notebooks/field-of-view_ABI.ipynb

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   "source": [
    "**Brian Blaylock**  \n",
    "*December 18, 2020*\n",
    "\n",
    "# 🌎 ABI Geostationary **field-of-view** in Cartopy\n",
    "\n",
    "- [GOES-R Series Data Book](https://www.goes-r.gov/downloads/resources/documents/GOES-RSeriesDataBook.pdf)\n",
    "    - Full Disk Coverage: Defined as a 17.4 degree diameter circle (pg 48)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from datetime import datetime\n",
    "import cartopy.crs as ccrs\n",
    "import matplotlib.pyplot as plt\n",
    "from shapely.geometry import Point\n",
    "import numpy as np\n",
    "\n",
    "from goes2go.data import goes_latest, goes_nearesttime\n",
    "from goes2go.tools import field_of_view\n",
    "\n",
    "from BB_maps.add_to_cartopy import common_features, pc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
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     "text": [
      " _______________________________\n",
      " | Satellite: noaa-goes16      |\n",
      " |   Product: ABI-L2-MCMIPC    |\n",
      " |    Domain: C                |\n",
      "📦 Finished downloading [1] files to [/p/home/blaylock/data/noaa-goes16/ABI-L2-MCMIPC].                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                 \n",
      "📚 Finished reading [1] files into xarray.Dataset.                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                      \n",
      " _______________________________\n",
      " | Satellite: noaa-goes16      |\n",
      " |   Product: ABI-L2-MCMIPC    |\n",
      " |    Domain: C                |\n",
      "📦 Finished downloading [1] files to [/p/home/blaylock/data/noaa-goes16/ABI-L2-MCMIPC].                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                 \n",
      "📚 Finished reading [1] files into xarray.Dataset.                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                      \n",
      " _______________________________\n",
      " | Satellite: noaa-goes17      |\n",
      " |   Product: ABI-L2-MCMIPC    |\n",
      " |    Domain: C                |\n",
      "📦 Finished downloading [1] files to [/p/home/blaylock/data/noaa-goes17/ABI-L2-MCMIPC].                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                 \n",
      "📚 Finished reading [1] files into xarray.Dataset.                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                      \n"
     ]
    }
   ],
   "source": [
    "# Testing Phase\n",
    "gcentral = goes_nearesttime(datetime(2017,10,5), satellite='G16', product='ABI')\n",
    "\n",
    "# GOES East\n",
    "g16 = goes_latest(satellite='G16', product='ABI')\n",
    "\n",
    "# GOES West\n",
    "g17 = goes_latest(satellite='G17', product='ABI')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Get the data's coordinate reference system and field of view with the `goes2go.tools.field_of_view` function\n",
    "This returns both the field of view as a shapely polygon and the cartopy coordinate reference system."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
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   "source": [
    "FOV_16, geo16 = field_of_view(g16, 60)\n",
    "geo16"
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  {
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   "execution_count": 4,
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   ],
   "source": [
    "FOV_16   # See, the FOV is just a shapely polygon"
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    "FOV_17, geo17 = field_of_view(g17)\n",
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       "<cartopy.crs.Geostationary at 0x2af053e817d0>"
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     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "FOV_central, geocentral = field_of_view(gcentral)\n",
    "geocentral"
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  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/p/home/blaylock/anaconda3/envs/basic/lib/python3.7/site-packages/cartopy/mpl/feature_artist.py:154: UserWarning: Unable to determine extent. Defaulting to global.\n",
      "  warnings.warn('Unable to determine extent. Defaulting to global.')\n"
     ]
    },
    {
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99922aZrTlp90xD3d+fNsfPWrX7XfeuutGZcdOXLEjkQiNmC/884752xr8eLF51z3j//4j23A/v/+v/9vat5Jx9dPfepTZ6xvGIb94Q9/2Abshx9+eNqyC3XEPd05dCZmcsTVNM1ubW21XS7XNGfb09m+fbudzWanpmdyxO3u7rYVRbFDoZDd3d09Nd80zanjnOvlLZ1O2+Fw2JYk6YzP8K//+q+nviOnc6GOuCd57rnnbMC+8cYbbYfDYUciEbtYLM647kzn+k/+5E9swP7VX/1VO5fLnbHN0NCQfejQoWnzTNO0g8GgXVlZaQP2l7/85allvb29NmBXVVXZgP3kk09e0HGVKXOpKfu0lLlq+dM//VNs2+Yv/uIv2Lx5M+vXr+fGG28kHA6TSCTo6emZGt657bbbpm1bV1fHCy+8wMMPP8xf/uVf8t3vfpcPfvCDhMPhqTT+8Xicu+++mx/96EczZsOFs4c8r1mzZipd/nPPPccXvvAFmpub2bx5M42NjRSLRTo6Onj++efRdZ3f/M3f5MYbbzzrMW/bto1jx46xcuXKs6772c9+li9/+ct84xvf4M///M+n5ak5PeQZSlmDX3nlFY4dO0YkEuF//a//ddY+XEoUReEnP/kJH/jAB3jggQfYtGkTa9aswe1209/fz86dOzlx4gTDw8NnTV3f3NzM//gf/4Pf/d3fZe3atXz84x8nEAjw/PPPT2X/3b9//5z65PV6+frXv85HP/pRtmzZwkc/+lEWLFjA7t27eeGFF6ipqeH//t//O1+nAIB7772XhQsXTg3V/fqv//pZsxy/lz/5kz/h3Xff5Z//+Z95+umnufPOO6mvr2dsbIyOjg7efPNNvvzlL7Ns2bKpbURRZMuWLTz55JPA9BwsCxYsoLW1la6uLiRJOu9yE2XKXDautGoqU+ZcHD161P7t3/5te/Xq1XYgELBlWbZDoZB9ww032L/9279t7969e9ZtM5mM/bd/+7f25s2b7VAoZCuKYldXV9sPPPCA/YMf/MC2LGvG7eYS8ny6RePYsWP23/zN39gf/OAH7dbWVtvtdtuqqtqNjY32o48+aj/11FNzOtbHH3/cBuy///u/P+e699xzjw3YP/nJT2zbnj3k2el02kuWLLF/67d+yx4cHDyjnctpaTnJ6Oio/Qd/8Af28uXLbZfLZXs8Hrutrc1+7LHH7O985zvTLGMzWVpO8r3vfc9eu3btlLXik5/8pD04ODj1+Z0PO3bssD/0oQ/ZkUjEVhTFbmxstH/1V391xnN2sZYW2z4Vtg3YR48enXW92c61ZVn2t7/9bfvOO++c+m7X1dXZmzdvtr/85S/bfX19Z2xzMmTe7/fbhmFMW/b5z39+yvpTpszVimDbcxhkL1OmTJkyZcqUucKUHXHLlClTpkyZMtcEZdFSpkyZMmXKlLkmKIuWMmXKlClTpsw1QVm0lClTpkyZMmWuCcqipUyZMmXKlClzTXDWPC2y2w/2lcueWeb6xbYtBKGsmcuUKVOmzHRs2+Ke22/jueeeO2PZWUWLbRn42lZfso6Vef9iFYuIDseV7kaZMmXKlLnKsAoFotHojMvKj7plypQpU6ZMmWuCsmgpU6ZMmTJlylwTlEVLmTJlypQpU+aaoCxaypQpU6ZMmTLXBGXRUqZMmTJlypS5JiiLljJlypQpU6bMNUFZtJQpU6ZMmTJlrgnOmqelTJkyZa5VREFAFAUEQUAUBIq6AYAgCKiyjEOREUUB07QwLQtj8r9pXZ0JNQVBwOdyIghg2Ta2bWPbpWU14QALIkGcqoIkikiSiCSKCIJQ2pZT21iWjWWXXrZlY9nW5DRYloVmmKTyBVK5AqlsnlQuj2FeneekzPuPsmgpU6bMNYEARII+nIqCZpjEUhlEUWBDezMVfg+KKAEnb+an3ZCt0rTDoQKTN+aiTrFYxLIsJFlCkiRkWUaWJCRZmr7X0h8IApZtU9QM0vkCiVyeaDLD0ETikhxvVdBPQyRIxOch4HVjmSbJZArbshFEAVEUEQQRQYCRoVF2v/EOmUwO0zQxDBPTNLFPqppJRFGcfAmnvZ8+7XQ6CAb9BIMBmusiBAN+ZEUGQSBbKJLMFRhNpOkaGrskx12mzNkoi5YyZcpcFaiyRGXQj9/twqnISJKAU5FxqSoepwNFEhkbHSebyaF63Gxqb8LhVHnj1bfZ1jOAruuXtH8ulxOv10NdXTVtixayfv0KDNPkP15+G6/biUtVUWQRVZJQZQlFkhAEAUEAbECAom7QF40DUB3wUR3043IoYINumcTTORK5PJIkcfuapfT3D7F163YGBobn5Rgsy6KlZQEf+9hDWJaFKM7sIaDpOul0lnxRI+Dz4PN6AIjGk+SL+qzWKEkUcTkUZEmiqOkUdQPrPcKpTJmLQbDfK8VPQ3K6L1kaf5dDRZxU7mXef5TT+L+/EQQBr9Mx9YRvmharWhrYsLSVQ4eOc/RoJ7puUCgUyGbz5HL5Sy5K3svixa089tj9U9OZXJ6ugRHSeY28prNxaQvJZIrR0SjJZIp8NoemaRSLOpqmoWk6tm1x+hXW7XbR0taMbdsMDQwzPDxGNpsDQFUVwuEg4XAQp8tJW9tC2lqbprb967/+KvrkENfF4Ha7uOGGVQBomo6u6xSLpf+SJOH1e/H5vfj9PtwuF8lkiolojOXL2qmqquCFnQcIup14nOqkUJNg0rplGia5XB7DNHE4VJxOB6Iooqoqe7v6ONo/ctH9L3P9YxUKtAcldu3adcayyyJaIgEvjZEw9RUBXA4Vyyx9sQF8fh8TqQwnRifoGYmeYc4sc31yLYgWERFFUlAlFVVUS//f+35yWhEVREFEQEAUxPe8Ts6TSu8pzQewbKt0scea9C2wsCf/T59XGuowbAPd1NEsDc2cfJ3+/rRp0zYv6fmxbRtOvk7znziJWcyfWo6NDciixKpFTWxYvhi/18O7+w9jWRYOlwuPz8t4KoPbqVLhc3O8s5PR6AjjqSgGBpJTQlYlJIeErEjYCui2jmZrSCEZURZBBGFydMfMGwiyiCCDIAkIioAgl3xcbBsEu1QP1rZsMEvvZUui2llNWAnS4GmgyhVhtDBB0dQRLAG36EDTNFKZNLl8gQOHDxGfSGJpNlbBxtbsklXlOqOiIsT/+//+Inv2HmJwYIh4PEk6nZkUk9OFVCQSoqoqQlVNFVVVERwuJ7phMjiRYFdH7xU6gotHlWXcTpWippPXdERBoCrkxzAtsoUi+aJ2RfrlcTpoqa3E5VBxORSy+SK2bTORzlIV8BJ0uygaJgXDZMfRE9fEPfaKiRaP08Hjd9+M1+Vk775DvLptO7lc4Yz1KisrWLqsnZa2ZrpGxjnUM0Reu7xPVWUuL5dbtCiigkfx4JbduBU3HsUzfVouzXMrbtyKB6fkRJGUy9a/S4FpmRTNIjk9S1bPktVz5PQcWSNLTs+RM0qvrJ4lo2XIG3kK5qnfp1nIYVvm5FO0BVZJUHG6WJlE9oUQFXXa/rX4aEkwqDaCahMJB7lv/S3s7zlAV7QLTdIQVBAdAv4bA3grPDSY9XgtLx7NgyfhmRKDXtl71mMdU8d4re610/puknw7efYTJIAgC4iKSMW6CtoybdTmaxlxjRAX4tQl62iwGhhTxhhwDxB1RymohUkHl9mxihZW3sbMmBiZ0n8zbWNmLKyMhfneV9rCvngDymVnw4bV3HPPbVPThmEyGo0Rz+QYTaaZSGWJJtNTDtBXGwLgcTkJeFzT+tlYFcapKEiSyJq2BThlGU3TKRQKJJJpnE4Hbo8bbJvhoVFEUcTr8+B2uxAEEd00yRY1jg2M0j8eu+TH0VZfzUOb1k5NZ7M5RkbGaZ200qWzORyqQjyd5Qdb38G0yqLlrEiiSNDrZtOyVno7ujl+rJN4fOaLiSiKLF7Syu13bOabL7xJwOPG73FS1Axi6UzZg/06Yj5Fi4CAR/EQdAQJOAIEnUGC6uR7R4CAI4hXPftN73rGsi00vUBRz1M08qX/U6/S/MX1awn7qikaBRKFBIlign0nXidZiJE38uSNPDkjT8HIY9s2qqrg93koUkATCqhNXhw1CpLfQvJZyH6b9MHYNGHjEB3cVlG6yfXn+9EsDZfkIq7Hya7MInlOOcDahk38jZLvR5WjilsrbsUreYnpMTqznQwVhnBLbizbYrw4TuCWAIJ8Sk2YWZPkztJ1xiN5WORdhG7pFKwCsiDjklzUOmuRBKlkHQuK9Hh7GPAMYAs2RsIgdCxElaOKelc9VY4qurJdvJJ4BdEhIjpFJIeE6Cy9VyunC7bzxUia6DETY6L0X4+ZmLFT763M1XejCYUCNDU1sG79ShSHg5+9s5+JVOZKd+ucLF1Qy5qWRjRNI53KkEymaG5uxLBtVFlmaHCY6NgEAAtbm6iprsS2bTTDQC9q9A8MUywWKRZKL1EUkFUVVVFQVIWGhlpqqiO8sPMgHYOjl/XYKvxeakJ+LBti6Qyj8dRl3f98ccWHh6AUfri0qZa6UICgx4VlWWSzOdKpDOlUBtM0cTgdOJwO6hvqSObyyJbJ+GgUp8tJZWUFkiIznszQOxajZ3TmstVlrg0uRLQookKlq5JKdyVV7qqp92FnGFmcf59y27bRTQ3d0kv/Tf20aX3aMtMypoZyTg7x2JwKJ7UnrRUWk0M9WAiAwGQECEwNJ5WcN0VEJv8LAsLkkJIkyiiSgiIqKJJaei+pp02fmtc9cohYZpSifqZ187201q6gJtSEoaTRHQmwRQZHeohPJMkU8+TUJDklRVZNkpbjbGxcS6u/FYCBwgCqR0WQBXJyjqycpdvXzUTPBB7bw1J5KRYWBaFAjBgZMtQINVRQwWJ7Me9I79Bb04uolIbMbNPGLFhooxouzcUSYQnNclNJLIkOooUoT/f+DFs/OaxjowRLzqxMDvlYRRMtqoFpUx9o4CM3PgrA3t4DjCXHKehF+mND2IJNwOenamE1PtmDT3bjk704bBVLMykaRZL5JKlCiqNjR9AFAyQBURJAKllqJK9E8MYAgiogqqVjMDIG2piG5JGQ3KWXIJ3DRHMWrKKFPm5SHNHRhky0YQNtxEAfNa6YlUYURT78kQcYzeTZ3dF7zYyKOVWFhzauYu+udzl86BjmHB6Ga2oqWbt2JcuXtwPQOzrB4b4hHLKMZdvokxFbummSyubLvpoXydlEy2WLHrJsm0M9QxzqGQJKpjmXQ8XrcuJ1lZy10rqB1xZY7HYyOjTMQP8QTqcT07KwLAuPx01bYy2qLJVFy3VO0BGk0ddInbeOKlcVVe5Kgs7QlC/I+WJaJnk9S17Pk9dz5PUcBSM/9b9gFCgYBYpmgeKkGDFtE0EQQRAQJgWEIAil6UlhISDAlNC48JvSXDkpfgy9gKblMfQChqGhqi6c7sCkn0lJGGVS4xhaHkWUkUXltP/KKbEz6bMzkRnDWytSDJ3yOQj5IW5NcMC5veQPopSGUmRF4KBwkNbBkmhxBBzYgk1aTlOUisi2zL2D97Kveh/jUpTGaCNHOYapm6y2V+MT/fzH6JPY2gBZj0GTs4Xa8QYKWpHipF+AIim4HE4QBZoq6gDoGx/k7aOvMBQbAUGYGqYRBBFjeCb/HRWfy4tT9LCjcx/LGtsZ1vP0GjkQ4GM3fxgZgYGJYVKxNMlsgv58P6lcmmw2i5k3YDJc2jZLIdSTH8Kk30ppWpAlcnuNqVmCDLZpYhR0RPXkeRNK4sUvIQdklLCCGlGQQzKSR0QQz/7dER0ijgYRR8P0IUvbtNHHDYrDBtqQQaFXp9CtYyYvvVXa63VjStI156dS0HSefOtdVi6s55c2rKGzo5vjRzuJRmNYM0RFORwqH7j/LgYmEryy9wjrFzdTFfThlBtQZIl9JwZJZnIkMtlrYujlWueKRQ/NxqqFDQTcTgq6QdEwUBUFl0PBrSj4XE4My2Q0nmJwIknfpAmvzLXH6ZYWh+SgwdtAo6+RBl89Db5GfKrvvNrL6zkyxRTpyVeqkCSrZcjqGbJ6loKpIUzmoRAEqfReEBEmc11czZimjq4XMLQCul56YU+/uDpcfgLB2mnzsukoxUKCuroIFSE/TFpy3C4HFrCvtw+hqohdW2BNpJU2ayEJJYElWPh1P7Its61mG1HnLA8IFsgFFTnvQM058RcCBI0gXtuLCyeKrRCNmehCHo9bBMGkIRSZ1sRweoInOt5CFARUScEx6UekWwa6abCqciHNvgimZVEbrJra7u+f+ZdZz5cqq9QEK2muaSYcqGAgE2WikGY4E8c67bytrlxIxOXDq7gwTYO8VsCyLRxSyY/GMA0M02RX1z6iqYmSILRK4mVKxJgWgiwiuaaLCSNdxCycaQIp+SSfJnoEAdEhoUZUJK+I5BORfSfFjYQ8+V90nt93VJ8wKHTr5Ls1it06hT4de579RJ1OB5/85Y/ysx37SWbz89v4ZUIQBFpqK1nd0kB9VQU//cmzdHR0Ty2//6F7qKys4K1j3fSPxRCA3/7oBwF49bV38Ad8rF29DIA3Dhxn59ETV+IwrjuuiuGh86UmFODWFW2Mj0YZGhhibGyCaDTGr/3ap3C7XQD0Do2y83gvgijgkOUp86Rt2+SLGmOJVNkP5ipEEiQanLW0Vy2lLdhGnbduThYUy7ZI5OPEc1FiuSix/ATJQoKUnsYWQBAlRFFCFGVEUboslo9LSSGfIpOOYpnndkqXFSfhSMnxThCgKuKirtKFKNqMDsRJRDPYThPqdFz1Ms3+el5teHVaGy7DRagYwhIsUkoKQzCoy9ehWzqjhQnyCQ0rAXLagTPvw2cH8TuDBNwh/O4QDtWFLJeMtwIWgmBRMofYWLaMQ8kgCSaGZWGYGpql05scJVks+UFY2AykJ0hrOVZULKAlWIOIwEh8jNcOvgmUhtD8bi+J7Oxj9R+/5VFqgpUAdEwM8FLvvrOeO0WUeGTRzVR6gqQLWQpaAdMykUQJWZTYdvBN+qKD5/wMTsfSTCzdxDasksA5y3VIcivInuk+MWbRmIzKKln5UEAOiChhCSUso1TKKBEZOTi377lt2uRPaOQOFckd0Sj06Bcc5VRXV01dfS3VtVU0Ndbh83r46Ru76B+79E6nl4rqkJ+1LY34XA6Gh0aZiE4QrghhOd28daRr2rqSKOBzu/B7XJimdVU7G19qgl43NeEAAZcTh1LKMj0YS3Kkd+iihguvCtEiSxJN1RUosoQkisiSSFEzmEhlqAr6qAuXfF2mumPb/OQ/nyF7FgXv9Xq474G7GBkZI5/NT5rtJ5f5vNTWViMpMtFkhv09g8TS2Xk5lotFFITSB+1xo8oSNidDX0umy3g6SzKbu65MjUFHkCXhJbQF22gJtOCQz+7PUjQKjKaHGU0PEc2NkywmSOsZEEUkSUGSZMRL4MdypTAMDVmefuMqFjIk4zPfLEVJRlFcyIoDWXYgKw4kSaGtOcCi1hA9nWMM9o5DpYG/yUE4FMChKFiCRV7KI9gCHtNT8rERbPJSnpycI2rFGU6OI0cdPBS5m6MDXWh5nQW1DewZ7sXtdIIgkC4WME+GZ1smLllmXU0LoiDikBVsW0ISHSiSjCBYWLaEZYvIooEgTD1eIGCRzBUZjo+QyE6wtLGFPeMnkBBoD9WXopUmOZnhVZbkkylqp5ZpukamkMU0DSoDERAFxnNJTqRGGc0mznn+faqb9lAtC3yVJDJJ+scHMC0TWZSQJBlJlCatdMKk3xEYpolhGmi6xngyykQ6PhnYfSZTQ0ymha1bWIaFbZQisWS/A8kx/busxfOl5UJpSE5UJURVQpDEySFASkJItJECEmpYRKlUcNQrqLXKlH/QbJhZk+yRIrlDGtn9Rcz03B7uBEHgwYfuobW1iZFYgu2Hu4incxjmpQ2vv1wIQHU4gN/twjBNekcnrtqyDpcah6JQFfJRFfAR8rqnRIkw+SAiAIl4klQiiW3buFxO3F4PjY11/Pi1XRd1v72soiXoddNQGaI+HMDjdJR8AbARRZHjRzvJT8b1G4aBx+umqrqS4cER+vuHiMUS531w50IQBBYsqOeRRz/IN557/aqwvNx3wwrSsThjI2MUi0VAmEyyJeH2uglXhAiHgkiyjGFZ9I3H2NvVz8qFDZiWRV7TyRc0MoUC2Xzxqs046VN8rIisYGVkJU2BplnXs2yLiewYI+khRiZFSkpPI8sOJFlFkq4fcXI6hl6kUEhRyKexLIPK6rZpQ1WWZREd6wQEFMVZeqlOZMU16zmpirjw1wg4QhaaP0fBmSOlpJhwTlCUitRn62lPtfNu6F0mmMAcA3tEwBl348n7qAlUUVdRTd40cCgKIZeHXZ2HMS2T1toFpHNZFFlGUlTeHR+Y2q9PdbKuegGZQg7LttjZcQDDMFAUBxWeCta2LmYiK1Lh8aNIFqJoYlkSpiXjUPIUdA+2LVHQYmhmAlmGlJZFM42SMLBMLNvGIzvwOlzIojjdr4RSKvrxfIq9Y11k9Qt3hAw4PNR6QgiCgGlbGJY1zaHaonQNkYSSJcYhykRcPkJOL6Zh0DPax94T+8+5n5NCRhCFaT4ttmWjTeRm3EZQSnlqTgqY97Z3cvhKDoko1TKO2kkhUzl7+L5t2eSOFknvLJDZW8DKnft6IggCS5e20bS0nW37j59z/TJXNydzztSFA9SGArgdCoV8gZHhMYaHRkgkkni9Hnw+L6GKEJFIuBT2LQhk8kUS2TyJXJ5UNs9oPHXRQu+Siha/28WmZS14J+t6JOJJerr76OsdIJ3OzujYdKnx+TzU1dVQ11BLbW01gixxfGCUg71Dl70v70WWJB7cuApL1zl2pIOR4TGCQR/BcAhZlqZqppysn9K2aCF7e4ZI5fL80r23AExlnFQVBVVVyBU0fvL6rqsi3FAWZVZFVrGmag0LAwtnHfZJ5uP0Jrrpj59gJDeKLQpIcslacK0P65wN0zQo5JMU8ilMY7qTQSDcgMPhmTZP1wvIsuOc58TyFTHax9FbJsA/y3CSKbBpcDNKUcEq2ghmyXKgyApB96mQ8EN9XaQLOaoCIQJuH7ppUNCLSGKpNo9LdXA0NsJ4bvr3zaM4MG2LZRW1SEC+WECWZbwOF8cTY4gIrK5uZDg2gWFKVAYq8LokCpoHVS5gmCqWLWLbEjYCyWyUgYku+qOd2LaBLCtkC1mSuTSGaSBN+iXpZsk073G42di+Do8vyPM9e+b4icwvsijxweb1JNIxjg10MDhx/un3bdPCyOnYmnnK+XcGREVCdMqIjtmHiKaEkWLjaFBwNas4WxzIPmnm9Q2b7KECybfyZN8twiwGlFWrlvLgg3fz1oHjvF3247imqa0I8oH1y+no6Ka/d4CBgWGy2Rxut5PWtoW0L27F5fUwnkgTy+SIZ3LEJks8XCoumWiRRIFfeeB2Xtu2nT17Ds5Pby+CLbffzOZNN5AvahzuHqBreJxUNk9e064KC8vpuFSF1roqKnwekrk8yVwBwzAno1OYjFaBdK4wTYy4HCo1oQAelwNVkjAsk66h8SseYhdyhNhYu5H11etwK54zlpuWSX+ih+5YB4PpATLFDA6XF0lWr2uRchJNy5HPJigWM9Nyl5xEEEV8/mqcLv+c27SxMetTLF8SwuVUkO2S9cUWbARbwBZssmTRMiZmGuyciGmLJPQ8ydMsEV7VwR3NS8lrRbJaAcuGjF4grRXJ6hqGVfJDKVkdTEzLOud4tSJKOGS5FApqmZi2jSyKhF1eAqoTn+rAKSvE8zlsWyDoDOB1eJFECUGwELCnhnpt26ag58npWfST/j0CpX7YNrJUugFrhkG8mOFofJBk8coOBUdcftZULmR8YpSdHRcuoGzDwtJNrGLJR+YMBAE17Dpn9NFUe7aNbVjIQQHHAhX3IgeOxpl/g3rcIPlqjuQbeczUqevnxz/+MC63C5/Pg27ZfOeFN69aa2+Z2fG7XSxprKG5uoKjh4/zzlu7AWhsrOPWLTdjCgLdoxN0j4yTyV/e+8sFi5bmtkXcedc9iDBD6l8B27bQihqDgyNsf2PHPHf7/Kmrq6aysgJfwEekMoLf56VQKKA4nUykMgQ9rsk6GYAAummi6yYFXWf7kRMUZsjCe98NK3CpCnlNI1/Up36cmYJG1/DYvHjNN1SG2bKqHUUUKWo6CDCezLCns++q8cOZjUZfI1satrA4vPgMq4pt2wwkezk+fpjeZA+WKKCobkRRxNJ1ROXazjg7Fwr5NNnMBKYxw49eEHE4vTidPlSHe85RTLZoYbRH0VeMYAc0qvJVbBzfyIt1L1KQC9gFG6MLrE4RXzaA0+FGVhUkUUSRZOoqKon4Q/QnYwxkEhSMuWWfFgWBpkCYCqcXy7YoGAZ96RgZ7XQB5KQ1GMGrOEr5Kyb9QlyKQk9yguFMknXVjcTTKRKZFJZtIwoCkiji93hpqapnIquhiBFkSUAWNUTRmnLszRYNdg4fxSRPUHUTdHrxKS46k8OkCjnWVreUrlUCGJZFWsvRnRpjKDNxRW6sN9YsQjVttu5//aLTp9uWjVU0MIsm9qSAEZ0yim+6f5ht23N+ELAtG8Fh42pVcS914qw/M0mebdhYe0Vyb+iYEzY33riGVauW8ubB4xw4MXDF0teXuXAWN9Zw/01rOHjwGM888xKWZaGqCnfceQvecJBt+4+Tu4Kf6wWLlhVr1hLwhNm1691L2sFLTfPCBZiGwejoONppwkRRZFRVpbGxjps2b8A0TU4+3lmWjWGaOFWZ73zzRyUnI7drsiqqTSgUZMnydrw+H8/sOEDxIoq5bVzSwtKmOoqaVrrY2BAKeNl55AR7u/rQjavPya3B28CdC+5kcXjxGcuS+TgHhvfQGTuOIdqTQmW6Ofr9Ilqy6SjZzPTQfEV14XIHcTi95xVubYsWxqIJtDVD4C1932RL5uaxm+nz9NE10YN+UEAcUVAUB5J6aqjN63RRF66iMVKNKquATUHXsG2bsNfP/tE+3JOOwEOZJFm9yAJ/GEkQGcwk2FDbTFHXcCkOXKqDZC6DKivsG+8nns8hCgIL/GFqvAEqPX7ePLKP0WQMRZLxuz1sXrKG7mSUrFZALGh0jvQDIIkSjZFq/B4vYW+AjsQYo9kkS8O1hFQPpuXC66rAtkXcjiSa4UKRiqTyOkf7D3Jk4CDZYo41LStZ0tiOiEDn8AnSuTQhX4j6cA01k6HS3z7wEtk5JNqbb5aGG2n2VvDKvldJF+bnIcQ2LcyiWXLQlad/h4yMhm1aSG4FUZl5GGjGNi0bwWXjWerAu8aN7C1tK1kSa2JrWJhZSK8+yEB3ksSERsfAyDWTUK5MCVEQuHlZK/XhAEcOHePdfYcoFjUWL2nj5s0b2NXRS9fw+EXvZ21rI01VFeimSa5QJFvUiGfzdAyUMgTXR0KEfR4OdA/MuP0Fi5ZbbrudVatW8f1//8mMNYOuZ0RRnPQx4azVZW+/YxOi389bh7tmXeds3H/jSgRd59CBIwiCgMvlwuV24ZwUSU6XE3Xq5iNgC6DpBnlNp6jpDE4kODFy+RLtVTgruG/hfSytWHrGsp5YFweGdzOcG0V1eJDk2UXJ+0W0WJbJxPgJbBucLj9udxBZOb9MwDY2Zkscbf0Atv/U049kSWwa2cTBiaMMvRtF0ZwoTue0oYKQx8fypjYkSUaVZLpH+hlNxEgXSo6eFb4AC6vrGYlPkC3kSiKiqgaf00PP2CCarrO4YSF50yCWjNE51IdDUVnZ1IYuwuFoqWqvIkp8sG0lumGQLeY53H+CkURJrAkIhH1+mqrqMCWRkMPNsf4TCIJAe0Mz/ekEiWKejFbAsm3qfUECgsy7PcexsXArHhZUtrIgshCnqqMZLmxKN+pYeowdx19hMN5LQ0Udm1bcTFrLE1BdSIJINDmBz+XF5XAxkU/Tmx6jJzmKbl3eB4E7GleRTSd44/Dbl3Q/tmmhxU5Zf0VVQvaqZzjtngvLsnA2yzy66iFqqAagIBaIOqO8FXmL7EGRxOtO7NzcRVGZK4vf7WLJghpCssQTP312av6W2zfhiYR581An2jw8IK9srscvWLy27a1S1XCvG6/Xwy23bmTroS4mUhluXbmIuoCP3miC3vHYVPSwJIrIokg8mWK8v+v8RcuyZStYuXodhVye557betEHcz3ysV94hKRmsP1w55TfzA2Lmmirq2IklmQonsLtUAhNfiDxbJ54JofP5SDi8xDwedFyOX70g6fmvE+HQ8XlcuJyOVm9dgWeYJCjg6P0j06gX6LQQ0VU2NKwhVsbbp2WMt+yLY6PHWLX4Nvk0VFVz6Q1amYEAUJBJwF3qVJvtmCSSmtksleuQKbXo6DrFkXtws+daepk0lG8vgjSewotaloOWXacYW2aC1YwT/HmXqy66U6vdl6g+lgjq9VlJDJpYpkko8kYuWLp4UJAoCZUwaKGZsZzaZoDEfacOEq2kONktFoqN7enfpfq5Lbl6+gc6adruH9q/ualazkUGyarnxJSQaebarePCpeHeDpF79gQpmUS9PhprKwhquWocQdwKwoCAlm9SHdygtHT8q40+kPYuTw948OnDamUhpEaK1ppqVmG8p7w8O7RI7zb8xa1oQiJbIJENkXmPVYNn8tLa81CFjcs4mhiCMM28ckOhrNxhrPxOZ2LC2FddSuLArXs6XoXh+rkxEj3WfPMXAxmwcBInzkUKbkVJPf5OblXBSIk0kmq6sM0r2hkmbqUIfcQeyv2AmAVbRKvy2TfdYJ1/fulXevcsWoxfkXi7bf3MDAwhDEpUDbfeiO2z8++zr6LGsKs8HvZ0N6EXdR46onnpgXhrLthFS2LFzE4EWdRXRUT0RhGUWP9+pUcPX6Cg/uPEI3GMAxjqqxCS0vV+YsWUZRRlOAFH8T7heUrFrN+wxpyRY1sUUPSdX729IvU1FTS0FhHOpVhYiKOaZpUVISoqKwgl80xODCMy+VEkiR6e2c2k82FysoKFrW30NzShAUMx1MIAqiShCJJKHLpJUsSBU0nr2mk8xqH+4Zm9ON5L63BVh5te5SQMzQ1z7Ytjo8fYefAdgoYqA7POS+IogAfuLMZTTMY6p3A7XVSVRsA4JU3+ikWL+3TryBAwOcgGFARBZBlkXDAQSqeRVYkXB4HyYxOoWgiiiV/2Yl4kVR69rFd27bJ5+Jk0hNgWzicPgKhuovuqy1a6GuH0FeOwGlax86DcUBB6Pbh8HiRVRW3ohJ2eWj0hcgX8rjUUi6VjF6kJxnFsCyqPH5WVTdO28dP39mKNCkwz5VnQxCEMy5oFb4Ay5sX0Z2cIJpLY7wnUrDS46PK6UUWRRJagXg+y+rqBvZ0HiGRTQPgVFQW1TXhcrvZPzaAaduoksTmhja8DhfjqTivH947rV1RFFgQaaOlegmydEq86IbG7q7XOdy/e9Z8KQBep4eVzctI5zJkChkWN7QjqSpD2RjxYpZ4Pk1hDgn95ooiyjT6IlR5glR7gtT5SlmB95w4wO7OfeS0+c0maxkWZk7HKk5PeCaIArLPgajOTTx/dPMjOFUn+04c4FDfEeSgyAOb7uVEbde0LMnaKEw868QYvz5TE5wLWRJZ27qA+ooglmVhWhYOReGkwdOyS9fk4XiS4YnEFUtE53U5aaurJORxURcJ8c72XaTTWSRJYu26FSxYUE/n4Cgv7zl83v5fNyxqosrj4vVX32Js7EzL/403raN1cSsj8RQ1Pg/P/uwl6uprWbFqCb3dA7zz9u4ztlm5srksWi41Xq+H2toqOjt7Ltrp7kJxuZzU1lZhGCaapqPrOpqmoWk6pmmVyqq7XUQiIW7ZcjP/sXXHrNYZWZS5t+leNtdvnjZ/ODXIqydeALeFz+tD0y00zUTTzx2hFalwocgiWkHDFiWKRZNs7tJZWcJBJw21bpxqKZw8MZFhYiSBaViYpsXEeGpaZtDq+hCSLKIVDQIhN42t1ZiTSb5OenBbtk0ub5Av6GQySQrFAvlcEU3T8Xic+AJVZHMW2dyFXZysYJ7ClhMoIRO/7sen+0jKKWJdWW41N2Ej0JOJMT554/eqpeGmnK7hkpVplo/TWVlVT9Dhwu/0IM4iMA/3n+DoYM+c++pzuqkJR6gOViCIIhP5LGO5NMniqRtxpdtH0TRIF/Nsqm/h1QNnioq6cCXtDQt5e/AEpm3hdzhZGq5FBIqGRkHTyBZyZPI5ssU8RV0vpQSoWUZj5aJpbQ3FejgxspfR5CiJ7MwV5d9L2BuiMlBBha+CsD+Ey+HiULSXzuTInM/F2RCAR9tuZnfHXgRBoDIQ4YbW1ZwY7eWZnS+cVWRdKJZulvxbjOm/S8mlIHlmt7rIksx96+5mYVUjx6L9NAQq8aqlLOSpQpZXx3aSWTGGEj5lUbVNm8RrMpndTrCvT6uLJIpUBn1UBf0EXI5SLhJBoDESYvfOfRw5fBxRFJEkiWJRm7I0KIpMfX0NH3r0PpwOlRd3HeTwFU6/4XE6aK+vRpZKiV4VScKhyISDPp54Y895C6vVLY2QSvL2W2eKj5N88P47OTaRorEyjFLI8/JLr5+1zbJoKXMGn/ylx4hm8kQzOXxOFb/LWcp9IQrIgspCXzs+KUzJl8ZCs/Ic7e3k3d4OQqEKNq6tpu/EOA6ngsOloDrOvBAKgoBp2qRzOpmcQTKlkc3pl8WnpbXJj1M0Oba/n2x6/nyyRFFAcQGShqzIKKqM1+fG5XSh5S1EQSZY6cPjcyEIAoZpkSuY5AsmyZRGIjXdfB8MOKgIOlAVkUIgDY1ZKrQKdFEnqSZJZdJERqrxqX46h/uIZVIsaWgm4PVTNAyckoQpCIxlU9R6AkApeiSna4zlMyQLOXK6hg3U+YKsr23m+FAvsUwK3ShdnGxscsUC+WLxgm6gPqebxQ3N+JxuBEni9f4Oar0BmvxhUpk0gigQ9PhL5RZsGE/GODbQgzHpW7KxfQU1wQhdsVHG8mni+VPJ1VRJxikruBWVBf4wQUfpBnryu1aKQFKRRImTWXI1A2L5UbBNNF3jrSPvMJ6ae60yVVa4dfkmMoLJ3rH5yUPy8cW3sv3IO8TScYLeIAuqGmiubORw3zF2du49dwMXgG3bWAUDI6tPC7UXJBEl4JjV16U2VI0kSlT6K2ivb6UmWIVl2/ys4x0GMlFsy8SxoIhvbakY5EkKfTDxjAsre/34uiyormDtwgZEbMZGowwNDBOPJ0vXSVlicHBkaqjlbNx40zqWr1hCrlDE5VDJFTWODIwyOB4jPweL95VgcUM16xc1oWl6KRVCoUi2UGQik2N4IkkyW/qdepwOPr5lA08+8RwDAzPnJnrg4Xs5Hk2yaXEz3/32f5YCX85CWbSUOQNJEqmpqSISCZNMpojHUxiGQVvtCj6y6f9BdcpYUhGwGZkYZHfn6zS01OILehkYzbG4NUhf5yhH3+0/634URcIbcOEPuonUBPEE3GiayXi8yMDQ/CTE83kVqipciAKIkkDQ7yARTbN/R9cF11iZiVJdqxQ5LT01TwBcqg+Xwz/j06uiSLi9Tjw+BxU1QUKVPvIFk6JmEvQ7iI+lGB2eILsmhrqk9HQ24ZzANE20N4HjDpwezxm5OFyqA1VWSOWyLKyup6AXiWdS5CdDkD1OF9XBMCGPH7fTjSAK6KaBYVkEnG5EQcSyLXTDoG98mO7RQWSplOVVkWUUSUaRZRyySsjnJ+jxTaWzNy2Loq6RyWfJa0UUSWZJfTO7hnqIF7IUDJ2lFTVE3F4yuRyKopDOZ/E6XKiqgxOJcdpD1by8/x1s20YURFyqg4DHS2tdE5qp41WdDKTj9CRPhSuviNTRNdA95Y8jCAJBj4/mqjq8riBOuXZaRNa+kd1kzBgfbL2B5/dupXe8n7x2dgErCgKL6lpprGqkOdLAj4+/OS9RR2GnjwX+SgKqm6SWI17MsCTUwM7DOxhJjF10+2fDNi2MjIY16bcliAJK6Mz8LrIo0RCpo7m6iepgFfFihhOpMQbS0WnFJk8iKBq+DQaOmlPn3EjZRJ9woo9eu472oiDQ3lDNyuZ6hgaG2PH2HlLzkLzT5XIiiiLZbA6fz8uKlUuora+Zmm8D+aJO99gEPSPRSyJmXKpCXSRExO+ld2yCkdh0a+TJrPbDE0kcisyda5by2rbtdBw/gdfrxufzUlUVobGpgXBFiOFJ302/y0FtRRA0jZdeeJVEYrrf1id+8cPs7RnmluWtpFIZdr2zhxMn+mbtZ1m0lJkTW5Y/yEMbfnEq54puaGw7+CTHhvbjUEp+K26Pg4aWSpITGaJjqdLwyXkgCNC8qJqmRTV4/U7yeYPDHXFi8Qu7MciyyO2b6hkfSjAyECOVzJOMZ8+aTfRCsG2LdD6GZpzqpyRIeF1hlHPUUnovLreKw6mQSRfQJR3zYxPQdOoCZY7bFF8UcOpeZMeZuTMuFFVWcDucOBUVy7ZorWkg4g8xnE7gklVMy8KwzVJdHdtCNy18TgeVbj/D8SiarlPQi4S8AZyqg5FcGlkUkUSRRCE3zaEWwCkr3FjbjG4ayJKEadkcj42iSBINbj/bj05Pp6BIMhsXr+RwXxfxTJp1rUuYMIoMphN4VSerInW8cXjPtDThgiCwvnUpGctgJJ1lReVK3OqpBIdD6R5kOYdLUjAtC0kQGJwY5mj/MSbSZzrgOhUHt63YTG2omsF0lIHsBBP5NGktNy+5Xhb6q1lV2UxBK3C0/zgdQxcWeXghmHmdgOKjpr4WSRJxOz343D58bi8u1YWNzVA2Rl86ynhubkNrtm3iXFjEt+ZUOQJLt5n4uULhuPNSHs68o8oyK5rrWVRXybEjHezdc4DCZU7c6fd7aVu0kLb2FhSHg/7xOCdGomdkPL9t1WKWNNYQmyzYmM4V2HtiYMr6cRKf20l9RYi6igARn4dcLo8kCLQsbORI7yCqIKDIEgKl31IikaL3RC9t7a14/F5S8SQvv/gq6RlyhgmCQF1dNYuXLqJxQT3xTA6X00E2keSZp16Y3g+fhw/efxcDyQzt9dU888RzTEzM7gBfFi1lzskD6x/nrlUfmppO5WI8ueNbZIuZaQ6P8011fZDK2hAV1QGi8QKDIznyhfMbU3U5ZYIBB9UVTrBMDu48Ma9DQpZtkc5F0c1T/iKq5MDrrphTherZsD0m5icnoPrU8erHbIzXZFwe31kjsS6WiD/I6uZ2FFkhXcyXigFy0nenlHFWkWTG8mnaQtXs7+2gZ+zUWLzb4WRhdT2mZaHKMkGPH5NS+Ql5MlJKEARS2TR7TxwFYPXCdmqCEXrGhhiKjZHOz1xj5ySrm9vRJZGUVqAtWMmO4wemIqROIggCG9tXMlbM0p+KIyGyvGIpFZ5SfhaXmmY0kWR315vcufpWvnPwFWq9YdZXtfLWobcYio+e5RxVsKCynrAvjN/tw8DmjaEjZC7QebbaHeSGylaeeufnmJc57LrCF2LLylvJGkXG8klsIGcUyWh50lqe4kU6H0v+IsFbLETnKevNxHMiuQPui+z55aG9vpo1LQ3s2fUuhw8dm4piuZIoisLChY0sXroIl9/Hy3uPTCV9cztUPn77Bv75n77NovYWNm1aj8fr5d+efY0FVWGWNtQQ8LhIJtP09fTT3zfI+HhpiDQY9FNfX4vL7eT4sa5ZrUgul5N8fu7X0crKMJWVEY4c6TjDrzMQ8PGhx+7nxX3H2LikheTYOK+cxa+lLFrKzIqAwGM3f5ZNS+6dmjcQPcEzu7+LKMgXFKp7Qf0QBKrrgyxd24wtCBRyGrppYxgWmm4xOJqbU4SR16OwtC1ILpVjqDfKyMDFh7Patk0qF0U3S09dLtWL2xG4qBIEdsDA/MUJCJ86puJ2G+GQA4f33NFY84kklqoHv9eSIEsSCyK1jCVjZApnFxhQspTY2LNGI1UHwhR0jWRu7qb29vomXKqTQ72dUz4wp1PpD7Gwpp6UodOVOJkYy6bF10xTqAWHkkEUbHRT463BAxyN9SMKIrc1LCcWG2NXx9z9SSr9FWxZeQvRQpqiqZMzihyJzT3y776F6xkeH2LH8dkdFi8FyxoXs6x5KVv7D5CeQXCZBQ0zp6GGvTNsPXcEVSewSZ/mpBvfKpLZdfUKF0EQ2LysFYdl8uzPXj6nr8V8UlkZxuFwMDERP6c4WL9+FUokwrsnSsPxlQEfd61ZzM+eepFVa5bhCofpGhzDocqsbq7niR//7IwhmivF0mWL2HDTet462k1bbSW5iRhvvvHOWX2ByqKlzKw8uvEz3LrsvqnpzuGDPLf3BziUuaeWP18EAfxBN1rRIJ+bHu3SsrSO5WsX8OITexAFAVmR8PictCytI6fZdPelp1liFFmkIuwk4FXwexUEAbxeB8PjeUIBB7lUjp2vHcO6yCcn27ZI5qI4ZBcuh+/i2vKYmJ+KQkXpR2tbNsUXQR7yoLquLZP65UKVFW5ZtpaCViSnFXCpThyKykQ+w2AmSXoGX5V6dw3tkVOJEMeyo7zW/yp3L1zN4e7DHBmYuUKxJIrctPhGfB4fRa3AO0d3TYUmC4JAdaCSCl+IZc3LeLLrnTkfQ9jlY324iZ/tfOHcK18EDsVBpT9MW10r1aEqBtIT7B7rmtEvxSrqFEeTperQftcZwsUlq6ypXIhHcaJKCieSI3TEh7CBJn8lYYeXsUIK27Zp8VcTdnkRAzYVhHm9+nUmnBPEXhTI7juzJtmVxqEofPCG5XQcPs7uC8z87nCo2LY9Ldv6XPB43PzWb30WgKGxkg+boelEozHGRseJjk8gCAKRSJjGpgYiVRWMp7KE3KXrw0Q6i8vh4Nj+Qxw/1sWq1cvwB/zEJuL09w2edejlcrL5lg1svGkdg6MT2LpO94ledu7Yd87tyqKlzIx8YM1H+cDaj05NH+7fzSsHnpjyX7lU3PnwWvwBF4N9EwycGEdRZbLpArHxdMkxUxSwJn1SwpU+3F4HiirTuqSO0Wie491JFFlk7coIom0z0DNObCxFMpbFsmxqGkL4w95SvRbLordjFGOmgnPnyfnUdZm1DaeF+cvRqSEh27ApPAdq1IviPD/fmPcLLtXBxsUrsYBYPstEIUuykD9nZltFlKh2RWivWAKCjYCNRZzO4WO8evDNWbeL+Cu4e92dvNK7D4/iYEN1O0f7j3G47yiGZbK0sZ2VC1fw+uAhJvLpWdt5L37VzV0LVrG3812Oz5MvS9AToKmqkbAvRMgbRJJkCoZGopilOzXGWC5x1u21iTTGaUOpStCNEiwJDBGBjy65lUQ6Ts9oHyOJMeoqalnSsAgL6BnpYSwRpTpchSSIdA6dKEVpSTa337cJp1/lYOggtmAz8YxI7sjVY3GpCvq5Y1U7r7z4Gn19g+e1bSgU4K57bsPldqOZJrIoUswX2P7GOwwNzT7c+F4EQaC9vYXb7tjEd19+G1kSCfu8VPi9VPjcJcd/w2RRXRWGpvHu3oMcOXwcwzCpq6smGApw+NDMwvtqweVyUlkZxrLsWSOLZqIsWsqcwYa2LXzi1l+bmj42uI8X9v0nTtU7/4Jl0lVCUSRqF1TQ0FpNV18Gv0+ZCgsO+lQEQ6fn+AiJWGbKwfeOh9bSN5zFMCwSySKF04aIKiMumuu8jA1O0HV4aMZxaLfXQSjiJRnLkknNfXzWMLV59+WxRRvz8QlYWLIu2ZZN4eegTvhQ5tHh9npCkWQ2L1tDtJAll0rhdXnwOF3IssJoLsVYNk1WP9NZstbrpyUQIVso4FJcBNwV2JMh0f3jAzy96ydn/Z4vrm9jTesqhrNxupOjVLkDLAxUIwsig5kYu0Y7MWewXJwLWRC5pWE5g8O9HOo7et7bn86ShnaWNy/jcLyfeD5Dopid0ZpyNmzbRhtPYZ5m8VQjPmRv6Yl+WWQB66rb8DncFHWNf37+m3NqV5Dhwx98AMtjsqNyB7ZpM/YDBW3wylsSVy6sp62qgqeeeI5M5vzqQVVWVnD/w/fy0t4jUwVtAx4Xm5e3oWeyPPXk8+fdn498/GFeOtCJbhjctGQhNeEAQxMJ+qMJ0rkCD9+8mv/495+STs9PtOW1wGyi5f2ZwrAMC6sW89FNn5+a7h49wov7fnxpBAvwoV/cBMDYWIbxiQJ7D4xhCdK0nCWDw1kqK1zUttWxPFjKVKsVDTTdnDU0ejyaZzyaZ2Gjj5vuWYF4MnOrICAKpWEo04JIxMP+nd1kUnNT+rliinwxhdsZxKVe3Dj/6Vj3JqcEC0DxpZMWlrJgOR2/y4MsSQQ9PhZU1XE4NsxCfwWdsXEKeumpWJYk2moaafOF8Lm9HBgfJKsXpzLztgSrSGVTFDSNoqEhCCIhjw9BsFhQVcddq+7l1UOvzOoQe2ywk+ODXdRX1LB0wRIEReGprh0oonRRtYsM2+Ld8W5WRxouWrSsbF7G0yd2Yl1EXL8gCKiVfrSxJGa+NMShT6QRZAnJqdCbHEMRJJr8Vfgdbhoj9fRHZ7ZMCIJAlT9CXUUtC6ubiI5m6Gg5WIpMkQQij+qMfkfETF6Z73sk4OXmJS1Eh0f5j+/9dFqq+bkgiiLti1sZnkgQS2eJBLysb2tCwWbnmzvo7T0/i81J0qk0t61oYziRoq2hhpee34ZpWjS3LKB+0QLGxyZQ1Ws3hHw+KVta3od4nQF+75G/xu8OAjCeHOKHb/4zquK+ZENCoiSyemMLiTwMjebmlFzO51WRZYFUWmPRwgAet4Jt2YyM50hldHK5UsKjsxEKOnA5Zaor3SRG4hx9d/a8ACfRjAKp3KlU1D5XGIdy8WZta1UO65HE1HTxLRvpiAfVfeWfPK8WPA4XNyxaTlovopkGBVOnPxXnzualuBSV3SeO0Dc+Qk2wgra6BdiCgKYVUSUFn8uNLEm8PXiCxKTTcNDpRhQEDMvCsEwaPY3U+RsRBAtZLFI044zGR/n57hdP64ObX7nnF3lx3zaOD3VNOf/euuxmYmh0JOZu4j4b9zav5Wj3ETqHLyx5XUt1E0tblvNi77556Y9tWRRHEqdyuUgizrrQVAK6VZFmFoXqMC0T3TDIFDKk8xky+Qxel5eaYBWyojCRTzGcTTCcjZE3NATVJHS7huSdTPw3ZjP6HTdYly8BXSTg44a2BQimwWtbtxONxs5re1mWWLlqGavWLKdjaJzjg6PcsrwNNI3tb+yYMXX9+SAIAlVVERY0N9De3sqrW988r6GU65Hy8FAZoBQp9Pl7/xuL61cBkC2m+f5r/wcL4aJCd+eCKArcdOcyhieKDAwkzysj7oI6D431fmRZwO0uPaV1nojT0T09l4QkCaxdVoEolp6K8tkCowMxigWd0cE450qzYVkmiezolIldkRz43ZGL92OJ6JifHYfJB0z9mI39mgOnb/6sONcyqixTF66iJljBcDHLUDoxbXm9L0Te0GgJRHBIMmO5NGO5NBG3F6ekYGGjmyaJYo7oWSKTBARWRVYQdpfq/+hmGqeapWu0h87BEwzGhjFMg3Wtq7l16UYAOkd76Rvrx7JMqmsaeWPw8LwcsyxK3FK3DL2Q4/WD22eMjJqJunANN7avJ2vpvDV8FM2cv1o2lm5SHIljm6UfiuRSUavOTJooCSIexYlXdeFRneS0AmO5JLo1c18kn0Hwdn0qe256j038pUtj1T1JbThIa22EunCA8fEJ9u56l+Hh80vi53Q62HjTOha2NnN0YIRDvcOossRDG1ex7eU36Ok5e2LNMhdOWbSUAeD2FQ/x8IZfAkrRMD9+62tMZKJIk5WbW5fWUdccwelUeOWpvReVq8AXcFFVF6SyLoSiylimTbGgITlU9uwbueA0/rJcyiaivyepncetsLw9yLF9vYwNJTgt5cicSWXH0SbDmkVBJOipvuiQb1u0Mf+fcagtXdCtmE3xxxJu78WFTF8v1IUqaW9opi8dJ6drxPKZc35sAvBg+xrGkjGqAmGOjA/RGR/DpzpZFKqiLx0jr2usiNQjCgKmbZHRCuRNA0WUWRisw7Yd6KZKf7Kfg7F9NPkrqfWEsU2TscQ46VyattoWqoIRdo904JYdHIz2zhgyfDG0BmpYUbGAp995lsIMvjnv5TN3f5JnunaQLJ6fL8ZcMfMaxdFTDwNq2Ivsd110u2p9kcDGU5/s2H+KFLvn3zE35PVw55rFjA6NcvTwcQYGhi+4FtyHPnwfPYkMx/tHpr6T6xc1kRsdZc/uA/PX6TJnUPZpeZ/jcKisXLKSOzffRkbpwpIK9BwfYSw5jKq4EEWBxpZKKhsrONGfIeIVzluwOF0qzYtrCIS9OFwK2axONKFxqDOFpluIAjidMkXt4pzJjBky8EqSwKolIXa+evRUUrnzvE4VtOyUYIHSsNB85Kixb8lMCZZSpJCA2z1zyv/3G621jYQDId4e6j4vp1Yb2DnYjSyJ7BkfnPIxafSHqPT4iBWyFA2DbCHL3q6jyKKE1+XGpTqwbZvoeIx1retxqVlaKyoZSIXYPdoFdKGIMhUuHwGfl3Etg1f3Ec9neDfdfUnOQVdyhIKpc/uqW3lu90vnXL8/OohTVi+ZaJFcKkrAhZ4siTM9kUV0qYjKxf0WtEGVfFcBV2vpe1/xQZPhf9Oxtfn11bh77RKeeeI5YrHERbVTVRVBcjo51t85bf6h3iEeuGF5WbRcIcqi5X1AS0sTt92xiQqhBcX2IOWcxNIJHHU9VFRW0NAcoao+zFiswES8yKJmP9tfPDjn9gMhNy3L6nF5XfQNZRjoTJ1hBYFSifZc/tKUZRcotd3QUsWxOfitvBfLMskWElPTLtWLIjvx+JxsuHUxwQoPrzy9j1Si5Cvh9bsIhD1k0wUSE7OLMLtSx7wlzUl5om0Hp+5FdFzaobhrgaaqWsKBEPvG5p6c7XRGZqjgfDg6TE9ygtxkpWtfpBYAwzJJZNMksqfCk7uGe2mubkeWNO5oWcXyTA1FU+ftkeOMZOOMZEt5Lt4ZufQhpYOZCSIuH49tfpijfcewbAvbhngmwWhyfGo9j8NN0BdkdOzS9kkOejDzGpZuIvucCPJ8fF8FMgcdKNVFZK+A5BUI3lkg9qw8rwI+X9TOK4vrbIQrghgzOM2ZpnVZE9CVmU5ZtFzHOBwqd9+7Bcnl4kSHxarW1WCCaZm8dPQH+Co9rNzYxuBojtFonuqIi8HuMd54vmsqp4k/6CabKSDJEjV1QWqaIrjcDoZ6o4wPxVl+w0KKuk3vUJZU96V58jsbkiiwtD0ElkVRN2lcWIleLIVNW1Ypp8pcTMPZQmKqurEkyrgdfiI1fjbevhRJEnnzpUOkkyXB4nSrbLp7Od39KaqaZHxepVSHaSRJPFq6KcqKRDZToHhfAmHyAdUcsuGYiuwrRwopkszC6ga2D85/3Z2TggVAM028TveM2Xy7Ro9QGajF4/RjmA5GJvrQzXE8ipNE4Uwh6pQUFocb2D/ec0GVsM/Fu+M9dCVHqQ9UIAkC2DZrG1oRTZNdHXuxLIt1basnLUKXFkEQUCN+sG1ExzxaQkyRzB6Z4G2l64t3pUDm3Tz68PwNEyWzeUKhwEULl6NHOvH6vHx481peO9hJNFn6bYuigCWI/MLjj/Lsz14mmUzh9XqorKygrqGG2toanK5SviXLsti/7xCHDh674CGqMtMp+7RcA0iSiCRJZ2RcjERCLF2+GMMwyaTSHD9+guJkXQpRFPnVL/wybxzqpG8kwe+s/x28k6G7O/veZP/EQVSHm4qQg7bmAP2dI/QcH8HhVLnxjqVYpoUgChQ0C69HoVAwGI8VGJ8oUNRMaqrc1Fd7ONwRvyDryVyih+aCKApsWF2F16tgWTbvHp7A45JoqPFgmjaCKJSqPb8z+4VeNwokT4sWaqxvYsW6RQiKjI1A575utKJBY2sVFVUBRFkkndE50pkASmHVPo9KMKAS8CrYgGlYuCpBCpvk5BwxJU7HS/2ImhPhEtYTulaoDoYJV1TRGb+01Y1bQ5VY+QLHh3pnXB72VnJD221T0wd7t1FwwJHYdAdLr+ringWrGYoO4fD6eG3g0CXt9+lUugMsCdVjWRZpPc/+6MzHci3hXVvAtbD0XhuzGfmmG0GYn2iilQsbyA4OcejQsRmXh0IB4vG5FYME2LR5A57KCG8cmj5MFPZ5uGvNklKtLVlGlESyBY3RWJKReBLLsqmPBFm6oJbv//tPL3q46v1G2RH3GqF9cSvLVy7B7XZNFssTMG27VLxOlhBsgJIFIZUvcmywlH1x1cIG+ju7SSRSeLxu/EE/Sxa3Ek1myA9Vcnvj7QCkC0m+v/+beAMVLG0LYmsaB3eVbsqyIrHhtiX0DOeIJYrTstLON/MlWs6FKApsWFnB3rc6WdBSRSadZ2wogSCUErtVN4Q4dOAw+WJp/N4hu7jnwVspWgKHj8dpbvBSU+UmlzMYHs8xES/O6ZzYkkXusQPg1XGbbvwdlSzS28jkshwb7KGga+ds43qmLlzJgpoGhjIJ4oUcBePiivXNxMJAhICssrvz0FmrM69csIHa8AIAJlJDqM4s+8a76UuOYWHjlFU+2LSOl/ZuJZaJc9PiG3D6/GwfurgcK+9nBIdF+J4ioloaFoo+A/kj8xNJF/J6uKG5lqd++uy0+YGAj7vuuQ23z0s8GuNnT784SwslwuEgLS1NtC9fzJNv7ZvxO+RQFD625QZGhscYGR4llUwhCAKhcAhRFInHExw53HHe+WDKlB1xr3pCoQD3fOB2kkWdN473ki1o52VO1A2T2nAQr89Hvqgznsiyd+sOFNvJf13/yNR6b/ZupaauiiWtYY6/2ztVTNDpUrnx9iV09mWIJUrOqJdKsFxOLMsmnTNpX7OQsViRuuZqFi6uxTBtFEUiEHDSeawPTdexLINQMIJpWhSKpWPvGcjQM3D+jsPG0jHwlW7EWT1Hcn+SeKiXiNvLhsUr0XWdaCpe2q9tl3xqioXzKiR4LTOWjIENLoeDddULLskwkVOWkUQBh6KS12aPyukYPkhVsB5JlKjw17H3xMuEFYkVLTdQMDScoswbB98klin9Vt4+tosbF69nc/0y3pyn8OdrAdsw0ZM5lIAbQb7IiLqiSPaIiG916XcW3GKTP6aDpVAfCXHHqnYKRY2Az8tQLMGzO+bu9BrPZHF43Dz0yAc4dOAoDodCfWMdNfW1vHGoi9H4cW5Z3saSJW0cPdo5YxuqqvDYxx5id0cfP995YFbRqxkGmm4gAEePdMxaLbnM/FG2tFxhZFlm8y0baGhu5LWDHUST8/ulf7DlQW6uuxlTKhDz7WcsOUIurXF0Xx/Fwqmn21DEy9rN7YxP5DnRm8IwL61guVyWlrOxaGGAWP8Yo0NxahvD1DZV4PG5MU0LwbaRZImO7iTjsfMbG7dlk9zH9oOrNG6vvaXimqhBVk/5sjgkmbDLgyyKCIKAJIjUevzs6zr6vhEuJ1nW2EpGsBjOzN1kP1eCTjfLK2rZfmQf2lmsOYtql7OwegkA8cwYP3nrG0T8YUzLJD6Dwy/AxsU3oHq8l8VR90pjpPPo8eysRRUvCMkmfHcByVOytsRetBGORbhv/XJ++P0nCIWCfPKTj9I1OEJR0znYN8x4Yu51niIBH221EQq6wXgyw2A0jt/tYtmCWvqjcTYvbeE73/zhjFaQ5uYGFq5czttHZ078F/S6WdpYy0Q6Q9fQGL987y1891s/LIuWeWQ2S0t5cP0K0tbWzC9+6iOkRJmfvLl33gWLX/WzoWYDplgkE+jg0N4u3nzhEO++3TVNsADEoxlefWYfbgVU9fJlqrwSBP0OblgVgWKBXLbIjVuW4K2q4HhfDgEY6BolESvVOirq52/W1ZeOTwkWKy0g9vumCRaAomkwnEnSn4rTl4zRnYiyb2yAta1LCbjfXwnnjg320Bas5Oa6Fm6uW8im+hZWROqo9QaQLjLhYaKQ43BsmJXNi866Xs/4cQyz9JsIeatorm4nmo7NKlgA3jm2C0kzWBpuuKg+XgsIkog9aXk103lsYx6iZ0yB7JFTxv7AzbC4sZKdb++hUChSKBT4yU+e5Y2XXsclCojnGWEUTaZ5+2g3+7r6qfC5eeyWddy9qp3WmgoAjvSPcOttN824bVPzAobjqRmXVfi93LNmCT0HD7Mw5OPONUvJ5/NlwXKZKA8PXQH8fi/3fOB28hY88da7FPVLEwa8uX4zsiiT8h8nN+jg4JHDOM9SR8cfcuNwKhS16zOcz+dVWNIaJB3P0nWwn/aVjTh8bnpH80xMWlPePRKjrjrIaKzIsf7xc7R4JrZooS8fmZo29iu4Pb45bZvTNfaO9bN8YTujsXG6ht8f2TZNy2TrgZ1Tw6ECAgG3h8pAiI21zUwUsnTEx87ql3I2CrqOK3D26tm6odM73kFrzTIA1jTfTPfosXOG4haNIj6354L6dS0huR2IDhmraGDbJcuLErp4cV3slzGWGFMh0FQVqddrOXKkg3g8STyeZOWqpQiqyugsIuJceF0OWirD/Ps3f4ht23z6Mx9naWMNL+89wkM3rWbBgjr6+oZQFIXm5gYMw6SpZQE739gzY3tLG2vY+tLr9PcP0d3dTyQSJpeb34SDZWanbGm5jIiiyMab1/PIRx5kd+8wW/cfu2SCxSk52VC9AUswsEWDt999HfUs9XMWtFbRvraF4WgB8xIPDV1OqitdbFhdyS0barhlYz2J8dKT86JVjew5NMzBY/EpwQKQzel0dKdIJM+dmXQmjNYYeCYTyWUFpEEfkjL3Z4OcrrFzuIfGSA2ydH1bvE7n9FFqG5tELkPHcD+vHtxFKhFnY20zG2sX0hqqRJXmfj4DDhfrqhewv/vcQzh90S7MyTT0Ff4a6iadc8/G4b5jKLrJI60bqfeG59yvaxElcOr6YaQL2PPhXGoL5I6f+p4PLj7BgqYG7r7nNhSllL9lxcol+N1O2uqqLmgXkiiSTmewbZslS9vQbfC6nDy2eS0Vfg933HkLPp+X+x+8mwXLlrBw5VK27p89RNmybU5qWdu2GR+fIJs9M6S+zKWhbGm5TNTX13DXvVvoGBrnx2/sueQx++ur1+OQHehyGj0nMDDRg8sx+5NRXVOEnsE08cSF3ayvJjxuhcZaNxUhJ6oqUcgb5PI6vYNpNF2mkDF4e98+tGIWWXHg89egqBdftNDGRl9xmpXlkIzLc2FPo8fjo9y8dC3JTIqDvR0XbGW4HuiLjtAXHUESRWpDEVZX1iJLcimjIAIIsGu4dyorriJKVHp8VLt9iJbNjuMHyBXP7ZekGxoD0W6aqkpDSSsWbGAo1ndWa0syl2LrgddxqU5uXb6J9dVtJAtZooU0x+ODF1UN+mrjZFZcSzexLRszU5yX9P6usRA3Drfhwsmwe5hBbYw1q5ex/93DjI1F+f6//xRZlvjELz5GNJUhkTk/gZDJF6iorMDjcdPW3spbR07QVBUi7FQxdIOcaXHX/XcxHE+yv/tUlWZFkqgOB8gWiiTSWRyqwtIFtTRUhomGQ/T1DV30sZc5f8qi5TKxqL0VTdNY2lhDplCkc2iMkNdDbUWQvKbRMxLFtm0USWJ1ayOHeofIFy8sLFZAYGPtjQDIuoe0NI5Dmfni0rqsjrqmSoq6iXUdWFgiYScb1tYAMD6epX84y/BoblqGXsPQ0CZToBt6cV5S9QNYNRnscOnmaOtAjwcpeH7Oxqoko4gSeV1n53APiyuqqQtXMTAxOi99vJYxLYuBiTEGJqbndrl1+fppxQbX1SzANk32dR8jWzg/s31ftHNKtDRGWvG5/GQK53b+zGsFXtj7CqIgEHD7qauo5cGWDTzR+c4lSUR3JRAEAdnvQpvMAG2k8xclWlRRZn11KyHFzc7BXbDeYGliKYE6L9t2HOaWu24h6HXz/M9fYXBwhJ899QIPPvIBRuIpXj80c9TPTJiWTefQGI2NdRzYd4i77t1C33iME7EUi+qqyGXzHBsYZTyZJuT1sLCmgqaqMFgWQ4MjBGvCVFVXYloWu9/Zy3++9lbZsnIFKYuWy8S2rW8CpRLnjzx6P6tbGhAmsyVWhkOsvnk1L+w+jMuhcuvqJSiSyFtHLqxkfWuwlQpXqYptUS+SJYvDoaLr05/6FEWitqmSnfvHz1n9+FohGivw4qt9M9YnOkk+l5h6rzq9SPL8RDHpS07dTM1OGcdZLFuz0RKMUOUqbdeZjHIiEWVldR1hX4ADvR3lrJozYJgGqiRTnKx2vHO4h5vqWtD088/9ktdyjCUGqQrWIwgiSxrWsKvz9Tlvb9k28WySeDaJy+Hi7qY1HIv105eOnnvjawDJ40CYjCKydBMzryG5LizD86Ptm3jryDu8OtyN5BWpXhfAY3g4UdvJsUSSWDaPJIp84P47+frXvkcsluDb3/gBDz58L3UVQYYmErO27XE6qPB7CXldRPxegj4PdirF9jd38o1//R4PP/IBbBF2vP42tm2zbv1qKiLLiI5PcOxIB7teeX0qUSeUqj0DFArXviX6WqcsWi4zhmHy4x89jSSJWJY9dROqq6vm4fvvQlVkvv/9J7ntjk28dYH7uKH6hqn3R8YOkPYWqaj2T+VkCVf6qF9YSajCy+BY7roRLCc5m2CxbZtC/pRDn8sdnJd92g4DszkxNW11OJCdZ3f+nInBdIIKpwdVkklMJl3bOdLLikgdYW+AiXTinG283xiIjtIYCE9l17Vsm6FMgppQhP7oyDm2PpPBiW6qgvUALKpdxe7ONy7IWrKrYy/BoRPcseo2klr+khU4vJwIoojkcWBMFiU1M4ULFi39qXF0w5hsxyLfVYQgmILJuhsXEB4LkMsXzihM+Nq27XzoIw+y43gv0WSa7GlCIhLwsWXlIoq5PCPDY+QmJnh797sEAn66unqA0jXgySeem9Zmb+8gkiTOWiS2LFauHsqOuFcI07SmPTUPDY0y2D9EKpWmu7uPTCaLy3H+FwOX7GJpxdKp6SNjB4gnTaobK6bmLVvXzEjSYueBCQaGr/0L6flQLGawJ4cSRElBVeen5onROgFS6fO0xkUUzXdBReDSWoHdo314nS7uWrhsKuS3Lx1neVMbN7avwDUP/jfXE/3RESION17llEiMF3JUBkIX1F40M0pBK5n/3Q4vDZGFF9y3RDbJcHwEj3L9fGay79SQkJkrXrBDrktWp6SgLEosHG9DQCChJnA2CEiSyPM/f4V9e6aLllQqw4vPbiWMyaO3rJu2bMvKRTz9k2f50Q+e4vXX3mb3rv1Eo7EpwXI2zreqfZkrQ1m0XCW43S4aF9RPe567kLqnKyMrkcWSAW0kNUjWKpDKaATDHgRRoG1ZPUXdJpXWrouMt+fL6VYWp8s/b9Vl9daJqfdGh4LqufCx/oKh81znAU7Ex5Am6xSlinneGjqBIQg41XLBxfey58QRVlXWs8AfRkCgJRihZ3Tw3BvOgG3DYOxUfZ+2mhUXNCzncbjZsmIz7XWtOOZpCPJqQFRlRHXSSC+J2Pr5Oxsv8FfR6K+kuXoB991wDx/a/BCy5eMd104CWoA1uVUU5TzV1ZEZtx8eHsXrddM1eMrXa92iJro7u0kmLyw0usy1QXl46CrhjrtvZduB4yxfUMuCBXV0d/XSUlvJwZ7zu/Curlw99f7o2MEpS8LYRIE7H17LwFCW/Udj89r3awXLMqcccKEkWualXX8Bu6r0ZG6bIAy6EAMX59yrWyaHxs+MThjLp2mtaWDviaOY5XomU2QLeV47tJvF9U3c0tBKX3SEWObCb14jiX5aa0oWy6bKRaiyim6e20cm4q9g/aI1BNx+BFFEFWU8qouww0v3Bffm6kMJeUAA0aFckPDvS43xg6Ov4VGcFDOjpE9atvpBWJqkw9/ByuZlrPzsMv72b//vlH+Jx+NGVRVEUSQUClCwBe67YTk+l5Penn5e335mBtUy1xdl0XKVEAz4GT7ag1NVqKmtZt/eg3ziFx/jcO/QnMNd/aqf5kAzAJZt0Z3oQnaXEpt196cZHM1RLF4/IZjnS7GQ4aQDj6w4keX5sVgYLadEoDUgoSqXJtlYyOnmxroWssUCH1i7CcuyGEvG2N/bgWG+fz/Xk9i2zdGBHo4O9Fx0W9lCmmQ2RsATRpHh5sWbSOYnsO2SH1pey5Mt5MgWc8iijMfpZkFlA5XhKrYPHUVOSGysauPg4CEWNy1m9+jco12uBS7Uj+V08oZG3pgeIVkcUlhb18zC9EKOuY8x+GyUX/7MxykWNWwgV9AoGqVaP13jSdqqQ/z86ZdIpeae3r/MtU1ZtFwlyIpcKnEuSRiGgabpHDpwhFUtDezrmltm1OWR5VPvBxI9mKIw9QHbNu9rwQJQPC101emaW5bauWA0nxItZreM6wIccOdCvJBjIDGBS1aIZ1KMxqOsbF7E7Ss30D0yQPfoEJZdtr7MF6PJASr8HmRRo6qikbFoipVVC6nzRRjPJMjpBfK6hmEZ5Iwi0WKGnd27ERF4qPVGXtzzMp+64xdI5tOsq26lNzVGXtfIGWWnztmwkyL+bIBR1ygT7gmseoXvb30Hr8vJovpqjg2MUBsOsqi2ksV1EV558fWyYHmfURYtVwHhcJBEtpRPotLvobO7m48//iFkSaaqMszh3mE049yZc5eHl02974geRVEvPvHT9YJlmWjaqdwKDsf8iBbLV8CumMzNYoA47kEIXDpXsb1jJQHbHq5i6YJWDvd1UR+ppqWmgebqerpHBzgxcmG+HGVKCILA8gWtVAcrUKQili1S7fUhspD+5DiDqSiLKxqo9JbyAf3znmemfNFEBG6uX8qx/uMksin+/pl/oS5cw+qWlfgD9fhcXvqzMfaNXVg6g+sdC9iW2I13mYViKijVPmrCQXTDZNXCeqo9Tvp6B3jhmb3lWj/vU8qi5Spgxcol9I6Xntb9bider5d4XuPto0epCvox55BV0y27aZocGrJtm75UL7Lr/VV472yIokSoYgFaMYthaPOWm8VsSky9t4YklFmS+M03x2Nj9EgxllbX4Xe4ECiF+tZFahhPxknny8mvLgRJlNi0ZDUel4uCppErmoiiB9sW2d/1GpuWreHV/oPsGu1ElRQUUZrmPH/7gpXk0yn29xyamjcUG2EoVgq9vqFtDetaVjGSjTOSjV/mo5t/bNPCzGuYuSJqhQ9BunjBro/IRFr8rJ1Yy2DVIDFHlor6SoZHxvnJf/5sHnpd5lqmLFquMBs2riVUW8OuPYcByBU1Nty4hu3HetANk8Ho3C5s7aF2xMnw2JH0IIZglz/c96AoTpR5Dj01GhNT782+Szc0NBOaafDu2ACtwUpqPT4yhTwV/iB14SqODfZctn5cLzgUlS3L1+N1utjVeZj+6CgtNUtorSmFTq9ftJo3Bg7Rny4V0tRMHe0051xREFlU0cD+9GHaahZiY6PKCgWtyGBshIg/TLqQ5akdz7Gyfc11IVqKY0ms4mSuFbeG7L3435eREEhrmcnzpxI1e3jtP9++6HbLXB+U72tXkI03ryfSUMcLu089lSmyzLat29ly52YSmRypOVYPbQ+1T73vnuhAvUxP/O9nbMXEqj5lohZGXQi+y59FoCc5QZXby86OQ9y5cgMO5foJr71c1AQr2LRkNbZt8/L+HSRzpc81mhqZqvysSn4Cqpsad4iR3HTB0eirpD89zvNdu/AoTvxVNQiAZpnc17gCRZLpS4zillSe2vEsbvnyidtLieRSp0SLVdBgHkQLCMTHirzU+hJBLcjCVQtZUb+CJ3/67LQstdcrLpeTlauX0dBQx5L2hTzx5PMcPnTugp9no7Gxjtq6agb6h7Asi1gsgaadf8boq4GyaLlCBAJ+2ha38pM3906bLwoCm2+9Ea/bxdLGGt45du5ASQGBRaG2qem+ZM+pPAplLhlmXQomI5utqIgiXBmhaNoWhmWhSDKvHtr9vsy/c7F4XW6ODHTTNTKAZpy6mKdycTS9gKo4EUUfq6pa8DrdDKWiFAyN8VySoqlzy4IVfPvAy/Skxs5o2ykpFAyN3tQYtzeu5P4N9/LW8LHLeXiXDMmloidKQ5FmXsO27XnJfaSNSbjbDBKOBKNVcRx7GnjsYw/xnz946pq92bpcTj780Qfx+7zs3rmP3t4BotE4pmlSWRnmtjs24/a4MUyTgmmzpKmOl1/Zzomu3nM3PgOBgJ/bbr+ZikiY4ViSkUSaFRvX4VAU9EyG537+yjwf4eWhfGe7AlRXR7jvwXt4ad/RM5YNx1OMCgLRjj6sOebhqPPW4Z4Ms80WMyT1DG41OJ9dvqYx9CKCKCFJ8/t1N+tO5QExByXUC8hgPF9kdQ2P00UiW46kuBA6h2eO0LOBaHqEunAzINI7NkpdRQUhlw9FlHArKplchh0de/lw+ya+d3jrGQn/3x0/9eDxXM+eS3UIVwRBlREkAdu0Sy/dRJiHByYjKmFbOoIo4KgV6EuO4B50c/OmG3h124UWODkTVVVYsXIJPq+XnTv3ksuduxr4he7nkQ/fxzsdfcTTWdrqq/joTevxe9389//+j6xcvZzeeJqeI90UdZ2acBCvLLJzx9453wdOEgz6Wb5yKe2LW9i6v4PRw6ecvjsGwO10cOvipvk+xMtGWbRcZtoWLeTmWzfyzI4D02pmnGRxfTWaYXC4bwjdmFuIclvwNCtLonve/TauddKpMXQthyQ78Adr5u38mPXJqff2iIJ0BYdlTNtCmqdq1WVOsaRhITUhBy41jYBFS00j//L81wn5glT6K4gEKqgJ1RAIVvBk59vXST3nuSMIAqJTxcyWrmVmXpsXK69tCOjjAmp1adrZaFDMTfchmg8eefQ++hIZNq9fTktrE0eOdvL2PCeoq6ys4K57buXQwNiUj+JoPIXf6+bwkVIR1ONHO/nlX/7I1DYDQ6P84PtPnLdgCYUCPPLh+3nneA9Pvr2f/GnDafdvWIFLkVFkmQP7j8zPwV0ByqLlMnLDhtUsXNzGk9v3oc+QDMzjdJDLZtm7ez+P3r6JXR299IxEaamtpH88TnGWqrULA6dqo/Qnu5GV62O8fD6wbQtdL/kFmUYRUZyfr7zl1rADpQuCbYCUckFgXpq+INyySq44N/+nMufG5/LQXFVHZSDE8fgoa2s8GJaKYTq4bcUmaitqGM0mGMjG2Ne3F2MOEX7XK5JTmRItVkGft9+BNi6hVpfOq7PJxn1CJTN6Yc7LkUiYhoZaOjpOkM2e+p04nQ6O9XcwlkjhVhU2rlhCdHyCzo75y1/8+C9+mO0Hj9M5dGrocDSe4h9+/AK/8sAWHvnwfbi9Xl7YeYCJVAZNN7h3/XI+97lP8u67h3j99R1z3tcjj97Hm0dOMDB+KnfUwppKPrBhBROxBN/+5g/n7biuFGXRcpm4657bUHw+fvbO/lmfxmrCAQb6BjnR1cvYaJR161ex4dZ1WIaJKIocHzizYq0kSDT5T5n6RjIjCM6yE+5JdK0wlQVXktV5GyKyak8Nw1hjIvIVtm45FYW8Vk5adjE4FZX2+mZCXj9ZvchgNsnRgU4qXF50w0IQBNwOnbRt83ZnOZrlJKLz1LCoVdTPy69FAFoDNXhVF0ktj26VnHpzepF8LIM6+XDnb7ZYmAmz/fCZQ+pnw+/3sn7DGmob6ugYHuehlUvJJFM889QLAGx/cyeP3HYTbx/r4cRIlKJh8sADd/Gtb/6QROLiaxjV19fQNTDCwZ4zS3KYlsV3XngTp6oQS08vXPsf23bQUBnitpWLWbN2Bf/x/ScZH584o4338vNnXuK+h+7hyUSKol46l+PJFKOxBLuukxIHZdEyzzidDjbdciMul5M3XnuHhsZa1q5fRfdYjO0HZvYArw75uWv1EoqaxnM/exmATCbLoYOlH2hTcwPeWUJp67x1qFLpopHMxylYGi7KouUk+mkJ5earojOAUXOaaBmWkK9gEUOXrKLPYoUrMzdkUWLj4pUcT4xzZCg6bVmikCVVLOB3ushrXrDLw6+nIyoSgixiGxa2ZWNrBoLj3EOl1e4gN9cuoWe0h/HhfoLeIPJk/qQmb5CApw0xaiMIINoiB3s7GBoanbGtJUsXsWrNcpwuZ6nUgmWRy+Xx+Lzs6uhlx1v78LgcjMSS3LxkIV6vh0wmS1dnD0ODI3z4Iw+SyuUZjMb58eu7uffBe5Bsm9e2bWdw8MyHxbng9Xq45747eG7XoVnXyRU1crNERA2Mx/neK2+zormBDz12P4cOHmPfnv1n9bsZG4syNjqO1+WkqJci4DL5Is/uPMijt92EJIl0dfVes87MUBYt84Yoiixf3s76G9eyq7MPs5jhjg/eQTSV4ZmdB6dU70xsWtrCD//jCbxeDw9/6IPs3XOA/r4BHnzkg7x1tJsDuw5RmOVL1uxvnno/mOovDw29B00/ZQqezwzBVvUp0WJHVUT5yvmTBJ0uYunEFdv/9UBlIMR4IUs0d2aWVdO26UnGWKaUMuBWe2s4FD8C4uUPb79akRwKxmR5ArOoI85BtFiUajjtOD7pnDzWd8Y6FY94cTaWHggG89Ezlp9kw8a1PL3jwLTrrMfpIFcsRTRVBn3cvXoJyVyeXR29fPijD/L0E88RjyfJ5ws8/+wrPPDIB3j1wHFG4ymefmc/XpeDmzffyB0uB7t37uPI4Y7zOSWsXrOcfScGSGYvbtj2YM8AxwaGaaqq4Bce/zDf+dYP0c9yPznR0c1NN6zm5zsPTlUnL2g6P991kJbmJj62YQ3f/fZ/XlSfriRl0TIPiKLIx37hEaK5wjQH256R2X9k7yUSCbNx0w289O5RaiMRPrh6GS/uPXKG2fC9LPAtmHo/nOqftyKA1wO2bZeGhyaZL9FiOwzsUOkztk2Q0k6Yn4LRF8RoNsWNNc0cG7yw0MgykNeK3BypY0mkjqeP7ztjeUo75XRd6akGyyqLltMQnQqc7tcyh9/DeC6JWn3265U2ZEyJFlebSma3dsbQk9/vxeFQz3gwPD3QIeT10N83QLiqkuFYkpf2HePBR+/jwN6D7Nt7kGg0xo9/8BT3PXAX/jVLGY4l2PruMV7cewSHInPriqXU1tXwykuvz+V0AHD0SAd3338XnYNj0yqyC0B7Qw2ttRHcDhV7cpkoSRwfHOVo/8gZx6IbJp1DY1QFfTQ01NLdPXs9umPHunB73Ny9dikvTiYtBUhm83QMjnH72mV85lc+QXQ8xtNPPj/n47laKIuWGfD5vFiWRTY7t1TooVCAnGHy5qELq+R6dGCUD9x3J6Io4lSH2N89wP7ugTlt2+hvnHo/lh2bl3DD6wXDKIJ98oIgI0nzlLq/6tTTuB0TkaUra92y7JIJvczcqQqEuXnxKqRJ4TGUjDGSTjCQntnRM28UKBpFHLIDVXbgV/2krHKphJOITgXZ70JyKIiOuV+DRFFEkRT0WaKCtLFTDs6uVgeQBgQkSWL9htVUV1cSjoR54bSb80zohknT4laO9JV8S+KZLD99cw/rFzXxmfUricUSvPT8q/zoB09RURHil375I8iSxP7uAUbjKbYf7uKulYtmbd/lclJdHSGbzZNKpSkWNXw+DyGPi9987F56h8ZI5/IUdYPqkJ8THd08/9QLZDKnHkoVRWHZ8nYeuGE5umXTH42jmxY+lwPdMKkJ+UHX5zRctXfPAWRF5rYVi3jt4CkLUSZfeoh77WAn7fVV3Hn3reclxK4Gyne40/D5vNx1z6043G68bif/8e8/Padwqaur5t777mTX8Z4L3u+CyjBP/vQ5crkc9z50L/1jsXNvBIQcIXxqqfBf0SiQ0tO41dAF9+N6Y5qVZR4zBFuVpy401piIql7ZDLQOSUY3rt0x6stNfbiSje0rASgaOofHh2YVK6eTLCaokksxuBFXBak5PtS8HxAVGTV8/rXONNNAEkX0WYKvtJFTFgdno4og22DCbVtuQg4E2Nk9QOrwiXOGmt+5dgmvvPQGG25ax5G+EfJFDdOy2XGshx3HeqgJB/jQRx9kqH+IrS+/wVf+7ms8+NA9PH73Jo72DLC7o49MevrQoSSJ3HDDGorFInfedQt7O3pwqwoNlWEymSxNjXUkM6XvyIs/f5lisYjT6SSVSpPPn+mXous67+47xLv7DuF2u2hubkAURcZSaVRV5XAsQSyWmPO53fnOXj70WC2fve82frhtB+nJfe7v6GHT4mZESeRE9NzOvVcbZdEyyeIlbWzcdAOvH+ok7HXTGPTidjtZsXIpdQ01pFNpDh04yvBwKWytsjLM/Q/dQzyTnzXnylyxLYt8Pk8ymUYVBWRJxDDPHZ/f4GuYej+aHkK+TlKDzxeGfvrQ0Pw5T5qRUxcvKyojylf2Z2RYFqqi4nO6Sf//7P13cCN5mqYJPu4OrQhQax1aa5mRWuss0VVdXdUzLXZmZ3fn7nbG7uzmztZsZ23N5sSI7d1b29kd0TMtqroqq7JSVaXWobViUGtNEFrDxf0BBgFGUIAkGFR4zNISBOE/eIBw99c/8X6x/IV0LgQENDQQBLo8Y7S4Rxa1fTARpNQ6JVosJXSH+smHuJaOQdKhF0ViybnPnVpcI+mR0RfqEHQChmo9zdZmzIUuvryZvavwuMdPV1cvW7Y3I4kP/81GPX5+c/Y6R7bW88Mfv8G9u23Yi1x8c+MeZ/bv4FJbL3aXkyNH93P50g0AjEYjTz99itGJSQKhCLe6B4nEEzy1fwf7ttTxi1+8SzQaIxJJnduB6f8vRCQSpWWRNTSzEYvG8ARCGPQ6mCqtEQQBRVb4q//0q2Wvvxps6qSsJIk889zj/Ognb3Lg6AF+c/Y6Yx4/zx3dS6HTwbMvPUPYaOLbtj4Gwgn+4MdvoJu6QO3avR1/LMGn1+8tS7AACKI4va5Br58unlqIKlvV9OOx4Ei+nuUBkhmiJVctyRoaaklaGAg+Y05sy5eDoql0+yYpLyxe1f1YyzSUVVFXWsFbx59iV20TXd6JRa8RTKbFarGldDr1mGdpnKzYwaXWhdtwE+PpaIu5Qc+uPdu50Z1d+nx6DVnh8SdOUltTQTg29/yiy+29uMNRHA47Zkli0O3j//fOp0wGQnx46Ta79+3C6UwV7EQiUe60tHNvcIy/+eLCdBeQUS/x5Vfn6e7uZ2RkPGuhkmvMZhPlFWX89uw1JgPp7+75e90UOB1UVJStyn4tl00tWnbu3IrF5eSDKy28e/4GiqoiSRJ3ewb58k4n75y7TtfwOOFYnFgiSSQcQZZTB9DZ7y7jGx3n8T1bF3iX+XHZrOg1Fbfbw3PPP0H78DhKlrNjqmyV04/Hw2OIObapX+/o9MapOhYBnS5HosWWAFMqlq3FQUqsDaE4GQ1RVVSGzZS7tu6Ngtlg5EDDNoLRVFrv0nAPcWXu7ou5CCbSvh1OcyFCXrPMiqZpqFm4eRskXVa+ScmJ9FrGOgPJRILKosU52J1t6WI8qfBXn5576Kbw/k2HQKrjSBAFDh3agyccTZm9Tf1bFFXl4yt3ef2tlzBOjezoaO+hqbyYAms6/Xy3b4TCotVP058+c5yrXQMPpc7CsTi/u3Sbk6ePrMp+LZdNLVru3GmDRJw3T+7HabMgiSIHmmoY9fjxhWaG2etKCzEY9HzvB6/gdDpIJpN89cVZhHiM5srSJb1/XVkRzx3cwZeff5cq2iot5lrnw21/c1FhTYsWT3T95SZXmgJnBUWljRSXNSPmqNNDLUp/L9RJEUm/NkRLUlW4Pj7Aka27sZutq707a4rqotQd5eO7DjHk9xBOLm1SsKwqRBIp4SOJEk7jKlogr0E0RSU24iXW7yY+snCN0NnhexzbfgTLAl1906JFg201W0iIEndnMWubj1A0RtssXTn7Gmv4yZNH+f7JA7x5Yh8vHtzB7voavMEwH1+9i/yAc7k3FKZlYJQdO1JFufFYnLIiJyd2NE6/xmYyYDab0K/ytPWJsQmcVvOckeBg8OH2/vXApr411zSN9975iPr6Gp5/+jQA16/cRNLpeO3oHsb9Ib6aMoS73N7LmC+Iqmm8/uaL/PxvfkMikeTTj7/mj/74B/SMume0tc3F4eZaFA0K7RaIx/n5X/+aeDxBQYGd+CIMf1xGF+ap4tJoMkJUjWEmb3o1G7kSLDCLaFnlItxMIskErZ5RmsqrudGzMaYI54KOkX4KrDZqi8u5NbG4tMKDBJNBLIaUKHSZXHjD6/PEvxIIkoiWVFIG1IqGJisI8/gXhZMxQokoVUUViJKEiEC/e5DwA3VZyQkZSZU4OX6SgCXAl20Pm3QKgF6nQ6+TUFQVs8HAlqoSdKKIOxAmlpRpKi+mpMDGmC/IRDDMvd4hPMFwyuAtHKazvRuTyYjgdHF7nu7NrpEJXjywgxs37nLm8eMMTXi52TM0/fuW/hEUTePMEyf4/NNvFv055oo7d9p4sqyEHz52iPahcVr6R4gnk4iCgCgKlJSsz3TyphYt9+ntHeCv/vLvkCSJ4uJCnnvxSSLxJGMP5CL7xyfZ21iNIIDFYiaRSCLLMr09/ZQXFkwPw5oLl91KlctBd3cfbd09dLSnp2/u2LmVvgW2z6TCVjH92B0eR5LWxh3/RkcpTHcOaV4dorS2hhS6IyHqy4sosNjwz2KUtlnpGO7HbDIjL3IA3YOEkmHuVwIUmoryxbgPIBp0KLHUzZeakJEWMF0cCk1SVlFDUlWIKUmer93GO+c+YGftNnbW7UCbqhsyDeloLWplxDJCzAzFpgq2V5dR5nIgaBqqqpJIJEkkkhgMeuSkzO2bd4nF4tTUVePQSdw4f5nh4TH+wT/8KQe3N9LWP8LAhIeBCQ8FVjN1FRXsa6zm8+vzDxOMxhP0Tnj40U/ewmQy8vnlO7gfuFa0DYzywuFd/NEf/xBNU7l0/irJpMwTT51CUVU62ru5evkmRqOBLVsbOXx0P6qi4iyw8S//v/92GX+BNLIs8+nHXyEIAkeOHeCZPc2YTEZUVcPj8XLubPYzjdYSedEyhSiKHD9xmLrGOt67cIvoHFGPvrFJagpsM+ZSJJPytN9DJjazCZfdgsNiJhSNs7+xms9//zkTEw+3NNsddtyB7Ds/yi3l04/d4XEk3dq549/IqK60u6UQNCDo194Fq2VyhP2N27nQdnPOIZubDX8kRC7+UuFkWrS6LEWpuVZ50TKNYNDBfdGSVFhI0t+dnJkOdxgs/ONX/pzJSIC3275DnRIt9qIYLoOZrf6t7DvoAJ/AhXNX+GxwZMHGhcHBmV1i33x9gbqdW2dExv3hKLe6B7jVPbdpWybXugboGJmgyGFDL0mYjYYZE5WBaft+k0HP4V3b0UsSv7tyl1A0xr6mGr7/4zeIJZLEFYWPrtxF0zSe2N2c1fsvBk3TuHThGpcuXMv52qtBXrRM8eLLzzAcjvL2d1fnfV0oGsc4NQdIr9dTU1NJU3M97VfT8yUKrBZeOLwLr8eLx+3FNzpKkdNB6517DwkWURRpbq6nsrqCi+euZ72/pZZ0Hc1keDxn04s3CgH/KDqdAUlnxGCw5KTDR9Mr4EidkDUFpIhhVSc7z0UkmeDu5AjHtu3l27vXsu5G28jYTBZEYflpwnBGB5HLXIimqgh5Z9xpRH1apqiJxRc7O40WPrr+BdXFVbzaeBg0SGoqyVgMh9tCp72Tu/5Wun8xuuRj+t69Do6dPLykbTMJRmIEIzF+cOYw1WUzUy3/+lcfTT+OJZJ894DxqC8UQVdZSoXDitNhZ2jSx7DbS2KOOUR50uSvdFMYDHqqjEa6hyfmjLIAGHQSRoOBp555jJq6anrH3Hx9p5NQNI4kiuxvqqGprIgPfvt7nM4Ctm5toqjYhXvCw41rd7BYTDz7/JPYHSkjJlGS6Bv38OGl2ySzqLi/T1mGaPHGfAi6/N3efRQlSSySsl0XRImSstzcvWRGWTS/gJgjh92VwB+P4otH2V3XjDfoZ8gzsSnFi9NqZ2dNI5JOz/Xx7O6i5yMmx5FVGZ2ow6gzYZKMxMn+uN3oCPr0JUWbZz7ObNQ7SgmFArQNddI2lL7IG3R6CrcUID2lggDx0uVZTDz1zGMMzBLtXiq//vYqLruVPfVVJGQZXxazhmxmE6WFTia9fr6700HH0DgFVgvqMtOXm4G8aJni7V++z/btzRzavuUhVZxJNJHkfFsPSVnh4rdXUacuBDpJ4rUT+6irKKW9q48f/uh1dJKE3x9MWTyXFjM0OMLjT53kmzudjNxZmuU/gCRIFJnTyt6f8GHUrcFb/lVCltN3K7n0rlGd6ZOR6hNXvTtgIdo8YxSbbTicLp6oqmfEM07HcH9WBePrHbPBxI6aBmwWK9fHBojl0DE4nAhRYHICUGAsYDyRuwvgekc0ZERakgqapi0YEdGJEruKaqm3l/DuhQ8f+n1CTuIe9VAmOAEwVugBDZaY8Gturuf8ve6FX5glqqYxGQjx1a3si9/v9A7R0jc8ff0AeGx3M99+tnqFu+uFfFwzg9bWTioLHZgW6AjpHXUz5PZOf+F21Fbwg9MHuX7pBh9/8jUFTgfxeIL2jl6MJhPBaIyvb3ew58h+Prh0hxGPf971F6LIXIQkpk4O/pgPLZ9Tn4GSIVqkHLoEqwVpszrNJ666E+5CqJrGeCRIp3eCc0NdqAY9p3bsR7/B/XzMBiPHtu1hIBrkwlB3TgULzKxrybc9z0QQRQTd1GVFA22B6PE2VxWvNhwm6vXw67PvkpjjbyX7VTQldb7VF+kQlnFYv/3L99lZWcLx7Y2UOh0Y9XrERZ5DZ6thXCyZgqXM5SAeCjM6unjTw83Gxj57LYGvPj/Lk6eO8PvLd7LeZnjSz976KrweH23jE+zZt4txfxDJYuZvvriQsk1WVfrGc+OlUmIumX7sjbhzNghwo7BikZaCzPSQhCitH82vaho9vkkSikp9aQUdI8tPlaxFmitrqSws5Y57GH984TD9UojK6YL5AqMTAvli3ExEvYQip6J5WlIB/eyXmRp7MbUWF7/87rcLpy5VkH0K+qLUWvoyieTA0tKdHo+PX/3dezQ21rJjaxOOpmoMRgOKptE54qZtYJSkMrvYqi8v5uiWOpKJJJJOQlY1Pr/ROj3XZ6kcaKzh28++XtYam4W8aHmAvr5B6uprOLqtnkttvVlt4w9H+K6li6PHD9Le2kHX6ARX2vvSL8hxLcEM0RL1rOnaitVgZqQll+mh9IlJiOhhHX7sIyEfJyob6RwZREOjzFlELBEnFIus+7TRnrotaHod54dzF/qfjYicFkMOkzPfQfQAKW+WhTuItrmq+O7W2axrrZKetGgxlutIDiw9gqaqKp2dvXR29k4/d3/W3ON7t/LZLG3P5YUF7K0u4xd/8xviUwWzVVXlPPXECQxGI4FwlKtd/aiqRjgWf8jIThQETAY9sURyRpTFoNPhMBtxL8LyYjOTFy2z8M3X5/nZn/woa9ECKStom83C8VNHef/irZXbOaDQXDj92BudRBTXllfIaqMoGZGWHPnXaKIK9vS6YtS4LkWLqmmMhgPUlVbQOz7M7rpmfLEIdoOJO30duAO+1d7FJeG02jFbLFwfW/kIUjgj0uIwFuQ7iB5AnIqsCKIw5w2bWWfAgIg/Epj197Mh+9Oi2lCm474wyhWRSIxLF6/zWmUZrx7by9Ckn94xN55gKh1oNhoYHByeFiwAQ0Oj/OJv3gGgvr6aPbu3o6oqTmcBkkHPwISX/gkvdaWFNJYV4fMHcDkLECSJlr4hvKEou+sruXunNaf/lo1MXrTMwg9++Cq9Y4tL5QxOeNA0DU8gNG/3US4oNqWLcINx/6oP7FtLqKqKen+ujCDkbB6TZo9PV4CpIQFJWIeKZYoev5sTlY0MTo4RjEZo941jlHTUllSsGdEiCiJF9gIMOh2xZAJREDHodIz7vSRnmRtUYLExGQvPslLuiSVjaJqKIIjYjHYkQWR9x6hyi2Q1YrYY5nXDVTUNZZEDJxV/OmVjKNOjaZEVOfe9985HmM0m6uqqOLitGVeRi5b+EerKimi7PbfxXG/vIL29aSddvV5HfX0N27Y0MNDTyzcffoqmaZhMRrZsaUBRFApdTm5cuDoj4pMrzGYTqqrOEFkbgbxomYWu7j627NiKJApZDy8EFnTEzRVF5qLpx4FECIy5KzZd72RGWSRJn7OTmupIt1lqAQFxAafPtYyqaXT5J9hR3chk0Ee13UmndwJrUQUWo4lIfHn5+WyxGs0U2VOFrN5QAINez2QwVaS+u66JAnsBIyE/LkmHqmnImsrp6gZ6x4aocBWDIHC14y5xOYk3HGBrYQn9rHwnj4ZGNBmdtvO36a0E1JWpn1mPCFnUeimqgs20uBlZmZEWfamO5XQQLUQ0GqO1tYvW1i6MRgN79+3kSkcXfX3Zj4FIJmU6Onro6OiZ8XwsFmdy0ksymaSlpSPXuw7AT3/2ffRGI4qiYDToeefXv2NiYmPMp8vHNGfh2pVbSDk+IP6HU/8D//zUP5/1d3+258/4sz1/ltU6RsmIzZDyeJFVeUZ+PQ8oGd0HuSxQ1maIFnFdixaA0VAAvclIicOJQ9LT5CzhrnuY/Q3bVvy9JVHi2Nbd7Grcit5uw2C3sbWuidqKGk7vPMDWqjrqSirwx6P0+Sdp84zR4R2nx+fm0nAPBquVO55ROvxujm3biySKBCJhrHoDukeUpolmHHd2vf2RvOdGwawz8Fz9QS62XVnUdnJmpGVatKw88XiCy5duLEqwLMSWLQ38+Z//BEiVFvyzf/bfYLXmbkK7Bnxw6Ra//PYqH1y6zZNTs/U2AvlIyywYDHpEScp5YaIwhwiqc9RlvUahKV3PEoj5kdbY7JvVRlEyREsui3BtGaIlmLu002pye2KYYouN5oJibKqKarGR0DTqSivoGx9ZeIFFIgoCdaWV1JVW0uEdZzwSfOg1Fr0Bm8HEdwMdxOSH00AJVaHb5wYgKicZDPtoKKuic2SA9qFetpaU0eLO/b4/SKZosRnsEB9f8ffcCFTZCjlatpXvWs4zNLm4v5Ma1lCTGqJeQLJKiBYBbZ3es507d5VTp45QU1M5/Vw4nP0Yl4VovddBXWkRd3qH8AbDBBIy27Y309a6dH+wtcL6P/PmmKqqcl58+RkutC6/A6HAWIDL6JrxXJ2jboZ4uW/Hr2aZ33WZ0uv5Y15Ecf3WVqwEBoMZ7MUochL9AiPvF4Nqz0iZhHWpIsMNgM1gRBIlrne38sSeI1wY7mZXcSWlBYXc7e/KWapIFARO7tjPeCzEheGeOesZIskEkeTicvDylLgZ8brZVt2w7H3NhpiS/lzsBnu+g+gBNEVFkxVUWUFn1HOidhelZgfBSIh3zn9AQl5anYXsVzAUpy5buiKJ5ODSoi2SXURfJKFpIHsUlOCjrUpKJpOcv3CNn/70e4yNp0T4sZOHuXhucdGnubh1s4Uf//T7tA6MICsqZ1u6+N6pI+h1Ep2dvcRiy3MVXk3yoiUDnU7HM88/zjvnrhPJQfHSodJDPFn75Izn5koD+eK+rNbMFEHBmH/NTRlebfQGc07Fyn20jEiLENWx4CS4dYAAbHGV0Ts2jKbBrZ52DtQ2cnmklxKLnR3VDVztmn/ibbZUFpYyEQvT48ttXj2UiFNb4KJ3InXXHoyGcRjNBOJRREFAEkSSau5t9mNy+vtgM+ZFy4MkfWHkYErYHd1/mIDHzdfdXyx7XSWgwJRo0RdLJAcXNyrAtt9I4at2jFUzL33xQZnJ94OEbz66i/lXX55j165tXO8Z4t7XV3jl2F5Gh0bo6xta9tqJRJIL313ie48d47fnbhBPJnn/4i22VFXyo2MH+fqLs/T0pIZVSpJEfX01VquVe/c6SK7xIav5mpYMTj92jFu9wzkRLItB1VS+Gvgqq9c6jc7px4GYLz8o8RGgoaHZ0weyEN0Y0S0N+KK3FdWo55Ujj+GwWOkdGeRQeS1j4QAJUeD4tr0YczBBXK/TEZul62e5eGMRRL1+uqB3eHKcEouNbYVlvLxlH8837ebVrfvnTM0ulZiSkR4y2tEW2Qmz0bnfObStqp5ym4vr3bmxgciMiOiLFnfnUPiSjYp/6HpIsAAYq3VU/pcuXM8trjh4OWiaxtdfn8dqTKWxP712jyefOYPZbMrJ+m1tXXzxyde8dWo/Rr2eSDzBze5B3jl3g71HD/CTn32f5154kp/+vR/SvG83Dbu2cfrMsZy890qSv+JNUVxcSEVNJRfP38jZmi2eFrzxVEfRW1veAuA3Hb+Z/r2GRkyOMRwaJpDIzq8g0zY8lAjl250fBQYFDPcdPkFUNs5ho2gqXd4Jur1uGp3FFOn0JBMJbAYTrZOj7C6uxGa2Eg/6lvU+oWiECkcBw7nZ7Rm0uEc4XL+Fi223EUURWVUZiwbwxiMkFZXTtVvQcly0OSPSYrDl3EByvSNIIrtrm6koKOTdLz8Aa27uj+UZokWHpsWyOgeaGvUUvWab/jkxIpMYUxCElLuuoTx1TBe/aSfSGifen3uBPRt377Tx08P7uNs/QjSe4HJHH48/cZKPfr/8qBRAf/8QbreH7bXl7Kyt5N2pLMIn11qQRJFSp4PLAzf5e8+fZnB8krr6GurqqvB6AwQCD9ecrQU2ztl3Gej1Ol565Rk+uZEaeLWnvopwLE73qHtZ646GRxkNjwLQWNCIhsb18evLWrMgI9ISToY2RJpiraPa0pE3LSSs+ZlDS0FDo8s3wYnKRm73tLGjfguXR3oZCfvZU7+F7tEB+idGl7y+xWgimuMZQPeJKzItk6Mc27oHWVVo8YwRSsRRNZVCk5WPO2/n/D2TahJFlZFEHXrJiE7Q5Wc9ZyDoJLbXNPLrj3+DIqgYrLlJ2aqhtDjUF2Z/HDqfSkVQlIDKyL/3EW2bGU237DJS/icFSFYR51NWxv5yefPhskVVVb787BseO3GET6610D0yQcP+7Wzf3kxrjopmO9u7eeP157l0+SalLge9U9c1RVXxhyO8fHQP7e3deGQVtz9E495dFFjNOMwmkokkk5Ne3ONuEMBut2EwGhFEAZ0kYbVZMZmMBAJBPnzvE+QFZk3lgo139l0ker2OV19/nqtdA/jDEY5tb8AoJ9m1vWHZoiWTX3f8+qHnauw1WPVWBoIDM4awzUdBRqQlkgyDlPv6jfWKnIwT8I8iSjr0ejNWW+HCG2WBZs0QLWFxQ9cRJVUFl81BPB6jyGxjMhri/HA3B8tqkRWFYc/SBrpVl5RzbTx3LaMP4o1FuOsZRSeKBBOpWoqdRZUUW+180ZubupwHiclxrIbUKdSqtxJQc9f9sd4ptjsRAFmRIYdF60ooHWnRFUpk69Vibk6lYMZ/HnhIsABE7saZ+LsA5X/ixLI1d12H2dDfP8zuvWG2VZfTNjjKzZ4hDu/aljPR0nK3nWeePk1ZeQmtLekGE4fFzAuHd/Hxh58TjUZ55c0XudE1wGCG35hOkii0W3E5XWhoDEXjJMIBNE1DUTXC0SESskxzZSmvvPYcv/3N73Oyz/OxqUVLTU0lTz17hmtdA3SPuil1Oig2G7l2pY2kPreGbWeqz7CvZB/Xx6/z3dB3vNH8BofKDgEQk2P8xzv/keHw/MFznaCb9mhRNZWoEsdMXrTcR1GSyMlYyt1b04AVEC0RYV0NSlws18b6aSgoptJZjMtqp8M7znDIz/WxAfaWVeG02mkZWHxnnSRKyCtQEJuJLzZTNHT5JqhwuHCaLIyHcx/qjitRrKTu4C06M4FEXrQAFJrtnK7YzoeffZh6QtXQNC0nqexM0aJ33hctCyPZU8ds+G46rWdqSNVqxXpSEcDw7dTvJMejvyn5+Pdf8l/8gz9ixOPH7Q/iSxTzk599nw/e/Ri/f/nf3b/4i//Avv27+KMXnmBodGJ63tMHv/2IycmUSLl3p5XXT+ync2ScwQkv/nAUWVEY9wUY981fvtA5PM6WqlKOHjvAzRt3V9SFd1OKFovFxJNPP4bRZuX9S7eJTn3AO2rKuHDuCoePHeBi9/IruDPZXridUkspw6FhbHrbtGABMOlMPFHzBH/b+rfzruEwOqYfhxMhhPzMoRkoGYWeuSxQ1qzptIYWFjZ0pEXVUmmiyViIXUUVbHGV4Y6GSSgy18cG2FZYxo6aRu4tQbjkGgEoMFmw6g3oRQlF04jLSSYiITQ0vLEIl4e78URXRkxk1rVY9BZIbAzH0eVyomI7H1/9HF8440KnaiDlQLRE1GkBJDmkVHo8ixpoNaJOC5f71PzfUs7iHf8wlfZUE6kLuZZ89PVJiqIQjkSnm0AutPZQXGDjxZef4Rd/+05O3uPmjbvcvHF3zt9fu3KLnq4+qqsreHr/bm70DdM9kn1k9bNr99hSXcaP/+gtPvv4awYHV8YvacVES1VVOS+/+iyBQIhf/+p9kslHU9g0G3a7lbr6GqprKikuKQJR5FJ7LwOtvTNeNxmM0LylAYvNhi+U2xNdkSl1gIyGR6fN5G5O3KTD28H3t36fGnvNwv8OQ9p5MxQP5AclPoCqZoiWeczfhLnnuM2+rjnjriEiborheL5YlJFwAKveSCJDDLZ5xthXWk1VYQlDWaaKDDpdztuOy60Oml2luCzp4sorXS04TBa2VjcyEPQhAMMh/4pFeBJqWsxa9LlzM13P6EQJHQLBaAhBFNCmxqBoqoaQi9OVCmpYRbJJCKKAZBdRsyg/kX0p0VLyQweyb/bvw/1upEzn3UfJlcs3eP3EAT6+2kIoGsPtDxFMylRXV6yYAHgQr9eP1+untbWTH//kLQSgK0vhklQUWvqG6Rl18+IzZ/juy7M5dRG+T85Ei9lsorDQSV1DLVVV5VitZq509KGqGidOHuGbr8/n6q0ewmg04HIVMD4+iZrhYltQYGfXnh1s3dbEsNdP77iHrzvmngLb0jfMT54+zlc323K/j7pUuikmxyizlAFwb/Ie9zz3+P7W72PWL5zmcRhmRlryomUmasbFVZpDtGxvduJymrhwdRS9XiSRWPg2TbNkiJbY5vnM7zvPPsidiWGOVzVkLVpUVUOfw+9qk6uEnSVVhOMxWsaH8MTCHKqop76sikQySdtgLzaThXgywZHyOtq8Y7gjoZy9/30SGXOuLHpr3qsFeLp2Hze6U4XPgihMJ2+0RcxwWwhlSrQA6JwSCf/Cx3CsO4GxRkfB6bnPs9bdU+fortXxKWm52457wsPLrz3Lr7+7jqwoeIJhbLZH14Z9n2RS5srlm9RsbcpatNwnGk9g0OswGFbGGiInouWZ5x6ntKKMCX+QWCLJ2fZ+jAYdYx4/CALfO7EfVki0HDq8lz37djHmDVBR5KTlTisWq4Wqmkoi8QRtQ+O8/d21rCz5VU3jbz6/gLoC7YuRZAS7wc6xymPsKNoBgDvqxiSlevLj8sKmRvfrWQAiiXA+PfQAMyItc3w27V0+dHoRl9PEsYPlDAwFGJuI4PbE5oy+aOYMj5aEtOk7thRNZSIaorqojMHJsQVfL6sKvlCAEoudiVms+x/EojdQY3fhMlmmSywNOj1XR/sIJeKMhPyEEnEmoyHkqeP6s54WAGx6I5WFxTiNZmLxKN+1XONA43aqbE4moiFGgr6cNT9nihaz3rLpRYtR0qPJMh3DXaknMgtwcyxa7qMrEElkkR8KXolR8Pj80TBzs4H4oEzg8urNBhgfd9PW0kF9eTGdQ2OEYgkKi1wLb5hjSkqKOHbiEL85u7Ru18+u3+PpM8dwuz14vX4aGmrZtXsbH/3+y2kH66WSE9FSVOTii5tt+GebnaBphBIJ6uqqcuL0dx+9XsdbP3iFYX+IX317FVXTaK4qo9Jhp7SyjLe/u7akdVdCsAD0BfrYXbyblxpeAlIeK2ORMeod9QBMxhbOh9v0adGSirRs/DTFYlAz0gBz1bSoGiQSKp5EjC+/G6C81MLh/eVMuMNcuTn7HYVmyRQtOvK1z1BisTM+nn0LdP/ECFtqGrISLQfLarnb10lLwIeqqQiCwMnt+7jfJTKf1X8oGafdkxJSe0qqOLF9H0PuMbyhAPsatrGtsIxun5t+/+SyxUtCTd9omPWWVK3FMtdczyiaisVkodxZyqhvHEESUxOfRSGnHURqJP2X0xVIwMIXwWhHgoH/9yzn2IzdGvnffcvfuRyg0+mQpj6vnpFx3jp1kNZ7HXg8vkfy/vX1NZx58iQfXr5NYokCw+0P8tHVe7zw2nMYdTqGJn1IJiPl5SXLTnUtS7RUV1dw8vRRRgLh2QXLFF/daue1Z85w5cJV7t3rnJHCWQqCIPD6my9ye2CMnqm2ZLNBT6nDypb6KmLxBHaziWA0N3NTcsGnfZ9Sbi2n2FxMXInzXtd7AOwq3gVAj79nvs0BsGeIlmgygiDkRUsm2da03CcWV+gdCDI0Eub0sQoO7ynmdpuXeCItfjRBA1P657xoSWE1GAnFsq/78oWDJONxah0u+gPeOV8nCSLxZIJxv2f6uYayStzxCKHE4o7n2xNDNLlK2F3bTP/kKBMBLzpJYm9ZDcF4jCKzFXXKdk4viASSMSbCoaxrYGZEWnTmTW8wJ6sKn/Rd5/HtR3j3wofoLHqw5D5FoETS1w/Jkf05MNadRLQJFJy2YNluROdMbSv7VCKtcfzfRWb4wKwWoVAInKnOR0XV+OxGKy+/8QI3r97i1s2WFX3vggIHjz11inP3uglGlnf99Icj/Pbcjemf9zZWY7fb5t4gS5YkWgRB4LU3XkCWJL5p7Z1XsADEEkk+vHSbV08dYWzMjdvtmff1C1FTU0kwqUwLFoCXj+7l4tlLfPfxl/zgR69j0OtgDU0A9cQ8/E/X/ifMOjMxOTbt0Plh94d82P1hVmtYM0WLvIb+cWuEmZGW7HM4SVlFVTWUZJKqCivdfRldD0Z5etiFFiOfkpvi0nAPR7bs4npXK8EsxcvNnnYe33N4qjh29huXBmcxEw/MJ3JaHYzGl1YYPx4O4olGkFUFnSihyRodnbcRBIFj1Y2MeicZ908yGYtSaC/gdHUz3liYOxNDKAuIkMxCXJPeQlZtLBucpKKseLRJjWVEWuxS1u3Ulh0GKv7chWiZ+VpDOVi2Gyh8zsbIv/MSaXm0Y1weZHhojEMN9bQNpCIS3mCY33x3jVeO7WVi3M3IyMpNFC8pKWTU42fIPfeNxWqzpFv1V157juFQZO6U0CyEY3G+vd3BmSdOLOUtZyDLMnbLzPkMeklkZGSM4ycOMTDpZzKwtMK7yiInu+urKHM5sJpy69UCKX+VJmcTe4v3Lnpbmz5dkBXLi5YZqKoyfacrCOKio1D9AwFGPImZggXQzOnojRYT8im5KXyxCHcnR9nTuI3tWU5W1tBo6e/ieGUje0oqMen0uExWah2F7C2p4lRVEyQSdI6mOw7KnUWUO4vwxrIzX8zEojdQaLZg1OmIyUm8sTC+WIRKWwFNzmK6POMUOZwMuMfxhYIMuce509eB02DmVHUzBkmi1GqnvqCIClvBQ+srqoIyJZR1og5J2JQOEjNIqvKKd9ep0bRoyTbSoi+RqPiHDwuWTESLQOU/dKEvWd0bk7GxCUqd9hnXOFXTuNzex/6Di79uZMszzz3O8ceOMepdGTfgQCSWk/qcRR1l991jhwMR7vQuforIkNvL9uoyqqrKGRpauiX48PAYE0Oj7G2o5lZP6gR3qb2XV958ia7RCe609y5pXUEQeGxXM9ev3OQPX36az6/e4VZ37lq2TlWd4unap9GLejQ0brlv8Wd7/owCYwHvdb5Hh69j3u2tmaJFiYO0MQb35YKlRlnu0zM4u8jVTBkeLTFhU7Q7Z0sgEePyaB9bC0t5Ys8RApEQg+5Rxv1z36WN+z2M37pEkd3JwbpmvCE/3lCA9rERgtGHhcmWyjqSqjpnZGY+qu0umlylBGNhjlQ28HlPC5FkAoOko7mofPp1p3fuRxIlEAR8sTBjkQA6USKpKOwursKg06GXdHzd10YgPvNmIakmkMRUvtAkGYmwtifkPgqkFfYxUqMZhbj27FxxXc9bEY0CWlLD+1mY4KUYycnUOUNfJGE/Zsb1jBXBIOB63sb4Xz8aG/+5+P0Hn/L8i09xob2XwYnU8TTi8XFoSy01NZUMDORuildFRSmNzfUUlZXw6yXWgmbDyKSPvfu3L3udrEXLfffYyx19M9Iyi6Vvwkt1TeWyRAvAt99c4Mc/eYuhSR+TgRBdIxOLbs16kOICGyPDY9y82UI4HKF+945lrZfJ7uLdvFD/wvTP96fOtky28GLDi+wt2bugaLFkiJa4EkdPXrTcRxR1FLiqUFUlp0MkNWNGIVpMSBUW5plBu2ecdsaxGYxsrayjuriMtsE+wvG5o4GTQR9f37my4NpxOcEdz9IK99o9Y3hiYRwGE23eCeJTRYUd3nE6vOkQe7HZis1gotf/cKHmuaEuBARUTSU+y5TqhJLApEuJFqNkJKLkRcv9o0/TNNS4Mu2Iq7Pmxh5fyYy02LI7Hi07UlHzsf/sJ3h5Zq1GYkRm8rdBEkNJyv/UiWXHo7Xxn42xMTe//uV7fO8PXuftifRNwBc3Wnn52TP8/v1PmJhYXpmFxWLCYjHzymvP811LJy3XVrZeJp6UMRqX/9lm9Rc3m008/9JTvH/p9rIEC4DNZCA4NT3SaDTwxlsv8fKrzy56HVVV+fD9T3hm/3YKrLkxdnJaLakiKMDt9uAw5y49dLrqNAC3JmaOaG+ZTH1RFjKXkwRp2utFURVkbfXM+tYioihiNNkwWwowmR0Lb5AlmikjPRTPR1rmI5SIc22sn+FYhL1N2zi18wA7ahoxG5Z+HBl0+mmxsRTckRDdPjcTkSCKNnu0xh0NzypYAGJykqicmFWwACQzRIpJl/t08nqjwlaIO6MmSQ7GkcMJlEhy2jp+uaixjEJcq0g2Vv6pLiMIXZ+7uPT+73TOtVG3FonEGB4cpra0KP1cPMHXtzt44qnTS1pTkkT27dvJW99/hbd++Donn3qMb+500DvqJpZYecHtDUcpLHQua415Iy1bt25l74FD2Bx2zt7tmra7Xw5VRU40v589e3dw6Mh+LrT1sK+hGrvdSjC4uLy1zxfgg3c/4oWXn+FSZz8D48tTnq+cPMCnn32L3W7l1Tde4GJ737LWy+S+odx7Xe+xtySdlwwkUjUUmRb9s5HpuBmXYwg5sZfMsxCZkRYtnq9pyYbJaIjJaAi9KOEyWzm0ZTeKkmTE48YXDlJbUo7LXoCmagxNjtE9OjRdmJ7Jlso6Ciw2qh1OYrKCJAoUGExomkYomWAw6F0xi4JsSWbcPBilvGgx64wEIqlzmiAIM+2ns5ttuCCZhbj3TeYWQktqCDoBqUBCnpy9O0yaEjZaYvU7iO7Tcqedo2eO0z+eFoLjvgAW21YEQVi0EDx0eB+OinK+be8lFF3YGyzXjHoD1NZVL6t9e94z8GOPneZi9zC/OXud3rHcTDz+7Po9klYbBdVV/ObsdfrGJhnx+CkpKVp441lwu7386hfvcmJbA6ZlOvANjoxz+dINmpsbuDswxsAyw2+ZzPXlKjGXzPv7+5h16T7bmBzN3/E/IjRDxgkuLmxq87DFklQVxsMBLo70cHtyFMlioaGqjgk5zrmhbi6O9iJZLJzYvhdplu/zhG+SAfcoyVAYfSKBEI3RPzzA4OgQWjTKicpGCs2P3i00Ezkj0qIXN7doERHYXVRD+31zOVKuuNPkymBOAXVqPpCgExAMCx+T8aHU36nsJ45Zi3FFi0DZTxwzXrsWGBkZIzjp4ZkDO9Dr0gKtrMi1KMFSWlrME0+eYueeHVzt6FsVwQLQNjjK/oN7MJtNC794DuaNtIQjkay7g7IlnpRp6ZtZROQNRykuLaa7u39pa8YT3LnVQl1Z8XSb2FIY9QX5Z//sv+HylZv4NAGDTrdkc50HGYuMUW2v5pm6Z6af2164nWfrUqmx0fD8NT6ZoiUVaclfPB8FmjHjBJYQ8p/7EokrMv2BmTcBqqbR43MTsdo5sX0fF9tuk8xIw/giIXy9s9d5TQb9jPk8HNm2h7ODnSu67/Mha2lRa9zk6aGf7XmGq503CUYzitozDpdcmu+pMRVRn7qIixZhwflDgXNRzM0GLDuNNP6LUsJ34zMKca27jQj61N4Fzq+tzswvPvuWrduaePP0Ub6+3c6YN4DHH6SgwIHfP/f0ZUEQOHn6CFu2NuEOhOgadXPp68s5c4ReCklZ4ey9bp569gwfvvfJktaY93Z9OWpoMQxNeKivX3hg4Hz09w1SXfRwW+JiOHs3dfIbHRnn9J6tvHx4J98/fZCmipJlrQtwfiQ1xuB4xfHp536y4yeUWkoBuDhycd7tZ0ZaYoj59NAMQoEJ3ONdTE70Eosuf5T7fWZEWpL5z3wlGAsH6fC7ObXzALtqm6grqUCXRQeYXqcjvEjDuVyjzEgPGTa1wdxH3VeoKq6c8dwMkZ/Dj0aLZ6SILAtHnQPnooRvp6ILgkHAdsCE6xkrrmes2A6YpgVL+HacwLm1JVoA2tu6ePsXv+WxHY2UFxZwtbOPrdubZn2t0+ng2eef4Md/9BbY7PzdN1f4/EYrvaPuVRUs9xmc8FBY5Fpyqn3erdQczouYj2giiaDXU1aWEgfPPv8EP/rJmzid2RdUTkx4KLQtryDXbjHj8Qd57PETdA2OYjGbGBse5eTO5mXfIdyauMVXA189FNLT0Phm8BtuuW/NvuEUmfnyuBzLpykeQFFlVEVGkeNocxRcLgXNkBFpk/Of+UrhiYa5MNzNpJJAb7NyetdBjm/bS11JBce37cVqetiGuNxVxFBodVtTkxkuzPpNLlpGw150ej1GfUaHSEZ6KJdDE9WMuhPRnN1xOfy/evF8GJrh8zK9XlTD82GI4f/Vm1NxlUvC4Shv//J9HtvZRDSepKamavp3Tc31vP7mi/zhT7/Hi689T28wyqc327jWubTsxUoz4Q8tuSRk3vSQXvfozJJu9gyxZVsjY2MTlFeWEYkneOzx43S0d9N6L7vw73K/a/5wBF8ghMWg51rXAHqdxI7qcooLCzi9Zysjkz46h5fuRvh5/+dcHbtKs7MZq95KJBmh09eJN76w+6BJl456JZQEYt7CfwaZQiWnxbL6DAt/WVqiHWOebFA0jclomMlomD6/B4veQJHVSqWrGFVVuNRx94EtBIQcXGEsegNJRSGZpX1/JnJGOsuQL8RFVdWZN2aZeiKHgk7NiLTMZxg3Aw0m3w8x+bsQpjr9dJeQ7FWI9Sdh8X/+R040GuOdtz/gre+/QlVFKU8+fZqyshJUSeLrW+1E4nFkZe07M4/5g9TWVTE2tnibknlVyfu//z0UVM33kpyh10nI8QQmkxFZUfnmTicWo4HG5iZ27NzGO7+e3+pekiSUHCj5T6/f4/F92yiwmukfn+RLj5/OETfPHtpJud1CJJ5geNKX1Vr/+MA/ZjA0yEBwgMHgIKPhUXxxH1fGFvaneJDMSEtCjkNetMxAyzAfy2VnlWbIOAHIIqy+hcOm4f5gxOGgj72l1TSUVdIzlq6HK7Q5GPUuPGV6PqrsTmrtLiRR4ubEIM3OEq6PDWS9fWZ6SC/pWbO36Y+IwdAkB5r2cbEtdY7LTA/lMgiV2eEjmkQWpTiU1Bwi1qkRYDAY5svPv+OlV59lIJLg1q12IvN09hr1eo5vb2DQ7V22l1mu6Bgc4/unD3Lj+h2SyYfrRl948UmGBmefxzevaBmfcGN/RKKlf2ySN47vJZFI0DEyTigaIxSNMe4L8OzBnVRWljE8PPsJShRFnnn2DIPLmJfQWFHChD9IMBLj95du83/5wQsMj04wGYrQ7/ZSYLdis5ho8AWzFi0llhJKLCUcKD0AgKzKDIWGGAymhYw/kV1425jRmZBUEvmC0AfIjLTkdJCkITPSIuRFyyqgaBo3xgY4VF6HIIh0T9n8W4xmwnNMe54LvShRbLFhNxhxGi34gwFEBGJKkm2FZTj0Jk5VNTEY8tE3h3dLJpmFuHrJsOknPd9y9/Jc3QFeOvwcX936loCQ8ffJZaQlQ7RIWaSHCl9Z3KA+zwdLGwPzqDh2/CCxRJLhSd9DJQelTgdVxU6qCgswGw0k4nHGhseoLCxYM6JFUVWudvbz1DNn+Pj3Xzz0++LiwqWJlkeJy25hbNzNjl3b+ODyzDDwxdYeXnjhSW5eu017exeRjOmTTU31nD5zjDv9I7R0Lc1y36CTeO7wbs7e6eD21FiAoTE3OlFkT3Mde5rrUFUVSZKYWMRMo8noJEXmdN5OJ+qoc9RR56ibfi6UCE1HY74Z/GbOtTI7E5JqXrQ8yAzRIubws9FnrKvmC3FXCw24MT7Ai817p0VLNBHDpjcSSmbXvmnTG9lXWs2E34N3cpL+aD/BWITTOw9Q4XBxrvUmY34PmqZxqGkHO4srCCcTGCVpOm3lMluosjqRBIEKRyEJRcGi9xJLWtGJ+s0eaAHgk77rlFkKeO34S/zmy3cJRqZuzHIZaZEzIi3GhY/3og0mWn71y/c5fvIwp3c1M+TxU11YgMtmwWjQMzY6Tn/PANe/OkssFkfTNLZta6J4lrqw1aRzeJy9pw5gMhmJxdLHsCDM74c1r2gpLiriUXVzi4KI1WwmmpQfajMORKJ8fK2FqpISfnhoLx+8+xFut5cTJw9TWlvNe5duL8vN7wePH8FsMs6YbHmlo4/9jdUoikI8keRqWw/lhQV0DmVf0/Jvrv0bTJKJans1NfYaauw1VNurZ3QC2Qw2thduZ3vh9nlFi0FMe9Ak81bhD7ESkRYNDfQZZ1oln5JbTWRVxR8Nc7h5J92jg9zu62B/0w6ujvSRyKIepdJeQEt/F+P+dOu1JIpYjCaCsQijGU6uN3vbKXMWgabhk5M0llWz1VWGKAi09HcRiceo2luESafjfuGGXlwz94CrzljEzy13L08eOsPHZz8lqcgIutwdP1rywfTQ5uPCuSvsP7Abu8nI7YuduN0eEnNcB3fs2sblJcwLXGnah8bZsWML16/fmX7uB3/wGu55ggPzHmU//sH3aR+e4FxL13wvywkFNjOxWIwCWxHFBTbc/pk77Q9H8YeHKLVbsVot7N23C3Ohi0+uPliclz2SKPLmqYOUFjr5D7/7Gn843eo2MOHhxPZGevuHOd/Rz4Q/yJP7tvHjJ4/yu8t38Gbp3htTYnT6Oun0pYuJC02F7C7ezbHyYws64d7HIKXzErKat/B/kBVJD+nSa2pyjtNOeZbEzfFBjlc34bQ56Brp505POzur6rjnGSOuyJRY7DQ5iymxFTDs99Dtd+ONRSgwmqmwOensnXkuEwSBuCwjTD2+H2qXFYWhyfQNijvge2hfPrlxngpXKbtrtwMaunxNyww6fSMoBSqvP/0q7134/ayux0slc4qJYEj93bKJPo/+ZTodX/73CuZ8br1wI+NiPx8FTgee4Pyz7VaDzuFxnt+/bVq0VFaWUVpaxGcffUPVHHXt856F/+Iv/mcMcpKGHPiULERtsYtLF69z9fwVntq7bc7XheMJXnjpaYKiji9utC7rPf/0pTPUlBfzV5+cnSFYIGWC89mNe8RJncxeOrIHh0HPtcs32VK5uM9DL+qpd9Rzuuo0P97+Y/50z5/ybN2zMwRLUp0/eqLPiLTkRcvDZOZ1c5Y602UW4eY47ZRnSfjjUT7uusM3/R00ltcSl5MMT4xypnYrp6ubKdYZSCYSeCMhQpEQzQXF7CgqZ2dROWdbbhCXZx5nsqLQOdxLx3Dfoi3Ro4k4fRPDxJM2DLo4Zr1AXrTMpMc/xlg8yNaq2T1FlsqMSIsh+5uJ4IXo9H/zPbeRaGqqYyjLOsxHTSyRREagvr6GuroqnnvpaS7e6+bFkwfn3GbBeOYXn33LH/zkLXpWuIBnV1MtTVXf49/+279meGiUikInI7PMJ7ja0Uf70NhDImMpDE54+eTKHWTl4dByod3Kmd1bGBse47mDO7h29RZXr9zCbrfy7LbsDsDXm16nxl5DqaX0oQupJ+ZhIDiQ+i8wsKAj7kOiJX/9nEbTtIwiPyF36aEZkZa8G+5aQkPj7uQwz+47TkJO4gsHudPXyZEtuxgIeekZHOKl5r18efsyAJF4DHmOFNLQ5NLPbYqqoCGSkM3opSSvbDnBV4N3CSdX1/RuLdEfcLOjuIq2odw5F2fWtGRj47+ZOXzsAF/eWflsyVL59No9Xn3yJAadxPsXbxGOxtleVTrn6xcULfF4gvHRccpcBYx5V87I6W8/O4fZaOB7P3iFK5eu07S1eVbRompaTgQLwO8u3pzzdyd2NBINhamtq0JRNQYHhpEkkbKyEizG7PwYDpcfnn7c6++lN9A7LVSi8uL+DZmiRdGUvGjJYKYvRA4/GCkj0qLkMIKTJydMRkJ82JE6hkstNp7Zd4xYIj49RLHTM0ah3UHv+NJHe2SDqiqAHkXVc+7OBZ7d+xjvdV9c9WGOawV31I+ptJHddTu403cvJ2tmNG0h6vPH5VyUl5cSUzSC0bUrohOyzLvnb6CTpKxqU+e9JdVNmcvp9foVH1s95g3QO+qmZ9yD3eFALyd58+R+ylzZu+JmiygIvHHyAG+ePIBRP/uQRVXT6PEE+PlXl4klkoTDUR47c4JXXn12SfOIauw1NDubaXY2s8W5BZfRtajtdRlFfsoSTLA2MoIg4Cqqw1lUg7Mwdy36mpRZhJs/Ma5lxiMhPu9p4fr4AH1ThbYdnjFKi0optK1snULm8egJ+ZjwT/BE9W50+RooNFkh6Q3x0Y2z2KwufvjYm5Q4luaEOnPdjEhLNqJlFv0YH5CJD8oLvm49c/rx41zp6Fvt3VgQWVFnaIz5LNfmjbT87I9/SjypIgsigRwPTpyLqx19vH5yP7/77UfIssyb33uZu4NjtA7Mnz5ZDKd3b6HtTiuJeIJTu7byze22h1wEf385XeDUNz7J40+cwOv14Q1GuN6dXWv139772+nOoSpbFdX2aqrt1dO/jyQj0+3OA8EBunxzh/CkTNGCSj7UkkYQBPSGFZiTlY+0rCvum9HdRwP6Ah4qCovxrKDdv5px2y+JEl/e+pamigZebDpMu3cISRBxGC1EknGGwpNM5nA21lpHUzWS/lRU+VzLNVrrKnh23xludN2iY3jpKQsDRhqCDZRFy9AXGIj/fQ0BAb1O4uPff8HQ0MzrxeC/8jy0Rv//6H7ouZ7/x9Idz9caDQ21RBUVT5ZNI2uJd7+5RMMcXerzipZf//Y9jDXbch5lkUSBV4/vI5GQCURjeEMRWvqG0UidaMLROJIk4fcH+du//g3f+/7LROJJ+scXNnuaD5NBz5N7tzE2MMS1q7cQRRGT2cSbJ/bTOTLB9a7ZnTCvdfZTW1rEoeZGvrhxD7c/u5POPc897nnS4dBSS2mq7dlWPV3rstW1la2urWho/Hdn/7s519JluLymTpL59soVJyPSoink5z2tQ8w6A4nkykaJVTVzhETquOwa6WEy4KGqqAKT0Uz7YA92s42dpTUUV+2iyzfKLXfviu7XmmCGjT9EknE+7LnC0cqtNJTV8fnNrx+KHBv1BpzWAswGE/5IEG/IN/27YnshR7cdwuwwM8ogNwpv4A1FGP/agqjTYTLoef2FJ/nlz39LJJJOwUc7sjMhlD1r3wI/GyRJ4swTJ3jv0u3V3pUlkZQVYHZfrHmvfIFgEPsKpIUUVcNk0PPt59+hqirNWxt5fO82vrrVBkDfhIc9e3fw9VfnUVWV99/7hB/8+I1liZYih41n9m/n6y++o6cnJU5UVeXWzbs89thR7i0Qyekfn1y2aHJH3RhEAwbRgFFnxKq3YjOk5KSwQOREEjNFy8Y4sNY8YkaMUs1HWtYj4WScCsPKmmpltttLGSkhX9iPL5yO8Iz6xukY6UZA4Mi2gzxbt5/P+29u8NqXh48ZWVU4N3yP5oJy3jr5Klc6rjPqHaO+tJYdtdtQAG8sRExJsNVow2G0oKkKqqqRQOHyaAfheBDnzikhIsH9vE4skeRyRx+PP3mS33/4OQ6HHZfLwYGje7jqu04gHiRwMTo9JVowpiY+65wiSbdC+EZsRjv1euW5F57kRs/Qipd1rAardrv+0ZW7PP/847zz9od889V5Hn/yJI/t3sK3dzroGh7njeP7pl8bi8WXZQFtNhp4Zv92fv3L9wkG0/4vBoOeH/zoda6393KnL/fGOy6ja9pQrsZeQ4W1Yob4WAzijEjL5rYKf1RoQqZoyX/i6xGDJC35mMuWzJuIbAaZamhcarvKwaZ9PFd3gI97r+fUw2RNkXHYPNhS3ukfZSjsZU9VPXsa9zAUnuSzwdvE5IejIjpRQkCYnqqts2a8xQMfeffIBGXORn769/+AeFLGEwwTLE7w7J4zfBX6Fv83qVIHnVOk9p8VIznSCyQnFPr/hRs1vH7/Hvv27wKTifb2tV/LshRWTbT4QhE+vd7KG99/ha8++4avvzzH0eMHeeXYXj691oI7GOHAwT1cv5YKbwlLnNxrMRp48chuPvn9FzMEC8DjT57iRu8w3SvUzv3fHv5v5/39RGQiVdMSGGAgNP+QNilDtGioedGSQTIZw+vuBwF0OiOFxXULb5QND0Ra8h/6+kPRtDmL7XNFpuBYTLv9ta6bGHR66hwl9AY2Ti1FJjMOmVl0QFSOc2l0YdOzh9rVMxsGZ/nIz9/rnvFzye4oWCs5NXqabt4GoPh7jhmCBUBfIlH0ip2JvwssuE9rkfr6Gnbs3cn7F+bujF3vrGphhCcY5rfnbvDmM2f42796m0sXrjEx5ualM8d5/+ItfvjYITo7eggGQ0TDEUqcdiZ82dWTHN5SR2N5MZFwhO++OjfrsEVFUbAYVvaEdp9IMjI9JHEgOMBgaJC4kv2QhMw7uMWaYG14tKlqqFx/LJmiRVs4hZdnbVFpK6ChoJhz926s6PvMiLQsMqrTNtjB0d3HN6xomVkHlsMDNDNDLgoLRuJ1TpV+2wCF4WrsdiuhaBjbvpR1hRJU6fvnbqx7jJT9rADrLiNrY6zg4qirq+bMU6d49/zGTjmuejVnQpY5d6+bH/3kLT768HN6evoxm028deoQoVicH//kTc6dvcxHv/uCN77/Mm9/d23OtYocNhwWMxP+APWlhfyn//CLed/7qy/O8mf/xU+WlBrSSRLPHNzJR5fnLnQ6P3x+Wqh440ufQA0z6ylUTZujRClPThFmipa8Zlk/mHR6am0uLrbdIiGvcF5/GTZB3rAfh8GC3WAmmNiYjqzT5HJg4gKRlgcRLakNLDoDwWAYyw7DtCld6GYcJagSvByl7GcF6ArX19lVEASOHj9IfXMD7124uSRLjvXEmjASGJjw8NG1Fl565RkEQaClpZ1f/fwdPvngU3y+AHsP7eOxx48jCeCyWWddw2428fS+rZTqBR7bVs9331xc8H1VVWViwsP+pprp50qdDmpLi2ZcnwTg5M4m/vCp49PPba8pp7GyhDdPHZhz/d/1/I7b7tuzCpa3trzFm81vLriP6X1YoTuWDYC2nKvGfOQ/8nXLntIqvCE/0cTKj3ydkR5agrI9e/c8z9fPbVu+rlkpoZ95PGbzHirYkjaCsVSk3nYgbZFwv7NI0KUW0hLr52AvLHTy4z96C73LxfsXbhJPbmzBAmsg0nKfYCRG/4SXpqY6Ojt7iURiRCIxfvV37/GHP/0e7qTCUM8wvtDsPedVJS5uXrvDjRvZD1A0mYwIosDpPdvwhCLoRZG9dRV4PT6e2LsVSZIIR6KIokBFaTGfXro1va3LauYXP3+XE6ePYjIs3nzvQGlK7LzT+U5Wr8+MtKyfQ+rRs2LnyPyHvi6w6A0cKK1hzDdJ22DvKuzB4r+BsUSchLLxLzarSdIjYnAZMDdJVPwDJ7Z9adESaU0JW0NF6nIo+9eHeef2Hc0cOXGYL260rksvlqWyJiIt92kdHOPI8YNI0sz6jQ/e/ZgtZakx8XNdOww6HYlEdr349zl4aC89kwH+l99+xojbx2unD2Exm7G7nEz4Agy7PSiahqJqfHvj3ow00nggzB/+4RsUFjpJbAJ1mwfy+aG1T6HJyqB7lHsD3Y/QGmB5wzqfO/gkPYExyixOrPoVMEnc6GTxkYdv6bEn7EzaJ1NRlqlLTPh2HMWf+p7YDqY++/jA2j+fHzy0h5379/DO2eubSrDAGoq0AHhDYe4NTfC9H7zKr/7uvemCU78/yKTbQ2yeXJ0nGKa2qoKWluzHb1usFoZ9qY6i+opiAD69fo8JfxCXzUKJ047DYuJyW+9D2w5OeNDr9Zxr6ZouejLqdZQ4HdQUu6grLWQyEGLA7aN1YGVnn+TJkydFrcPFd3evP+J3zYiCLiEk98m1L6krraHW5GBL3X5ujHUhCAL9wYmNX+eSC7L4yMO39FTV1HKl+uL0NuGWOGP/Oe2jE+tKMj7mJ9a3tr1Ntm9vpnH7Fn53+c6mbMpYU6IFoG1wlAKriT17dnDrVsv08z1dfTz/whO8f+Emo56HLbkHJzwc23aQ8vJSRkcXrsTfs28nFdUVXB1KpXy2VJTw85//liefOo2qaXjcHvbu3sa4xzeraAnH4nx88SbJjCjLS0f3YkDj0qUbfPHeRxQWOjn92FGiZcX0jT1sGZ0nT57c0egsxu33rrvZXJ6QF08oVfdWWlCMVQFP0MOx8ibMJjPd/jE6fCMklLV9MV3L6HUSmg/u/ps+JLuIElHhga9J6PraHSp4H5PJyLFTR/j1d9c2pWCBNZYeus+1zgEOHtk3PbARoK2ti7/6z29zqLl2zu0+vXaPV994HjELT5ejxw7wztlr07UoFqOBnp4BfvvrD7l9/Q4lpUX87vx1/ubzC3Ou0dI/Qv9EeqbFJ1fvMuANcOLUEcrKilFVlfa2Lsqc6SEKZS4Hrx3fx01+w03hHfY31aCXFq5Wz/yC5ltv52alDuNU1H9zniTWC6kJ8KGsDN5yycyjcXnfkfcvfcTZexe5N9jO7658wvsXfkfC7+Ol+kPoxTV3j7kwK3ZALu7lSVnBG4lRX1+DEnxYsKwHqqrK+eGP3+DcvS4UdfO6oq/Jo0BWFG50D/L4kyf5/NNvpp/3ev14xib44WOHuNzRR8/ozOhFIBJl3BvAZrMSCMzt5yJJIrF4EmVqlGRjRQmjUwO2CgtdBIMhVA26RuaPjuh1EoV2KyDgC0UIx+Kca+li3B/iT//0xwBEozEGpuz/t9dWsKXExScffErAH8JucVDXVMEbJ/YRlxVGPH5aB0ZnHSOuZRgTPJg2t5h1bGty0tblIxJd+/nYXCPMtN3M3cJaxrp5nbgu2FPXTEN5Fd/endsaIfdk2hEs72IiP1CQm5CT3O1vpcxVykuNhxEAbzTIQGiSsYhv+nXh5NqPEuSUzEM+y4/87N1OXnv6NFcOniMuxen4h7kbwrvSbNnayKkzx3n/wk0i8cXVbm401qRogVSa6LmDO9m7bye3bqbTRF989i16vY6f/f0/eEi0APSMunn9ey8B4HF7CAZDFBcXcuPaHcbGxgmHo1RWljOeMfSw2GHDOzpKfX0Nr7/5Al9+/h1XLl7j6LYGzrXMnES6v6mG+tIiBiY8lDjtVBY50et0mExGugZH+eDiLXSigD8Q4uN3z1Nmr6F2ZyFvnNiPqGl88JvP+cGJ/5JtVXsREIkkQnx95QPOdvyeurpqHt+/C1Gvp214nN5R93QL23yRFkEQKHSZefykjfZOD11969PNcemskKJYbFtlnlWl1z+JWW9AfMQ+FY+is+9m922SikwgEqTI7qK2pIbjJU2omopO1CHp9VwcbccbCy282GqRSzeCJdgRRBNJvr7TwTO1JzhbcjZ3O/MIOHr8IL89d4P4Cg//XA+sWdEC8Nn1e7x6fB+eSS+Dg+liVllW5uzY6Rgep2M4VdOyvaacqAzdPcM079zGmSdOMDQ0ypFDe3j3bPpO7FbPIC8d3YO5swd/KMzW7c2c++4Se532h9YPReMU2CwEIlHaBscZ9QZIKCp2k4E9jTWUuRy0DozisJh45cVnsTmNDHb6+OB3vyYcjvLjk/+Y7dX7p9ezGG28ePBHhONBLrR9TltbF3a7le07tvDiwR0gSpy914WiZUZaZoa/w5Ekn387QEONne1bi9DpBNq6Hq772ajo9AYKSxoQEHI71DBz3pBIPju0xqkvKMIqSFzqvbfwi3OImGn8uEJh+8mgd8bjyaAXMpzqi+wuTu86wXDUx82J3hXZhyWhrZDynxFp0bJeetTj507BXU5NnKLL+Bvi6yBq0dhYhyccywuWKda0aFE1jU+vtfDyc49z5+Zdrl1Nuc86HDYCkYXDoa0Zk5snAyF6xyfRSRK3f/c1wYztY4kk9/pHKbGYGZnwElcUdu7cSkNVOUe3NXCprWf6tZ3D43QOz17oe6mtdzoicrN7iBPlZyiYaOCG9lteef15gr4IzcV1aDENTdO4O3CFmqJGnLZijm99mgvtnwMQDIa5fOkGly/dwOGw8crrz5M0TYKcqo0RZ7kwGw0StVV2wuEEjfWuTSVaBEFEpzPkfuEZokXbuEPtNgAmnZ5Sk42z9x515xBklgZqqzSBfTLo5d0Lv+P0zhOcrtrJ+eHWGTc6q8WMIyaX0crMtdTFLe42ublHKy+/+iy/efvDHO5U7jEY9Jx87Chf3s6+K3ajsyYLcTOJxBP8+rtr2MrL+eGPXken06HT6UjKi6+kGvMGGHJ78YejD81mKHfaGBoaQxQF7vYOYy8tpqdvkJoSV9brZ6Zw4skk1lg1gqbjRm8vv/r2Gh6fGdkQJlByi7bo1/ynL/8V//7z/xcApQWVs64ZCIT4u7/9LYptAlWccm5ExG7TYzJKbGtysnOriz3bC3GP+QkE4ly6lhJr25uc1FTZZl03z8II6gM1LXnNsmYRBWHVBENm4b+qrW6F53ct5xkdHeCVxiO80niEY+VbVzezOcOsOnd7khlsXuxHHr6jo7trEl9CZvee7Tnbp5Vg957ttI+4N50Xy3ysedECqYjL5fZeWoYn+MlPv8dTzzxGsdPOyZ1N7G2oRq9b/qyI/gkvB4/uZ9DtJRCJ8sX1e8RUjcvLGO9tEA3IujA/e/EEDquZckMtlmAtDvcewvoQu/dsZ8w3BIA0T2eAoihobhcB5z2CBW24XGZOH6vizPEqjKKKUVSxWfXozEbauv1MelNRpHhSYff2Yhz2FYhCbAYyRYtE3hZ3DRNJJjAajBh0jz54nNmttFLpocXQMtDGr759h3fOvoeQSFBtL1m9nVmpY+bBCeyLwPuxCe9HJq53DbB3367c7leO2b5zK20D66dg+FGwptNDD9I1MsGIx8+ehmpMgSCtt+5RXFzIWyf2MzDpo2NonIQss6O2AjSNAbePUY9vuktoobW7RtKzPWOJJB9dyX4kwGz44j6s9pSAMIhGthemVL2sKnx8/QavHNtLf2dq+nQwNn86Rw7qKdbtJWLrZ9++Mr78boCqcitFTiOyonKnzYPbMzNlNjAUoq7KzrGDZdxt8+Dzxzdsd1HqYqGiaSBJOfpaK2nRIoj5QMtaJyYn2VHdyK2+jkfqYZEZaVlLHjGaptE53E1zww4Ggqs0t3jGZMMVirTIC0dxJMfDyiZJHLPdhLPGQSg8M5Ihe9bG31EURIoLbAxP+lZ7V9YM60q0QCpdhKZSUV2J1+Pn1q0Wbt5s4diJQ2wrcmA0GnC7JxkdHqO+sZYzZ47w9rdXSSqP/kvY4evgiH0vVq+O/2bPqennWydbiStJJJ2OHbX7AJgMjs27ljxlLBU3j9N+20csrtDVF6BrnkCQrGhcuTVBQ40dm0XHvl0lXLs1Bgi4PVEUZWNchlVVxj2W6vISRImSsuacrCsoGWdGSctHWtY4V0b7qLI7Obl9H2fv3Xhk75sZaVHUtXVTMOod4+Su4wu/cCW5n1rNZZ7qAdGyEBV/Hpn1/W/Hr/Ny1RNcKr404/m10g7929/8jp/+8ff5y0/OrfaurBnWnWgBuNjWmwrtNVTz6vdexqTXIQgCqqoy0D9Ef+8AY2MT9PYOMDQwzGsnDyOIIoFIjGtd/bj96bZAh8VMIDK7VbbVZCSRlJcseL7o/4Ktrq0UmsqmnwslQnzU+xHPHdxJV3s3x3Y9hyrItA/fnrGtXq/j4OF9bN3WhKZpiIIfTVCwhOqorfHiDseIxxfer1A4ye3WlAGex59ATiocO1SBKArcuD3GyPj6twnP7KbK6R32DNGS47XzrAhDQR92g4kKVzEj3kfjQi0K6dOoks0V9BGiaatrRika9VjqSnJ+7AgZFQFqErJWRA/shtfgxapYETQBTVh7x7ckiYx7N5uFxfysS9ECkJAVrnTMDDOIgkB1SSF7jx+iyGFLi3FBwOP2EItE+ckzJ3n37DX8oSiP79mCw2rG6bDx6eXb1JUVUV7oJByN43RYsVnMvP3VJQYmPIiCwMHmWqqKnFSWFmEyGvjXv/po3n2MylH+4tpfsLNoJy6Ti0AiQMtkC4Ko0VBZisNkJGEYoZsRHE1JxDvidE789JnjyGYL75y/iSAI/MnxrYQd3dj9W+lpm2D3zkKu3l7cSdk9mRIon3zVR2Otg/17yjB3eKirsfPl2aFFrbW2WILTVDZkiBZBRz7Ssk7o8k5wtLqByaCfhLyybaKCkE4PaZqKqqoPWRKsJsWOQiajq3/Ry6kVASBI6WNRk8las8QH0mrHWKOAAONxD44uJ6PqGOata6v+b6lNJxuZdStaZkPVNPrHJ+mfcqDNpKTATkWRk7/86Dv84QindjWn/FbCEXpH3SgaKBpMeP04bFb6R90MuL0Mur3sqClnX2MNOlEgKcv0Do9xpaM/q31SNIXb7tsPPAn/2/tfznhqd10lP/v7f4DfH8Dj9lJfX8OXt9un7Zojk3oKnRox8xhRv4J/IsDxg2Xcuje56DoVTYOuvgDxhAIImEx6KkotjIxHFrXOWkEQhNTVY0pUaFpuLhyCnLGGTstHWtYJSVWhyz9Bc0UNLQPdC2+wDKSMKIu8BmcD7ajdxmDo4fPheicz0qIls889TfzSPP24+p+kIu6u8SI++uuviMXibPnfynO5m8vG4/HhtJgwGfTTI2c2OxtKtMzHhD/IRIYL7tm7nZy92wmAy2blR08dIxaL4wtF+LuvLk23RFcWOWksdjIxNkFEkLjR1U80yy9PgbEAAH98/iLbekc9IS/8evAaBp2OYqedu5duE47Fp1+TVJPY/NsJOdup3VHEzeuteN1BHn98GzfvTjA8uviWuPpqO3aHibGJMHt2FjMynp0QW4sIgog21fuYK9GCPDM9lK/EXT+MhgI0VjWiG+5DXsF6NklMXz0ftOBfbXbVbsdsddA70Lvau5J7ZogWllXk6wtHsNksxDLOt2sFTdO4euUmu+tqHsosbFbWThxzFfGGwvyH33/Dvf4RTEbDjG4Al81CUZGLyYTC+XtdWQsWgH96+J/yTw7/kxnP/Vf7/yv+0f5/NOO5P93zp/zJnj9BVlQi8QSJpDxDsAAk1AQCIjbfNgTByKHHd9C0q5pEQmbfrhIqy62L/nefuzrGdxeHGBgMIUkijbUPOwCvF2ZYqecqIqII00JF0M2c/5Rn7dMX8NBYXr2i7yFmWBXI6tq5E95dt4O6yga+Hri98ItXEFVWUGJJ1ISMpuTu+BF06WN8uR/7je5Bzjxxcpl7tHK03uugymmnpqRwtXdlTbBpIi0LEU/KXGjt5kLrzHDy3b5h7vYNL2qtx/ZsxWrUI+tC6OSZ5m7l1tnDj/eL5WpKCnnp2F4+unybvrF0WDehJKZfF5gQ6O1P/c5s0mG36R9qd84GVdUIhpIESdLR5cHlNEH/3IMm1zIzinFVdcad2JLXRICkCIbUyVYT86JlPTEc9HGyqome0SGSKxQF0WVMaE/Ka+NOvbG8ntqKej7vv7XqLs5KOE7Sm4oC6xxmDIW5MbuckR6KL69mZtTjR7+1HrPZlIM9yz2KonLx/FVqdm5jYMKz2ruz6uRFS44RBYFAOMrh7Y1EY/2IipGd9VWMefwUOWzErEMYwxVzbt9UUczFC9fY2VA7Q7TElfSMDL2on34cjclEY8s/IXf2rn6x3nKY2UGUQ3GRFOB+bZ4uXxC3ntCATv8E26rrudPXuSLvIWUci0klyWpP1pREiSNbD/JB95VVFyzAjOJ1QcyhT8siIy3hO7qH/jRj/zld3yKQMvGcfH9tDpyUJPEhF/eFEACH1YI/vD5rFecinx7KIYe31PHDxw6xpaKY8xevY/PswBguRZt0c7i+Aks8StIQJG4dmXONqmIX589fxWbQYzUZp5+PK+m7OL1kyBeFPkCmaFFzKVoS6Vs6TcpHWtYbY6EALnsBVpN54RcvAV1GeiixBiItZ3ad5O5kP8k14hejZRp75tJcLkO0aLGF173vgptJckIiOSFRXliAKsskEkk8H4bwfLj2hEsoFMFqXFxn0/6mGr7/2CEKrCvz3V8t8qIlR9SXF1NmNfEf//3P+au//CVffv4dAgK6pB3RX8jgjRDmRBGamEQfK2R/6f7p/+5jMRqIT9WyfPfNRfY2pPPxmaLFKBnzouUBBPGB9FCu1k1krKvLi5b1yB33CAcaV2bGjE7KiLTIqzsx+PmDTyPrJdq9i0tnryjqSkVaMt4iy4/dWCNT8EScgsfiGMpTUVOryciZXc188O789hWrTSQSxWRYXGKkpqSQj37/BSd2NK7QXq0O+fTQIjHqdWytLsek13G9awBZUdBJEqd2NvHpR1/Nus2PTqcKb4OFrRgihUiKme9t+d5Dr3PZrQwMpE44gUAAqzF9QozJ6ZoVg844lQLJa877TLuSCjmebJgRaUGnwtq4gc2zCEKJGJogYDGaiMQXX/s1HzopM9KS27UXg91kRW80crHvxqrtw2zMuIEQc3e+EvQZ6aH4wmLIujeJ67n0jZ/9SBL3b00cr95CW9NtLC/piby9en+/hVAUBSnLz08UBP7rt57l+vW7dHb2cvL0sQ017zV/1VsE+5tq+EdvPIMUCuIdGOStUwewmozsbaji8sXr9PUNPryRkPpP0UfQRBlDdO7hZbFEErM5FcqbnPRR7LDx958/zbaacmJK+oAy6kyPdKKtwSBhtegXfuEqYnOUUVK+hdLyrZjMjpytKyQydL0+H2lZr7ijIcoKct99oZPSIfvVTA/pdQaiydWN9MzKCkVaMkqJshItjmOJ1FX7/n8C2A8nKJEKmHRNYtluXGCF1SUeT2AxZrePJU47Pb2DfPLxVwD4/QGsa7TIeCnkIy1ZsquuklKTgX/1r/736X5+98Qkzzx1GpPJyKW+gYe2+eTG29OPCyvMOLFxbeCrOY1V48kkFkvqy6VpGm//8j3i8QQ/+IPXaO9PF1Ol0kOP7gJa5DKxZ0cR35wfIpbF6IDVQMzhXVwmmaJF06uw/qcebEr6/JMcLKtFp9PRMZw7PyJ9RnookVy9O3VZlbO+E3+UaCuVHsoo79Cy+NhFi5Zyv/25GdGgUfxWjKIiK+4WDwigL8xBu+EKIkliVjXe22rK2VVdxnvv/H76uYlxN43lxdzqmeWmeh2SFy1ZUF5YQHNZIb/8+bszRs+PjIzzi7/5zZzbZYoWbsDOXVs5evwQnSMTXO/sf6gafHtNOf0Z0ZpgMDz9PgpppWzSmx+paAmFE0iSSHGhmcGR5RepCQJYrXqia/DG8EHykZaNgaJpXB7to9FZzJldh7jd14E3tPyOucxIS1yO5dyuPls0VUVaQ+MD7rMy6SENMUO0qDFhRuRlNhLDEsY6heS4OD1gsS5Ry+079xCfB9G0ul1fC3H0+EHuzGG9IYki9eXFbKksgUSSn//1b6avU/X1NTzx+HG+u9n6KHd3RVl73/I1RLmrgGcO7uTlo3u5fbNlhmBZLKIgER7XuP55D66khR8/fgKXbaYhXENZER3tD9uO9/cOUFiQPkqNOlNOi00XIhhK0tHlZc/OYgz6pX9ldDqRbY0FvPBUPQf3rS277LkQ4hmixZC38l/vdPvcXJ8YZFtNI4ead2IxLi9snhlpiSdXLwznsjnxxRfvir3irESkRUr7tKgJDU1d+Jzk+cSI7BUoeCwxXcTrSjhxm1K2Ekpk7d6Q7Ny1lcraatoGHp48XVNSyI+fOIILha8//op3fv3hjOtUOBxmbNLHze6NEWWBfKRlTqwmI2d2N1NS5KSzq4+7d9qWtI4gCDy37/s8tvNFTHrL9POyFuRPH6/BHZ7kr7/5EoNewqST8Pkevvvr7R3kscdPoBBHUo2YdOZHPryvs9eP2xsjkVzawW0ySthtBqqr7PT2+eju9ZJLTwtNU1EUGU1Npa/0hty0+WWKFsGooakagrS278ryzE9MTnJ1rB+XycKB5p1EYhFa+ruJL6EmRJ8RaYmtomgpchThSawt0aJpWjo9JAA5Ei0zoizR7IzlKv48lV63uZLYDqaMXUREyv9RASoqse6142YMqUGJu3ZvY+/+XbgDYT68NLuz8Y6acj5471NGRsZm/X1TcwMtvUMk5I3TQZAXLXNQXljAvbttfNjVSzS6tFy1gMCfPPV/ZUf1gftPTKOT7RT4dmMyjfMPnjcyERrl80++nnUdWZa5euUmdScO4YjXIgjCDIO5R4XPv7RCQ4tZx74dhSiyQv9AgI7eAGpSRtTn7t8gJ+N4J1O1Cjq9icLiupysO0O0mLQpt918gHIj4I1FuDTSS4WtgINNO7jccWfRc4r0uoz00CqKllJnCde8a2x2mKYhGnTTUeFcpc5EY/qGTYkA2aTF7s9UzLjXi0hRzIqZYDKE+7214wReVlbMS68+y72BMd67eIvEPFOenRbTnIIFoKaumk9vta/Ebq4aedEyCzpJZGdtBRe/OY/b7V3yOke2PMGOmpRgScoJWodu4A1NAOCylbC9aj/GWCnl0VK+Pvu/MTg4t+mcIisk1PRJ0SgZWFv3BnOTlFVkWUMQRNzelemwEDIG16lq7oqFhVjGIWLUHmlaLs+jYSTkR9M0Htt1iLMt1xZ1V2rQpdNLscTqiBaH2Y7FbMW/hKGpK4kgipgqXblf15ApWrSsTOtmc8QdFCap7q7n97/8EiW4No7ruroqnnjmDO9fvP3Q/LnZmC/eLggCVquFeHLjRFkgL1pm5ei2Btpv36Ovb2hZ6xxpfhyAtqGb/PXXf0H0gfCt2WDljx7/x2yr2sfRLU9wufOrOdfq6OhGec5LLD6KMVqKSWciyTqoZAWSSZXLtyZW9D0yB9etlGiZjrTk2XCMhgM4jGYcZhvuoC/r7Qy6zPTQ6tilF9qdDIc2z0waMaPzVw1nF8Hxfvxw7dIVJnhy33a2VDXS2royYx4Ww4mTh6lqqOX9CzezHszrCUWoqChlZGT8od/V1lYxNOnL8V6uPvk4N6nq66bKUnbXV/HKsb0YFZmbN1uWvW6FqxY0ePv8v3tIsABEE2F+ff7fpV87D4lEkonbIqoo4y+6TaFz8VOdF4PBsLZbAB9EFMX0HZemLqtoOhMhmk5hCWYtZ+vmWXuEkwlsi7D710l6xKkIX1KOo+RQLC+G2tIaPPG1Zz2/UsxID4W1rNJDuiIVy64kxpr7UQcN81aZ28ZWDp3eu0J7mj3PPv8EBeVlfHjpdtaCBaBn3EN9w+zXjl17d9A2OHfqaL2yaSMthXYrdouZ2mInNaWFtLd24R/z8vHFqwQCuclv3i/SC0TmTjH5p36XWdA3F8FIAEv4KMZoCfXNHhL9cUbGc393Z7fpOX2sitHRIHfbvUsuvn3UiKIOVUkd8KoqI4qLm9UxKwkJFFIdCwbQtLXpU5Nn+SRVBYs++++MUZe+5Y+sUhFsY3k9VlsBff29q/L+q4EwQ7SQVXrIcSSBZbeM70sD8QFwPRfHujclYIQJhdrHK+j/eu70/EpTWVXOL7+9uujtmsqLuX7u8kPPS5JESUkRE629Odi7tcWmi7SYDHpeObaXw/UVlOkEOm/d5d//73/Dt99c4NatlpwJFoBANCVI9tQdnfM19393/7XzrhfxASCpRsZbZeqqbUgr0MkSDCXp6vEiCRoHdxdjt+Xg4v8IEGfUteQmjysgQCTDYM6wXiqJ8iwWRVXRSdlHGI36dMohGg+xGhOej207zNeDdx75+2aDEksgB6MokTjaPMWki2VGpCWYXXrIUJl6/1iPDkGvYd0lgwZaHNrtHZw+dSRn+7cUvB4fVcWLq/+pKnZhlsTp0S+ZNDTU0De+MVOGmybSsr+5DrvJQIXLweeffD1v0WuuaB++zbGtT/Gj0/8lFa5arnV/ly7EtRZzsOk0Z3a+DBq0D99acL1gzDf92KDa6G1rpbKsgIHh3N/ltXf7aapzUOIS2bvdRfdAkJGxtT3iXJR03K9OVhfZBTIfQlSHZk+JINWwsYra8qRJja3K3kogswh3tvTvSlNoc+KNBZFXKS21EEoojhxKdV4aimzo7LmxIXioeygLJFtqGyUooC9VQYTIXR3+cwaEP/eimBS272im9d7q1LZ89cVZXn7jBYYW0fjx2K5m3nn7g1l/t2PXNq4NbLzUEGwS0WI1GXnywA4GBkf4T//hF4/sfb+4/S4HGk9hkIw8vecNnt7zxsMvElL231/cfm/B9YIZaSar0cFA2zjPvFZLfY2DWy2T+IO5Lczt6gvg8RnZ1lTA9mYXYxNRVHXtmqtJM4pxcyguInpgqu3dqMDqjZjJs4JYdHpCoexrQx6OtDw6GsrqOLz1IOeG7z3S910MmpJOKws5tAkQzRmiJZTlukL6//rC1H4lxkSUUOoXN1w3OXX6DG2tXatiIBkIBGmoLsegk+Ztcb6PJArE4/FZfb1EUaSwyIWn5WGj0o3AphAtOkmis7ufX/9qdlW6UkwGx/jLL/4lP338/4TZOHvhbDQe5q++/jdMBhdWxYGob/qxzewgEU/wyW+u0LS9gtKigpyLFgCvP86Fa+MIwiP3s1s0orQyokWM6rl/GtFMedGyUbHqjXhi2Xe5ZUZawissWorsLmpLaqgqrsSoN2I2GPlt50USytpNV2oZ0c5cihYpI2CjhrJLySkhAZ1Lo/ClGHqXCgIkJyQke+qkloypeEMRrFYLodDq1Cf19g+jZHlTqKgaer0enU5CfkDkVFaWMeLxr8Qurgk2hWipKXHR2zuAksOUQba0D9/iX/zm/8yxrU+xpWI3BdYiAPzhSTpH7nKh/XPC8ezqaPyRdI7SZipAnZo/1N89wcmmMobHo4QjK3MSW+uCBWbWtChKDkVLxDgtWgSzAhv3fLCpseoNhGPZe62Y9OmrZyQezPncIZ2ko7qogi1VzRhMZrr8o3wz2kpMXh9WB5q8ApEWUZtuedYUDSUqImUx/DjaocN+JIm5OXUkqzGIj4hYd6TOE4lxEVVRU4MJV4lCV8GivkNdo26amxseatduam6gbxn+YmudTSFaGsqK+OjilVV7/3A8yBe33+WL2+9SX7qNTEugkoIKSqigd3xh18JAxIeqqYiCiNXkSBWJAsmEzOWv73HosW109gXx+DZnKECU9AiiiCjqZ6SKlosQyShEtmioioqYd8XdcOhFHQk5e9FvzBAtoVhuHVXrSmo4vuMIfYEJWoKjTIytL6WsqQ9Y+OfoeJmRGgqCIGRXOB04b0Cya5gaZNSogO8LIygCclDA97WBxIhEwB7D5SrA73+07rg6nY7du7fhC4UX5cjsC0cpcDoeer6hqZYr317L5S6uKTaFaGkdGmP/gd188/WFR/q+Wyp28+qRP8IdGOM/f/WvAfivX/rvZ7Ux/F8/+u/pHps/P61qCsGojwJLIQAWg5XkVBokEopz/rO7HH9qJ6qq4Qusj7uxXGI0Wikp25LzdYVwWrQIVjUV9s6Llg1FqgZ3ceFEk2FmpCVXHGzaR1lxBR/2XCGRw4jho+TBepZcRaEyU0NyIDuPFgAtKeD58GGDuXifjnhf6vFoeZDK6kp6ex/NcEGLxcyRYwdoaKyjbWiM987fXNT2gxMe3jp1EL/PT3t7D01Ndezdv5u+cQ/qegiNL5FNceatLnJx+tQR7HbbI33fA42nqHTV0zP+wFhw4YH/gP0NJ7Na0xtyTz+2muwzficnFS59dY8t9QVL3+k8DyHOEC1aTjuT8qwNzHoDkXj2qSGBmemhUOzhgsil0FheT3lJJZ8P3Fq3ggUeqGfR5c6oMjPSIvtTowKWS/U/CVH9T0OMTPqoq69e9nrZYDab+IMfv4Fbgb/75go3ugZILvK8Ek/K/Pbcdcq3NPH3/vRH1OzYxtmOPi609qzQXq8NNkWkZf/WegCcTgfB4KOr8q8v2QpA6+CNmb/Q4JObbwNQYCnk2NanqCvJLkLgC7uB1Lo2kwPfA8Z1ibgMmrouCmfXC0LoQdGyfi8meWbHrNMTjWc/GNWgN03XUMUSERRVQcjyrn8+9tTv5POhu8teZ7XJrGfJZSpVsmSKluwjLYJew3YgiaFCSdXEzBL4cbwVxKCIlDxWwMS3K5uOk2UFl9NB39jkstaJJpJcbO3h4gYXKplsCtHy6eXbNBU7ZzXhWUkclpRZ0GTw4bkQn9xIiRaDzsixrU9Np3wWwpMRabGZZ4+o5LVKbhFkCWIimFQECVT92u3YyLM0jJKeWDz7WjCzId0NGIrl7gJ3fxjxeifTTE7Q5bLdOS2GZB9ZueECuJ6JY9k1/82GsUbB6/NQXV3JxApX28uyjMcXQMmPBVk0m0K03OkdYmtVGQaDnsQi5josl/vW/AadgdjU2Pq/+OD/OetrzQZLVmveN6cDcJhdaJr60B1eOBjD6TDi9W++glxZjiMn4yhKEoPRil7/cB57SQQMYErdiasmOa8MNxgWvR5fMPsUjzkjNRSM+smV1FBVNeddSKvBTNGSw/SQ5YH0UJaflakhtT9aAtTozG0khwYCKH6Bbq2fQ8UHuCG0rqhfS2lpMeOzeKzkWZhNUdMC0Dvm5viJw4/0Pe/7quysOTj9XL+7k353ukVtW9U+AELx7L7AnlA6alNgLZxue86k884g1eXZiaCNRjTiJ+AbIRx0k4jnzsFXDGZ0EJnzkZaNhIBAmcXBmC972/NM36Vghn/Sckh1BVrWTUvzfIhGPZLViGjUIehzJ1oka6Zoyf7ydb8WZuTfWRj5P6wz/rvPyP9hpevfC9y9N85rb7yQs32ejYqKUiaCq+MHs97ZNKLlWmc/dY21WCw5uvPOgu6xeyDAG8f+PtunxEkmzeW7eOv4n4AGPWNtWa2ZmWoqsBShzmLhLUkCsrI5QwGSlJ7KrOTQeEsMpb83miVf07KRKLbYGPd5Zr0BmIvM9FAuRItBZ+DVYy9we6J32WutBXR2M8YSB6YKF5IpR7PLBA0pw6NT8S8+IqVGFr7k3e0bJqio7Nq9bdHrZ8O2bU3sO7SXtoHRFVl/o7Mp0kP3ud03wu49O7h08fojeb9vW37HwcbTWAw2/uyZ/zvjgWEm/MNoaJQ4KigrqJ7qtUy9Nhu8GZGW+zUzD1JeU4R7k3q1zBQtubtjFYJp0SLYVbRxNSedC3lWH1lVERZ5JpwhWiK+Zad0Ht9zihbfMH2Bh+vf8qQQzdp03a0c1NAUXdZXMO/HczvQhe/oHsruXWnv461TB2hr7XzIcXY57Nq9je17d/Gbs9cX5cmSJ82mOutGYnHMltwM7cqGwckefnf1b6dbm0sdleyqOczumiNpwQJ8dOOX9E10ZLVmUklOtz2LgojtgbZngOIKJ5Oe7DshNhIzRMsijMIWXDeYPukJDhU1hyeyPKuLKGRfG3EfS4ZoyWZC+3xUF1UiGYx5wbIA94ceAsgeDUHMPu0UvqMnfEc/6++8H5vwfjQzAp9UFG73jXDsxKGl7ewsWK1mDh87yMdX7+QFyzLYVKJleNJLQ2Md0iLGzy+XL++8z3/8/P/DsKfvIX+WEU8//+mLf8lnN3+zqDXdwXRYcbZoiySJa3qw4Uoi6dInJlWR0RYR8p8PIZA+qYkOFUXOp4g2CiVmG6Me98IvnEIURUxTNS2qqi7Lo8VqtHBq13HOj7Qu/OJNTqZoSXpy49EyHy19w9Q31VNcPHtEezFIksRrb7zIN3c6sp4vlGd2NlV6SFE17g2MsnffTq5fu73s9axWC01N9TQ212OzWwEBSRIZGhzh1o27+P0B4vEEdweucnfgKjZTAS5bMQKp1uWltkpO+EfYUrEbSPm8TATSwxZNZgPJ5OZtoxMEEVHSoypJQENRkuh0WQwnWWjdsAFkAXQaghlUksCji9rlWTmSmopuETcyVmPapDIYTY3WWIpHS7G9kKcPPMG3Q/eIboDi2/vIoRhqNIGgl5DMBkTj7BGOxZJZhJt0a7CISMtS+fxGG8++8CQ//+vF3VhmYjQaeOv7r3BncIzRDTzI8FGxqUQLwNCkj90VpUvatqKilBOnjmC1WREEgVhSpnfcw/muQQKRtJtmXVkRhx87RpHDxvjoON99c5FwOEIo5s+Jp8NEIO0347QWo2nadHh7655q+kc2d1W6TmeYnn6ryInciBZNAL8eilIXF9WyOWuGNiLhRAKb2QK+7Iy+LMZ0StYfmWQp7c7VRRUc23GMz/pvEkxk78S7HlDjSeRw6vgQRDF3osWWvhlLTi4+pbcUwrE4ZvPSb07sdhtvfO8lLrb3MTCRfXdanrnZdKLFajISWqQrbkNjHWeeOIEnFOFCZz/eBVrV+sYmp50Onzq4k9feeJ6f/8076X2wWjj92FE+/uirRe8/wLg/LVoKbSWomoIk6Dj02FaSSLgHN7eal3QGiKf+RrKcYPmSJYXgM6FNiRbNmoTNrQ03DBa9nlA4+3OCNVO0hBd/IRIQOLrtMJ8P3CSS3HjiV01meLTkst3ZnpkeejSVDQ6LiWhk8aJSkiT27NnO/kN7+fxmK27/o3Ni3+hsKtHisJg5ubOJr7/4btbfu1wFOBx2HA4bHo8PAJPJyOnHT/D+pdtE44sP4X5xrYVj2xp48unTfPn5dxQVuXjltecoKLDnRLQU2ctQVYWKqmJkJNq6NrdgAZCkdIulnMOwuxQwIzNVv2CX86Jlg1BsttHd15316zNFiy/ycC2M1WQhGo/N2kItIPDi4WfpCU5sSMECoCXT9V45Ey1Sut1ZUzVkn4CUmwDOvHiCYcxz2GQUFjopKnJhs1kJBkNomkZhoYu6hhqsdhudw+O8/d21vOttjtlUosVs1IP6cBFlcXEh+/bvorSynBGvn3A8wa6mBjQglkjy9Z2OJQmW+1xs6+HHTxyl7V4Hz774FIOTPnxeP5WVZQwPjy28wAN4QuMk5DgGnRGryYFOp2f7gTqut6xe+FEnCZSXWhkeC696EbBOnxYtSi5Fi8/C/W+OUKCgDimIj7CoO0/uMen0aIpCchHzpDIHlXpD7ofSFK8eeQGT3sjt/nv0jPbhCaW6i/SSjpM7jjGeDHF3sj83/4A1hqaoaFMeUYIoIObIDVdn06Yd+5MeELRHeOkSJX7wB6/xxWffomkaBw/vo7yilEhCZtwfJJJIUlFRjk4SiSVkzncO4Mkbx60Ym0q0jHkDvH/pNiePHeLo8UMEgiH0Oh22Agd3B0Y5d/7Gir33hdZuXn7tOb653cH3Hj9CIBjGaDLyy1+8u+i1NE1j3DdEdXEjAA11tfgCCRKJ1Wuj0+lE9uwspqLUTM9AEPcqtlzrdAb0BjOSzohen6vkEAi+dG5bcKkoSTkvWtY59QWFdI8OZv16QQCryTH9sy/8cB3MV7e/43snXqGkuIKy4gpsU6MkBEHg3uQArRNDy9/xNYq6ElEWpqz2p0hOPJoi3Pv8/IsLVBW7eO7lZ1BUlaud/Vzou5WPoKwSm0q0QKqw6tPr97BbTBh0OkRBYOLeyk/I7Bl10zPqxm4xcaW1m2A0xuEtdRw9fpDLF68ves7FqG+A6uJGNDS27K3k8t3VdVeMxRXutropduhoqLISicpEoqvTFiyKOlxFtblf128CFRBBsGuoWgJyVjGT51EjCgJFJhu3ffey3sZisCFNXTDDsQAJOf5Q59Cob5x/+8l/5oen3+TtjrM53ee1jpZx4yTqc3d50TnSAiExtjiPllww5PYy5F6eH0+e3LCpfFoyCUZiTAZCTPiDj/x9v73dzo3Ofv7uq8voXYU88+yZRa8z4k2Fl5MGP1rMRCS6+vNw+odChOIaBoNEbZUNm/URJJ0fIYIigi+VehIEUCyb08Bvo1BqdTDsWZyhW+ZkdU9ogrk6h2RFJhQLsc1VtZxdXHfMiLQYchlpyRAt4yvv0ZJn7ZL/y68iwWiMa519VFZXLLp9b9iTEi2yIYBJLsrpnJ3l0N7tJyFrNNQ5eex4FU7HxopEiJ50ikizbxxvjc2GVW+gsaCY/vGRRW3nmCFa5hc8F1uvUGFdvjHZekJNpEVLTiMtBRnpofH8ZWszk//rrwF6xyc5fnL2CdSSJFJQ4JjxnMViwlEuEbUMkTBO4tSVoS6ikHCl6ewNMNg3yZ2rvTQ3OCguNFNZZmHfjkIs5vWdkRQ9GRPbCpIrOr4+z8pRbitg2D1GLLk44WkzOacfTwZG57zZ0Es6zuw5zdXxruXs5rpC0zS0TNFiyM2xLhg1pKmh9WpCQ/blL1ubmfV9BdkgXGrr5cSORv74T36Ee2KS0ZExOjt6sdksvPW9lzGZDPwv//N/JBqNcfrMMeob62kbHiceV7DHdyBpJmw6C2vlvl9WVJIJhc6WYcaHfVTWFaMqGig6RHHlDaEgZa8eCXuQkzFUVaGwuC4n60oe63QHkVikonbLSPqNlQbbDMQVGXUJs6nsZuf0Y0/w4UiLXtLTXNnA7rqd3HT3bDjjuPnQkgr3NbygExGk3IgLnfPBepb8ZWszk//rrxHO3+vmAuC0WylzOnn6pafQSRK/+Ooi9WXF/ODHb4Cq0j3u4ddnrwFwwBTGWZTqTCg0FTKaXH3HRbNJx7bGAnpaUh0ZAV+EZGKUojIH5dWFhMJLn9OyGARBIBL2cP8sqqoyYg5OdtKkJf0ehSpyMpEXLesQbzRCc4GLvons00NGnRGTIZUeTMpxSp2FvHD4KeJyAp2U+m4pmkpfcIKP+28Q20DW/Nkg6CSM5QUzUkS5QO9MRzPjw4++CDfP2iIvWtYQGuANhvEGw7QOpE+md3qHuNM7hNVkJBxLG1INh4bZXrQDgGJLCSO+yUdibT0fxYUmBE0lGkmfsA+c3MJEQOZuh++R7YcgCOh0RuRkqlg2mYxjNC7/6y7E9BDUgV1G0IFqjgHWBbfLs7Yw6CRY5LGSOZx0MjhGPBlnIOTm+ng3So4Gc65nBFFAMhmQTIaFX7wIdM50R1Ji+NG2O+dZe+STg+uITMECMBhK+z2U2SpWta5FFMBm1TMwHKKtJ8Tuo01Y7SZMZgN6k56BoSCh8KMtFtbr006W98VLLhAm0sW4akG+g2g90lRQwt2+zkVtU2ApnH48ERjBZXfhT0TygmWF0bkyIi0j4qrfmOVZXfKRljXOrrpKDjbX4g9FGJz0U1JgxWEx0zPq5l5v2hSr1FaOqspIPPpUhU4SOLS3BJ0kMDASnja50zSNg6e20NLhYzXqVfUGM9GID4BkDmsLJLcNuXGqVd6VRPNr+RPpOkMvSkQTi7PRr3AVYzYEkRU9NpNAta2BFm/2xnR5Fo9ofqAI1yMhbayGxDyLJC9a1jiTwTATE5N8+vHXVFdXcHd0HL8/yB/+8Q+40tHHZHSSInMROkmP0+AgzKNvfW6qczDYNUbQF6GgyEZjYykacPzpnfQOhAgEVye3r8uItCSTsRnTsJe17oQdmVT6TixVUDqS6Ay5DYnnWTl0ooi8yKikABRYTMSTZkRBwS2HuDkyQDARWZmdXGdoSiralKvi2/voCtNRrPhQvgg3T160rHlGPX6U+iqsVgutralwdkVFGQk5Fc0YCPRTZC4CoMRcQjg6POdaK0FxoQlJleluTV3ErQ4zHl+Mjt4AoiCQlFcvdK7TGRBECU1V0FQFRUmg0y3/Nk10W9POuE4NRYujIy9a1gtOowVVUTiz6xB3+jrwhBYuDreZHaiaAYMuCsh4Yv68YMlADsVIesOIegmdw4zObl54oyzQZ4iW2ICGIOUvWZudfE3LOqBjeJx9+3cBUFzs4mc/+x5XOvoA6AumB69V2KtQH+E8jPISMw3VVu5cSY1BqKovpry+hLZuP4qirapguY/ekD555ipFJMgSTNyfJwOKI3/xWk84TRYMej1JQcNlcyy8AeC0FiOrBkAgoSSnu4XypFDjqQivmszt/DN9UYZo6SffOZQnL1rWA72jbszOAn7449d57c2X+OpmK+6p8QN9gb7p11U6alDklR9377AZOLi7GLtB5fxnd0kmZIrLHew92sitFs+q1K/MhSFDtCRyWdcyZpt+rBWu/GeeJ3cE4lGSmoaqqEz4s5sn47IWYdKHkRUD53vbGQ6vvr3AWkHTNNRYOi0tmnJTVyfoNHRT7c6appEYyguWPPn00Lrhk2stGPV6VE0lKafvZsYj44QTYawGKxaDFatkIcHKqAa7Tc+OZifhQJTbFzoIBaLoDRInnt9DJK7S2+9HXUuKBdDr074qyRyG86XRApS9bgDEchmlX0bKoW15npWj2GxF1VSsBhOBaDirbVy2YgRBQVYNjIfHQMjf791HSypoauq4FyQxZ/b9+iJ1+mNOjAKyjnwWNk/+LLuOiCcfLrLV0Ojxd7O7ZA8AFbYK+lagrqWsxExtuYUrX92b4cFSt6WcofEow2NrM0Wi0xsRBBFNU9E0FUWRkXIQ2teN2YlrqfSQUKQiK1EkvT0He5xnpXGaLFxpv4vZuHB9kyAIbK2ox24GRZWIyzG8cR9CvvB6GiWWPh/kKsoCoC9Jp4aiPWq+niUPkE8PbQi6/T3Tj6vs1Tmva3HYDVSXmjn36Z0ZgkVv0FFVX8LI+NoULJC66NgLynAV1VJc2pwTwQIgJHQIE6mLniCC4ly7n0GeNAZJRzKZJByP4g745n2tKAg8tvMgjoJiFFVPQjYzGhyG/IThGWSmhqScipZ0RDnWQ95ULg+QFy0bgi5/eihbtbMOJcf24XarHkkS2HO0iaJSB3q9RFVdESef3UVbt39N1bDMhsnsQG8w59xLRRpOF3FqJbH88MQ1jkGSOFReS/tw38IvBkoLCvEn4yiKBUXVAwLDwcGct/WuZx6uZ8lNBEowauinDIg1RSM+IOW9kPIAedGyIXBH3fhiqYJCo85EkdGZ0/WHRsPcaPUx7JGp2V7NoSd24qwq4fItN17/5i1C1Q+nbd3FKhl5kROD8zxais02dILI1qp6nNaFU3mTQT8WQaTCbkIUkoDGcGAoX8+SgRpLTteziHoJUZ+baIihbGarM0p+vleeFPmjb4PQ5mmbflxtr8n5+omEQiCU4F6nj+t3J+nsDaAomzuyII7ZIJG6+xMdGoounyJaywyH/IxHgiRlmVBs4b9VUpFpHx5F1QyY9BHCCR8hJf83zkSJrkw9i6EsnRqKdmgIurxoyZMiL1o2CG3e9unH9a4m5E02YTYbVFUmGvETjfhzsp6gigiD6dZnpSS7TpQ8q4PDaMYiSlzuuIOsZOcnUlpQgSioqJpIn3cAUcrXVWSiZogWyZyj4mRBmxFpiXaCkK8jyjNF/puwQej2d5NQUieQImsJZiHf3ZBJMhHFPdZN0D9KODSZs3V1A+kUkVCVQJVza66VJ3eUW+30jmXfWScKAs3lxWgIxJI2+v29+dRQBpqmIVkMiHoJQRQQcyRa9MUq4tRSSa9GcjIfZVlPNFWU8F+9/jQndzbRUFGS8/XzR+AGIakm6fR0TP9c66hdxb1Ze6Ran1OpHFVJkszR1Gf9oGu6EFksU0lq+WjLWkVRNcRFFHPurNmKopmQFSNxOcFEdCLV454HSHXm6V02TFWFmCpdOSuUNVSmhX+kTUWQ8jdg64nakkIuXryGWZE5vas55+vnRcsG4q6nZfpxU+FWlEUOhdvICIKIwZRO5cRjodysG9MjDJun3gOUkmBO1s2TexKqjFG/8AXQbDBxasd+Sl0lyEqqrX3A14uWT1HMiaDLVdpMw1iZTg2F74GQT8mtK+72jxA3WxmOJnnv/I2cr58/CjcQrZ5WZDUlVMrsFZiFfFg1E1OmaIkuPCQvW/S9RekfauOoWdZL5Hm0TERC1JdVIS6Q4tnXsIV2v5uk4iA13xl6vV0Lzr25v26x2YFIPiKzFPQlKtLU5A05qJEY0uVbndcZ474At3sGudc/jD+cu9Ep98lbDG4gYkqMdk8bO4tTwxXrHfW0h3oW2GrzYDBaEUQRTVVRlCTJRHTGQMWlou8tInFiEEEEqVwlSQgjBTnY4zy5JCYnEcSFL4DecJBCkwOzLvXdiMsxRsIjMIcLbqHJzuGyZgpNNmRNxR/2U2At4L2uiyQ2aLRTU9UVKY411qQFf/iuiiCZcv4eedY3+UjLBuPmxK3px9tKdua7iDIQBBGjKe3PEctRtEWI6REHrNM/yxX5FNFaJZZMUuYsnPP3xQ4nBWYbu0rLEYWU4Oj1dqHNYyi3u7iWClshcVVGURSsJiv9gfGNK1g0jdiwl9ioDzkYnfZpWTaShrEqnRoK3dLy1v15HiL/jdhgtHpbiSYjmPUWnOZCigxO/GreW+I+JrOD2FTLcywWwOYoQchBR4iuq4RkXaoIV2yMIw8l0GVRP5Hn0XJrYognGrezR1G43dvOiC/VSeYwWzmydRdGnYFgNIKiCtMF1p2e9nlTQ98M3uX6eDfBRBSdICJruR2jsdZQY0k0WUWTVZIJGcmWm2iIsUpFnMpoJ9wayXEDkjGfGsozk3ykZYMhqzI3x29O/7y1cFveXj4Dg8GCJKXOjJqqEovmJiqi7y+EeNpoLmnNXc1MntyRVBV6/W5sJjOHt+zimX3HaC6vob48Vevy6Y0LdI1OEk9aMehj+KNe3NHJBbuGgolU7n6jCxYAOZTuvJNsppzVnJjq0pGp4DUVUbfwQMs8m4+8aNmAXBm/Ov14S/F2pBwPUFzvmCzpepNoxJeTNQVFRGxPe7Zo9aHchc3z5JQOzzjf9rcTjsdQVZXaknJqCku5299FUpGpKWpE1fSoqg6rMcyOsgas+nxtBYAmKyiR9OgOXY6iLJJDxVCSOl40RSN8S8h3DeWZlbxo2YCMhEfo96eGwkmijuaCplXeo7WF2VwwfeesqgqqmpvaA0Nb+fRjsVYmQb62Za3ii0X4brCLvqAXFegZHyYhJylxlFJgTdW8xBISVzquUGcp4qmqXfzx7mfQbfJJw3IoBvd9iUx6RENuKgzMTeljMNyioSXyUZY8s5MXLRuUCyMXph/vLj+AqiTnefXmQpR0WG1FOJwVFJU0IIq5OfFKfgsMTHm2iKDU5GZcQJ6VQUOjP+Dh7FAXfhTKSss51LQDkz6IQRdBZZyGqiZiqERVmW8HbiOrm7edXVM15GC6hVVnz02URTBqmGrT0eDAJRVBl68HyzM7+ULcDcqdybs8H/NRYHJiNdios9YwEBtd7d1aM1htRQu/aAkY7laSqOkCQNwSJ9EXxaBbflt1npVlPBwkGJeptO4kltQQBZWve64xEvfmXXCnUMIxtKkhqYJORLLkJhpibpIRpgJYsUGVxEi+ADfP3OQjLRsURVM4N3xu+ucDFYdRN2gL5lpCN+SEqVkpggHk6tzNOcqzstQ56qaKSkUGfMMMR8bzgmUKTdNI+tNdiDqHOScFuIJew9yYjl75z6qI+fqhPPOQFy0bmMtjVwgnUm24BWYXtdaqVd6jtY2ag4JlAQH9zYrpn8VtMZJKbuYc5Vk5zDoT5day6Z9vjl5DkPKO0vdRQjE0OXV8CJKAzpab6KG5WZ4ejpiY0Ih26PITnfPMS/7bsYGJK3G+G/x2+ufDlccg30n0EIlEBI+7j2BgLCfr6XtLwDsVbTFCsnYiJ+vmWTkaChqn/XqGA4NMxBZuc94saJqGHMioZXFYsnIWXgjBqGFuTkdZfF8riPp8KjXP/ORFywbnwthFgvGUZ4jdVECzo3GV92htISfj+CYHkJMx4tFATqY/C5qA/lrl9M/itjgJcjOgMU/usRvs///23rzJjfPO8/w8T564UUDdRRbvmxIl6rQl223J7Xa3PW17PEd4pmcjdjc2Yrff0LyB7p6jw9Pu7WP78NFWW5J1UpQoUryryKpiHQAKN/J8nv0DYJElssgiWZRIMT8RCCCBRFaicOQ3f8f3x9hNUZYTC+8hzaTc7zpCCJyxAmbORZhyywpw0wfDG2ZyS4ruZ+Zd5zslJCSi5StOEAf86sov15afm3wRUydv+3VMy1k3/bndXN4SMz5rZhiW+oWKwoRofzUx+XtE2Te0b+32zOpFqkGt3/6VsIYwDexyDneytCXpG6OgSO26EfWt/rNCWukH3m7CV5/km/kE8P7yhyy1+51Dtunw3OizyQH0JrK54bVUQBj0tmQmkUBgvzu9tmzsDPHTtQfebsLWMpGdoOD0zQZjFfPh/LtJLcsd2Iq0EGiyx8I1Xdi9qPBn7KSWJWFTJJ+SJwClFX9z6W/WlvePHGbU3nho3JOGaTqkMzfcbNutFeIt6LSylguIz/Jry/qZOrFOBlg+KtiGzZ6bjBdPLZ2grbyklmWAjh9O/Zu7O8YevuF+W/17hdyCaesJTwaJaHlCuNyc4cTih2vLr05/C0MnP87XSWfKyLWZRPGWFeW6H+xEe4OZRDmNv3MpiXI9IhwoHcAavOctv8knSycRSS0L0Bcs3sIqQaWJ3sLifZlWZI7cOCGov6lQrfSWzS9K+OqTiJYniL+7/PdrRblZJ8eL4y8kB9ABUkryhRvFmIHX3pK5RNKzsd660WpuHPAJckma6MtmKjvJcGp4bfnNnBO0sgAAKRNJREFUmV+jE8GyRlBtoWNF1Pbxl7bI2Vlo8i/cVHy7rGi8YSCTaegJ90AiWp4genGPvz7/87XlveUD7Mps//J26BHDdjKk0sW15VZzmSj0N37CZrd7eQwuZdaW9fFVIqN3h2ckPEyyVpY9xb1ry6eXPmbZr0JSUwFA1OwRd2+kMa3C1hTIZg5HWOVBWkhpVv4qKb5NuHeSb+kTxpn6Wd6ee3Nt+evT32DIzN/hGU8W2fwIhjmwJ9eaxuo8Wj9YeFwgSL25F93qt3MKF8JjiygSh+IvGktaHB05ijFora11K3xw7T2E8eBRFgFszw3zRzuf48d7X+bVqcMPvM0vmtgLCFZvtOeb+dSW2PXbUzHpAzc8WWq/UETVdFJ8m3DPJJ+YJ5D/b+YfWWjOAf0p0K/t/A6uSEK0AEJICkMT/ZZXIUhnS2umYw+CDCycX+/kuv6RwzH+/gXUAwqihM0jERwZPkJqMAsqjAP+5dI/g2ned/Ft1nJ5deow/8/xH/B/H/8Br+84ho77B+fqFnShfZGoMCZYad6Y4mybWEOZOz9pE5hFRf65GwNbu+cVrXeStFDC/ZEkcZ9AYmL+7Myf86fP/ilZO0fazvD6ju/wT7P/SKif3Cm21zFNh0JxAiEltr114WtrZYjot+Oob/bbz+XOgMC7hnNlEkFSiPgwEQgOlg8x5Pa7xLRWvHH5F7S1jzDuzdBsV2GMQ6VtjOfKOINpxG9d/ZSa1yZrOaz0WlR6j9eEbx0rguXGjYGIhsQezT9wgayRUeS/FiAGR5qgoln5GUjnwcVQwpPJIx9pEUJwcPs4uydGMI1HfndvixSC/+N732DX+PDdV/6CaIRN/vzTPyNS/RRFKV3m9e2vY5A4UgI4bnZLBct13PNT8ElhbVkc7OFPJtO3Hzb7h/atc739YP4d5ruL9yRYUqbD721/ijGZ4p/e+wWr3SZ/dupX/NcP/5aTK5e52lrhTG3usRQs/lIdFQ5OWATYI3mk+WC/BTKlKbwaYAy6mWNPs/QXMUJkk26hRwBDClzbQj5m78WWRVocy2R6rMz5ua1pFQXYMVbmxf07Of/ZBVwh+PHXnuHaapP3z8/iBeGGzzMNyf5t42wrF7AMg4zbz8nOVeu8f26GINpcNEEIgWUYBNHdaw8EkE27pGx7TVxZpknGtRkt5Dh79gIv7NvB4mqTnv9oeHVc6czxP878N356+D8jhWQkO8br06/x66v/Qqg3/v8+qcRxSK/bIJMt3/ePrkCQencPvdRnsLc/NVcc7eCJRZz5sSTissUIBPtL+5nM3hircHrpYz6tnt50eqLgZHh+bC8OklOzZ7i8NEPaSWNLkyEnQyvo3n0jjyh9wdJABTcEizOSx3AfzGBPphXFVwOMQUBFhZrFP4vR3SziMT35fNyZLBfZOVZmrJjDkJI4jPCDAMexMQyDUCk+ujjH7PKjPZle6Dv0vBpumtzeY7d/TEqyKQetwTINXj2yF6/dJpAmJy9dpdHpojRkXJs4VvhhhNKabMohitUtokMKQcqx6foBk+UiXz+0m7kr87zz9gd0Ojd+FPbv382LX3uOSqtLtd1B6b5gSNsWWdehkElhCDh75jznz10iCEK63X6nxsFDe3nhpeNo0T80zFcbzFVXWV5t4od9YSKA6bEyz+zahikFQRDiOHb/EQFojda6f9ASgihWmIZEK0Wz2abb6RJFEVpDGIa0Gk06nR6zs3OMjQ3z3T98jUuLFbwwwjIMDCmQQmCbxprYEUIghEApRRjH+GHMcqPF7NLD+TA9W36af3foP64t17oVfnnlV3jqwTtnNkKFIdJ6fJxHlYpYrV4ljgKcVJ58YfyBzhaViOm+fgax48asI30ujTMzkQiXLUIiOFQ+xOhNEZYLlbO8NfevCPvuxaVSSF6eOEDBdHnr9O+otGoc3n6AozsP0/A71P0un63O0d2CDrMvC60U/mIDFfR//+zhHGb2wWYLGTlF4ZUAYxCo1LFm8c9jgvkM0nx8vvOPO5ZpkEu5WKbBc/t20Fmtc+bTs8zPLxHd5kQ8lXL5z//lJ5yaXeDMlcVNnaw/LJTnsb9o8P7779/y2F1Fy/Ch53l273a2lYtw06pxFNNstvoHV605dfJTZmfnOXhoL3v27qJQyCOkoN3uYhgS13UQor9smgbZbAalNaj+NmMV0+32yGTS1Kp1fvvG27RanQ1f1PT0JPl8bu3A0W53abXaNBpNwnATkREh2LFjG9M7tzE2Porj2AgEGs3c1QVOfPAxjUbrrtuxLJMoijftd+K6DpOT47iuTRCExHGMUhrfD9Y+SHogjAxDYpoWruvw3PNPs9T1ef/czKb+zr3y3PAz/OjAT5CDotOW3+Rfrv6aevBwigkfN9HSaVXotG+IRstOUxiaQMr7D1YqI6T77bPrhctVG/vsFFIlaboHwZIWR4aPrNWwQF+wvD33W7CsTRXevjxxgHp1mY9nPiXtpPjD536fuW6NT1ZmiL5CBdTX00NmPv3AgsUai/teLIMgloo0y/8jxp9NJ4W3DxEBjJUKFLNpvCBk12iZci5NpVIjCiMuX5zhwoWZu27Hti0OHdrHU88cQUhJzw/4bH6ZmcUK8cBksJTLcGz3NvwwYqXZptnxaHZ7W5pBuG/R8sc//BHDo+O897sPuXBhBrWFzogJ90a5PMQ3v/11cvkctVaHhdUmy6tNGp0u0RbZbR8dOsR/OPTTtXbQKA757dy/crUzvyXbv5nHTbRorWk3l9cZzknDojg0hWndf0uoEhHdb5xD7LsRTdSrBtbJSYzgwVtNn0SyVpanRo7imjes4U8vfcz7195FWPamO4UODE0huz1OXj7F0zuPkBkq88HShYe1218Ya5Hiu9x3j1sltS8mcyRamymk/H6EJVxKIixbjW0alPJZhvNZtg0XyaccFuaXqKxUSGfSXL44y8LCg5dq5HJZnj52mF17doAQSClprDZ4/90TSCkZGx+hMFSgUMiTTqfWsgSzKzXePTtzz39PALsmRshZBp3lq/cuWkzTxjASD49HCSEEw8MlprZNMD4xSnGogDU4c+x6AaudLkEUk3MdJspFVhotzlxdZL6yuqnt787u4KdH/oT0TaZPn618yoeVk8Rb2Fn0uImW63TaVTqtyo07hCSbGyGdKd73NhWK3nMX4JkbUS3tgzxVxq4O3eGZCZ9nKjvFnuKeNeGtteLD+fc4VT11xzP94VSe0VSBa91VVr02Ughenz7GJ+dPcqUyjyENXj/2LVKpDDPNZS7UrxGqx8tnRytFWGuDlNil7N2fsEmErckdD3Emb5w8RQ3N4l/ExPUsMnEavi0p2+L3jx/GMSRIyfsXrjCzWLlt1D6fTjFeKrBztEQh7eJ5PtVKjZWlFWZn52k0Hq32+h/++HucrzS4vFi5+8oDXNviBy89zczFGc6eucDYWPbeRYuUJpZVvK+dTvjiyWYzlEp9EeP7AXNz1xgdHeaZ40cZnxyn5wd0/YBuENLxAs5evXbbouSSXeBPDv9vjGXH1+6r91Z5c/631IL6luzr4ypaAHyvRbO+uM50znYy5ArjGA9gUtbddRX1rSXETZkhPetiXxhHxskP/52wDZuDpYOUU+W1+8LY5zeXfslCbxFxhzP9o+VpJtwCl65d4ujOw7x57RzHhncwM3+JM3Pn1q2bdlLsGd/FkR0HeWvhLIvdzZ0MfNnEXkhYba11CDnjBQz3wdM19lhM9ni41iEE4F1RLP9PDXEWIZM0581kXIdc2mU4n+XI9AT//A+/Zn5+Edd1+PqrLzI5NY7WGsuyOLewzHylzuRwkb2jJc6cPs/lS7NUq4/+Z27Pnp3sffowb5w6f9vHM66DbZo4tkk+naKQdtk9Prz2/wB46qmdiWh50nFdh3Q6RSaTplwe4vjzx1iqN7lSqXNxYXmdwreFxY92/zHHJo6v3ae15kzlUz6uniJUD9Zd9DiLFoAo9GnUrxFHN4owhZRkc6Ok0oU7PPPOeEMVoteuIoo3xKTuCYyzJczlYlKk+zkEgqncFLsKuzBvqi+qdSv85vIvaGsP7nLg/N6O4/zDe/9EEAVk3Qzff/EPEELwl//6c2J1++iiazn88Gvf5+8uv0+wBRPBHxY6VoT1DlHLW3e/mU89ULRFpjSZoyHu9vWp6cbvYmq/NDCszJfe1pxxHaZHyzy1c5Ku5xPGMYaUvHXmEvV2Px07PVrm4LYx8ul+Lc9yvUUQRUwNDyEGtYXXubn5otHt8bszl+gNGkqEEBhSIuhnH6WUpB2bQjZN1nWYGMpTzKRoNdvU6w1qlRpnz16k1/Nu2W8AwzA4dHgfU9snWZxf5PTp84Tho9/ReeyZIxx79ijNrsd752epfa4udbSY5/VnDlCr1Qn8AM8PaNYb1KqrLC4u0+3e+H8koiXhFq6nmvYf3MOevbuIlcYPQ4QQxEoRRjHlVInp4i5MXKSyMGKXqGdwYv5TZpqzaO5v4OLjLlqgn3potyr0OjfOfHKF8QcSLQCR9PFevIg4sr6VVq9YWOdGMTqpDZ75ZFF0Cuwb2kfWzq3dp7Xi1NLHfLT4Qd/p9g428XLQRPCjvS/zs9/+fK3QcDhX4rvPfYfl+jK/+OhfNnz+VGmCV49+jX+cPfHIdRBprYnbHuFqB61uOvBKgVXK3n/BrdSk9sSkD0Zrgw8BopZm5a9igqsu0r6/bW8fLWFKg5VGk3Zvc/9PQ0rymRT5dIpc2qWUSTFSzCG0pt3ucHV2jlOffIZpmggBruvy3e99m5YfkE05dJpt/vU3b1Or1QE4dHgfKlacO3dpw+YKwzDYvn2SV7/1cn8MgdbEcUwcq8FzNHGs6HS61Gt1mo0mS0uVxyJC8qD8n//Xf8KybT67ssA7n11e99jeqTGe27Odv/zvf72uI3gjEtGScFeklLiujVIawzCwLBOtNYVMie+/8B/YMbGb2PCIrDax6RFFMQtLTU7NzBGrexMvXwXRcp3A79BqLiOEZKg8vSVnmFprvKkF4leXELnPFVrPuVgzI8juo1eom7Ecgjgi3CBCsRXknTy78jsp3ZQKAmj0Vnn7yhss+9UN00EFJ8PR8nZGUgWiOEIIweXFWT68eHLdet9/4bt0dUyzXuWDCx9tuC87RrYxvX0v7yye23CdLxKtNXHHJ2p0b5jFDTDSNlYpe3+mcVLj7ohJH4jWWpmv0zqpqP0jCJW5q1mfISUvHdzFVLmIVppWz+PM3BJTw0UyaFaWKxw+coBKs02sFLm0i2UYA+GlkUKy2u0RxTEjhRxRGFJfbVCvN2msNqjV6iwtrdy1aWRkpEy93nwsohePE4VCjj/+8R/yzrlZrq70p9lbpsH3X3yKhdl53n3nww2jS58nES0JD4TWmqPTz/Pjl/93StlRAJQMaJQ+Ri2N8+n8Ba605zYdefkqiRbon+ErFWMY61+T77XWDOks+94jJJHw8J6ehWdb62tdNIi5FOaVMkbnwdpUt4pvTu8nZVo0e12klBhSAoJYxSitsU2T87UlFtr35xhbcPLsyO+gnFrvLB3FIR9de58zldN3ja68MnkIJ9acnjtHLpVlYmiMMAp549O3KWTylLJFcukcB7bt568v/o6f7HuFv/jNX264Pddy+MHLf8T/e/Gd+3pNW4lWGv/a6i1iRZj9wtv7GnxoaNzpmPT+aM0o7jrBkqLyt4pw0UVYzl3F+mS5yNcO7eaj90/y6amzaK2Zmhpn154dGIbBO29/gOf5WJZFJpPCMAyazfYtwmLv3p10Ol2uXVu+99eT8FD5zu9/k4npKS4uLBNEMfmUw/RIid/8+k0uX7pyT9tKREvClmBKi28f/QHfevr7hGOzOL1R3F7fvKsTtDlXO8vF5mV6Ue+O2/mqiZbbobVmtTpLNEgdmJZLKl3ETeXueQijn14leH4eue/WsxS9YmHODWFUcgj9xdcRHB+b7p/ha0XOdnFMCyEEkYqJVUysFEJIgijEMAzeXbh8V2k7lSuyI1/mcr2CaWQYS42Tc3L0myL7r1FrxcXqeU4svkdPh5ua1GxKg33FCdKmQyv0ODw8zUSuzFx9mVbQpR16hFqhlGI8U2S1XuWtM3cWJK89/U0ueasstL98J1F/uUHc7ftlCCkw8ynMfBoh7+1zITOK1K4Yd2e85rlynailqb+haJ8wkNbtJzVLISjns4wWc4wP5SnnsywuLPHO2+9Trz9anS4JW0u5PESpVMRxHJrNfmrMvw8Pl0S0JGwJqZRLoZDnO7//LaJmgafz31jnhwF9o8DZxmUuN2dZ7CyiuDVU+ySIljDosVq99exCSAM3lcdN5bGszUdJtFZ4uSqF531eN14lFCFXMleYz8xTcSrEPpTnpjgWH6Le7dENA3pRiCkNRjM5Tize/kzHlBKldd/s8T44WB6j02xRaa5iGAaxitFK49oOhUyWidIIzdCn6XvEWmMbBinDJGM52IYJaAQChSZUMZY0icKIZg+mh0exDIEQGq0FQihiZVDt1JhrXqUetGmHPlWvzUi6wMsTB4jiiIVODUuaSAEVr8VMYxk/7p+x24bFWLrIRKZIyc3190FrtAYv6NHudag2a8xVF6h37h4VGs6VePHIS/ziysm7rrsVaK1RvQCt9C21KSqI8BfrA7GSuq2g2BBDY48r3OkYe1zdYmcTtzX13ypaHxhIw91QJD67Zzv7J0dZuLbE4sISC/OLVCq1e32ZCU84iWhJuG8mJ8cYGSlz+KmDRBqaXY9z88ssrjZwsXh5/EVe2vYKeffWAlQv6jFbn2G2fZXl7vJa+uhJEC3Q7zLqdlbxvOY6R+nruG6KkdERbDtDrPriwbH74x26XoTvxwghkFLgOgamKdFakRmLyE3ANnsCW/dPhX82/TMycYZXll7BiRxMba45HNe6bVZ7bVzTwotCOlGAa1gUnBRCa0zD5NzqEivd9lqH0mZTfZY0eH5iB41OiyAIWGmsUmnV160zXizjWjZSSvwwpBd4dLwefnQj9J9PFZkoTTGSnyTt3OoPFcUhF66dYmn1Al7UwzIsMm6GQqZAuVCi1Wnx3vkPCaKAscIIftQ/uxsrjnJg276BqZwmCEOW6svMVeZZaVQIovuvaxjJl/nm0Vf4uDrLbGvlvrdzN7TWKC8k7vrEHR+tNEIK3G2lW4TJ9cc2hdTYowpnW4w9odYV114nrGma7ypaH0qkTN0xopVxHX762kvMzs7zd3/zT8RbZHyZ8OSRiJaEeyaXy/Dd730bT8NivcXcyirN7u3TPlJpDhUP8PK2r7O7tO+263TDDnOtORY7Syw0rhLKr/YPmhBgW0b/WCkUOu4hRUA+6zJUzJJOOQRByGq1jtaCYrGElBKvF6BiRTrr4Kbsfuol1ni9gNCPsGwT2zGxbANhgc6EkFVgsi49JHX/YNaNeyx1qjQrXXrLEWk7RcZJ0Qs8Wr0OQRRhSMnxPYdIu2m0UiDAiyNagY+vIlq+R8ProdH9OWGmTXpg1qa0JlIxtmGi0WzPDaHCkBOXzm7YMgz9wu+hzDDl3BjDuTGyqdt3XTW7q5y++j7nFj5eExhfZjvt9Mg2Xj74AgpNK+hxYvkSdX/jkSP3i44VcS9AeQFxL0TfRgDY5Sxm7t5qpaSrsUZj7DGFPaZuSf9AXyT1zmsa7yj8GQtpuXctsnVtiwPbxtk9Xqa2UuMf/v6X97RfCQk3k4iWhE1jWSbf+e7vURop8c7ZmU276ULfdXPUKfPMyDGOTRxn6HMdHmvraU2lu8JCZ4HF7hKVXgX1GM5zSadMDuwuYFkSpTS1uk/KMUilTATg9wKU0qhYEfghXtenVm2wsrJCo1Ffi2ak7CwZt7hu237YRakYy3QxpHnHA3VEQLinjTjqYxzSiA2CWDoAFg3Eko1YtqEl13m/SCHX3oe045J107iWTTGbo5DJI4BYK3p+P1Ki0RjSwDJNUraLPahnCUKfd899uu49FUA2laeUHaOcG2UoO4yxweymIPKYWTrHpcVTzNVmAfGlCBVDGuRSWQrpPJPlCSbLEzTDHm9fO0sQP5zOk7DRJe74a0MMb4cwJWbGwci6SOsutTyGxior7FGFPRZj3qEjP1jRtD9RdD4B1XY2LLAVwFAuw9hQgfFijuFCFt/zOXPqLGfPXrivGoaEhJtJREvCpvnJv/83fLZU5dK1Bwx3xzFT6QmeHj3GsfFnyTkb/1rGKqbWq1LpVah6NapeleZDGta4lWybyJCSEafeu4ybtskX03TbPt22h7pLG7jWiiDyCMIeKSeHaaw/5W10lgnjQVElAtOw1y6WYSNvY5qmtSYyPOJ9XXgqwNiv13Ud3bK+B1QMRM1ErFpQNRHBvRUJb4RjOhQyJQrpEvn0EIV0CdPYOCUYxSGzK+e4tHiaq9XLa22rX5RYEUKwZ3wnY8UxSvkhXNshUop26NEKeix16yx1VrdkWKLWGh3FoEHa60WHv9Ik7tzqUyIMiZFxMDMO0tno/6gx8hqrpDCHBpc83KnuO1ztC5XuKQhrFul0lmwmTTblYhoSw5A4pknGscmnHfLpFGhNtbrKwtw1FuYXWVmpbnpobELCZkhES8KmSKdTfP/f/hF/+87HW7ZNrfWagNk/tI99wweZLu5aq7fYCD/yWOmusOrXaQZNGn6DZtB8YDde6EdIXMdkteHdUmpimZIwuv2BKZO2GCrYjJRcLFOgNdSWm5z+cOaB9+lmtFbUWgt3rCoxhIFp2BiGhWtlbhExWitCyyPe0YM9IcZ+hdzEKCPdEFA1EE0T0TKhaUBbbtiZJIUk7WTJuDmyTp5MKkchVSLlZG67/s3UOxXmqpeYq1xicfUq0SCdtJVC5ccvf59u6IEG0zCxTAtDGmitiFWMoD8IzjZtZpvLzHdq1L023hZFUrRS6DBGhTE6jFBBhPIjtNIYaRtndL2Yj9oeQaUFAqRjYbgWRspG2OujbcLqCxQzpzByGrOgMIf0betS1u1PpOnNanoXNeFlyY7UNId3bse2+gXJva5Hq92m1WgRhv1J9F7Po93u0my2aDRaiUBJeOgkoiVhU1iWyX/6k5/w9tmZNXOgrUarGCvU7Bnez/6h/ewp7WckO7bp57eDFnVvIGSCJq2gRSfs0A27t+1Uuh1T4xm2jaVAiIFo6X8NtIYoiLBci+qqj2kILEuSdvtdLu1Gj+pSg+WFVbzewzOm0lrhhz3CyCOM/bumzoay4+tSLVpren4Tw7CQwkAKA6Vj4iEfvdtH7IswpjXi7rqiv70YRFNitl1cL0MuLJGPyxQYoWiUbxv1uR1dv8VSfY65ykXmqjN0/BbXW5gfVkTlpQPPc2jbPkDQi3yuNFc4U71KLwowpOwXuWp1n97Ot6LCiKjl9QVKGKM3EMDQj56ktq9PoepYofwQ6VoIU2CkNDKtMXIaI6cwc4Pbmyxl0UoTLIN3WSGupMh3i0yWRpgcWNVfujjLyROfrLNQT0j4sklES8KmsW2Ln/7Jv+XcwgptL8ALQhZrDaJ4C6c8BwHS7heZ6jjGlRbbslNsz21ne2En08WdZOx7m42itaYbdugMLoHVIMSj7Xk0u10a3S5+7KPRuI7BsUMlTr59nsbqrZbStmtRGEoTBjGBH9Lr+Ldr/vnCiFVEFAfrLtd3RyAo5SbXHfSjOKTeWT+aXkBfwFyvj9EaXYgRUwpnn4mxXcNEDPdomCqUxPHTuGEGN8qSifKk4hy279Jd7VKv1lipXqPSWPxCRMrNFDN5RvLDFLNFYhUhkeyb3E02neXPT/1qU6mefqRQoa9fIoWK4sHtGGe8uO61KD/Eu1a/63aFKTAyJqkdOYws5NIOR9K7yZopUtIFA6QUeIbHsrvMXGaOwLh7rUjU1Phzmmhesk/vZsQskXVTaK1ptzpUqzWuzs4zP7+YOMImPLIkoiVh00gpGR0d5oUXjjE6Nky5VOTqUpWfv3Viy/7GddFyO7RS6DhiyCkylZlkND3GWHac0ew4w5nRdYPxNsJ3l2kNnSXV2g5CERs+ygiwvRKyWcIPQ3yzgcpVwfIJeorq5YB2u0fP6xFEHmEcEsUhYRwMrsN1k52/TLTWxKq/f1orUk4Oy7AxDQvLsAgin2Z3BUOaWIaFZdpYhjWoh1l/nUsVeX7va3hhl3ZYZ9G9zJX4LAutS0Q5j3DII8oGSEsiLNG/GAJh3riW1p1TfTrWKE+hepq4179WnkJ5et1FBxoVavT1S6TR93lcdS2Hf/fqDzlduULd7yKFwJYmfhgw31ghjCNQGulYCOPG/mut8RfroHRfmNypNkloUjtLGK6BMDTCBKSme7GCsPr1RMICIyMxcwZmXmIUDawhA6swUIca9rb2sq2zjTPFM9StOr7h97WdBid2mOhNsLu1m5Olk1TdvomdCjVhBYJlTVjpR1OCaxLVNRGGyfMH90CrycmPTtNub313U0LCw2Qj0ZLMu09g+/ZJvv2db6yduSutaXY9Gp0e8zMLdD+bodm5s8PtViKkREibhurSaF3gdOsC+ppCqxipNSWnxEh6hNH0KGPZcYZSwxRTQ+SdwlqdjO2NkFsV9DLzmGEOp9cfPeClr8HIKoXa00ARejugB5HZZujIPEqGaHGzMNEIJGiJ0BJiA+E7qJ5D1JPEAzETx1E/xaAVanDRWq8tr6UgbroPQAiJFAIh5NptObgtbrotB8vXRUhfnAyKcs3+7Ztpew0qzWv0/DZ+2MOPeoTR7c/SXTuNEIKUnSFlZxhhinJjisLSKNFCP8Lj0aUuKrSMCl27Reh6xG4EKYUz5ZA9sj4q1rvSI1gKELIvbOg7+g8m5fZvY4FhC9xdFvbI+v33l3ziTgwK0KBChQ779Rg339axxi5bGDmrv67SaAXdSx2sCBCKnCO4ULtE278RUROCfkTJ1KT25THz1mD/NEhonhh4ocBg3zVC0i9qloPCVqN/nX/Wo5gu0jbb14NIpPY6SEdipA1kSm7om5KKUhyrHaNpNfnN+G/QYr1A0krTrnc4XfuMc9WLfLP2TT49+QZhRRK3JEKYIA2EMfjMAMbArd+QktxQkWePP9VfNg3SmTSplIvrOP33Rgg+OXmaj06cuu3+JSQ8aiSi5Qknn8/y2ne/xd+88zG9R7hNsS9kBkZpqk2t3eZs+zJ6SYFSaKUQQMHKUXCKFJ0CBXeIIXeI4RLkih6O4WB7Jcz41mIAM8qSaxy45f5+S7LuCxmhUDIkstpEQy30SBdLWYzUD/SFzSNE1i2Q/ZzZXxxH+JHXFzEDIeOHPdJ2lq7fpuM1We1UqLcrXF46zbXVy3T8Nl2/Tc/vEOt+C24/NisGjqkaaRtYIy2ssoFVMjFLBioIUUGMTEukI5H2xqkgYYtbREu4EhJU7vJ5FCBMsEZN3Kn1c3Wirk/U9vlfyz9jW2ob/+bwd5ntzbLoLeIpDy/28JRHrBXOZIw9uj4n5i2A8voCwhAGu3K78IWPtjVYENsxylZYjsVT3lMYnoETO5wsn6Tm1HC33d7peLw7TjEoko7SZMMsoQo5FZ/m2rVrhCdiwlpEWIuIqjFhTRHVY1zHYXh4mPLUGKkXMoQL/ffVuMsooQ/OzzJRvpG6ioOA3mobLwjxwwitNY5l8cOvHSOTSfHWm+8nBbYJjzyJaHmCmZgY5Q/+6HV+/fG5R1qw3AkhJBhyra23iU/TX+KqvwTNQT3C5X4EBK1AQ8pwSVtp0maajJUhY6ZJ2xkyVpaMnSFjZ3EtF9s2sE0bS2dwDBfHdDBU/yujhULLiFgGKBlgqC9/aGFfjHgEkY8f9tau216Tjt+k47XoeM3+stek7bcG97XQawXM1+f6sCZK+tJNIgbmL2ItGtC3vtehJFqEaDGmR7/uKY4DIF5bD9kXJ9KVSIfBtUA4gnA5JqpojGxf4AhHENYjVE/1U1DWXWpfbnOcFcYNV9+rvasseAtMpicZS4/hGi6u4ZIyUhjCQAeadq1N1amyaq/SMTtkj2b7kQhLkNVZXlt4DYCW2UILjR3b2IGNDjWfpk+zqK/xTPQs9UqHXqhQHsQdUF1N3IW4C1Zo86PnXubSlVlOfXae6uIqQRAQxzGO45LPFslk0hSGChSnCuTyWQzTJIxiqq0Oy402f/Xmh5v+PAgB7Z5HNuWScR0cy8QxDVzLJOXYpGwL2+qPOnjppeOc+PAU3Q3MIxMSHhWSmpYnmP37d/PMc09juw5vnr7IYu3+pu/eD3eqafkicSyLP/3R62vLzVaHerPf6ul5PgJBvpAjiCIsw0ArTX21wfJChdpyE78bY5sOlukgB2kcKSVSGBjS6Kd1pMQQBnKw3F/HQAhJrKK1CdHx4Fp97jrW8aA9VxGrED/0bhInHkHk9Wtb1h29P3+g/+KKX2EgFrkhbu687kB83rSe1tFgebC/1kD02BJp0xc8dj/1JK2+2EGKQdpGgFL92+ZNtTdG/3GtgbifetExmMKg5JYYy44yVhgl5+YA6PoeXhQSRCFeGCKUJG26+EFEt+PjBxGGkLiWjWOZzFfrXFpYHqi9gRne4HL9/55LuWwbKVHOpTGEwDD6n5cgCvHDmF4Q0fV8Wj2PequLH93eYG68VGB8KM9wLoOUsv9nEFimgTNoXY7jmFazTbPRpN3q0Ov18Dwfz/Ppdnt0uz2CICnETXg0SQpxEzYknXb5gz98DSuV4sK1Fa4s1+h4t5pbbSWPimi5jiElU8NDPLVjgpRjE/gBJz78mHOfXQT6HVXJD/yTgxCCdDqF6zo4jo3rumSzaQrFArlCjkI+h2lb+GFEpdmh2upQabSotTYueJVCUMpnGMpmyKUc8imXfCaFbRrEUYTvB4Oap/5PsmVZ2LYFCIQUKK1p93zSjs1qpcbMpRmWl6uEg1SPHggV7yF/dxMSvggS0ZJwV3K5LHv37mTX3p1kc1manR6LjRZLq02qjTbhQ2h5flSZHi1zbHqc//nffv5l70rCI4zrOoyMlBkdG2Z8cpzycIkPL1zh8mKFiXJxLRqST7vEcUy1UqOyUqNRb9BotGg0mpu2vJdSks2mEULSaDz6btEJCQ9CIloS7plCIc/k5BiT2yYYHilj2xYaWGm2efPTi8Tq/tt/H2XR4lgmP3nlOP/9L/6KTudWD5eEhI1wXYffe+0VxsZHuHplgauzcywvV2g0Wl/2riUkPFYkoiVhSxBCcOjwfl546VlipVFa4wUBHS/g/LUVas02adch7dhk3P6wtUanS73dxbspvaKCgP07txHGikqjRRBFTI+WyaUc5ip1Ko0WubTLnokRhjIpbNPEsUwsywQNy/Umc7UG16r1ddvdCgqZFK8e2YtrWYhBnUWj3uTD90/SaLTo9TyiDWoNEhISEhIenES0JDwUDEOSSqUoFHIcffow+UKOTrtDu92h0+qg0QyVhigOFUin+7b5XS8g5VhcnblKGMWMjo2QSjlcvnSFxmqdHbt3MDY2QqvZ5rPTZ1lZqeJ5Ab7vEwQhUkomJ8eY3rGNbdsncdMpgiii6wV0/YBuENLxAurtvlgKtkBgDBdyHNo+TtqxcG0LyzCu9/7e0iYqpeTjjz5NvC8SEhIS7pNEtCQ8MmQyfTOzrXTptCyTTCa9dsnlswyVhiiVijiOMzA0Eyil8cMIPwyJlSbt9ls/uakAsm8AMrgGojim5wc0eh6Nrker62FbJlnXIeva5FIOGdfFGFjjR1HEr37xBktLlS17fQkJCQlPEokjbsIjw8OoEwnDiHq9Sb1+5wJFKSWOY+M4NqZp0ul06fXuPCjOskzS6TTFYp5iMc/UUAHf92lWVlhotmm12rTbHeL40bD4T0hISPiqkoiWhCcKpRS9nndXoXIzYRjRaDRpNJrMzj7EnUtISEhIuCOPlvd4QkJCQkJCQsIGJKIlISEhISEh4bEgES0JCQkJCQkJjwWJaElISEhISEh4LEhES0JCQkJCQsJjwR27h44ff+YL2o2EhISEhISEhD7Dw8O3vf+O5nIJCQkJCQkJCY8KSXooISEhISEh4bEgES0JCQkJCQkJjwWJaElISEhISEh4LEhES0JCQkJCQsJjQSJaEhISEhISEh4L/n+WWvmnc1dClQAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 720x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = common_features(OCEAN=True, LAND=True, projection=ccrs.PlateCarree(central_longitude=-100), figsize=[10,5], dark_theme=True)\n",
    "\n",
    "\n",
    "# Draw boundary of GOES17\n",
    "ax.add_geometries([FOV_17], crs=geo17,\n",
    "                   facecolor='tab:purple', edgecolor='k', alpha=0.3, linewidth=3)\n",
    "ax.add_geometries([FOV_17], crs=geo17,\n",
    "                   facecolor='none', edgecolor='tab:purple', alpha=1, linewidth=3)\n",
    "\n",
    "# Draw boundary of GOES16\n",
    "ax.add_geometries([FOV_16], crs=geo16,\n",
    "                   facecolor='tab:green', edgecolor='k', alpha=0.3, linewidth=3)\n",
    "ax.add_geometries([FOV_16], crs=geo16,\n",
    "                   facecolor='none', edgecolor='tab:green', alpha=1, linewidth=3)\n",
    "\n",
    "# Draw boundary of GOES-Central (test phase)\n",
    "ax.add_geometries([FOV_central], crs=geocentral,\n",
    "                   facecolor='none', edgecolor='k', alpha=.4, linewidth=3, linestyle='--')\n",
    "\n",
    "\n",
    "ax.text(g17.geospatial_lat_lon_extent.geospatial_lon_nadir-90,\n",
    "        g17.geospatial_lat_lon_extent.geospatial_lat_nadir,\n",
    "        'GOES-West', transform=pc,\n",
    "       rotation=90, va='center', fontsize=15, color='tab:purple', fontweight='bold')\n",
    "\n",
    "ax.text(g16.geospatial_lat_lon_extent.geospatial_lon_nadir+80,\n",
    "        g16.geospatial_lat_lon_extent.geospatial_lat_nadir,\n",
    "        'GOES-East', transform=pc,\n",
    "       rotation=-90, va='center', fontsize=15, color='tab:green', fontweight='bold')\n",
    "\n",
    "plt.title('GOES ABI Field of View', fontsize=20)\n",
    "\n",
    "plt.savefig('../images/ABI_field-of-view.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'a': 6378137.0,\n",
       " 'b': 6356752.31414,\n",
       " 'rf': 298.2572221,\n",
       " 'proj': 'geos',\n",
       " 'lon_0': -75.0,\n",
       " 'lat_0': 0.0,\n",
       " 'h': 35786023.0,\n",
       " 'x_0': 0,\n",
       " 'y_0': 0,\n",
       " 'units': 'm',\n",
       " 'sweep': 'x'}"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "geo16.proj4_params"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'a': 6378137.0,\n",
       " 'b': 6356752.31414,\n",
       " 'rf': 298.2572221,\n",
       " 'proj': 'geos',\n",
       " 'lon_0': -89.5,\n",
       " 'lat_0': 0.0,\n",
       " 'h': 35786023.0,\n",
       " 'x_0': 0,\n",
       " 'y_0': 0,\n",
       " 'units': 'm',\n",
       " 'sweep': 'x'}"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "geocentral.proj4_params"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'a': 6378137.0,\n",
       " 'b': 6356752.31414,\n",
       " 'rf': 298.2572221,\n",
       " 'proj': 'geos',\n",
       " 'lon_0': -137.0,\n",
       " 'lat_0': 0.0,\n",
       " 'h': 35786023.0,\n",
       " 'x_0': 0,\n",
       " 'y_0': 0,\n",
       " 'units': 'm',\n",
       " 'sweep': 'x'}"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "geo17.proj4_params"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}