{ "currentVersion": 11.4, "cimVersion": "3.4.0", "id": 18, "name": "Red", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 25830, "latestWkid": 25830, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "c96262ebbd0509f08586bc341e8f2e94", "imageData": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAANZwAADWcBvCcmtQAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAACAASURBVHic7J152B5FlbfvkwQI+yoQNgNBUFFkEVFkiQsigrjrjChBHBVnRlw/F1AIguAy46gz4z4CCqMjo6IsgqKigiwjmyuoQFgkYQ+yBUg43x/VTTpv3uV5nj7VVd197uvqK9838p46far7+f26urpKVBXH6RsishawC7DJmGNjYAlwG3B78e9twM3A1eo3TDJE5CnANoQ+2qTy71rAHazYX7cR+uvuNNk6Tv6I/545fUFEngy8BNgf2BtYdcgQdwDnAj8EznNxiUth0l7A8j7bcsgQy4BLCf31Q+AKN3COsxw3AE6nEZENgPcCrwdmG4YuxeU/gW+p6mOGsXuNiOwPvIfRTNpk3AZ8F/i4qt5kGNdxWokbAKeTiMi6wLuLY53Izf0eOAb4rj9hjo6IvAA4DnhO5KYeAb4KfExVb43cluNkixsAp1MUw8ZHAO8D1m+4+auAo1X1zIbbbTUisidwPLBPw00vAb4InKiqtzfctuMkxw2A0xlE5KnAGcCTEqdyKvBWVX0ocR5ZIyLTgBOADyRO5Q7gtap6QeI8HKdR3AA4nUBEXgGcAqydOpeCK4BXquqNqRPJERFZH/gmsF/qXAqWAu9R1X9PnYjjNMW01Ak4Th1EZJqIHA98h3zEH8Inhr8WkeenTiQ3RGQH4DLyEX+AGcDnROQkEVktdTKO0wQ+AuC0FhFZlSD8B6bOZRKWAW9X1a+kTiQHRORFhD5bK3Uuk3AZsJ+qLk6diOPExA2A01pE5MvAW1LnMQDLgBer6vmpE0lJsZDPJcT/KsOCc4ED/PNOp8v4KwCnlYjIP9MO8QeYDvyPiGyTOpFUiMh6wPdph/gDvBj4ROokHCcmPgLgtI7ivfp5hPe2beJ3wHNU9f7UiTSJiEwHzgFelDqXEXijqp6aOgnHiYGPADitoniK/jbtE3+ApwGniIikTqRhPkk7xR/gKyKyW+okHCcGPgLgtAoROZ+wPnybOUxVT0qdRBMUozU/SZ1HTa4DnqKqj6ZOxHEs8REApzUUM8jbLv4A83v0qdkJqRMwYA7w5tRJOI41bgCcVlAMm388dR5GbAUcnjqJ2IjIy4DdU+dhxEdEZPXUSTiOJf4KwGkFIvL3wH9HbOIBwlr+VwDrArsCTybM4I/B7cA2qvpApPhJKZb5vZow7yEW1wGXA38FdiT02XoR23u/qn4qYnzHaRQ3AE72iMgqwDWA9Wd0vwK+QBD9a8Z+8y0iawI7EXan+yCwoXH7H1bVjxnHzAIROZiwJ4IlDwH/ClwAXD7eQj0iModgBN6I/QJRdxFM29+M4zpOEtwAONkjIgcRviG3YgnwEeDTgy70IiKbEHaOe7lhHncCm6rqMsOYWSAiVwA7G4b8FfAmVf3TEDm8EfgstrtCvlNVP2cYz3GS4XMAnDZg+SR3GbCzqv7LMKu8qeptqvoK4A3APUa5bEQYXegUIrI5duL/EPBeYK9hxB9AVb8B7ABYbs/8UsNYjpMUNwBO1hST/6wMwA+APVT1mlEDqOpphNcCViagi4JygFGc+wkLJw08UjMWVV2oqgcRXh1YsLeI5LyPgeMMjBsAJ3d2AWYZxLkbeJvFcLuq3gS8s35KgBuAyThUVa82inUU8AeDOKsC+xrEcZzkuAFwcsdKIN+hqouMYpXDyxZDy08pJq51AhGZCbzQINRXVfU7BnEAUNWHgTcRNmaqS867TzrOwLgBcHLHQkzOUNUYnxC+DZtXAfsbxMiFPYE1asZYAsyvn8qKqOplwL8YhNrPIIbjJMcNgJM7WxnEeJdBjJVQ1YXY7BjXpV0CLc7lG6r6V4M443EMsNLng0OyuYisapGM46TEDYCTLcUEwE1rhvmrqt5okc8EXGQQo+455oTFuVxsEGNcilcBVxqE6lKfOT3FDYCTMxsCq9SMcblFIpNwFTDSDPUKXRITi3OJ3WduABwHNwBO3ljM/o8qJqp6P3BtzTBdEpO657IEm9n6k3GFQYwu9ZnTU9wAODmTvQEwasPiPHOh7rn8VlWXmmQyMRYjAF3qM6enuAFwcsZi97W7DWLEbmOmSRZ5UPdcrBZYit1Gl/rM6SluAJycWWgQYxeDGLHbMFufIAPqnovl/gETsZNBjC71mdNT3AA4OWNhAHY1iDEhxba3dQWlS2JS91yeICJbmGQyMRYmo0t95vQUNwBOziwC6m5XGdUAANsDddeG75KYWJxL7D6zGBXqUp85PcUNgJMtqvooYQ/2OjxVRCzmEkyEhVhZjHTkQvajNtiMAHSpz5ye4gbAyZ26P7QzCEv2mlMM/7/dINStBjFyweJcDhaRuus/jIuI7E/91QofUNW/WeTjOClxA+DkziUGMU4Qke0M4ozlPcAeBnF+YRAjFy6k/mubbYA3G+SyAiKyHvAVg1C/NIjhOMlxA+DkzlkGMVYHTiqe2E0QkScDxxmEuhub5YSzoNhx0WLthY+JyJYGcap8BtjcII7FNek4yXED4OTO+YTV4eqyB+GJvTYiMh04BZtvwX+oqhZb1ObE2QYxNgB+JSJrGsRCRA4E5lnEwub8HCc5bgCcrFHVB4GfGoX7mIjUEoFiQuE3gGfZpMSZRnFywuoJeQvgWhHZqE4QEXkhwbBZ8HtVXWAUy3GS4gbAaQNWIrkqcLKIfHaUJ0sR2Z7wjvvvjfJ5FDjXKFZOXI7dZ3KbA78TkecO+4cisoqIfIhQ4w2M8vGnf6czuAFw2sAZwEOG8Y4AbhCR94nIpGu6i8h0EXmGiJwC/B7blQW/p6r3GsbLAlVV4OuGITcBLhSRM0Vkj6m+EBCRDUTkMOBPwAnAdKM8HsP2vBwnKRLuVcfJGxH5OPCBSOFvI2zreyVwNbA+YXW/nYCnY7MnwViWAU9T1WsixE6OiGwIXA+sEyH8I4QdA68qjluBp7G8z7aK0CbAaar6hkixHadx3AA4raD4hOt6gjh3gf9W1YNTJxETETkWODp1HkYsBZ6sqtelTsRxrPBXAE4rUNXFwImp8zDkqSKybuokYiEiM4AdU+dhyNdc/J2u4SMATmsQkZnAnwmzw7vApcB+XZsHUIj/N4FXp87FiCXAk1T1ltSJOI4lPgLgtAZVXQK8K3UehuwOnNelkYAOij/AsS7+ThdxA+C0ClX9DmFmd1fojAnoqPj/j6p+PHUSjhMDfwXgtI5iSd8zgJemzsWQVr8O6Kj4Xw7spaqWn6A6Tja4AXBaiYisTdgo6KmpczGklSago+K/CNjNh/6dLuOvAJxWoqr3AQcBd6bOxZDWvQ7oqPg/BLzSxd/pOm4AnNZSfJa1O/C71LkY0hoT0FHxvwXYW1UvTp2I48TGDYDTalT1euA5wHdT52JIaQJirKJnQkfF/1eEYf9fp07EcZrADYDTelT1foIQHQN0ZVLL7sCPcjQBHRX/rwHPU1WrTYwcJ3t8EqDTKUTkpcB/AlumzsWIS4EXqerfUicCnRT/e4AjVfWLqRNxnKZxA+BMSrEX+07ApsUxq/h3I2AxYbb0wuLfRYT90m9Ok21ARFYD/hE4kpBnEywk1CYGWZiABsT/VmCzSLHH8iDwWeCTxTLTyRCRjQnLJpf3VnmfbUi4x8r7q/z3d6r61zTZOl3CDYCzEiLyDOBA4ADCUPSwr4p+S9g3/SzgElVdZpvhYBSfCr4PeA+wVqRmrgGOUtXvisiJwAcjtZPUBDQg/qcB84A9CQs97RGpnUeBrwLHqerCSG1MiogIsDPh/joQ2A2QIcNcTbi/zgYuVdXHTJN0eoEbAAcAEdmEsN3ua7Bda/9u4AfACar6Z8O4AyMiTyAI1wHA86m/ve+twDnAmcDZVYPTRRPQlPiPqeNc4GWEPntSzfhLgYsIYnm6qi6oGW8kRGQW4dp4NbYjHXcSFsY6sZgU6zgD4Qag5xSTzP4f8G5gzYhNLQVOIqyrnmz4UkRWJ5iAA4G9CD/Ek20xvAy4nbAV8XnAWap65RRtdMYEpBD/cXLYjmAEXgJsD2wCrDpJzPsIw+WXEZ6Sz0s5zF9sZf0B4AhgjYhNJR/dcNqFG4CeUuys90/AhwjvGptiCWGS3omqeleD7U5IMWdg08qxhOVzGu4YZXi1CyYgB/Efj2IIfQOWvytfm2DSFgKLVPVB60RHoTCbRxDEfzKTac2DwOcI8xvuabBdp2W4AeghIvJk4PvAdgnTuBt4rar+JGEOUWmzCchV/NuCiDyNMCw/J2EadwCvVtVfJMzByRhfB6BnFJ/JXUpa8YfwBHeeiLwzcR7RUNUPAbF2kou2ToCLfz1E5OXAxaQVf4AnAOeLyOGJ83AyxQ1AjxCRowhP/rksLjMd+IyIfK0Yhu8cbTMBLv6jI4GjCatSxvrqZFhWAb4gIl8UkVVSJ+Pkhb8C6AHF+/5vkPfiLRcDL1fV21MnEoM2vA5w8R+d4h47FXhV6lwm4ReETY6ymHvjpMcNQA8QkdOA16fOYwAuJizH+nDqRGKQswlw8a+HiPw38Pep8xiAnwP7quqjqRNx0uOvADqOiLyfdog/hE19vpA6iVjk+jrAxb8eIvIh2iH+APsQVkB0HB8B6DIisj/hO+i2Gb13qWpnf6RyGglw8a+HiBwEfI/23WOHq+qXUifhpMUNQEcRke0JYpD9vvLjsAzYzz8RHJmBTICLfz1EZAfCa6u1U+cyAo8CL1DVX6ZOxEmHG4AOIiLTCWuF75A6lxrcDWzX5QlLKU2Ai389ihn1v6f+MsUpuZ1wj92bOhEnDW0btnIGYx7tFn8I6wR8KHUSMUk1J8DF34S30G7xB9iYsAy401N8BKBjiMiqwJ+BrVLnYsASYNuub33a5EiAi399iiV+ryPe9s9N8gCwTVc/v3Umx0cAusfbiC/+DwBXEIbpYzITOCZyG8lpaiTAxd+Mfya++N8PXA7EXst/TeDDkdtwMsVHADqEiKxB2LVuE+PQ1xK2Ur2iOK4tN8gRkdnALsCuwAuBZxm3vRR4aqqthJsk8kjAZYTNcl4WKX4vxL94pXI99hto/YGwxXR5j/25co9tTbi/dgFeVPy/LXmEMBfgRuO4Tua4AegQxbr6nzEMeQtwNPD1QX/YReQlwAnAMwzzOFlV32QYL1sim4BY9EL8AUTkA9iO1twIfAQ4bdBdJ4tPD0/Adp7PF1X17YbxnBbgBqBDiMjPgb2Nwv2UsFvf0LPwi3kIXwAOM8rlbmDjPggMtM4E9Eb8AUTkUuxGuc4D/k5VF4+Qx0zgq8DBRrksBDZXF4Re4XMAOoKIbAA81yjcKYTv8Ef6BE9VH1HVNxOebCzYAHi2UazsiTwnwJK+if+mwG5G4b4MHDCK+AOo6hJVfQNwvFE+swivGJwe4QagO+xP2F2vLj8H3qKqS+sGUtXjga/VTwmAA43itIIWmIBeiX/BAYAYxPkx8I8WtVPVjwD/XT8loGf3mOMGoEu81CDGHcCrjTcKeTthUaK6HGAQo1VkbAL6KP5gc48tJLxas6zdm4E/GsTp3T3Wd9wAdIDi864XG4T6uKreaRDncVT1EeBIg1BPF5EtDeK0igxNQC/FX0RWA/Y1CHX8qMP+E6GqS7D5lO+ZImL9BZGTMW4AusEW1F/z/3bg8wa5rISqnkP4DK0ubV/dcCQyMgG9FP+CrYE1asa4BfiKQS4roarfpf5ImwBPMUjHaQluALrBpgYxLiqeJGJxvkEMi/NsJRmYgD6LP9hce780fr02FovNs3p7j/URNwDdwOKmvdIgxmRcbhCj1z9OCU1A38Uf/B5zOogbgG5gsSzpVQYxJuMKgxhdWHu9FoUJOLHBJl38A36POZ3DDUA3yP7pRFUXUH/vAH86AVT1SJoxAS7+y8n+HgP+RNhDoA5+j/UINwDdYL2af/8o0MSOewtq/n3d8+wSRwPXRIx/J/AOF//HqXvtPWD9hc1YiqWEb6oZxu+xHuEGoBvU/WFZBdjWIpGJEJFpwPY1w0T9AW0LlV39nhyxmY2Ac4rNb5z6196asT9jFRGL+9jvsR7hBqAbLDKIsZNBjMnYnrD1aB0szrPVNLClb5VnA+e5CQDacY89DVi1Zoze32N9wg1AN1hoEGNngxiTYbHOuMV5tpaGxb/ETUDA7zGnc7gB6AZteDqx+HHq7dNJIvEvcRPg95jTQdwAdAOLm/a5xY6C5ojIdGzWGe/lj1Ni8S/puwmwuPb2iVW/4v3//gahenmP9RU3AN3gr9S/cdcBPmCQy3gcQv0JgI8R/zvq7MhE/Ev6bAJuoP5nrBsA7zXIZTz+gbBccR2WAr81yMVpCW4AOoCqKnC2Qah3iIjpzHIR2RD4qEGoS2N/RpUbmYl/SS9NQPE55A8NQr1XROYYxHmcYgOfYwxC/VJV7zWI47QENwDd4UyDGKsD3xcRk2+BCwH7NmGzorpYGJzWkKn4l/TSBGBzj60JXCAiaxvEQkRWBf4XsNjFr1f3mOMGoEucD1hs5rMd8N26JqB4J/lV4PkGOQGcZRQnezIX/5I+moBzCYtm1WUL4I91TUAh/icDexrkBD26x5yAG4COoKoPAD81Cvc84NJRXweIyEbAj4F5Rvncoqp1tzptBS0R/5JemYBiePyXRuE2B/4gIiMt3FMM+/8M+HujfK5T1WuNYjktwQ1At/gfw1jbAVeIyCcG/TpARGaKyHuAPwD7GOZyumGsbGmZ+Jf0ygRge49tAVwtIh8TkXUH+QMRWUNE3k+4x/YwzOXbhrGcliBh/pjTBYrP7f5AEG9L/gZcRJiFf2Xx718ITzE7E75v3hl4LrCxcdsPAHNU9TbjuFnRgPifBtwMfDBS/EuA/VT1b5HiZ0Ex7H4tMNs49L2Ee6y8v64ErieYhJ0rx3MJyzRbt72Nqtb9ysFpGW4AOoaIvBbbp5SJeJSwh0BsjlfVjzTQTjIaEv95qrpMRE4APhSpnb6YgEOAUxpoqql77MOq+rEG2nEyw18BdI/TaeZ7+SZ+mABubKidJDQp/hB9K+G+vA5YQFiXIjZN3GO3AZ9poB0nQ9wAdIxiTYCjUudhyBdF5ODUScSgafEvcRMwOiKyJ+Fzua78dh5XTCB2eoi/AugoInIe8KLUeRixjCBkp6VOxIpU4j8mB38dMASF+P8QWCt1Lkb8DthFVS0+bXRaiBuAjlKswPd/1F8eNBc6YwJyEP9KLm4CBqCD4n8PsJuqXpc6EScdXRnGcsagqncBLyfMou8C04FT2v46ICfxB38dMAgdFP9lwN+5+DtuADqMqv4GODR1Hoa02gTkJv4lbgImpoPiD/ABVf1R6iSc9LgB6Diq+r9Alz7xaaUJyFX8S9wErExHxf80Vf3X1Ek4eeAGoB98BDcBychd/EvcBCyno+J/MvDm1Ek4+eCTAHuEiLya8COwZuJUrMh+YmBbxL9K3ycGdlD8lwHvU1X/3t9ZATcAPUNEdgTOwL8OiE4bxb+kryagg+J/N/A6VT0/dSJOfvgrgJ5RTAzcDejKJKAsXwe0Wfyhn68DOij+VwPPcvF3JsINQA9R1btUdT/gAJpZNrjK0ggxszIBbRf/kj6ZgMjiH7WfxuEGwlbcu/infs5kuAHoMap6DrAL8DrgT5GbWwT8M7AjcEuE+FmYgK6If0kfTEBk8b8X2As4GIgtxrcC/whsr6pfV9Um9itwWozPAXCAx7cSPphgBp4PzDQIu4ywxel3ga+o6oNFW9sCPyNsdWpNsjkBXRP/Kl2dE9CA+O+nqpcWbc0ADgFeC8wFVjNoYylwIfAd4L9U9SGDmE5PcAPgrISIrAm8EHgp4TXBpkP8+b3AucCZwA8n2mO8ayagy+Jf0jUT0KT4j9P2WoS9Og4k3GMbDxH7Hla8xxbXzNXpKW4AnEkREQE2J5iATYFZxb8bAYsJQ/sLi38XAbeo6kDv+btiAvog/iVdMQEpxX+cXKYBm7H83irvsw0J91h5f5X/3pLDteC0HzcAI1CI4iasLIrrAXcyRhRV9c5EqWZP201An8S/REQ+BhwZKXx0E5CT+PcREVmX8JtZ/m7OIoyAPMCKDxMLgdsGfaBwhscNwICIyHpAOXN+f8IT8KDcRNhD/Gzgp/6ebkVEZA5wAS0zAX0U/5K2mgAR2Qs4Bxf/xijuk+ey/HXHU4b48/uBHwNnAeeo6iL7DPuLG4BJEJE1gLcAryBcwDMMwj4E/BT4NmFd7ux+3FPQNhPQZ/EvaZsJcPFvFhE5EHgD4cFpPYOQClxOmPvweR9ZrY8bgHEQkVWBtwFHEYb6Y/Enwjr9p6t3RGtMgIv/ctpiAlz8m0NEXkDYe2T3iM3cB3wa+HSOK0q2BlX1ozgI35IfBtxIcJtNHVcCL0l9/jkcwBzg5kh1XgocXDO/GcDpEa+FU4HpqfthyJp8LGI9LgbWqZnfXgTBiJHfYmD31H2QwwE8hzC62eRv553A+4CZqc+/jYePABSIyHaE79V3SJjGecDrdYJP5/pCriMB/uQ/MbmOBPiTf3xEZHXgS8AbE6ZxC/AaVb0kYQ6tww0AICL7Ad/C5j1VXa4DDlLVP6ROJCW5mQAX/6nJzQS4+MdHRDYnbC72zNS5AA8Dh6vqyakTaQu9XwpYRN5NmJ2fg/hDGAK/pJhA01s0rGE+lwyWDXbxHwxVPQo4IVL4oZYNdvGPj4jsDvwfeYg/hJUVTxKRfytWNnWmoLcGQERWFZGTCBNJcrtY1ga+LyIfSJ1ISnIwAS7+w5GDCXDxj4+IvBH4OeEb/tx4F3CuiKyfOpHc6e0rABH5JvB3qfMYgA+q6idSJ5GSVK8DXPxHJ9XrABf/+IjI6wivTHPnEmCuqj6cOpFc6eUIgIgcSTvEH+AEfx3Q/EiAi389UowEuPjHR0R2Br6WOo8BeTbwxdRJ5EzvRgBE5GXA9wBJncsQ3Ac82ycGNjMS4OJvR1MjAS7+8RGRjQnv/LdKncuQvFtVP5M6iRzplQEQkacDvyLOj0RsrgOe5Z8IRjcBhxF2QXTxN6IBE3AsYW0GF/9IiMgqhG/890ydywgsA16squenTiQ3emMARGQm8Htgm9S51OA8VX1x6iRSE9kEKPFGh3on/iWRTcAy4kzkdfEvEJHPAkekzqMGdwM7qupfUyeSE32aA3AE7RZ/gP1E5CWpk0hN5DkBLv4RiDwnwMU/IiKyPfBPqfOoyQbAMamTyI1ejAAUn4NcB3Ths5CrgF20Dx03BZFHAizptfhXiTwSYIWLfwUROZ14r8SaZCnwFFX9S+pEcqEvIwAfpBnxf7SBNnYCXtNAO9kTeSTAChf/CpFHAixw8a8gIs8EXtVAU038ds4APtpAO62h8yMAIrIF8GdgpnHoewgblVwOXFH8+1dgW2BXYJfieDawhnHbfwKe6qISyHgkwMV/AjIdCXDxH4OI/Bh4oXHYh4FLCb+bVxA2Q/sjsCGwc3HsQthN0PqLAwV2UtXfGMdtJX0wAJ8D3mEYcjHwKeCzqvrAAO1vTNhW+HBgVcM85qnq1w3jtZoMTYCL/xRkZgJc/McgInsTVvuz5DLCfXHNAO3PAD4AHI3tb+f3VPWVhvFaSx8MwC3A5kbhLgJepaq3jZDH0wnrD8wxyuUsVX2pUaxOkJEJcPEfkExMgIv/OIjIvwP/bBTuYWA+8Klh7wsR2RE4mTAyYJXLRqp6v1G81tLpOQAisit24n8q8PxRxB9AVX8L7EYQKAteUHza6BRkMifAxX8IMpgT4OI/MQcYxbkW2FVVPz7KfVEM1+8OnGiUz2rAvkaxWk2nDQBwkFGca4G3qOojdYKo6j3AKwlfJNRldeD5BnE6RWIT4OI/AglNgIv/BIjIU4GtDULdAxygqr+vE0RVH1XVI4EvG+QEYbGv3uMGYGrKJWKXGMQqTcArgFpmosDKoXeKRCbAxb8GCUyAi//kWP22/H1xP1rxDsI8grq8RETatBx8FDprAERkS8Inc3X5lPWPRPE6wGKTit4vCjQRDZsAF38DGjQBLv5TY2EAfqCq5xnEeZxiFPZdBqE2AZ5lEKfVdNYAADsYxLiGMHElBh8DHqwZY7aIbGiRTBcpTMALgIciNnMRLv5mFCbgGxGbWAa80sV/SnY1iHGUQYyVUNWLgbMMQj3TIEar6bIBmGUQ48xYe0mr6u2EjUzqsqlBjE5SfEb0McJ8iVg8m/ZsLZ09xa5+r4jYxHTg+LFbCTvLEZE1qb+x0vWq+juLfCbgTIMYvf/tdAMwOVcaxJiMKwxiWJxn52hgS9+S6cApInJw5HY6T+Qtfas8BzjXTcCEWPymWPy2TcZVBjF6/9vpBmByYl/EFvF772LH0qD4l7gJqEmD4l/iJmBiLH5TYv92/pbwOqcOvf/tdAMwMfcTlhCOyeUGMXrvYqskEP8SNwEjkkD8S9wEjI/Fb4rFb9uEqOpDhM+z69D7384uG4An1Pz7a1X1MZNMJuYv1N8EYyOLRLpAQvEvcRMwJIX4/5Dmxb/ETcDKWPym/MEgxlT8sebf9/63s8sGYHHNv59tkcQUbA6sUjNG3fPsBBmIf4mbgAGpiP+aiVNxE7AiFr8pFosITcUTa/597387u2wAFtb8+w1FxHonqrHsYhBjkUGMVpOR+Je4CZiCjMS/xE3Acix+Uyx+2yakuOefXjNM73873QBMTtSL2Ch+ry/iDMW/xE3ABGQo/iVuAgJt+O18CmFN/zr0+rcT3ABMhdXuUxNhsdhGby/ijMW/xE3AGDIW/5LSBKydOpGEWPymWPy2TYbFKq+9/e0scQMwOS80iDEuIrIGYRGZulicZ+togfiXuAkoaIH4lzwHOK+vJkBVFwN19z55sohsZpHPBFhshNbL384qXTYAFp/w7SEihxvEGY8jgLrL+N4N3G6QS6tokfiX9N4EtEj8S3ptAqg/i386cLRFImMRkW2BNxiEqvsVQevprAFQ1WuA6w1C/YuIbGMQ53FEZBPg/QahftjAp4pZ0YD4f584Gwj11gREFv97gZMjxIV+m4BzLiJKUQAAIABJREFUDGK8WUQs9mQZyyeBGTVj3A9cUD+VdtNZA1DwfYMYawIni4hJrURkFeB0YH2DcGcbxGgNDYj/acCriLeLYO9MQAPiv5+qvomw50MM+moCLH5bZhBqt55BLABE5L3Y7BXx41j7vLSJrhuAHxjF2QuDna1EZDrw+SJeXZYB5xrEaQUNif88VV0WeSvh3piAhsT/UgBV/TBuAiy5DLjDIM7mwO+KDYZqISIvBz5RPyXAZjOh9qOqnT0IDvQuQI2OLwOrjpjLBsCPDHP5Rer6NtyPpxvWbuxxKjB9nHbnADdHanMpcHDq2kbss70Iw6wxarcY2H2Cdo+PeJ38Clg7dW0b7MOvG9buZmB2jVyOJDz0WOSyDNg4dX1zODo9AqCqS7HZN7rkLcClIvKiQf9ARKaJyCHA1cC+hrmcYRgrW5p88h/7P6iPBIxEk0/+Y1EfCbDE8jdmC+BqETlSRAZe9llEnisiFxD61EqvLtKwHXvvkcJddRYReRpBfK3Nzi+B8wlbBl+lqjcX7QmwLWENgZ2AA6m/YtVYbgfmqOr9xnGzIqX4j8ljDmHC0BYRclhW5HBahNiNk1L8x+RxPAav7Sbg4iKP+yLFz4Ji3tNV2P9+3UV4fXlVeajqncX9/mTC7+ZOhM+kn2vcNoS++1GEuK2j8wYAQEROBuZFbuYuYAGwPfE3NnmXqn42chtJyUX8K/m4CZiCXMS/ko+bgJqIyIE08758EbAeMDNyOxeo6vMit9Ea+mIAnkjYOrLu0pE5sBTYXlUtPnHMktzEv8RNwMTkJv4lbgLqISLrEt7fd+W1xx6qenHqJHKh03MASlT1RuALqfMwovy0JoYIJSdX8QefEzARuYo/+JyAOhTifx7dEf+zXPxXpBcjAAAishHwF2Dd1LkY8RfgeaoaQ4ySkLP4V/GRgOXkLP5VfCRgOCriv3vqXIx4FHimqv4mdSI50YsRAABVvRN4PdCVlfO2BX7WlZGAtog/+EhAiYjsTQvEH3wkYBg6KP4A73DxX5neGAAAVT0H+GDqPAzphAlok/iX9N0EFOJ/Di0Q/xI3AVPTUfH/oqp+KXUSOdKbVwBVROTrwBtT52HIdcDcNr4OaKP4V+nj64A2in8Vfx0wPh0V/18AL1TVR1MnkiN9NQCrEX60LbbjzYXWmYC2i39Jn0xA28W/xE3AinRU/G8EdlNViyWNO0mvXgGUaNgE4mXAJalzMWQOcEFbXgd0RfyhP68DuiL+4K8DqnRU/K8DXuziPzm9NAAAxVKQcwnrXXeFVpiALol/SddNQJfEv8RNQGfF/3zgWRq2hHcmobcGAMJIgKrOA/4f3fk6IGsT0EXxL6mYgJsjhE9mAroo/iV9NgEdFf/PEp78706dSBvo5RyA8RCR/QnC1JV1ArKbE9Bl8a9SzAn4GbBlhPCNzgnosvhX6ducgA6K/yPA4ap6UupE2kQjBqDYVOIJwKbFMZOw9vMiYFHxTj45IrIJ4UfgbcCqidOxIBsT0BfxL+mCCeiL+Jf0xQR0TPwfI/yuHJ3L8ujFb90mwCyC3imwkKB3txe71OaBRthjGNiRcCNdCNxKWL9+sv2Z7wZ+B3we2B9YLUZeQ+S/FfBfA+Rd93gAOAF4a8S2/gJskbieM4DTI9bxVGB6ynOc4LznADdFOuelwMERc98buD9S7ouB3VP3zwTnfXzE6/RXwNqJz29dwuTnWOd4PPBe4I6IbZTHGcDTEtdzOrAX8EngcsJOrY9NkvMy4Dbg18CJwB7AtGT5GxVBgP2A/yB8elG3Y+8HvgccBqyfsHO3A04i7PRneeHeDHwa2KTS1sF00ATQU/GvnH/rTAA9Ff/K+XfSBBBf/OdX2lob+DBwjXEb9wPfTXkNEUawXwt8A7jT4JzuAE4hjI42+vBrUYyDgN9EvKgWE0YT1kzY4dMJ+1KfOOK5Litu/KOAZ0zSTqdMAD0X/0odWmMC6Ln4V+rQKRNAg+I/TtvbAu8Efgw8PELs64HPER4yk40OA6sQXg/fErGONxIefBv5XRt5DoCIvIAwe7ap90i3F+19SRPPGRCRLYEdWD6noXzXsx7BES5i+TufRcBVGvYiGCT2wQQ3ON0+8+bmBPTtnf9UtGFOQN/e+U9FV+YENPDO/1hVnT9gLmsBuxJ+M8vfzVnAxoRXotXfzYXAX1T12gg5D0wxh+31wLHANg01ey3wEeB/dVSRHoQRXNBs4CfEc0CDOKQDU7nAhpxmq0cC8Cf/ieqS7UgA/uQ/UV1aPRJAwif/LhyETzl/F7F+Ux1XADtFO78hi7E34Uk8VTHK4zHgyNQXR+QLr5UmABf/qeqTnQnAxX+q+rTSBODiX7d+hwJLItZv0OMB4NVRznGIYryV8K1l6mJUj28Cq6e+UCJegK0yAbj4D1qnbcjEBODiP2idWmUCcPGvU7vpwL9GrN0ox2PAfIpP983OdYBizAD+PYMCTHT8Gtg89UUT8WJshQnAxX/YeiU3Abj4D9tnrTABuPjXqd16wLkRa1f3+F8MJ8RPVQwhfHKR+qSnOm7BTcCoR20TgIv/qHVLZgJw8R+1z7I2Abj416nd2sT9os3quASYaXLOUxTkuAxOdtDj1/jrgFGPkU0ALv51+7VxE4CLf90+y9IE4OJfp0+nAWdGrJ31cZrJeU9SkFdncJLDHt9MfSFFvkizMgG4+Fv1a2MmABd/qz6L+XB0EUOaAFz86/bniRFrF+v4YO3znqAYzyDMPEx9gqMc/nXA6MfAJgAXf+t+jW4CcPG37rMsTAAu/nX78fURaxfzWEbNT+LHK8aGwIIMTm7U47G6Rcn9ILEJwMU/Vr/GNAHLiPdJU+/Ev9JnSU0ALv51+29X4KGI9Yt9/A148sjnP05BPpvBSdU9biTxhkINXLhJTAAu/rH7NaYJiHH0VvwrfZbEBODib9F3MevX1HHuyOc/phizGW2t5hyPI1JfXA1cvI2aAFz8m+rXtpiA3ot/pc8aNQG4+Fv02UEZ3ENWx94j1WBMQU7J4ESsjttIuIFQgxdxIyYAF/+m+zV3E+Div3KfNWICcPG36KtptOOTv0GPC0epw+ObAYnIDkVBpmHPzcCVxXEVYWOQnYpjZ+ApBIGx5sOq+rEIcbOigQ2EXgh8Ct/Yp1FEZBvgAuJsIFSH1m3s0xQichxhG9wY/IqwDe13yGBjnzZT/GaeGiH0Y4QHpysrx3SCzpV6N4ewxo41B6rq2UP9RcURnYGtI1kCfAbYbAA3thrwDwSjYJnDYmD91G6zIUcbcyTgvkhxFX/yn6pfcxsJ8Cf/qfss5kjA3yLGnp+6dg31zwyCSFvW7i7gA8A6A7S/HmGnv3uNc7hq6FoUCW1EmCVslcilwBNH6JiZwKeNi3JY6guuwQs7pgmIcbj4D9avuZgAF//B+6xNi6gpPRH/om+eZ1y7bwHrjpDHhsAPjHPZeZgcyuH+F2M39H8asI+q3jjsH6rqElV9DzCPMBnRgpcaxckeDfvBzyOYudzxYf8BUdXrgbmEEbJU+LD/EKjqRwgrBraBXgz7VzjAMNbRqvp3qnrvsH+oqncBLwdOMMxnuHMrnMi3sHEfZwLTjFzaIUY53U/HPwkcp3a5jwT4k/9o/ZpqJMCf/Efvs9xHAuanrlGCPrnGqHYnGOb0GaOcLhmmXSG8D7mD8F6iDtcQfiT+VjPO44jIp4F3G4R6iar+0CBOa4g8MbAO/uRfgwQTA/3JvyaRJwbWoW9P/ojIHML7/7qcDRykqo8ZxEJEZgDnA/vUDPUYMEtVbx/kP54GPJf64g/wz5biX3AkYae/uvTmNUCJ5vk6wMW/Jtrs6wAXfwM0z9cBvRP/ggMNYiwBDrcSfwBVXQq8jfq/19OA/Yf5j/eq2SDAT1T1JwZxVkBVlwDHGoTa2yBG66iYALMLtQYu/kZUTMBALn9EHsTF34zMTEBfxR9s9O4/VdXiwXQFVPVa4GSDUAOf4zRgM4MGv2YQYyK+QXifXQeLc2wlhQk4hLQmwMXfni2AtSLGnwlsGzF+78jEBPRZ/CF/vbOIPfA5TgM2NWjwcoMY46KqDwN/rBlmfRFZzSKfNpLYBLj4GyMiewPnAGtEbGYacEoxl8QxIrEJ6Lv4Q329e4Aw3y0WV1H/d3rgc5wGzKrZ2P3An2vGmIorDWJYGJ3WksgEuPgbUxH/NRtobjpuAsxJZAJc/AN1deBqy3f/Y1HVB6lvMAbWdIsRgKtiFqRswyBGrw0ANG4CXPyNaVj8S9wERKBhE+DiD4jIusDqNcNcYZFL5DaeICIDretjYQAsns6nwg2AEYUJeBPhm9FYfA8Xf1MSiX+Jm4AIFCbgU5GbOdHF/3EsNKAJvavbxnTgCYP8h9MInzTUYd2af99UG3XPsxMU35u+lDibUZTsSP1XS05BYvEvcRNgTPFEGvsLpX1EZO3IbbQFCw3olN5NAxbVbGiXmn8/CDsZxKh7nq2nEP9vEm9Xv5I5wAUiskXkdjpPJuJf4ibAiEL8zyPern4lewDnugkAbDSgCb2r28YSHXBpYgsD8BQRqfteZSp2NojRawPQoPiXuAmoSWbiX+ImoCYNin+JmwAe/6Jscc0wu1rkErmNgbVuGrCwZmPTgWfUjDEVdQ3AMsJyx70kgfiXuAkYkUzFv8RNwIgkEP8SNwGBunq3vYhEuydFZFPqvz4d+BwtRgAgXFxREJHNqL/u+e0NfKmQJQnFv8RNwJBkLv4lbgKGJKH4l7gJqK9304jbfxZaOtQIwPUGDb4z4kI77zeIYXGOrSMD8S9xEzAgIrIP+Yt/iZuAAclA/Ev6bgIstMBCk2LGHvgcpxEuyrpsBRxuEGcFROSJRnF7tRMgZCX+JW4CpqAQ/7OJI/73AbdFiOsmYAoyEv+SPpsAC73br7hXTRGRl2FzjQx8jqKqiMi1wHY1G30I2EtVTZYFFpGZwM+BZxmEe4aq/sYgTivIUPyrXAfMjbGZRpuJLP73AvsR5sFcQJythJcR1n44LULs1pKh+Ff5FfBiVb0vdSJNUfTHHcAqNUPdDuyoqiamWkS2BH4NbFwz1P3Ahqr6yCD/cbla0Nk1G4WwwtIZIrJ53UDFKkZfxUb8b3LxzwofCRhDE+KvqpdG3krYRwLGkLn4Qw9HAorP4y40CLUxcKWIrFM3UDGp8HvUF3+AHw8q/mBrACDsUHaJiIz8GUNR0O8DVj8kZxrFyZ4WiH+Jm4CCpsS//D+4CWiGFoh/Se9MAHZ6Nwv4Y52HXhGZTRiJsfq8cLhzU1UIwyGLCcvDWhwPAu8EVlNVBj2AFxB2/rPKQwk/gAPn0NYDmAGcbly72MdfgC1S1y5hn+1DGLKLUdvFwO6TtL0NcFOktpcCB6eub8J+XRe4JIP7a5jjImDt1LVrqH+2M67dHcBrKF6pD5jDNOANwJ2GeSwDNh2qFpWEjotwUd0IvAd4NrD6BEXYHng9cH6E9n8zTKe09SC++F9UXFwxYvfSBJBQ/Cs5uAmw79fY4v/zyPd5X0zAWRHqdwXwZsK6ODPGaXMVwpo2bwV+G6H9U4euQyW5dYC7Il5cS4uTPgX4HPBLwszkWO0pcFDqC62BCzm2+J9KGNp9A24CrPpsHxKLfyUXNwF2/Rpb/OcX7cR4WCuPXpgAwvLyj0Ws40PAZcAXgC8TJvg9HLG9R4E5Q9dhTFH+X8QEmz5uSX2RNXARNyL+lfbcBNTvs33IRPwrObkJqN+vjYh/pb2PRmyrLybgsog1bPr40kg1GFOQ1YFbMjiZKDdNlw4aFv9Ku24CRu+zfchM/Cu5uQkYvXaNin+lXTcBo/fZYcQdAWjyeIgRfzfHK8xbMzih6DdPmw8SiX+l/dgmYMvUNY7QZ/uQqfhXcnQTMHzNkoh/pX03AcP3WZfEX4F/HbkW4xRHgB9kcFKN3URtOkgs/pU83AQM3mf7kLn4V3J1EzB4rZKKfyUPNwGD91nXxP9KYM2R6zFBkdYGfp/ByTV+M+V8kIn4V/JxEzB1jfahJeJfydlNwNQ1ykL8K/m4CZi6Rl0T/9uArWrVZJJibQvcncFJJrupcjrITPwrebkJmLg2+9Ay8a/k7iZg4tpkJf6VvNwETFybron/w8CetesyRdH2LW7W1Ceb/OZKfPFmKf6V/NwErFyTfWip+FfOwU3AyjXJUvwr+bkJWLkmXRN/Bd5sUpsBivdW3ASkvHizFv9Knm4CltdiH1ou/pVzcROwvBZZi38lTzcBy2vRRfE/zqw+AxZxX/x1QIqLtxXiX8m39yaADol/5Zx6bwJoifhX8u29CaB74v8Q8AbTGg1RzG3xiYFNXrytEv9K3r01AXRQ/Cvn1lsTQMvEv5J3b00A3RP/W4DdzOs0ZFHXxj8RbOLibaX4V/LvnQmgw+JfOcfemQBaKv6V/HtnAuie+F/MkJv8DFyrEYorhHkBvmJgnIu31eJfOY/emAB6IP6Vc+2NCaDl4l85j96YALol/vcAH2TIXXWHqleNQq9O2Dsg5gZC5bGMsM/9lRHbaORmnKKmnRD/yvnENAHXkYEJoEfiXznnzpsAOiL+lfPpvAkgrvjfBHwVWBKxjuXxIHAisH70mhkUfR3C7lSLIxRiGXAGsEMXb8oxdeyU+FfOq7MmgB6Kf+XcO2sC6OjvDB02AcQV/xuAJxbtbEkwAjF29ltC2D1wVmN1M+yAVYAXAJ8Grq1RhHuAbxGEY6M+3Jx0VPwr59c5E0CPxb9Sg86ZADr4+zLm/DpnAmhI/Me0uRbwCoIZuLVG/JuBLwEHUWNJ31EPKU7GHBF5ErAf4UdiU2BW8e+mwExgUXEsLP69FfglcJGqLp0i9rrAecDuUZKHY1V1fqTYKyAiMwivN14dqYnTgHmquixS/IEQkTcApwDTIoS/HpirqjdHiL0SIrIPcDawZoTw9wL7qeqlEWKbIyLbABcQnoysWUa4dk+LEHsluvS7Mhki8lHgI5HCXwTsr6r3RYq/AiJyGEGEJUL4BYTflRunyEGAXQgPwFuwXOvKf5XlOlf+exNwvqpeHSHvwUnpRmu6vnWBS2mxU6fjT/7jnG/rRwLwJ//xatL6kQA6/uQ/zvnGHAm4kAZGAkjw5N+1I3kCNS+A1poAeib+lfNurQnAxX+y2rTWBNAz8a+cd2tNAC7+NnVMnYDBhdA6E0BPxb9y/q0zAbj4D1Kj1pkAeir+lfNvnQnAxd+ulqkTMLogWmMC6Ln4V+rQGhOAi/8wtWqNCaDn4l+pQ2tMAC7+tn2fOgHDCyN7E4CL/9h6ZG8CcPEfpWbZmwBc/MfWI3sTgIu/fb+nTsD4Is7WBODiP1FdsjUBuPjX6ddtgBsj1a6WCcDFf6K6ZGsCcPGP0+epE4hwEWdnAnDxn6o+2ZkAXPwt+jU7E4CL/1T1yc4E4OIfr79TJxDpIs7GBODiP2idsjEBuPhb9ms2JgAX/0HrlI0JwMU/bl+nTiDiRZzcBODiP2yfJTcBuPjH6NfkJgAX/2H7LLkJwMU/fj+nTiDyRZzMBODiP2qfJTMBuPjH7NetSWQCcPEftc+SmQBc/Jvp49QJNHARN24CcPGv22dvpGETgIt/E/3auAnAxb9unzVuAnDxb65/UyfQ0EXcmAnAxd+qzxozAbj4N9mvjZkAXPyt+qwxE4CLf7N9mzqBBi/i6CYAF3/rPotuAnDxT9Gv0U0ALv7WfRbdBODi3/gRbTfAHCl2+/oR8KxITfwBeGqk2Fns6tc0IvJG4GTi7CJ4K7AesEaE2K3a1a9pRGRrwi6CW0UIv4ywk9ucCLEhk139mibyLoJ/IfRXsl39+kivDAA0YgJi0EvxL4lsAmLg4j8AkU1ALHop/iWRTUAMFuDiPyFt+UE1Q1XvBV4EXJY6lwHptfgDqOo3gEMJw4O54+I/IKp6AzCXsGxwG+i1+AOo6tHAcanzGJAFuPhPSu8MALTKBPRe/EtaYgJc/IekRSag9+JfUpiAj6bOYwoW4OI/Jb00ANAKE+DiP4bMTYCL/4i0wAS4+I9BVY8hXxOwABf/geitAYCsTYCL/wRkagJc/GuSsQlw8Z+ATE3AAlz8B6bXBgCyNAEu/lOQmQlw8TciQxPg4j8FmZmABbj4D0XvDQBkZQJc/AckExPg4m9MRibAxX9AMjEBC3DxHxo3AAUZmAAX/yFJbAJc/CORgQlw8R+SxCZgAS7+I+EGoEJCE+DiPyKJTICLf2QSmgAX/xFJZAIW4OI/Mm4AxpDABLj416RhE+Di3xAJTICLf00aNgELcPGvRe9WAhyUYsXAHwO7RWzGxd+QYsXAU4iznCjAfcC+Lv7NUqwY+Atgi4jNuPgbIiLHAkdHbOImYG8X/3r4CMDEPEBYKz4m17n4m3Iz8GjE+H8j/jXhrMzdwJ0R4yvw54jx+0hsYb4duCtyG53HDcA4iMgM4JvAyyI3dbSIzI/cRi8QkbnA2cCqEZvZHLhARLaM2IZToRiJOw/YKWYzwCkicnDENnqDiBwGfDVyM88EzhWRtSK302ncAIyhIv6vbqjJY9wE1KMi/jF29RvLNrgJaISK+O/eQHPTcRNQm4r4x3oNV+W5uAmohRuACgnEv8RNwIg0LP4lbgIi07D4l7gJqEHD4l/iJqAGbgAKEop/iZuAIUkk/iVuAiKRSPxL3ASMQCLxL3ETMCJuAMhC/EvcBAxIYvEvcRNgTGLxL3ETMASJxb/ETcAI9N4AZCT+JW4CpiAT8S9xE2BEJuJf4iZgADIR/xI3AUPSawOQofiXuAmYgMzEv8RNQE0yE/8SNwGTkJn4l7gJGILeGoCMxb/ETcAYMhX/EjcBI5Kp+Je4CRiHTMW/xE3AgPTSALRA/EvcBBRkLv4lbgKGJHPxL3ETUCFz8S9xEzAAvTMALRL/kt6bgJaIf4mbgAFpifiXuAmgNeJf4iZgCnplABoQ/1hLU/bWBEQW/weJs4GQm4ApaED8740Qs9cmILL4L44QE9wETEpvDEAD4n8asB3xdhHsnQmILP73As8n3i6CbgImoAHxPxbYmTi7CPbSBEQW/wWEpZ5j7SLoJmAiVLXzBzADOJ2w6UeM41RgetHWusClEduan7qeDfXZXMKGTDFquBjYvdLWG4Flkdq6DtgydT1zOYr745Im7g9ga8KmNDHaWQocnLqeDfXZYQSTHKOONwBPrLR1bMRr40JgrdT1zOlInkADF29j4l9p001AvT6bS0PiX2nTTUD8fm1M/Cttugmo12eNiX+lTTcBTfVv6gQiX7yNi3+lbTcBo/XZXBoW/0rbbgLi9Wvj4l9p203AaH3WuPhX2nYT0EQfp04g4sWbTPwrObgJGK7P5pJI/Cs5uAmw79dk4l/JwU3AcH2WTPwrObgJiN3PqROIdPEmF/9KLm4CBqvTXBKLfyUXNwF2/Zpc/Cu5uAkYrE7Jxb+Si5uAmH2dOoEIF2824l/JyU3A5PWZSybiX8nJTUD9fs1G/Cs5uQmYvD7ZiH8lJzcBsfo7dQLGF2924l/JzU3A+HWZS2biX8nNTcDotctO/Cu5uQkYvy7ZiX8lNzcBMfo8dQKGF2+24l/J0U3AivWYS6biX8nRTcBo13mW4l/J0U3AivXIVvwrOboJsO731AkYXbzZi38lVzcBoQ5zyVz8K7m6CRju+s5a/Cu5ugkIdche/Cu5xjQBv6RnJiB5AgYXRGvEv5Jzr00ALRL/Ss6H4CZgkOu6FeJfybnXJoAWiX8lZzcBVrVMnUDNC6F14l/JvZcmgBaKfyV3NwGTX8+tEv9K7r00AbRQ/Cu5z494rfXGBCRPoMYF0Frxr5zDuoS9A1r3ozni+c6lpeJfOQc3AeNfx60U/8o59MoE0GLxr5zD/IjXXC9MgBSFNEdEZgJ7EjZF2RSYVfy7KTATWFQcC4t/bwUuVNVFA8RuYmOfeaq6LFL8xyk2RvkxsFukJo5V1fmRYg9MAxv77Keql0aIvRIicghwEnE207oemKuqN0eIbU4TG/s0df2KyNbABcBWEcIvI/ymnBYh9lA0sLHPXFW9MULslSg2SDsmUvgLgf1V9f5I8dNj7Mg2B94KfJ/RnvQeA/6P4OyeCcGgjGmj9U/+45xTp0cC6MCT/zjn1PuRADrw5D/OOXV6JIAOPPmPc07zI16DnR4JsCj+NOBg4IoIxV8IfBxYv2irc+JfqWMnTQAdFP/KufXWBNBB8a+cWydNAHHF/3oSiH/l3OZHvBY7awLqFv2lwG8iFr487gGOAr4bsY1k4l+pZ6dMAB0W/8o5xjYBW6U+xwmu006Kf+UcO2UCiC/+ya9T3AQMX7MRC703cFHEYjd9JBf/Sm07YQLogfhXzrU3JoAeiH/lXDthAuiB+FfOdX7Ea7NzJmDY4k4H/iVigVMc2Yh/pc6tNgH0SPwr59x5E0CPxL9yzq02AfRI/CvnPD/iNdopEzBMUdcDzo1Y2BRHduJfqXcrTQA9FP/KuXfWBNBD8a+ceytNAD0U/8q5z494rXbGBAxazCcDf4pY0BRHtuJfqXurTAA9Fv9KDWKagCQ/uvRY/Cs1aJUJoMfiX6nB/IjXbCdMwCBFfBHhO+tYhUxxZC/+lfq3wgTg4l+tRWdMAC7+1Vq0wgTg4l+txfyI127rTcBUxXs6cF/EAqY4WiP+lX7I2gTg4j9eTVpvAnDxH68mWZsAXPzHq8n8iNdwq03AhCsBisiGhEV5th73P2gnja3wZ02uKwZ2aYU/ayKvGHgDYcW1myLE7tQKf9bkumJg5BX+ol5vsclhxUARmUb4/d4L2IyVV8hdwsor5F4PnKexVgadwDHNAH5KPNeU4mjdk/84/ZLVSAD+5D9IjVo3EoA/+Q9So6xGAvAn/0FqND/iNT3uSACwDmHJ+pOB22rEvxo4AXguhjo2UaH+PWKhUhytF/9K32RhAnDxH6bPWmMCcPEfplZZmABc/Ifps/kRr+3HTQCwPfA/wCMR2rkD+DBBIUeLAAAgAElEQVQGrx7GK9DLIhYoxdEZ8a/0UVITADwPF/9h+yx7E4CL/yg1S2oCcPEfpc/mR7zGLwO+XvRdrDbK43bg3cDMkWsxpjDTgN83kHhTR+fEv9JXSUwALv51+ixbE4CLf51+TWICcPGv02fzI17rTR83A29hnM3zpqzDmKLMy+BkrI5b6Kj4V/qrUROAi79Fn2VnAnDxt+jXRk0ALv4WfTY/4jWf4vg+Q74WqBZjVcJezjETfAi4FPgR4T1G7ILskfoia+AibsQE4OJv2WfZmABc/C37tRETgIu/ZZ/Nj3jtpzh+C2w98PlXCnFEhGQeBL4MHArsCMwYU/wtCXMOPlpceNbt/yz1BdbQRRzbBJyMi791nyU3Abj4x+jX2Cbgy7j4W/fZ/Ij3QIrjTsInm1Ofe1GAacCthgk8BnwB2GyITlgF+CfgLuNiPDv1BdbQRRzbBMQ4ein+lT5LZgJw8Y/ZrzFNQKyjl+Jf6bP5GfSB5fEoYT2Jyc+7OPndDRu+H3hlzZvnN4b5fDz1xdXgRdwmE9Br8a/0WeMmABf/Jvq1TSag1+Jf6bP5GfSF5fEoU4wElCuUHYAN9wF7q+p3Rw2gqjcAzwF+YZTTS43iZI+q3gvsS1jBMWdavcKfJar6deBNhFEza7YGLhCRx1es8xX+mqH4HZtLMAE5cwMtXuHPkuK6PTZ1HobMAE4XkdkT/QeiqojIFcDONRt7DHiZqp5VMw4AIrIR4WnWYiniOap6vUGcVtDAssF1cPEfhyaWDSbU3sW/QYplg38GPDF1LuPg4j8OkZcNTsFvCBPiHxj7P0wTkc2oL/4An7QSfwBVvRN4FTZPRr0ZBYCsRwJc/CeggZGAXxCEyMW/QTIeCXDxn4AOjgTsCJwiIivtETEN2N+ggXuAjxvEWQFVvRL4lkGoAw1itIoMTYCL/xRENgFPxMboj4eL/ySo6gLyMgEu/lPQQRPwKsJvywpMI6xZXJfPFYITg+MMYlicY+so+uRFpDcBLv4DEtkExMDFfwAyMgEu/gPSQRMwX0RmVv8P0wjbENblAoMY46Kq1xAWDarDJuMNf/QBVV1MWhPg4j8kLTIBLv5DkIEJcPEfkuL6viV1HkZsCfxj9f8wjbAfcR0UuLJmjKmoG39VYAOLRNpIQhPg4j8iLTABLv4jkNAEuPiPgIi8FNgiYhMPA78GvgJ8G/gLQVNjcaSIrFP+fyxGAK6LOPxfYmEwLEY6WksCE+DiX5OMTYCLfw0SmAAX/xEoRo2PjxD6QuDNwE7A2qq6m6q+VVVfp6pPAtYnLL1+FLDQuO0NgfeV/x+LEYArav79IFgYgLrn2XoaNAEu/kZkaAJc/A1o0AS4+I/Oiwgz6K1YAByoqnup6tdU9WpVfXTsf6Sq96rqBap6AjAH+CBhpMCKI0RkFQgGYO2awf5aP58pudUgRt3z7ASFCTiOuIJyuou/HRmZABd/QwoT8PnIzXzGxX9kLD8fvxrYWVXPHuaPVPUhVf0EsDd2WrsusBcEA3B7zWBPr53O1DzNIEbd8+wEIvI8wqeVMRacKfmHYjENx4gMTICLvzEichgRPp8ew6dF5ODIbXQVKwNwFbBL8fA1Eqp6GWENDysTcAAEEaj7jmGX+rlMicX3y9bvUlpHIf5nAWs00NwxbgJsSWgCXPyNKcT/q0Dsr5OmExaBcRMwBCKyI7DVlP/h1PyesApf7XtWVf8KvAJYUjurigFYVDPQBiISe5nLnQxi1D3PVtOw+Je4CTAmgQlw8TemQfEvcRMwPBZP/48AB6nqQwaxAFDV/wM+bBBqexGZY2EAAHY1iDEuIjKd+q8Z7lPVBy3yaSOJxL/ETYAxDZoAF39jEoh/iZuA4bBYIfdLkfag+Q/gZoM4L7Z4BQDwGoMYE3EgMHPK/2pyejv8n1j8S9wE2PN9wgzvWCwGvhYxfu9IKP4lbgIGZxuDGFHmd6jqw8BnDEJtM42w415dXicizzCIswIiMg2b7zB7OSM9E/EvcRNgRGVL3zkRm1mPMVsJO6OTgfiXuAmYgkJ3Nq4Z5mZVtfh6bSIuNoix6TTgp0DddxQC/IeIzKif0wocgc0XAGcaxGgVmYl/iZuAmlTEP9auflW2xk1AbTIS/xI3AZOzEaFGdbjKIpFJuBpYVjPGrGnFBIWfGiS0J/BZgzjA4wL2KYNQjxJ+MHtDpuJf4iZgRBoW/xI3ATXIUPxL3ARMjMWqsVGXxy/mtF1TM8ym5bfgZ9UMVPKPInJM3SAisifwv4DFiMLPVfVvBnFaQebiX+ImYEgSiX+Jm4ARyFj8S9wEjI/FqrGxRwCg/iq8s0oDMNTqRFMwX0S+JSIjCZCIvBX4CXab9/Rm+L8l4l/iJmBAEot/iZuAIWiB+Je4CViZupPOAe4xiBG7jZnTAFT1ZsIGBVa8DviziBxerjk8FSKyp4j8EvgSYfc+Cx4GvmMUK2sii3/dd00T4SZgCjIR/xI3AQMQWfyXRojpJmBFLD6Nt1i7ZirqLpC3qLoc7FE1g41lM+ALwEIR+ZGIfEJE/k5Eniwis0RkfxH5kIh8W0T+BPySMI/Aki8Wqyd1msjify/wYuJtIOQmYAIyE/8SNwGTEFn8bwD2Ic4GQm4ClpO9ASh2KqzbxiJRXb71sIicg80CCDlwPzBHVTu9B0AD4r+fql4qIusBPwJ2i9AO+KIzK5Cp+FfxXebG0ID4z1XVm0RkNnABEGMF1mXAPFU9LULsViAiq1F/ud3fqKr5p/ElIrI99ScBnjF2Q5gjAR3vv2whn3Hxr8UKW/o2sJWwjwQUtED8wUcCVqAp8YfoWwn3fiSgWGin7vv1pxZGIhYWq+8uXMEAqOpVhJ3i2s7dwL+kTiImTYp/iZuA+LRE/EvcBNCs+Je4CYhO3UV8ZgBvsEhkAt5kEONWVHWFg3BT30MYCWjrcfjY8+rSATwPeCBS7RYDu0/R/nqEFSRj9d/81DVO1K/rApdErOtjkeJeD2yVun6J+uywlHUFZgMLIrW/FDg4dY0T9evnDep3I7BqhNzmGvXvPhM18GLCu6BYP0Qxj6+kvngiX5hJxb+Sh5sA236NLf7zgXkR7+vemQASi38lj9m4CbDu2/2N6vcJ47zWBn5nkNdiYMZkDb0v0gUV8/gFsErqiyfiRZmF+FfycRNg06/Rxb/S1jzcBFj0WRbiX8lnNm4CLPt3NcJEcov6vcEop2mETcAscvofVWWqBr8R6YKKcSwAnpD6wol4QWYl/pW81iPMCYjVr/NT1z5yvzYm/pU25+EmoE6fZSX+lbxm4ybAsp+/Z1S7JcAhNXOZCZxq2J+HqCqDNBrzCc/quB94RuoLJuKFmKX4V/JzEzBa3RoX/0rb83ATMEqfZSn+lfxm4ybAsq8t6/dpYOYIeTyRsKOtVR7LKB6WB2l8PeDcSBeUxXEL8MzUF0vEizBr8R9znbgJGLxeycS/ksM83AQM02dZi38lz9m4CbCo4/qE30jL+t0M/AOw2gDtbwZ8hjCCYJnDWY+3MWAhphPcS4wLqs5xCTAr9YUS8QJshfhX8nUTMFidkot/JZd5uAkYpE6tEP9KvrNxE2BRxw9HquEjhB0D/wv4J2APwsTDo4DvRuy7x6iMlg9bjEMJ6+vHSGzY4+sM4KLaetAy8a/k7SZg8vpkI/6VnObhJmCy+rRK/Ct5z8ZNQN0argXcHvF+bfo4bYXzG6EgexAWp0h1Ag8C7019YUS+6Fop/pX83QSMX5fsxL+S2zzcBIxXl1aKfyX/2bgJqFvDd0e8Z5s8HiEsj7/83EYsyKqEYYuFDSf/eWCz1BfEmFqsDzwFeD7wCmAv4EnA2iPGa7X4V87DTcCK9chW/Cs5zsNNQLUerRb/ynnMxk1AnfrNJLy7j3XvNnX850rnVrMwawDvB+6KmPQywueI22RwITyNsD7CjwirPE01OeMB4DrgDOBwYPYU8Z9PB8S/cj5uAkIdshf/Sq7zcBMAHRH/yvnMxk1Anfq9MuL10MRxM+N8Jm9VnHWAdwLnE57ULRL+I/BJYIeEnT696Pj/InxtYHFe1xBmds4d01anxL9yXr02AbRI/Cs5z6PHJoCOiX/lvGbjJqBO/eZHvI9jHg8xwZdyMYq0LvBawlP7nUMk+QjwU8L7lm0Td/Q04PXAtZE75kLCkH8nxb9Sz16aAFoo/pXc59FDE0BHxb9yfrNxEzBq7QT4TsT7Odbx+onOSYoTi4aIrANsCswq/t2U8E5lUXEsLP69U1Ufi5rMFIiIEJ74jwV2aLDpZYTRBmvG3dUvBSKyHvBj4JmRmjhWVedHij00DezqF/18RWQe8DWCIbbmBsbZ5S4lKXb1S4GIzAYuICwwY80yYJ6qnhYhdnJEZE3gIuAZqXMZkE+q6gcm/F9Tu6pcDsLEvctJ79asjuRP/uPUuBcjAbT4yX+cc5lHD0YC6PiT/zjnOxsfCRi1dk8kPLTGur+tjrOAaZOeS+pi5nAA+9H+LZCrR3biX6l1p00AHRL/yjnNo8MmgJ6Jf+W8Z+MmoE7tro54n9c9vsIAWxEnL2TqgzCrv61bH493ZCv+lZp30gTQQfGvnNu8iPdJyolxvRT/yvnPxk3AqLVbk7BqX6z7fdSaHzHwOaQuYsLOs95dKYcje/Gv1L9TJoAOi3/lHOfRIRNAXPG/runzqVGH2bgJGLV2Anw04n0/zHE38MKh8k9dwISd1sbZnJMdrRH/Sj90wgTQA/GvnOs8OmACcPEfW4/ZuAmoU79XAbdG/A2Y6riIEb6ei/4VQI6IyLHA0anzMCSb2f7D0vavA7ow239Y2v51QOTZ/tcDz4uZfyxy+jpARDYAdmbFL8hmARsRHnaqX5AtAn6vqjdHyHtgRGR14B3AB4ANGmr2KuDDqnr2SH+d2jklcGqvod0rOo09WvfkP06ftHIkgB49+Y9z7vNo4UgA/uQ/VX1mk2gkgLCk+vuBXxT/7bDxrwKOA54F4eE2UQ3XLfK4L+JvwzWE9XZqnWfyC67hjtmZeAvupDhaL/6VvmmVCaDH4l+pwTxaZAKIL/5bpu4TozrNpiETAGwInFDUz7KdRcAXmGL59ch1fALwdsLneA8anNNfCbP7DwKmm+SY+mJrsDPWIKzfH+sHu+mjM+Jf6aNWmABc/Ku1mEcLTAAu/sPWazZxTcCbCa9h7414Hylhhdn/BGYlrufqwAEEU/I7woS9qWp0K2G12I8AO8fIqzdzAETkQwSn2QVa+85/KnKfE9DHd/5T0cCcgOep6o2jBmjgnf9cTfz+OQaR5wQ0zUPAfwCfUNW7UicDICKrsXx13E0Jm8uVcxru0AZWxu2FASgmlFxPeHJrO8uAPVX1ktSJxCJXE+DiPzGRTcACgsgObQJc/OvRMRMA4cn7tar6k9SJ5ECMmzVHPkQz4v9AA21MJwzPdRZVXQzsC/w6UhPHiMj8Yf7AxX9yVPUUlg+zWzMbuEBEhhIhF//6qOoCYC7h9WkX2AA4T0TemTqRHOj8CICIbAH8mbDwjyV3AL8iiNTlwOWqenvhmHetHHsAaxm3/SfCNslLjeNmRS4jAS7+gyMihxK2z046EuDib0sHRwIATgLerqoPp04kGaknmzQw+eJz2E4qeQz4PLDWgO1vDpxtnIMCh6SubUP9l3RiID7hb5Q+O5R4EwNvAJ44Rfs+4S9Ov84m3sTAVMevgI1T1zZZn6ZOoIGL9hbDi2UB8IIR8zgU2w2Hzkpd2wb7MIkJwMW/Tp8dSgITgIt/7H6dTfdMwMXAaqlrm6Q/UycQ+WLd1fAi+Rawds18Ngd+bpTPg8DqqWvcYF82agJw8bfos0Np0ATg4t9Uv86meybgpNR1TXF0fRLgQUZxrgEOVdX76gRR1b8CLyPMSajL6sDzDeK0Am1wYqC/87dBVU8mfO8dfWKgv/NvDu3exECAQ0Xk3amTaJpOTwIUkSuBnWqGWQY8R1X/zyAlAETkKcCVwGo1Q31BVf/RIKXW0MDEwI8Dz8PF34wGJgZ+HvgELv6N0sGJgcuAl6jqj1In0hSdNQAisiVgsSHH8ar6EYM4KyAi/wa8q2aYm1S1KzffwDRgAmLRO/EviWwCYuHiPwUdNAF3A09S1btTJ9IEbboZh2UHgxh/IOz1HIMTCO/x67CViGxkkUybaOB1QAx6K/4Q/XVADFz8B6CDrwM2AI5MnURTdNkAzDKIcZaqPmoQZyVU9Q7CJLO6bGoQo3W0zAT0WvxLWmQCXPyHoDAB+xLWr+8C/1SMIHceNwCTc4VBjMm43CCGxXm2kpaYABf/Ci0wAS7+o/EiYEbkNh4Gfk/YZjcmM4k38psVXTYAmxnEuNIgxmRYGIxejgCUZG4CXPzHIWMT4OI/AiKyBvDhCKGvBf6NsOPkjoTF155G+ER3O+C1wInAZRHaPkRELF4jZ01sx5aSuk/G92Hzud5k+AiAAaq6WET2Ja+JgS7+k6CqJ4sI5DMx0MV/dN6C7YPIrQRD8XVVXTb2f9Qwc/3PxXE6gIi8hDCv6hlGOUwD3k8wH50lhxsvFnUnx/1J438i8Reg7hyDDS0SaTuZjQS4+A9ARiMBLv71eIVhrKuAHVX1pPHEfyJU9RzgWYQdKa04UESmG8bLji4bgHtq/v3WJllMzlbA/2/vzsP0qqp8j39/YpgEmUcR0kwhDhAGGRqQoUVkFhDBlm5BhUduo4jtVREkgICNtDTcRtBWLjYotqLIrIDQIiIKyHCBZp4HIUSBMAVCsu4f+xyoFFVJ1XvWefc5512f56knPt3WOitlkrXeffZee0LFGM96JNIFDWkCoviPQwOagCj+FRRHcjd3Cncr8D4z+0sv32xmr5rZp/B7f780sIVTrEbqcgPw54rfv3RxxrVOGzjEqPr77JTMTUAU/x5kbAKi+Fe3PT6vku8ANjafG06PJl3y48FrmmwjRQMwb+s7xJgXjwbgSYcYnZKpCYjiX0GGJiCKv4+dHGLMAD5oZq86xMLM5gD7Ay87hIsGoKU8GgCPAl13/GgARtDnJiCKv4M+NgFR/B0o7eLcwSHUiWb2hEOc15nZPficTFhT0toOcRopGoB52674Q+5O0tuAzRxCxSuAURRNwJ7AizU+5uoo/n6KJuAHNT7iNeDjUfxdLE/1zdbPkI761eFk0qbCqqIBaKF7HGJsAvyTQ5yRHAosVTHGdGCaQy6dVNzq91PgbTU+ZqvyFsFQXXGr3/41PuKtwI/LWwRDJR5HkK8zs1oa9OJVgMfFPp09at3ZBqBYArrPIdQJktZ0iPM6SSsDX3QI9cs+HFVspT5c6TvU1GgCqqv5St+hJjLkKuHQM4+z/zFtNaPONgCFCx1iLAqcKcnlZyVpQeDnpGlWVV3iEKNz+lz8S9EEVNDH4l+aSDQBVUUD0HLRAIzNFsDUqkEkvRX4HrBp5YzSu8zLHOJ0SqbiX4omoAcZin9pItEEVNH4+1bM7H6qz0qJBqClfke639nDkZLOKD7Bj5ukZUiF6R+d8rm22OQWCpmLfymagHHIWPxLE4kmoFdLVvz+WcAjHonMx/0Vv7/qXq3G6nQDUIySvNgx5CeB64u502MiaQFJ+5N2o27rmMsvHGO1XkOKfymagDFoQPEvTSSagF70NLFviAmA6/6q4YpXt5MqhpnukUsTdfkyoNI3gX3xa3bWAy6RdD1wJenGwFuA+8zMimX+yaQhQlOAHan+B3C4J0mvEgKNK/6lqZKII4Ija1DxL00kNQFbm9nDuZNpCY8jyBtS76Vrk4DFKsbo7FHrzjcAZnaHpLOA/ZxDb1x8lZ6X9Aipo13I+VnDHWtmL9X8jFZoaPEvRRMwggYW/9JEogkYD48hZBsA/+UQZzQbOsRwHVLUJJ1+BTDEkcDMmp+xOPBu6i/+DxGf/oHGF/9SvA4YosHFvzSReB0wVl4rAHXyuB68sysAA9EAFFO/Ts2dh5OjvGZmt1lLin8pmgBaUfxLE4kmYCw8VgA2lbScQ5w3kbQQ6RVsVdEAdMA38DsRkMutwNm5k8itZcW/NNBNQIuKf2ki0QTMk5lNp/ou/kWBrzqkM5JjgLUc4tzhEKORBqYBMLO/AvsAs3Pn0qO/AnsU4y0HVh+K/wn4DA8ZyUA2ATUX/weAf6aeC4QmEk3A/HgMIztI0mSHOK+TtCnpz0VVt3T53oiBaQAAzOwK4Au58+jBa8BeZvZA7kRy6kPxP9rMvgJ8gGgCXPSh+G9tZidR3y2CE4kmYF48GoCFgAskVZ0rAICkhUkXSi3gEM5rmFwjDVQDAGBm/4f0D1KbfN7MrsqdRE59Kv5Hweu3CEYTUFGfiv+jUPtVwhOJJmA0VwEvO8RZCzivahMgaQJpk7TX0etONwCY2cB9AQsCvwWsBV/fyf3zyv1FujfhDzX+jI8a5blLAjf2+7ld+CINzZpT08/tfuCdozx3P9Jrvjqe+yCwWu6fbdO+SMPWvH7GdwPr9JjHssBvHHN5LPfPtu6vgVsBALC0i353UhPQZD8APps7iZz6+cl/OIuVgJ7085P/cBYrATn81DHW2sBNkk6QtPRYvkHSwpK+APwPsJVjLuc5xmokFZ3TQCqWi04FDsydyzCzgS9Zerc5sHIW/2F5LAn8mvrOLI8pjzbIWfyH5bEfcAb1vOZ8qMgjhgXx+iVnd5CKt6cZpPtcbiq+/mRmjxTHBjckDRHakHRZ2/LOz54JrGVmjznHbZbcSxBN+AIOJl1MUddS73i+ngG2z/0zyf1FpmX/eeQTrwPm/zPKsuw/j3z2I14H9Ot/+31q/Lsx9OuFPj3nxNw/0358DfQKwFCStgXOBca07FSTu4HdzOzujDlk15RP/sPFSsDomvLJf7jiIq7vEysBtZIk0p0o6+bOxcFzwOqWjo532kDuARiJpV32awMn4rOrdTymk86sToni38ziD2CxJ2BETS3+AGZ2JvBpYk9ArSx9kjwidx5OThiE4g8DvgdgNJJWIv1hPoB0ZWVdZgDfAv7NzJ6v8Tmt0OTiP1SsBLyhycV/qFgJ6A9JV+J77Xm/PQJMtgG5bC0agHmQNBH4MrAbsJJj6PtJO2e/ZWZV79TuhLYU/1I0Ae0p/qVoAupXbNC7AWjjqshLwBZmdnPuRPolGoAxKN5vbQDsDOxEumFqPP/ovQZcQ5qadfGgL/MP17biXxrkJqBtxb8UTUD9JK0L/B54W+5cxsGAvc3s3NyJ9FM0AD2QtAIwGVix+Fqp+HVJ0vv8J0k3SD1ZfN1mZs/lybbZ2lr8S5KWAq5ggJqAthb/UjQB9ZO0B/Az2nP50zFmNjV3Ev0WDUAYE0mLMXezsyzwLEOanWKT3Hhitrr4lwapCWh78S9FE1A/SUcCR+fOYwzOAz5iA1gMowEII5I0Cdil+NqQsS3nzSQNBLkYuAi4abS/VF0p/qVBaAK6UvxL0QTUq3h1eiQwleauBPwY+KSZzcydSA7RAITXSdoY2JtU9D3u0X6C1AycZ2aXDXlOp4p/qctNQNeKfymagPpJ2hP4T5q1J2AOcISZfSN3IjlFAxCQNAU4DtixxsfcABwOXE8Hi3+pi01AV4t/KZqA+klaj3Sz3qq5cwGeB/Y1s27f9DcG0QAMMElrA8cAH6V/S3QzgLfXFDv7Mjl0qwnoevEvRRNQP0nLk44/b5UxjXuB3c3sjow5NEZMAhxAkhaUdArpff3e9Pf9XKeLP4CZPQNsR8snBg5K8YeYGNgPZjbNzLYG9iTd3NdPfwb+CXh3FP83xArAgCmOMP4c2Dx3Lo4aU/yHavNKwCAV/6FiJaA/JL0F2Jd0SmBijY/6C3ACcKqZ9XvEe+NFAzBAJG0E/AJYJXcujhpZ/EttbAJqLv73A9s0sfiXognoH0kLkm5t/CiwJbCgQ9g5pD1HvwBON7MZDjE7KRqAASFpX+B7wMK5c3HU6OJfalMTMOjFvxRNQP9JWpz06mwnYAfGN379OeBy0rTVS83saf8MuycagAEg6dOk4t8lrSj+pTY0AVH85xZNQD7FDIGVmXv42EqMMICs+HrMzF7Lk217RQPQcZI2A36Dz9JaU7Sq+Jea3ARE8R9Zk5qAoiiuwBhHkJvZ9BpyDh0SDUCHSXoHcCPpH4muaGXxLzWxCYjiP285m4DiwqnteWNZfNlxxH6EtCR+CXBVbIILw0UD0FGSFgJ+C2ycOxdHrS7+pSY1AVH8x6afTYCkRUlHEvcgndZ5q8MzXgauIp3D/5GZzXaIGVouGoCOknQG8MnceTjqRPEvNaEJiOI/Pn1oAj5A2gR3JOPbADded5HG4P68xmeEFogGoIMkvY80crcrOlX8SzmbgCj+vam5CZgFTKgh7mhuAA4zsyv7+MzQINEAdJCkK0ifJrrgWDP7Wu4k6pKjCYjiX03NTUAOFwKfGO913qH9uvIHOBQkbUN3ij9Ap8/z9ntscBT/6moeG5zDrsD1kibnTiT0V6wAdIyk64BNawj9IHALcHPx652kEZ7rA1OKXyfh31ROA9Ywsxec4zZKP1YCSLvC6yz+W5vZYzXEbqQOrgTMIN2Sd1HuREJ/RAPQIZJ2Brz/8l4IHG5mt4/h+auQNjDtj8/O5dLXzOxYx3iN1IcmoC4DV/xLHWwCjPR3+DiL4tB50QB0iKSfkGZqe3gG+JiZXdZDHu8GzgfWdMrlbjNbxylWo7WwCRjY4l/qYBMAMNXMjsmdRKhXNAAdIWkCaRqYx3W7dwE7m9n9FfJZmnTr4NYO+QCsZWb3OcVqtBY1AQNf/EsdbAIM2MPMzs+dSKhPV/6wBng/PsX/aeBDVYo/gJn9lbS5yOve752c4jReHzYGeojiP0QHNwYKOFvSe3InEuoTDUB37OIQYzawl9cFJWb2PLAb6aauqnZ2iNEaDW8CoviPoINNwGLABZKWyZ1IqEc0AN3h0QCcZWZXO8R5XbFsf7xDqPdLWswhTms0tAmI4j8PHWwCVgfOyZ1EqPHBFYsAABOKSURBVEfsAegASSuQbgCr4hVgbTN7xCGluUhaBLiPdL1nFVt7Nyht0KA9AVH8x6iDewJ2NLNf5k4i+OrKH85B5zE3/Pd1FH+A4hYyj81Edc5Hb6yGrARE8R+HYiXg4Nx5ODq2uI44dEg0AN3gcd3vzQ4x5uUmhxhdutZ4XDI3AVH8e7NCn54zqw/P2ADYsw/PCX0UDUA3eHwyvsUhxrx4FK6BXAEoZWoCovj3QNJywBdqCP0McCnwdWB3YFVgYdIUzr8H/pV07e9LNTz7GEkL1BA3ZOI5rS3k04YVgDuAV4EFK8QY2BWAkpk9I2k7+rMnIIp/7/43sLhjvOeAbwKnmNmLI/z/7ym+fgwgaXngcOAzVPs7N9RkYB/gR07xQmaxAtANVZcaZ5GG/9TGzGZRfSZAv5ZUG23ISoDLcc1RPEMU/yr2dox1OzDJzI4fpfi/iZlNM7NDgI1I93h42ccxVsgsGoBuGNM/CvMwAVjSI5H5WL7i91f9fXZJufxbl6VIx9nCOEl6L37/29wBbGRmT/XyzWZ2G/A+4HdO+fxdcaondEA0AN1Q9QggpNv8aiNpRaofA/T4fbZezVf6DjXXVcJhzLymVt4OrG9mr1QJYmZ/IQ3k8hilvQjdum58oEUD0A1/dohRawNA2kVclcfvs9X6WPxL0QSMn8fUyieAbYpXZ5UNGc39skM4j6FjoQGiAeiGxq8A4LNhbaBXADIU/1I0AWNUjM3d1CHUkWY23SHO68zsTuDbDqF2ipkA3RANQDd4fDLeVFKdfx62dIgxsCsAGYt/KZqAsZkCVD0qdy/wg+qpjOhfgBcqxliZ6q/zQgNEA9ANjwEzK8aYCHy8eipvJmlj0q71qgbiOuDhGlD8S9EEzJ/HUdWLzWy2Q5w3KfYDeGwIHPgjuV0QDUAHFJuErnQIdZSkhR3iDPcNhxgPmtndDnFapUHFvxRNwLx5DKvymJo5Lx5DvwZ6KFdXRAPQHRc5xFidVGzcSPoasK1DqIsdYrRKA4t/KZqA0Xl8Mq570qPH0K9YAeiAaAC6w6tAfrwo2pVJ+ihwtEcs4BKnOK3Q4OJfiiZgZFU/Gb8I1L3S5dEAxApAB0QD0BFm9jh+S4fHSPqupJ5HiEr6EmksqUcBexH4jUOcVmhB8S9FE/Bmy1b8/rvNbI5LJqO7j+oXCFX9fYYGiAagWy5wjHUgcI2kzcbzTZLWlnQecAJ+f74urzoMpS1aVPxL0QTM7dmK3z/RI4n5WJk0/bOKqr/P0ADRAHTLacDzjvE2Bn4v6SJJB0jacPiqgKQFJL1L0j9I+k/SvP/dHXOA1Ex0Xs3F/0HgthriQjQBQ1WdVbG0pNVcMhmdx8yPgZ7J0RVxG2CHmNl0SScDLu/wh9iZN6abzZJ0O3An6dPKFGBR5+cNdb6Z/bHG+I1Qc/G/H9ia9Crl1/hMZRxuqiTM7KgaYreJR2HcgHoveooGIACxAtBF3wL+WmP8CaR/QP4e+FvqLf5zgCNqjN8I/Sj+ZvZYcYvgB6jvmFmsBPgUxrqveZ7iECMagA6IBqBjzKy8N7wLfmhmd+ROok79Kv7l/yGagNp5TKv0ODY7IkkLkRr3qgZ2KmeXRAPQTf9O+/+CvgJMzZ1Enfpd/EvRBNTqTocYm0n6kEOckRxE9TP8M4DHHXIJmUUD0EFm9hKwD9WP+uT0GTN7KHcSdclV/EvRBNTDzB4GPFat/qXKMdyRFBcVfdUh1OVetxSGvKIB6Cgz+y3w2dx59OhkM/tB7iTqkrv4l6IJqI3H0Kr1gFMd4gAg6a3AucByDuE8po6GBogGoMPM7LvAd3LnMU6/Br6YO4m6NKX4l6IJqIXX1MoDJFX+u1Dc8nkasE31lJgDXOoQJzSAzCx3DqFGkiaQiur7c+cyBvcDG5tZnacYsmla8R9K0lLUd0QQ4OhBOSIoaQHgaWApp5CnA58zs9d6yGVJ0kROrz0F15rZFk6xQmaxAtBxxbu6jwA35s5lPh4Gdo7i35NKxR9iJcBTcZWv5+VVB5EGco35dICSj5H+9/TcUHieY6yQWawADIjimt/vAfvmzmUEvwH2MrPpuROpQ9OL/1CxEuBD0jrA7cACzqF/S7r6+2bgFjN7tHiegDVJMzqmkAZ3vdf52dOANczsBee4IZNoAAaMpH8mjdb1/oepV6cCh/ayvNkGbSr+pWgCfEj6PvCpmh/zF+AhYBKwWM3P+ryZnVLzM0IfRQMwgCRtB/wEv3eUvXgVOMjM/m/GHGrVxuJfiiagOknvBO4BFs6di4NHgbUG5VKuQRF7AAaQmV1BWh78PjA7QwoXAOs3rfhLWkLSJEmrFRPTqsRqbfGH2BPgoViePy13Hk6OjuLfPbECMOAkTQKOBfak/itorwYOM7Pran7OPElag/SOdEvS1agrFl+LDPuvPkuaqPgk8ABwGWkIynPzid/q4j9UrARUUwzfuQdYOncuFdwBrFdsbgwdEg1AAEDSRsAxwHb43hJpwB+AY8zsV45xx6wYgrIlsBOp8E+qEG4W8DvSWe+LzOyeYc/qTPEvRRNQjaQPAL+iOftuxmMGsImZ3ZU7keAvGoAwl+Lc8PakQrkDsEwPYV4gFYyLgUvNLMu9BMXO6H2ArwNr1PSYi4DDzey2Lhb/UjQB1Ug6FDgpdx7jNAfYzcw8jzSGBokGIIyqmCC2Kekf/XKZfKXi12VJS+RP8sYy+ZOk5cKrzezVHDmXJO0AHI/P1afzMwf4I+ln1bniX4omoBpJZwH/kDuPcTjczI7PnUSoTzQAoVMkrUu6DbENkw/HohHFvxRNQO+KWRzXABvlzmUMzjWzj+ZOItQrTgGEzpC0N3AdUfxrE6cDemdmM4FdgT/lzmU+LgL2y51EqF80AKH1JL1F0jeA/wIWzZ2Pk8YV/1I0Ab0r9sNsAfwwdy4jMNKJoN2KK8VDx8UrgNBqkpYAzgF2zJ2Lo8YW/6HidUA1DZvK+SKwn5n9LHcioX+iAQitVZyx/h2wTu5cHLWi+JeiCaimIVM5HyR96r8tYw4hg2gAQisVZ/svA8Z8Q1oLtKr4l5rcBEh6O2+cXlmYN06rPG1mc9wyrEDScsBXSbf+VZpAOU7PAicCp5jZi318bmiIaABCK0n6d+Dg3Hk4ug/Ypm3Fv9SEJkDSZNL8iu2B1Rl5umNpNul2uydIO/MvBq7JeXy1uDvgSNIGPM9hXMO9BJwCnFjs5wgDKhqA0DqSDgD+I3cejlpd/Ev9bgKKQU/bAbuQpjz+TcX4zwOXk6Y8/sLMnq0YryeS1gYOI50Y8Bwh/DjwU+AEM3vKMW5oqWgAQqtI2hy4Clgwdy5OOlH8S/1qAiTtQtqxvm5Nz3mOtDx+cq7lcUkLAJuTGpxdGP8IayOd1LiINLa6rlMboaWiAQitUUwmvBV4T+5cnHSq+Jf60AQ8BqxSU+zhpgHHAd/NfRuepDVJf/aHT+VcEpjOm6dy3mRmT+TJNrRBNAChNSTtB5yZOw8nDwBbda34l/rQBPTbI8DBZnZR7kRC8BKDgEIrSFoIODp3Ho5+1dXiD30ZFtRvqwIXSDoidyIheIkVgNAKxdCUf60p/MukVwt/IhWsJYANi6+1qadRfglYw8yerCF2Y3RwJQDgXNLQnJiWF1otGoDQeMVZ7gfx3REN8F3gVOBOM5s9yrMXBzYBvgms7/z8b5tZl44yjqijTcAtpOE5j+ROJIReRQMQGk/SvsDZjiEfBT5lZleMI4cJpGEthwMTnPJ4CVimuCSm0zraBDwFbGpmD+VOJIRexB6A0Aa7OMY6A3jPeIo/gJnNMrOjgY2B/+eUy6LA3znFarQO7gkAWAG4UNJiuRMJoRfRAIRGKz55b+8U7mQz+7SZzeg1gJndAmwK3OiUk2dz02gdbQLeC5xdDCUKoVWiAQhNtyVpU15V95CW8Cszs5eBD5POXFe1s0OM1uhoE/Bh4Ou5kwhhvKIBCE3nUSDnAPsXhduFmT0OHOIQ6h2SuvRefL462gQcLmnP3EmEMB7RAISme79DjJPM7PcOcYb7GXCzQ5yB2AcwVEebgJMlLZw7iRDGKhqA0HTvqPj9RpoZ787SEZrTHEK90yFG6wxpAm7PnYuTVYDP5k4ihLGKBiA0VnEZyvIVw9xrZs955DOKPznEWNEhRisVTcCtufNwdJikJXMnEcJY1HnndAhVLU/1JtWjQM/LHcAsqs0GWMkpl9aRNAnYp6bwT5BeMdxc/DoDmEIa6LQ+sA6wgPMzlwK+UnyF0GjRAIQmW9khRq0NgJm9Kul/gPUqhBnYFQDgGPyL8HnAIaPctXBV+R8kLQJ8Bjge8Hx3/zlJJ3d9zHNov3gFEJrM45Nx3SsAkMbCVjGQDYCkJYDdHUPOAPY1sz3HctGSmb1sZv9GWg243jGPRUhHA0NotGgAQpPNcYjh/eky+PkQfmOV7wUmm9mPxvuNZnYX8LfAEaTXOR4GZsBTaK9oAEKTeQza6ccZ+6qXBA3qUrFXkXwYeJeZPdFrADObbWbHAVOdctpW0qJOsUKoRTQAock8GoANHWKMStJCwOSKYTx+n61SnPDYwSHULGBnM3vNIRakWx9vcIizMOmIYwiNFQ1AaLJpwIjX9I5DrQ0A8G6qL2MP4grA5vhc7zzVzNzmCBTXQn8CeMUh3ECNeQ7tEw1AaCwzm0NqAqpYo7iKti4bOcQYuBUAfCY83kD6xO7KzO4EvuYQahOHGCHUJhqA0HSPV/x+4fded+7A6Qa4gx1CPeoQo208jnieWnxir8O3qb765PF7DKE20QCEprvaIcbnJHl84hxuH9J1sFVd4RCjbTyOPtZ2xNPMXgLurBhmmeI66xAaKRqA0HQXOcQQcKaktznESgGlVYGTHUI9amZdGoU7VlVnPLwI3OWRyDxUbTDEgM54CO0QDUBoumuBZxzirI7T++KikbiQ6vcUgE+D00ZVC+MtNS7/l250iDGwY55D80UDEBqtON71K6dw/0vSScURtJ5IeifptUSV0b9DXewUp22qNgD9uEbY4xmxAhAaKxqA0AaeRfJQ4ApJ4zq7r+QjpE+FXkcLX2TIbPoBM7Pi9y/hkkX9z/A4ThhCLaIBCG1wIfC0Y7xtgNsl/VDSDpJG/JQmaQFJkyV9gnSj3Ln4LPuXvm9mg1ogqs4+qHu+g9czBvGIZ2gJmVnuHEKYL0mH4LPpbjRPkYr8raQrXaeQdvgvUtPzXgDWMLOqcw5aSdJ/A1tXCDEbWMLMXvTJ6M0knQ/sVjHM8mbm2byG4CYagNAKkhYk7fr+m9y5ODnOzI7InUQuks4BPlYxzBZmdq1HPiOR9CiwSoUQs4CFLP6RDQ0VrwBCK5jZq/hMZ2uCZ4ATcyeRmcf4480cYoxI0ipUK/4AT0XxD00WDUBok3NIS/Rtd4KZPZc7icwecIjxZUmeezKGOskhxiBOeAwtEg1AaI3i09SBtHtn9R+ody9DW/zSIcaywOkOceYiaS9gL4dQv3aIEUJtogEIrWJm15OagDZ6AthjgHf+v87M7qf6qF2APSTt7RAHAEnLke4B8DCoMx5CS0QDEFrHzM7CZ4m2n14hFf84FvYGrymIp0qqPHGvuNzpdGC56inxJOm2whAaKxqA0FZfAi7LncQ4HGRmf8ydRMN4NQDLAtdJWr/XAJIWA34G7OmU06WxATA0XTQAoZWKOfD7ALflzmUMTjSzM3Mn0UDXAdOdYq0GXCvpi5LGNbtB0geBPwJ7OOUCg3vHQ2iRmAMQWq345HYWsHvuXEYwC/icmX0ndyJNJekI4OvOYZ8EvgNcT7o0aK7XLpIWBdYF1gc+Dmzu/PyHgUmx1yM0XTQAofWKd7dHAlNJV7A2wTTgI2Z2Te5Emqxo4B7A5737aKYBt5DmL6wHrE29q5//aGZn1xg/BBfRAITOkPRh0mrA4plTuQn4sJnFOfAxkHQo7dvUOZrbgClmNid3IiHMT+wBCJ1hZucDmwCXZ0phJmnC3xZR/MfldOCx3Ek4+UoU/9AW0QCETjGzO81se2Bb0saufngN+B6wppl9ycxe7tNzO8HMZgLH5M7DwdVmdmnuJEIYq3gFEDpN0u7AccDkGsIb6ejYEWZ2Tw3xB0axj+MCYJfcufToWWBjM7s3dyIhjFU0AKHzJL2F9GpgJ2Bn0kawXs0E/hu4BLjYzB6unmEAkLQ4aVTyu3LnMk6zgR3M7IrciYQwHtEAhIFT3PS2E7AlsDKwIrASsOSQ/9ps4Gngz6RjZQ+QBg9daWYv9TXhASJpTdLxvaVy5zIOnzezU3InEcJ4RQMQQkHSQqRmYCbwdGzmykPSdqTLghbIncsYnGFmn86dRAi9iAYghNA4kg4ETqPZTcAlpPsdXs2dSAi9iFMAIYTGMbP/AHYkba5rohOBXaP4hzaLFYAQQmNJWgu4EFgndy6FmcABZvbD3ImEUFU0ACGERpP0duAc0sbNnJ4Adjez6zPnEYKLeAUQQmg0M5sB7AocADyeIYVZwLdJI36j+IfOiBWAEEJrFFf9HgJ8mbmPbdbBgJ+QBj3dX/OzQui7aABCCK0jaWngMOBA4O3O4eeQZj4cYWY3OccOoTGiAQghtJakCcBWpFcEuwKr9RjqBdIlUhcCl5jZdJ8MQ2iuaABCCJ0haV3gg8CqpOmOKxe/rgRMAKaRpjuWX0+Qxg9fZWav5Mg5hFz+P9GIiN/kYgiQAAAAAElFTkSuQmCC", "contentType": "image/png", "width": 21, "height": 21, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 452824.1769, "ymin": 4463729.9658, "xmax": 460129.2098, "ymax": 4471445.0797, "zmin": 0, "zmax": 0, "spatialReference": { "wkid": 25830, "latestWkid": 25830, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "CODIGO", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "CODIGO", "type": "esriFieldTypeString", "alias": "CODIGO_AREA", "length": 100, "domain": null }, { "name": "CODIGO_G", "type": "esriFieldTypeString", "alias": "CODIGO_G", "length": 100, "domain": null }, { "name": "TIPO", "type": "esriFieldTypeString", "alias": "TIPO", "length": 100, "domain": { "type": "codedValue", "name": "TIPO_JUEGO", "description": "TIPO DE JUEGO", "codedValues": [ { "name": "Sin datos", "code": "Sin datos" }, { "name": "Balancin", "code": "Balancin" }, { "name": "Calistenia", "code": "Calistenia" }, { "name": "Carrusel", "code": "Carrusel" }, { "name": "Columpio", "code": "Columpio" }, { "name": "Compacto", "code": "Compacto" }, { "name": "Juego trepar", "code": "Juego trepar" }, { "name": "Elemento juego", "code": "Elemento juego" }, { "name": "Red", "code": "Red" }, { "name": "Tirolina", "code": "Tirolina" }, { "name": "Tobogán", "code": "Tobogan" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GlobalID", "length": 38, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "ELIMINADO", "type": "esriFieldTypeString", "alias": "ELIMINADO", "length": 5, "domain": { "type": "codedValue", "name": "SI/NO", "description": "SI/NO", "codedValues": [ { "name": "NO", "code": "NO" }, { "name": "SI", "code": "SI" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "POINT_X", "type": "esriFieldTypeDouble", "alias": "POINT_X", "domain": null }, { "name": "POINT_Y", "type": "esriFieldTypeDouble", "alias": "POINT_Y", "domain": null }, { "name": "POINT_Z", "type": "esriFieldTypeDouble", "alias": "POINT_Z", "domain": null }, { "name": "TIPOSUELO", "type": "esriFieldTypeString", "alias": "TIPOSUELO", "length": 100, "domain": { "type": "codedValue", "name": "AREA_JUEGO_SUELO", "description": "AREA_JUEGO_SUELO", "codedValues": [ { "name": "Arena río", "code": "Arena rio" }, { "name": "Arena", "code": "Arena" }, { "name": "Terreno natural", "code": "Terreno natural" }, { "name": "Hormigón", "code": "Hormigon" }, { "name": "Caucho continuo", "code": "Caucho continuo" }, { "name": "Caucho y arena de río", "code": "Caucho arena rio" }, { "name": "Loseta caucho", "code": "Loseta caucho" }, { "name": "Loseta caucho y C. continuo", "code": "Loseta caucho y C continuo" }, { "name": "-", "code": "-" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "ELEMENTO", "type": "esriFieldTypeString", "alias": "ELEMENTO", "length": 255, "domain": null }, { "name": "EDAD", "type": "esriFieldTypeString", "alias": "EDAD", "length": 50, "domain": { "type": "codedValue", "name": "A_JUEGO_EDAD", "description": "A_JUEGO_EDAD", "codedValues": [ { "name": "1-6", "code": "1-6" }, { "name": "6-12", "code": "6-12" }, { "name": "+14", "code": "+14" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "ADAPTADO", "type": "esriFieldTypeString", "alias": "ADAPTADO", "length": 20, "domain": { "type": "codedValue", "name": "SI/NO", "description": "SI/NO", "codedValues": [ { "name": "NO", "code": "NO" }, { "name": "SI", "code": "SI" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "INCLUSIVO", "type": "esriFieldTypeString", "alias": "INCLUSIVO", "length": 255, "domain": { "type": "codedValue", "name": "SI/NO", "description": "SI/NO", "codedValues": [ { "name": "NO", "code": "NO" }, { "name": "SI", "code": "SI" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "COD_AREA_ORI", "type": "esriFieldTypeString", "alias": "COD_AREA_ORI", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "GDB_5442_CODIGO", "fields": "CODIGO", "isAscending": true, "isUnique": false, "description": "" }, { "name": "GDB_5442_CODIGO_", "fields": "CODIGO_G", "isAscending": true, "isUnique": false, "description": "" }, { "name": "R471_SDE_ROWID_UK", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "UUID_471", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A358_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Query,Map,Data", "maxRecordCount": 2000, "maxSelectionCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "hasZ": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "deaf440f406d45239daaa6a0af775551" }