqNLVbIGn2pXLXg533yA9s56QP99ZrOQvPqi6g+tp/mD1rhsgutReRBr2byIVGkFTVUliwaqlW6ZCkQRhKj0ojGiTj6QaF1l/r0ReQhidAXEX7+1xf93Q6t9UX5Z5yOs+VCXafGVmn5Jhq6zg5uYZZDFa272KOWGJbeUzomeNFdAWw/v5CxvK98d6wJIvQ9DIKwCZMvAVNOnWlvPuriN+6mqDSMypcRN00N+ho1hjlnt+vWbaw8BLEYeICd1aRvIuaLOG4IAsaQJETk1SLyoIg8IiLvWez5pOHRP7mcuRNc5l80gbd5U6FjLyZBpDml85JDavQT8dpV5lWVJsvdedZ4R1ntH2Wld4wpt07VaeBL0EYc40weab6MxdaMiiKOoklo0Papg0QzpWkRo0DSN9GPL2KpYaxIwtrm/hJ4DXAO8FM2s3CssPU3buPwqXDgDJf9V5682NNZcCQd3HEzU2hqihNEdFyCNHwJmHAaTLvzrPaOss4/wmr/aKRt+E6wpIgDOsljsbFYGkmva9BLe8gbzdQ+5sJe77g2cbxqETB+jutLgEe01o8CiMhnMJmF31/UWaXg1PfcynPv3E5tZXGrlcU2M4VtUntpD/0kfCnttBFFO2nEt5tzhqRArOp6gENN+cypCvPK76idMw7COAvd5jbuhNcv8v4Ow2gPWUlziwGtde1suZAfcD8HeZ5ZDh13WgSMH0lsBp6K/X83cOkizaUrvLO2sfEr+wBQ5xllR5QiuDctWm1pII9pKYsc0jSG5Pa2cWg1YkpuS+Zl+ARU3QYr3Tka2uWIqjIXTNi2sA4OQZuwGGfSiGMUUVQLib5zHYZMkhsmmmlUgQEPsLM6weT8Vs7JG9G05DBuJJEri1BErgWutf+tfUXfcN9IZ5WGXUMdvQ5MSmYcX3nJUGOOGqlzHmMstflCOeeFwJlFDqa1ronIil3smCty3HHCuJFErixCm7l4HYCIfLeIkLaFRDnn0WOpzRfKOS8EEmUyCoHW+kjRY44Txk0vvxPYJiKnikgFUwr3xkWeU4kSJUq8YDFWmoTWuiki7wK+jHFdflxrff8iT6tEiRIlXrAYK5IA0Fp/EfhiH4dkFs0aY5RzHj2W2nyhnPNCYKnNd9Gx5MtylChRokSJ0WHcfBIlSpQoUWKMUJJEiRIlSpTIxJImiaVQ5wlARB4XkXtF5K4wBE9E1ojITSLysP27ehHn93ER2Sci98W2pc5PDP7cXvN7ROTCMZrzB0Rkj73Od4nIa2OfvdfO+UERedUizHeLiHxdRHaJyP0i8it2+9he5y5zHufrXBWRO0Tkbjvn37XbTxWR2+11vt5GT2L7MVxv53y7iJyy0HMee2itl+QLE/30A2ArUMHUXT9nseeVMdfHgXWJbX8MvMe+fw/wR4s4vx8BLgTu6zU/TN/dL2ESHy8Dbh+jOX8A+M8p+55j748J4FR737gLPN+NwIX2/XLgITuvsb3OXeY8ztdZgGn73gdut9fvs8Bb7faPAr9k378D+Kh9/1bg+oW+zuP+WsqaRFTnSWtdB8I6T0sFrwc+ad9/EnjDYk1Ea30LcCCxOWt+rwc+pQ2+A6wSkY0LM9MWMuachdcDn9Fa17TWjwGPYO6fBYPWeq/W+nv2/RFMzv5mxvg6d5lzFsbhOmut9az9r29fGrgSuMFuT17n8PrfAFxlO8KVsFjKJJFW56nbDbyY0MC/isgOW1IE4ASt9V4wDyOwftFml46s+Y37dX+XNc98PGbCG6s5W5PGBZhV7pK4zok5wxhfZxFxReQuYB9wE0ajOaS1bqbMK5qz/XwGWLuwMx5vLGWSyFXnaUxwhdb6QkwJ9HeKyI8s9oSGwDhf978CTgPOB/YCf2a3j82cRWQa+AfgV7XWh7vtmrJtXOY81tdZax1orc/HlPW5BDg7bTf7dyzmPM5YyiSRq87TOEBr/bT9uw/4PObGfTY0H9i/+xZvhqnImt/YXnet9bNWQCjgb2iZOsZiziLiY4Ttp7XW/2g3j/V1TpvzuF/nEFrrQ8DNGJ/EKhEJk4fj84rmbD9fSX4z5gsCS5kklkSdJxFZJiLLw/fAK4H7MHN9m93tbcA/Lc4MM5E1vxuBn7XRN5cBM6G5ZLGRsNn/BOY6g5nzW20ky6nANuCOBZ6bAB8DdmmtPxT7aGyvc9acx/w6v0hEVtn3k8DVGF/K14E32d2S1zm8/m8CvqatF7uExWJ7zod5YSJAHsLYHH9rseeTMcetmIiPu4H7w3li7J5fBR62f9cs4hz/HmM2aGBWVr+QNT+Mev6X9prfC1w0RnP+WzunezAP/8bY/r9l5/wg8JpFmO8PY8wY9wB32ddrx/k6d5nzOF/nlwI77dzuA37Hbt+KIaxHgM8BE3Z71f7/Efv51sW4n8f5VZblKFGiRIkSmVjK5qYSJUqUKDFilCRRokSJEiUyUZJEiRIlSpTIREkSJUqUKFEiEyVJlChRokSJTJQkUaJEiRIlMlGSRIklBRHZJCI39N4z2v8VIvIvo5xTiRLHM8aux3WJEt2gTYmTN/XckajMQokSJYZAqUmUGFuIyMW20mjVlje5X0TOjTcaSjnm50TkcyLyz8C/2s3TInKDiDwgIp8OS0GLyFUislNMQ6iPi8jEQnyvEiWWEkqSKDG20FrfiSn78HuY5jx/B8x2PcjgcuBtWusr7f8vAH4V0xRnK3CFiFSB/wW8RWv9EoxW/UuFfoESJY4DlCRRYtzxQeAa4CIMUeTBTVrreCXPO7TWu7WpWnoXcApwJvCY1vohu88nMd3uSpQoEUNpsy0x7lgDTGM6jFVzHnM08f9a7H2Aue/L7mMlSuRAqUmUGHdcB7wP+DTwRwWO+wBwioicbv//M8A3Chy/RInjAqUmUWJsISI/CzS11v9bRFzgVkyv4qGhtZ4XkbcDn7NRUHcCHy1i7BIljieUpcJLlChRokQmSnNTiRIlSpTIRGluKrEkISKvotNH8ZjW+icWYz4lShyvKM1NJUqUKFEiE6W5qUSJEiVKZKIkiRIlSpQokYmSJEqUKFGiRCZKkihRokSJEpn4f/chvr6O3ZKDAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds['salt'][-1,0,:,:].plot(vmin=33, vmax=34)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "32.383512"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.salt.nbytes/1e9"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "f58b17f4a4b34219aa0f428c74bb2e2d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dsmean = ds.salt.mean(dim=['s_rho','ocean_time']).persist()\n",
    "progress(dsmean)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f4d513467f0>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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hxLERM9IYRZmYTA5O17DoWAUxisz6hzmHqmMVGW0RrfZ+Y8XhgUKzNJluds7EUxnrH1SaT6Qsilgg2r0C0ViKPs/ttYvEcRe7xSbGMjzVwljEqkKrYqihssNYb8PEN6zp2VZFYR01uy1dHjoUOtQjIosi8i0RuUlEbhWRi036pSbtZvPo5/WWsnMicrmI3GIeC/22as6uHy8Snj6CFY1GOiVcTJIQCIkFYhkW9oU0DymNfQezKyzjchgzYxOqCo87dKyibFC6oFxh+bz2DCoUDu0ZlArdTUvAuap6GnA6cL6InA28WVVPU9VTiRZAfaOl7CuABVV9NvCjwK+IyAlVnF8aLxKePp44Jogm1sXxh7BXIII2BK1oSY54aY5D2w7PrO+496Qec5r2JReNTplCBpqLUaFwVhKrGKReB6GowqrIjFPY6qz478llMp3L6CbzmOb95uOc2VRV9wKIiABrMs5AgXUi0jR5loG9FZxeH14kPD3ses05tBfoHfJqhCIWh8YyLO4KWfNYm7kDyvyuZeb2LA934JJiMYlCkiUMpQVjlEKRxzBCMS6rYgQW6oo2CjfXeRIi0hCRG4kevHZV/IA2EbkMeBh4GvARS9EriJ70+RCRtfFHqvp4BafXhxcJT4d9//ls2vPSjTkkrYdW5GIKWhAsK9oQE7NQWmubNB/bR7BmTWbdx73H8phTx84k2cFOiqXhPFLLUs6JUQnFgJ2qs6UyTKzCev9styoKy1coHm7zJAB4YfyYZbNd1NdM1baqnk70FM6zRORZJv1C4FjgNuCVlmacBbRNnhOB3xCRk6o5w168SHg6tBeEcA6C5DDYdip4TbRWU2sRDh3RIGwKzUNtDp24ieCYo/MPkCUMybScH/MkiAMM345SQlHBOQ/leqrCmhvUqsgr6/ps6zrcTe7zJK6KH7Nstkuy6lTV3cBXgfMTaW3g08DPW4r8IvDPqrqiqjuBf8f+3J6h8SLhAWDpxWfRXhCCFv1zJdLzJuIfnkBrTcDBI+cJm0L7yMNoHnVk5jGO+/8KRjql7/zGxMS5uUbgQukcp0w61QleVUIxiu/HyZJwCFyLyFEistG8XwO8APieiJxs0gR4MXC7pfh9wLkSsQ44OyPf0Ph5EquY9k/+KHN7l3jiuHW0FwRpAQ0IFDQAkcSQdU1YFW1NuKMUCZVwTggOLcOG9fDoY4M3yohP533MiIempucGVN35DDQfI27DANfC+XjJ6++STv+1Kqwfe10DzcdwfApeld+f2zwJpy9pC3C5iDQwj3QGPg98XUQOIzrbm4DXAYjIS4AzVfWdwEeBy4DvmHyXqerNpU/GAS8Sq4jgtGdAAOHCHMtHzBPOCcsb1xE2BAQaK4q2I4HQQKIfmtAJYActTUykU4IVIxgtJVhR5NAKujCf24a8H2vmQ+/jNCzpNTMpLq4ecjrsPCoRCrKPnbxWwyxCWCgWjkLh1I4BcFkG3MWSMJ36cyy7npeR/0rgSvN+P9Ew2NrxIrFK0P/wHJbWNs2qrZEoIIk/ZI2C0iqY1WC1545ewkgkglZsSSjS0s77YDlE55q0b7sjtx3bfu9qdvzuduu+nk4s887R4WQnZPZ2EUPN7h5CKMCxEx9gdnb6OIXHGsRCcRSKnjpymlCW0GE29Swt8OdFYsZpHn0UK0/dRmuNMZGNVaAAqkgoBCgagrb7y0cxiciCCJbDjrspdjNJO6RxYIXgsT207tsxdHv7Os5BXE5jsjoGYaTLgJQ9bpFQkLM/dSzIOd4ggmc7fl2+wRRtFyuh1haMFi8SM0rj2U8jXDPH8po5NIiGq0Y9Pp0fpUD3BxUIat6LAqEaC0K7cYhWiLQVQkVUkZU2wYFlUC0lEFZrItFR5N5BQjmxmBKhiCklGEOe36gFatA1oKpwP1XZa7fC1bV2kxeJGSRYu5ZwzRztxejrFdOpA6jEKpGNaEIgYlEIQ6QVEg8Al5U2cmAJGg1ad36/dBu3/d7V7Hh7tlBE7TDJExKfGAWlfel1C2FR/QN8F6U7/US5UkKRPFiFhN6S8Ew9qmgQIGF33GG0QF/XQSud99qJTaiIEQg1w2BDaEcCQWisCJOPhsBcEw4t0XzKiegjj9Lev58ybPv9DKEAq1hEx7bkTeXvq28KxaTUXf4Q51iZNTGAWzC308+op3R7+4Jcw+MycsnHJEogIvcA+4hmB7ZU9UwR2UQ0SeQE4B7gF1R1lxkX/GHgp4EDwC+r6rfrbuOsER48SPPh3bSOPQJph8bdpJElEFsEcacfi4WICWhLSiSivLTb0ftAkKABjSD6rIo+9jiyaSNyaAltDbZkeB8ZHd8gHcu0CkUp6hSKsnWn++OcsrnHLvM34GrxVIBT4HqG/uBGZUn8pKomB8+/Ffiyqr5PRN5qPv8O8CLgFLM9F/iYefWUpHXPvXDPvdFv4+zTkBUTlQ6JBGKpBcvLsLQciQAgc3O9I56MOGir1RULgEYDApOvHaIrK4QPPoLMNUuLhNWaiMno+AdyV3ihGF/dBWUrFQryj1UFTkNgZ8jfNC5300uB55v3lxNNR/8dk/5XqqrAN0Vko4hsUdWHxtLKWeGbNxFs3gyLC7AwHwlBO4SVFnrgIOGBA2i7DRIgjQZiBEBDjdLVZXV8kLnh/pzKupXKux766/BEDD3aqYhRCYXDsYal5WBJuMQtpoVRiIQCXxIRBf7MrF9yTNzxq+pDIhIv+rMVuD9RdodJ6xEJs1DWRQCLrK25+bNB64c/LM6kIdoKB7bMw4M5z5TIYdvvX80D/6PXmnANWlvzrWYxqDs+Mcy1LSg7LULhNk9idkY3jeJMnqeqZxC5kt4gIj+RkzfP29xNUL0kXjRrjoWq2ukZBGN9IMP9KW19r31dJ9dnDzg/XyBOnyF3wFgY5vrlXP9KByPV9D27rd00O9QuEqr6oHndCXyWaInbR0RkC4B53Wmy7wCOSxTfBjxYdxs9Q6BhKZdUHnlC4bQcNBlCUSQW6Ty2tGliiHaX6qSHvT5lyw8qLBV/jyFSuM1S4LpWkRCRdSKyIX4P/BTRglRXAheYbBcAnzPvrwRebVY2PBvY4+MRnpgyVkVRnsx6skRmWgWjbmq4LhO5XlaCVhgUbi7B7Wmh7pjEMcBno5GtNIH/par/LCLXAp8RkdcSLXkbL1T1BaLhr3cRDYG9sOb2eaYM1/V8BhomWcQqiXWMdEBARbGDojZXKTx+dFOFqOrdwGmW9B8C51nSFXhDnW3yTDZb39sfxLbhIgK1CEVVdTgwrnWdBj52Vsc4wDkMcvxRXa+qVoGdFmYnBO+ZGba+9+r+eIGlA3JxK02666KIcba/smMPWM8gbsNRPHjILSYxO3iR8EwkW//AEsR2FYoB8kwyA7W/onPueRrhMOTFdqYsruESk3B86NBU4EXCM7EMLBQjHu2yWqjsLj1rgEDGMa3lHahLKJyGwHqR8HhGQ1UWRWkhKWIVC02lYpH3uUzZEeLnSXg8E0amUOTFH6qwOCaIgTrmms+vEleUw3fiOvR5VKixFPK2sY04qAG/VLhnuskb0WQZhWR98t0U/Z4Het4E1H6OAz84yYbL95aTt2782k0ezwQSWxMPvM0yPDbVERYJRWWMUWD6HrzmuuYSjFQwYEDRKHNtc/LWMSzWJd7g50l4POMir7NLdBZ9QkHGvlS5aaXUnfwIBQMcOuqs6+8y72UMrLZ5El4kPNOLzZWSJRQl9k07pVxSUzYxcBLcTk4jl2bIkvCBa89UsfV9DkHsxPu+wGrVP94J7gycA8pZ8xcqJrc9JYLT4w5ku41umpE7DrxIeKYQq1BAb2eX6vhsHcs0j3ZyZaSrujowkFCUrWeIvC60VQq3cIb+lrxIeKaSTKGAXKuib38VDFBfPEoyudVFaaGYtA5uwtrjNAR2hiwJH5PwTC25o2iSPuqcWMSkBEOh245pX0akiEGeQDc0FX7Jq20VWG9JeKaWY9/fa01Y4w9Z1kMd1oRjnUV9TB2iNVXCY2trmdhEzag6bONpWi14kfBMNWmhgJxYQ8Yvt9LA9oT2DpNiLcWM+mlyVRKGQeHm127yeCaILKEo7PwnuCMaax8zqf2by/c1gu/UL/Dn8Uwhx77/auf1msbpehl131E6KD7C9lXxPQyzSuyguLibZgkfuPbMFpbAZydQOooJVzn1j0MgJpla25f+rivsuFfbshzekvDMDMd+wLidNLEZ0nec6eGwdU64G+WioKMYUjssk96+IvxkOo9niukIRcygo5oGEQpLvzBqcZhE6p4PMuoZ2G5LhRfXIyKLIvItEblJRG4VkYtN+qUm7WYRuUJE1meUP1VEvmHK3iIii9WeaYQXCc/skSEMRZPpqoxVVNEhupavtOOtwYoaiAkVPKDXUs3a3FgCzlXV04DTgfNF5Gzgzap6mqqeCtwHvDFdUESawN8A/11Vnwk8H1gZ/KSy8TEJz2wS/1CH6WzKxDBq6tRU8sWrFuuhotjNRLSthjiUW0zCJY8qsN98nDObqupeABERYA122fkp4GZVvcnU9UOXtg+CtyQ8s01dS3GMkKz+pjb30qQKxIQQhlK4mcD1C0XkusR2UbouEWmIyI3ATuAqVb3GpF8GPAw8DfiIpRk/AqiIfFFEvi0iv13X+Y5EJMyFuEFE/tF8PlFErhGRO0Xk0yIyb9IXzOe7zP4TRtE+z2xx7B9mxyXE9j4nwO1EqkOso4McWac7CQIxQPmRDmu2LbxlX4zrKlU9M7Fd0leValtVTwe2AWeJyLNM+oXAscBtwCstrWgCPw78knn9ORE5r47THZUl8WtEJxvzfuBDqnoKsAt4rUl/LbBLVU8GPmTyeTylqWz8/ARZILUGgCdlTboh2jAqoahjWQ5V3Q18FTg/kdYGPg38vKXIDuDfVPUxVT0AfAE4Y7Azyqd2kRCRbcDPAH9hPgtwLnCFyXI58DLz/qXmM2b/eSa/x1Oaqpalzj9IRfWMk0k5hzraUVdcpILgtYgcJSIbzfs1wAuA74nIySZNgBcDt1uKfxE4VUTWmiD2fwS+O9R5ZTCKwPUfA78NbDCfNwO7VbVlPu8Atpr3W4H7AVS1JSJ7TP7HRtBOzwxinUiXeO800a5E8NPpDr+mSV4DUXVQd1IEp0YqXHJjC3C5iDSIbtg/A3we+LqIHEb07dwEvA5ARF4CnKmq71TVXSLyQeBaor+iL6jq56tqWJJaRUJEfhbYqarXi8jz42RL1ryxKH0/IxMAughgkbUVtNSzahjFrOssJqkDnaS4SdlyZb7DOkY3hZWNbroZeI5l1/My8l8JXJn4/DdEw2BrpW530/OAl4jIPcCniNxMfwxsNCYSRAGbB837HcBx0BkHfDjweLpSVb0kDgbNsVDvGXimki1/1A1eZ86PGOVdfFafMcqAdHKrmIm1ICbY3TQt1CoSqvo2Vd2mqicArwL+VVV/CfgK8HKT7QLgc+b9leYzZv+/mrHEHs/kMeY5FE7HHUFAeigLYlLFJZe04tq22WFc8yR+B3iLiNxFFHO41KRfCmw26W8B3jqm9nlmjLznWVc1KsbaWc5Wf9HHTM6oLmIVWREwQExCRDYQzQrcX5g5gap+lWiIF6p6N3CWJc8h4BVl2+TxWMnwR1fyyFKXuRHj7AinuROedBxiEpPrfyuPsyUhIs8WkRuA7wDfFZHr44kfHs/EUkUcYpDfe5nA6mqjpsl2I1tM0WGexCx9r2XcTX8GvEVVj1fVJwO/AfTNIPR4VhszdNM4GsbRgVYZKvDupkzWqepX4g+q+lURWVdDmzyeajFup0rcTNDT2Uycm2mExx/qWo5zKPKwuJz4DN05lBGJu0XkHcBfm8//BfhB9U3yeEbIEJ3VRArENDGlQiGhQ6YZsibKuJteAxwF/D3wWfP+wjoa5fFUQebT5tTsc/khpzuxvE6tztjFhFHZjfI0dqZui/vNDM6WhKruAt5UY1s8ntqpyuXUV8ck9QsjuEOvzHUH9bW3rmvgImzTKH4ZOIuEiPwI8JvACclyqnpu9c3yeMZAUWc17lnTroyoPWMTinG7qWZIAFwoE5P4W+DjRKu5tutpjsdTLT0dWR2dy6QJxIhJuvSGFoxxd/6urLJ5EmVEoqWqH6utJR7PqBiysqUTAAAgAElEQVSkM7KNaJqdfqASYsEY16inXMumwodNuFQ10ocg1Uxh4FpENonIJuAfROT1IrIlTjPpHs9sYulwvEAUM5IOssQxoqXgKwwoT+E8CRH5skuaDRdL4np69f23EvsUOMnlQB7PuLC6nMrcsXpBKM1Q8YoBrYme4/nvDAARWQTWAkeKyBF0r8xhRI9HLaRQJFT1RBEJgHNU9d8HbazHM06qCLJ6K2KETHB8QpxiEvW3w5FfAX6dSBC+nUjfC3zUpQKnmISqhiLyR8A5ZVvo8Uw1pj+YoTjk9JAnFKVjShX22lM0BFZVPwx8WER+VVU/MkgdZQLXXxKRnwf+3j/jwTPpPPyW7YV58gOdJdMniQm+C6+LQhGvUuWnqPcTkf/HvH0g8b6Dqv59UR1lROItwDqgJSKHMJ5dVT2sRB0ez9iodFy/Z3wUfYfWkWirdnTTi3P2KdEKGrmUmXG9IW+/iDxTVW91rc/jqZWSd9N5AjKVsYhZsCYqWBurlhuDyRGAQlR16KWTSj90KIe/Bs6osD6PxzOl1GKxuTxHwuVhUMM2w2GBvwmyJDqIyM8AzwQW4zRVfU9RuSpFYtrvWzyrGL+i6wQx6d/FFC4VLiIfJxoK+5NEq2a8HPiWS9kqn3E9gdrp8XhGzVD9Y8myo7Yiooodt8liu6q+GtilqhcTjVQ9zqVglZaExzNVTNjNnqfKAUg1freT6Epy4JB5PSAixwKPAye6FKxSJJYrrMvjGZ5ZCN563Mh7WmDFfwNTGpP4BxHZCPwh0aQ6Bf7cpWApkTDTuk+hN/DxNfN6dpm6PJ6xUnZJ8GkUm2kTyZLtLWMtVGpZTNFkugS3A21V/TsReQbRIKP/41LQOSYhIv8N+BrwReBi8/ru0k31eGrm4TcnJtINuZT1SFxS09SRO1D5XXTeQoup/SN5GNT0xSMA3qGq+0Tkx4EXAn8JOK3qXSZw/WvAjwH3qupPAs8BHi3ZUI9nvAhus6kdB7DM8FMrh6K0UGR9L5ZgdOF8loyyVSFavE2gUMTPAPoZ4OOq+jlg3qVgGZE4pKqHAERkQVVvB56aV0BEFkXkWyJyk4jcKiIXm/QTReQaEblTRD4tIvNxvebzXWb/CSXa5/EMjR8KWx3OQjFtS6BMpyXxgIj8GfALwBdEZAHH/r+MSOwwgY//A1wlIp8DHiwoswScq6qnAacD54vI2cD7gQ+p6inALuC1Jv9riYZonQx8yOTzeMZCnmXgfDfryacugah5dJOTNTFZ/AJRiOB8Vd0NbKL3sQ+ZlFmW4+fM23eLyFeAw4F/KiijwH7zcc5sCpwL/KJJv5wotvEx4KV04xxXAH8qIuIXFPQMi+a5mSaB+BkXM4KTWE7y95HHFH5PqnqAxDpNqvoQ8JBL2TKB679OHODfVPVK4BMO5RoiciOwE7gK+D6wW1VbJssOYKt5vxW43xyjBewBNlvqvEhErhOR61ZYcj0Fz2rENsFKEqIhFgEZ18NrprXTTFGJNVWl26bq2/rpnEw3MGXcTc9MfhCRBvCjRYVUta2qpwPbgLOAp9uyxdXm7EvWeYmqnqmqZ86xUNhwj8eFpFgM4mpy3Z/LjAhFIVWd5xiul4TFm4tI5MRsLzVpN4vIFSKyPqeOJ4vIfhH5zcpOMIXLM67fJiL7gFNFZK/Z9hFZBp9zPZDxg30VOBvYKCKxq2sb3djGDsxUcbP/cKKZgR7PwKQthT4rIouioZd1MemusQLG4Y/PXJ6jhsY4xSTcqsqK2b5ZVU9T1VOB+4A35tTxIQrc/sNSKBKq+gdmmfAPAm8A/qf5/Bzgs3llReQoE+xGRNYALwBuA75CtMAUwAV0xeZK8xmz/199PMIzMBmuJls+VyvCM0KqWIupji+zIneTRvTFbFV1L4CICLAmqzYReRlwN1DrIxrKuJsOI7ICXmU+76P4GalbgK+IyM3AtcBVqvqPwO8AbxGRu4hiDpea/JcCm036W4C3lmifxzM8knpNMPIZvsNaFNMsdlUGvqsWigrjEemYrapeY9IvAx4Gngb0PXZURNYR9aMXD3EmTpRZluMsVT1DRG4AUNVd8fyGLFT1ZiKLI51+N1F8Ip1+CHhFiTZ5PLlYJ1ilAtZ1WQ4qFXk7pnDk01AP+6nazVfC/+NaXSFRnheKyNsTqZeo6iU92VTbwOnG4/JZEXmWqn5HVS80cd+PAK8ELksd4WKiaQT7I4OjPsqIxIpptELkSgIclrryeMaMbQSTJU8drGahGIiqv4c6AiQuvV502KtU9fUuVarqbhH5KnA+8B2T1haRTxPNZ0iLxHOBl4vIB4CNQCgih1T1T53OoQRlROJPiGIQR4vI7xPFDH636gZ5PMPw8K+bdZsG6WyGGNGUR6VCAbMrFlPiHnN6xrVLPdGN9ooRiDhm+wEROVlV7zIxiRcTLc7Xg6r+h0Q97wb21yEQUG4y3SdF5HrgPKJr8DJVva2ORnk8VdA34iXtYrK4muqadBcfx4tFeUqtyVTzyCbA7bq7HXoLcLnx0ATAZ4DPA18XkcOIzuYm4HUAIvIS4ExVfecArR6YUkuFm/Wa+lTN45lYXGIOVVodBZ1DZVZFXhsmhFJxCddlTvJGPI3oelT1/WXFbIHnZeS/kmgEaDr93dW0yI5/Mp3HA9VP7srpSCoVihlmKIGo8wK7xyRmAi8Sntmj6hGPk+5+Wg2UmTNhu6hVjm6qKM+04EXCM1tk/Tpd4xFVt2OU7qdpoUyMwUKuhWG5mJWLfHUxianAi4RnJulbyC+LikdBZeb17qdSDBRrSF3Euua/rLbvyouEZ2boDH8tS06HVNnTzgrEwruf3HD9PmpdWmWVxSTKLMvh8Uw0T/rjqzP3JRf1G9jVNIKlNmZp3ajaz2UUw11th53Ohw4NjLckPLOF4u7zLujExtVhz4r7yToE1uGaDvvUv9q/txn4bsrgRcIzW5TtlIYcx+/2BJSMcj5OMTgZVsQohL3E2k0zgRcJz2yScCkN8vyIwsCpSz1FHUWBUMwkNksvuTtD5Id6XkTFwiEOMYlZEngvEp6Z4eE3R4Hrog6+VDyirEDY8uV1GKtRKGrC+j3WYVmssu/Li4RnJkiPbCo99DXLiigq50KREGTsnwWXUxVLho9j6Y1cvLvJ45lCJPFqE4CMu0xnQRi2cyqyKmZYKPoocDk5UyIWUWWswsckPJ5ZISUCpVZ4revuNc+qyBEKmCGxGIM1UOm1m5XvwREvEp6p5+G3bB/uh+vqaqqKIqHAvn8mrYoy5Hw3Q7m1yjYjLP4SRGfni/Ii4ZlNitxIFbiZkp1S6c57Fccpeigj0Gk3VepiWIUi3u3dTQPjRcIzO5TsCIZ92lzWZ+dOfMCRTVMtFMPOS0njIhRVM63XfkC8SHhmjlKdRN6d7IAzf0vFEAaIUcTHmFqhsOA8gskW9B7xxXCamjFD341fu8kz9Tzpg9lrNlVNGQFS6W655Lm/ygTbJ5Bahq8quXfzdXfQEhZvs2RteEvC4xkBTtZF3jBZi1Ux9daEo2hkupDKDKX1o5sGplZLQkSOE5GviMhtInKriPyaSd8kIleJyJ3m9QiTLiLyJyJyl4jcLCJn1Nk+z+oh60FDmdR09z7UarMOs8enEZdzKLOyat3XZLWtAlu3u6kF/IaqPh04G3iDiDwDeCvwZVU9Bfiy+QzwIuAUs10EfKzm9nlWA46xhlFR9bLkkyoUA7erjCtpHPEB1eJthqhVJFT1IVX9tnm/D7gN2Aq8FLjcZLsceJl5/1LgrzTim8BGEdlSZxs9q5NJ7VgLmdZ2Q2aHbu3ENbENQR139KstJjGywLWInAA8B7gGOEZVH4JISICjTbatwP2JYjtMmseTj22dnwlmqHZOyTkWdtCJ/bkumlR6Ub3x/rpcPi4i4d1NJRGR9cDfAb+uqnvzslrS+i63iFwkIteJyHUrLFXVTM8UkxzhVMkPdAQ/8sLRT1MiBqUocBdl+vQHFIpaUMdtRqhdJERkjkggPqmqf2+SH4ndSOZ1p0nfARyXKL4NeDBdp6peoqpnquqZcyzU13jPVDLu4PQgzKpQDNNZDxJ/6GSt8bqtpqA11D+6SYBLgdtU9YOJXVcCF5j3FwCfS6S/2oxyOhvYE7ulPJ6pQXK2HAadBDh12Dp/13iFYwdcZ0ctoRZvMxS8rnuexPOA/wrcIiI3mrT/AbwP+IyIvBa4D3iF2fcF4KeBu4ADwIU1t8/jcaaS50wULBlunfsw4PIdE4115rQlLat4nM8hf+VWhV+7qTpU9f+S/TWeZ8mvwBvqbJPH06HMZKwsBi1fccc/yRPrSk2GK/pO6pjBXZJJvc514Wdce2aGkT2+sqq6M6yKSe7wB6USocgawTbq51y7uJJm6PvzIuHxVEyWeyOzL3NZcmMGXE5VrNBqdTNlqGpdYjtqTRo3XiQ8M0Ply0TnuT4GWCJjqOdPrCbKWoQZApF8rRIJHTLN0PfrV4H1zAzW1WBH9GMdujOapVvPHMqKY/KRs5nXOLWj9gmVoRZvMzS6yYuEZ2Z4+C3bx3LczFhITmc1LTPDq8Zp2XTXvK64LtnuSkWT6URkUUS+JSI3mQVQLzbpl5q0m0XkCjMZOV32hSJyvYjcYl7Prejs+vAi4RkJzS1PIlhY7EtvrO/7+x+YYZ8r0bnLHWbSVloccuZIuD7kaKaZgNFKZXFaBdatqiXgXFU9DTgdON/MD3uzqp6mqqcSTRF4o6XsY8CLVfXZRHPN/rqKc7PhYxKeSmluPRaA1gO9E+VbDz1szd/ev7/2Ng1FIi5RGPNwvUtOiFBegHoWRzlVhuvw5VpiEi6jm4rzmCH/8Q9gzmwaL11kJiOvwXLboqo3JD7eCiyKyIKqVr5OkReJGaF5/HG0tm6m+fgT6HyTpWPW0bzqutEd/+ijaO18tE8cpo2OEJSdQ1E2b55QOJabRvqEtoq5KqOmwsl0ItIArgdOBj6qqteY9MuIJhZ/F/iNgmp+HrihDoEA726abiTovLbuvZ/lw+ZobVrH8ua1IxGI5pO3dd63dj6am7dx6tPrbk595MyOzqRoMZ9U2azHfLr60b3FkU+VayqJqsMGwAvjhUjNdlG6LlVtq+rpROvUnSUizzLpFwLHEj1e4ZWZbRF5JvB+4FeqObt+vCUxJchzTyXYe4jW5rWsrJ+jsRQyf90dtPftA43G5M3/87UEZzwTrr6xoLbBaKxf3+Meat23o7jMhg209+2jffNttbSpjxKdamEHPOhdrlUUEj6kThrZFsUkWg229tRkBdi+m8qHOA+K+xDYq1T19S5VqupuEfkqcD7wHZPWFpFPA78FXJYuIyLbgM8Cr1bV7zu1fQC8JTHhSKMBgDYClp+0AW0GLD70BNoQDv7402g8/UdonvKUTv7w27dWePDeP48y8YPm8dFivu19+6prjytlgqE5/flAxyvMm7qlnYROL4+i0TojFLKJEAhwWuDPJSYhIkeJyEbzfg3wAuB7InKySRPgxcDtlrIbgc8Db1PVf6/w9PrwIjHhaLsNgCy3IQBphehCg+YTK2hTeOKUjSxvOYzmtq0Ea9dWfHCXW6YuzZNPonH44QC07r2/IHf9pF042ePsKzzoID6NIYd9Vv94TvKFwZZ/UqmjbdU9vnQL8BURuRm4FriKqOO/XERuAW4xed4DICIvEZH3mLJvJIpjvENEbjTb0X1HqADvbqoTCUp3tFnodbfQAIK1awk2rEc3baS9ZRFtCAe2LLC0eRuwjbl9bRZ37EF3PET7iQPOx29ueVLmCCRXWnfdHY1u2rNnqHqGYcsfXc2Dv709/w7duJF63BfDBFBzyqY7/a47KeV+yhnVNJJRTpPc0Q9DHaObXOZAOA2A0puJntaZ5nkZ+a8kepwCqvp7wO8VH2V4vEjUSUUCkSQ8cIDwwAF4ZCdrE25+ac4RHLYeOWIj4fo1yEnH0dx7gNY997rVe+yRYBOJkkIXj26KRzuNmgd/u39CXd7deZafu2+Uk0VYinzktn3JsoWV5MUlNFXPMEyrQCTFuUBJq12upcLhTVOAF4mKaW55EuGevVFHPkK0tUL78V3w+K6BygcPPmaPxw0odOMQCCtlJqxVMRxzmNv+ccyRqOoYjtfOZQJh1kgvV+oOcEvb4aJVf384NnxMomJaDz08coGogiJXU3Pz5hG1pALi+EOJkU622dZ9acm79/SdfMnOtrcjHFMgu9JYTIV1JZnEG3J12GYILxKeTJpP3kbj2U8DoPXDH465NUMwxLo9WULR974nj9vBMoViFExhR2a9RJa0ukdBuc2TmMILnIF3N5WlwmD0sKTnLQxCc8uTaB1/DMFyC7nnQcKTt6HfugVwmwcx0aTFIT3TN5XmHJ/I2j8AvXMjTEV1z5GYpP7Lck1zwzTpfZLY0Ze5gvbZmCEBcMGLRFkSAhHMzyNr1tCueTRPsLDIoXOfTfNgm0Ob5znshofRH+4a+rjBGc/k0OY1SKg0dz1B6/Fd8K3BYhqTQBy0LuNqGugRmlXELipgIOOjrv7N8ZpMzIS4IXCJSTit7zQleJEYgnB5GZaXC/PJmc+m8fg+lk7cjAYCCo2lNnMP7qb1/R9klmts2IBsfRIrR65jfs8K4XzAYTc8TPu+ByqxZsJv39r5A2gNXdt4yRz26hKfSHRwWVZDXufW97S0kr23X8ivn7zhyU7fRV+FFTbOWxKeqtHrbqEFNO6+p3fHMUfD9tMJDi6jZmZ1sNxCllvofJP22nmWj5hHQlj899uQgwdptdtIcw4NFWk0ohnZEiDr1sBKC221CA8eLNU+aTSiOlsrncl700TfsFcjClXesRY+PzslEIUjdMZhBYxqrkXBdXd93nWWUIzdEnF6xvXsCIkXiTHSemQnjZUV5Ogj0WYbnWugzQBo0l43z8qGOeZ3L9N8aDet/fu7ooBxdc3PIYsLsLBA+9hNaCMAEWS5TeOBR9GlJXT/E5HFA5GYBNJ5H710f3EyP4+IgCq6vDyVglEZeaKQsEx6rBRXgYjTZ6cf6cVRLDLLOloN+Y80dcw3CKvs8aVeJCqmsWEDsnkTundvNG+hgPbju5BTjovcUIaVI6MF/BYf2o88+CjtPXsBok5bAqRhMqqi7TbSbiOtkODgCnJwGQ4cRJeWYHkFGg2C+fkovwQQSCQkQbyCrDlukBjoFoZIoxEdr91GzTaJPPyW7UgIWjROL89nnl4WI/05mSdhoeQKhEvHNI55ESVJt6mqu/hKYxM2ce7sq+gYPYebwC+qRrxIVEx73z7Yt49gYZHmMUfTemRnYZmDT1rTMU/X3rufNY/sIdzxIG1bvENDtBWirZXouVYxWfMcjPUgzTkIJLJEms3ue+gKRc9xooXKtN2OfhTtdse6mDjBiMemp0YvpUMLnZ+25S4zb3b0UAKR1Uml+pk8gejbNwJXVVZ7qurcS9eR/p4Gsd6qInQwJWZISGoVCRH5BPCzwE5VfZZJ2wR8GjgBuAf4BVXdZVY8/DDRgzYOAL+sqt+us321IAHB4gKyZhFdKg5qAyx+7prO+5AKJ2vGAtFodEXBCIJI5JoiTouFwribgEgoVKMfhWqUd2UFabUKxSIentt45o/QvvWOqs6oh12vOQcJiWb7qInlJ5UhIRSQEItUR2Pr3PMEolcEcu5isyiagDfgBL0qqMyaKXs98gLROd/TWFhlMYm6J9P9JdH66EneCnxZVU8Bvmw+A7wIOMVsFwEfq7lt9aAh4cGDhHv2wtajO6uijqstsrBAcMRGgk1HIGvXIIsLyPwcmPgFIpGrqRHA3FxkZSzMR9v8PCwswGK0ycJ8FLcwWzA/T3I58WDNGgCaTzsF2bYFoDaB2PPqc1jeIEgLCEHirZ3YwsS+YWbGpu5SOx1X3l1s0YiqZJHkJLz0TO4qcKzL9ZgT4xZzWkWvhuOGDtukXKMKqNWSUNWvicgJqeSXAs837y8Hvgr8jkn/K/Pc12+KyEYR2aKqD9XZxrrQdru2DrKIxvr1yIb16IGDPPEfn4oGwtz+Ns39KzT2HETCEFZaEFsCcawiMMIRpHq30FgT7TAKbM81o7LtkMaCsXuCoDNvY8+zoiU81jxpQ3Q3Hyry9Ruoih/+v9shgMZSFIsIWvSMaNLAxCiE6DbIpEvccadcJmkXiqY6+uTn7vsBXExJ0mKQaEDPKh15M75dcMg/0OrmQ7qdap0vYbNMKjyWS0xi3MZOlYwjJnFM3PGr6kOJNdC3AsmHEOwwaX0iYR4DeBHAIhU/Q2GKaZ7yFA6cvAmAoKWowIGjmmgA6xTChYDFlTYst6AZIK0wEgAjChoEplNNuJ4gMp3bxvXUCCKxSK6bbyyS5lGb0cU51t/3BOF8g5X1cwRtZWVdg+Bnz2JpYwNpK+seWqa55xDBngO00sOCC9j1mnP60mwdTs98B0oOJkq7OGxxCCwCYdmXF0/oEwjtFYU8gXDq2GsSiFFR/ORAh2h/X0CqAtoODmE/ma4WbH8S1iutqpcAlwAcJpum5tsIFhYJDt9A6+SthPMB2hDCZsDcF68dqt7G4YcjW45Gdz7G/J29TzHcZF5bLzgTbQhLmxdZePQAhAEEJtaQDFyLoCK9YqGKBAphM7I20g9WMRaIzjcgCJCVNo22Eiy30SCgcbCFBkLziTbtxYClI+Y4tHmecO4wNmzagNxyJ+HSocLz3PWacwgbknL5dK0GDYwXKWlJpPNaPttGN1njFgkrIm1t9JTvZuvFKgB2gbCVyazXRlHfWcGvZpSzp4uOM9KZ3H6p8Np5JHYjicgWIB7+swM4LpFvG/DgyFtXI+HSIcKdh2Dno51gUCO3RD4rP3UmC48dJLzpdvT2/CU6mv9yHQA7f3U7G9Y2WHh8meYTKxCGnYl8khy1kRQLQBsgIlGe9OgOY0nE8zy0EQmgmuG23dnMSuNQSGM5jOoWWN60wFyGQOz7xXM6HX7YABVBGwkRCLrCQNB1NcXv00LQeY0vvkUc0sJhG03TKxipOrrZEjuy3mcLRHKl2SS5nfu0xRRiyrrqxo1T4Lr+ZoyKcYjElcAFwPvM6+cS6W8UkU8BzwX2TGs8ok6aJ5+Erl1A77yHuS9dV3ok1NEfuZrG+vU8+spTWbdzjrl9rWgtGlWkHXSfzxuLhNCxKLQZdN1MyQMbq0MbAWEzetVmJBLalEScQMwdvvR02EuvOruzL2z25k1uHVGwdfo5n4stg960vAXk8oZaFg5V7REAscQlHOuxkZFnLIJQQUfvbBXYXE6Dxolc8ZZEdYjI/yYKUh8pIjuAdxGJw2dE5LXAfcArTPYvEA1/vYtoCOyFdbZtmmgefRQcflgULN67j/Zddw9VX3v/fhorysragJV18yzsaiOhEqxEMYroYe5R3t5OPTEYLv1DkUgQwoZEVkTyfafzlx4R6LiIku6ihkUEMtxGVksBei2JuLkp91DmMNhEWrLzyYs/9JFhOeSOYsr47ORmKmtxVMQw7p3KJr45TGKs3A3lMk/IxyTcUNX/nLHrPEteBd5QZ3vGxgDLi8dLcMjCArq8gt73QKVrKx06QmgsC41DCjRoHFKaBwVpK0ErjDQgGa8Qog4/8RmSP05jNQRE4hBgYi7GKmhELqPI0rBbB7FIWK2B+FhB+rjdc7LFCVzmRESfLYLQ2We5gA5un16Xk9j3WfPm7Mtpw8S5kaqgTAdvEfpa4hSrbJ7EJAWuZ5JgYdEpKJtG22001GioakXPr3jwt6KF8ERBQmgvdO/oARorAqqEsVspNDvijjmILQrjfoo746DfpaSNWAySoiBobEkkhKLnc2xJZFkDDhZApksoTwiSDNKx2DrslDD0NKEgrex8icJ8RftHGAso6ridO/bMaeGlmlMeFythdjTCi0TdDCIQHSoUB21CJ0CaMEZUoD0vSAiNJSEIAqSlSCwQCWuiE/ANEjEFIxo9ItGg62ZqYKwIY03MRQOrtJESBkvMwWpJ5FgAyXPqo5Y7SsthLKOWetNTn211uQiE62gn184qmW+EgpF7zCLRJ7F/lG32MQnPLPDIr21nZT2dH08cY+gEnI01EXcwYVNorQkIlpWgaWISqoB0hxeKXRy68YRusDlMCkWzKwrtuX6BSLqXQvM509dcdWcwyG85r4POEgdbWtaoJ1u9Q+YrRVx2FB1v6hhDWxGD1FUWv3aTZ1rZ+abtrKyFcJ7eH58ZTilK5h2bBtCej+74g7aYUU69mftGJqVew6ZY3UexNaGNqG09I5Y6AqG9biay29qH7ffoOtpHsvPm1ZcpDom8Tq6lMnGFUQhEup6cjnaQuQn2AQKOhV2C0ll1VRmw8SLhmUZ2/O52wibZnajlbzYkiqlLGzDxg3gNJFR6lh+Ih8NaRxXFgecmPQFoTbuVgsjdRJAShM6Wsh4KkPQdb/IuvpNWUMkAHa1tKQ3nuEMy3dVlVNCegfK5UiAUlR6qwK00Mfh5Ep5p4/53bo863/QPK9kZRTHp7kJ4DXoWxkMjt5CY/FGn1a0wa6ZychRSJyidHNLaEQyN0hp0RSLG5nu2kO58+yavJVUjKSBlf7B5sYbkgfPu7HPcTZn7HdviVG4CGUoEMgYglC5bBT4m4Zkm7rt4e2fuAdDvZsK4BbT7al0jKL1aahKLa8nubjKfY0HoLLLXFYXYtdTT1ixxS31Wk1Es+frmVCUtiYRQ2OZe5R27KObQlyer8x+FQNTVL5WxJjLylXJLJQ20nHIjW4YjjR/d5JkW7vn97Ym7du26bVJo5z/6O6jkxK4wtS+RBVJClFyeIhaKRu+aRhq7kJLtyroj7DELUu1NqoJKt6NPWQlxFYImP/QJhStW6yFuU9/+jEoyxGJqBKIMgwiJixU5jBVRAy5zldQlbjEleJGYUu5573bCZrcDjkYJqfPdVfe3luhQbb+/1A80002UFAPp5u+rI69BSeFKdu4k31uEwtZ269KwneLFi4cOIRAuo3tfo9cAABFUSURBVJdyKXJ3OeQfBa5/a2O7468L727yTDo/eN92tJm4kw80Mb9AnTrlnj9hlz96qyUQv0ble54znbWeTkbn22MZxB188u6/5705Xux+ynIpJeuJj522KNJWS5qM4LQtzWlRv3S+WaEGK6LyZT+qwo9u8kwyd//hOWgj9vknOudGfCfvJhJWbD79eFfaOrDksT0quw9J/H4S1oNK9F+3iqQ60O8XT4hA0rMU7+txPcUHKIpNmP11duKV1z2Kvsjmwhzkb8zx72Pi8aObPJPK9//4bDR51y4aLZkRaEc4wNJZlxnQbuvFEjfj9h+xrbfNyKKmfaY9msrUF5wunNnV7fVtHX+eVZEX2+gOlCpx7XKaNywuLrKxUZdglK1rRALjtH5aRaslTAJeJKaI7rBTIwixQASKNFL+/74fjGsPk+EmAsRllqsmb9eT9aQbpKZ6IxbJmAPki0WPayp+TcQqUsfusyoS1kmfUNjiFjb3lyt5AuRYpjAvA7RrRFQ6qsl17a268aObPJPInR85uzc4bOIQBOapcQFEt+n9ZV06d6dyeT/MtF8/4R7qCIdSLBadsolOP+lqsgpEb5metmZaCL0tcLYo0iKSskzirD1UJBSZ9SfPp+rOaRrcP3nU0X4XK8HlOdgii8DXgAWivvgKVX2XiFwKnEnU+juAX1bV/ZbybwNeS7Qa25tU9YvuJ+GOF4lpITnENbYegm66BGHC3WR3GfUlFdyt9ebtT9eeoG5HEcxrN4/EsQdJ/L5yxEJTab0B6mL3U1ZAO25mZ4hsQmSstRZYFD2ddjre0XsKg1shyToS59A5blYZS7lRU9cM6qKlPWxWRpWWhzpYEuoWuF4CzlXV/SIyB/xfEfkn4M2quhdARD4IvJHoOTwdROQZwKuAZwLHAv8iIj+iqtU8SyCBF4lpIY5BGHeTxMFqIktCYrHo/Gh6/0jTnXy6j+7Z7/qDMj+E2FIIQ+nGGwSzgGxCIFSQQAstix6rIvGusycdY0hbFbZhsn139/byPe6qrleqU6RPpCzGS5alYbM6OvXmkdHxF1ok2TpaTM7fwNCdf5FbqSosAlIFTvMkHETCPEMnthDmzKYJgRBgDfZv7KXAp1R1CfiBiNwFnAV8w+EUSuFFYgq48+Nn0ZmjkHQvSVcgJNBOR995LlBGx59M7/m9d8rb/8CTloPGQkB0Z64qNKQrAGoMH1XptTIiXUsIB4kOtPfW2SYWXQlJ7hGsQkHCCkkUyYxRJGq19SvJq5IV3+g/i5RYWCrMtQzSWCyjvixlRKcEZTr0TCHJqqOobseofXIyp1O95Wm3wiWaMpebaUUPARwsqkxEGsD1wMnAR1X1GpN+GdGTOr8L/Ial6Fbgm4nPO0xa5QTFWTxjJ7YeGiZAHSgShASNkKARCUSQ2CRQgkbYk94IQpqNttnCzjbXbDPXbDM/1+q8T+63bUGgNBohQRDSCEICUYKUYAWBIoJpT9gRtMg1Zn9PHFPpbBqVS/3g+zuCVLn0PluZnjTtq0MTG5atu89etnOsdF3Y64vb05Mv5++h6E7ftg1KZvmarIC63FQVcdl93JmbYUWX2cVjACeKyHWJ7aJ0XlVtq+rpwDbgLBF5lkm/kMiNdBvwSsthiu5jKsOLxIRzx5//WHf0UiwQjcQWhB1hkIQgBBK9NhrR1tvRR2Ix12zTMEJRJArR1hWGaOsKQZAUC+m1bjpiEaebTq5j/QidfX1CASmh0I5V1duBm99HWigko4yht/Pu7/B7BYG+tvWJBb1l0uUKxSJdbx4ZZbPIEo90aMlJXApEyoWqXU22G4Ea+MROHqClK5kZ7uMOjuMpqOrHVPXMxHZJVhlV3Q18FTg/kdYGPg38vKXIDuC4xOdtwIPlTsUNLxITzB1//mOmMwUCMq0HCbTTQQdBmLAeuhZEv1BEHf1c0KYhYf5mEQUxx+oKUiwIRiigKwAJsZCEddARi76O2SIW0hWXdMcPvWmZnW+yTIZYdDr8wCIWgb3jT5bva0Nf3bhbF64ddhJHwUhTytooIxCS8b4KikQhKf4VoapL2ziJLGtiRZd5lIe5jevni+oSkaNEZKN5vwZ4AfA9ETnZpAnwYuB2S/ErgVeJyIKInAicAnxroJMqwMckJhhJBKslCM3duXmf7HyBwKR17uQT8Yk4LaCbFhM4/IDiLIoi8aNMVQjNyCVVE5MIoiHknZhdvB9MLCERODDxi05qIsCNyd8JbMSJ0n2sak+cQsyxEmmYNDvdMkiiD0nHCCxxh7j5PSOYEofNjXfYgtw955Lal45lDBrwrsUJMUIc5kfUGgBPcTs3LK7n8ENP1lP6YhOxFfFdvS7b1OiyBbjcxCUC4DPA54Gvi8hhRN/gTcDrAETkJcCZqvpOVb1VRD5DFLNoAW+oY2QTgDgO1ZpYDpNN+lw5b9zNqJw7P3Fm4o5QCZqhVSBiAUjeycfCAHTEIZ0W4yISofYKQ/QeQqQTzA5VCEPpy6MapXX64bBbJt4ffZBOEDsKdtM5ZreTM++VTq+gqQ4elf4F9lRSn+37+8rFR7XVo6l9lnp790l/vnSevH0Z751vkqv6mTt0xpnWhOTkk5z0LJFI1JsZsE7FpO55029er6pn5p9BMU+XM3SZJU6SZ3TSVnSZ6/ka+9k9r5rjj5oyvCUxgdz5l/HfcNJfTyf+QNI6CLpupiyroZOWHNXkKBShRqOWIOqwGyZN485YzEgmESBAVRGzP6TX0lCVyI0Te5MkFgo6o2E1NLaFYCyN7ntzIHMCai6PxbIwaT2WRSql9y7dnF+yXOKSaGxtJIfNmjyaaE5sZSStje6+hJki3fp78iSbaKs73e50njyqsirS1s0QZSXR/tqp+Dg2a6KkFTE1TJxIiMj5wIeBBvAXqvq+giIzxZ1/+aORW6UnoEt3tFJKHGLrodkIrcIA/SLRzVfcYzSS/WpsNSB91oWqEKAd6yJUifQgFgwFiOZSKHSMAuN5AjOMVo0bilgUTJ5Op5qc7CrdPBJbF0I0Rj3ugJIupdilRW9HnThD87/kCwWmjkSx7v7+Kq1ikeWGSu5O6oolvecwyTx5VCEWllPoOcQgnb/t2pWto8CKqBJVXXq6nMF93MlJPKMTi9jP7sJYxLQxUSJhfHMfBV5IFL2/VkSuVNXvjrdloyNeg6krEnQD1jmupYZFEJIikRaGIPXqQiwMokLD3N2HIh3LAQLTD0exi1gcVJUAOnliyyLu7zS2GkQhNKlxT9O58zYdfEDCJaWkYxaxdZG0LKL/JdGJJywCiwXQ/TJ6P/d1xBbLoe9yZnX2LnkyBCGrvc5CURU5VkWmUKQEpqyg9OV3LFuHUCStiVm1ImDCRIJoxuBdqno3gIh8imhm4aoQie9/8jmIdsUB6Y5e6o4u6rUi4nhDPMoobTHYRMEmEEHOrWVofolh4pcWGmuhx/1krID4c2jiDF3rIqqtKx50ynSMhcB0BKmgeDfsHU+o67qVOm6oRMfZMTI6Hap2hQJ6XUeDdrjDdMg5vWPhsasQgqrcTy7YLA8Xt1Xne3H4MtJWxAiIrYnvcyu7eGwmrQiYPJHYCtyf+LwDeO6Y2jJyJNDIJx9bD4nhrfNz7UgoElZCMhDdNM8eFYsI9L0meoYeoSj4IcbCABCK9KSFKojp0FsamJhFN3bRHRmViltEPqGuwGDu+pOuIbQvZtEdLRXl7xWKqAPuEwq6upDM1yMUpsaeYUjDiEXdnbBL++osn+N6SoZhOnkdhKKnXFIokjuz2tGphI64dP6UauB2blhcYM2hk3jGTFoRMHkikWegdjNFMxfj2YtL/6JXfKfWVlXPkRBNyezhVVeMviXu2Ns8uUxbe8G3eRQ8tcrKVHVJRA67jesPVFnvJDFpIuE0i9DMXLwEQESuq2JI2yjxba6faWsv+DaPAhG5ruo6VXVf1XVOEpM24/pa4BQROVFE5omWwr1yzG3yeDyeVctEWRKq2hKRNwJfJBoC+wlVvXXMzfJ4PJ5Vy0SJBICqfgH4QokimYtmTTC+zfUzbe0F3+ZRMG3tHTtTvyyHx+PxeOpj0mISHo/H45kgplokROR8EfmeiNwlIm8dd3uyEJF7ROQWEbkxHl0hIptE5CoRudO8HjHG9n1CRHaKyHcSadb2ScSfmGt+s4icMUFtfreIPGCu840i8tOJfW8zbf6eiPynMbT3OBH5iojcJiK3isivmfSJvc45bZ7k67woIt8SkZtMmy826SeKyDXmOn/aDIzBLLX9adPma0TkhFG3eeKJZrRO30YU2P4+cBIwT7Sk7jPG3a6Mtt4DHJlK+wDwVvP+rcD7x9i+nwDOAL5T1D6iRyr+E9GclrOBayaoze8GftOS9xnm72MBONH83TRG3N4twBnm/QbgDtOuib3OOW2e5OsswHrzfg64xly/zwCvMukfB15n3r8e+Lh5/yrg06O+zpO+TbMl0VnCQ1WXgXgJj2nhpcDl5v3lwMvG1RBV/RrweCo5q30vBf5KI74JbBSRLaNpaZeMNmfReWi8qv4AiB8aPzJU9SFV/bZ5v4/osZRbmeDrnNPmLCbhOquq7jcf58ymwLlAPFs1fZ3j638FcJ6I2Cb1rlqmWSRsS3jU8iDwClDgSyJyvXSfc3uMqj4E0Y8ROHpsrbOT1b5Jv+5vNO6ZTyRceBPVZuPSeA7RXe5UXOdUm2GCr7OINETkRmAncBWRRbNbVVuWdnXabPbvATaPtsWTzTSLhNMSHhPC81T1DOBFwBtE5CfG3aAhmOTr/jHgKcDpwEPA/zTpE9NmEVkP/B3w66q6Ny+rJW1S2jzR11lV26p6OtGKDWcBT7dlM68T0eZJZppFYmQPAh8WVX3QvO4EPkv0h/tI7D4wrzvH10IrWe2b2Ouuqo+YDiIE/pyuq2Mi2iwic0Sd7SdV9e9N8kRfZ1ubJ/06x6jqbuCrRDGJjSISzwtLtqvTZrP/cNzdmKuCaRaJqVjCQ0TWiciG+D3wU8B3iNp6gcl2AfC58bQwk6z2XQm82oy+ORvYE7tLxk3KZ/9zRNcZRvjQ+Jy2CXApcJuqfjCxa2Kvc1abJ/w6HyUiG837NcALiGIpXwFebrKlr3N8/V8O/KuaKLbHMO7I+TAb0QiQO4h8jm8fd3sy2ngS0YiPm4Bb43YS+T2/DNxpXjeNsY3/m8htsEJ0Z/XarPYRmecfNdf8FqIHs09Km//atOlmoh//lkT+t5s2fw940Rja++NEboybgRvN9tOTfJ1z2jzJ1/lU4AbTtu8A7zTpJxEJ1l3A3wILJn3RfL7L7D9pHH/Pk7z5Gdcej8fjyWSa3U0ej8fjqRkvEh6Px+PJxIuEx+PxeDLxIuHxeDyeTLxIeDwejycTLxIej8fjycSLhGeqEJFjReSK4pyd/M8XkX+ss00ezywzcY8v9Xjy0GiJk5cXZqSzzILH4xkCb0l4JhYR+TGz0uiiWd7kVhF5VvJBQ5Yyvywifysi/wB8ySSvF5ErROR2EflkvBS0iJwnIjdI9ECoT4jIwijOy+OZJrxIeCYWVb2WaNmH3yN6OM/fAPtzC0WcA1ygqueaz88Bfp3ooTgnAc8TkUXgL4FXquqziazq11V6Ah7PDOBFwjPpvAd4IXAmkVC4cJWqJlfy/Jaq7tBo1dIbgROApwI/UNU7TJ7LiZ525/F4EnifrWfS2QSsJ3rC2KJjmSdSn5cS79tEf/f+6WMejwPekvBMOpcA7wA+Cby/wnpvB04QkZPN5/8K/FuF9Xs8M4G3JDwTi4i8Gmip6v8SkQZwNdGziodGVQ+JyIXA35pRUNcCH6+ibo9nlvBLhXs8Ho8nE+9u8ng8Hk8m3t3kmUpE5D/RH6P4gar+3Dja4/HMKt7d5PF4PJ5MvLvJ4/F4PJl4kfB4PB5PJl4kPB6Px5OJFwmPx+PxZOJFwuPxeDyZ/P/LY4uT62eduQAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
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   "metadata": {},
   "outputs": [],
   "source": []
  }
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