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evWtnOIxoQyhrZ6oYyoywqLPW1gCCtfZJhLYC1NpQi7fX7AW7u7sIszOLfeJkknV9/fUT6epVPbGvhH3iOGr52XnC6FCHHtDbsDd85JGH01Mfeyrt2bMXRvFQuuuuu9Mg3s0my15D9hXoFzDW5a20GiKM/Nfs56O1v3XJrzt64x0r2FjJja8oZ4sEigS+fxIogPD7J+tSU5HA+y6BZjYtA48KHr1V1WvpBOzf8889n06dOpm+972X0pe/+tV0FlZQMNJOYGZZMkHbEkyWUGewr0e0Awi8LX3iRz+GrRshWEb70gwAJhw2AHxswFAt4ZixRhnkb6z1VlvJo9E+A0dX6e1Ah3XQhPZUJQb0aAKEEbS6qoDvzBBWuWlqqK1VGdNfY9hQ1tlz54MhFMicvzAWqt3X3ziKN/RE2n9gNP3UH/50qIx1NJFZ1JtYQKlatrfH/jYq3AhI9ZK2Tu0VlwXINDgYT9pcqYmzCl07xhZU7n0cRy0M0NRm8fixE+kcqnvbOD07g/3mOby4CeADQsS5Ou3euyf9+I/9eHrggQfSkTvvTPfcfU/avWtXAMNGnEQZxxpIkzVsTrXDzYca2+uk3jh8wy0LvGGhN7y6nCwSKBJ4fyVQAOH7K99SepHA90UCzUAwV5hBhepY7cV0wND+z7h5VVpcmk/PPvPd9PwLL6Rx4vt97t//+3T0zTcBO5cASyn1DuC5O4DKFHBzGVasqzvbF4ILA8jgVBuLsQ2PjqSDB/emT37yybRzxwiAcApWcCV14+SxjMOHawjr8buwaMiWrAYOlWaAJQFCRk115oz8LRy6WegQ0KQpcy5t/fWWZ2rKRnuWYOOyfZ42egItAVrY/XHB+YuXAhwq2/FxANeV6XTq9Ll05tTp1NXbkp568gls+A7iZTxGgOpBgPMc6vKtyLg/WL5l1L9VffQ6q785EH3PzYm/AlObBySsSaLpJJtZLly4lsFbtb8GSOzGLdtr57m3b2DPeOyksRqvpsvYN05eHUO9neMmSo7+1E//Z+n+B+5PtwPg7zhyZ3r8ox+xdP5n04D52Vm8tnslcetJcCzAreIg1k9QK81+m8kL3vZFb7OOkr1IoEjgnUqgAMJ3KrlyXZHAD1QC62FPBQirb0GWYNA4drJKBkAWSBjk+Tt4A58+czp9C5XwM88+C5B4LU2NzybwHzH72rCD2xnBlfdji2a4l1NnzpLvBQDGeASAzuAFhnCwF0YKD1tARzd+J088+Wh6/PEHUj+qTrXFvegxF+Zmgy3sAJCqslQ1WnnqwmMBDxogIZxBkGndtg/W7Np0LaCwPU3EYx1UNee8FmBW8RJRUdNWZSP4sb+LeA6fx45PD+IeWD6Pnzl3OZ0+NZaOE0JnEcb0zntvTw/efyeMYA9AcDryLaFSdlWTUVYuMf7hahPjaT/s9xoNyYCwun+5vxzlfl3bW49UADCfrVTO9I5OR6gcTuj8YmxDvwW6V3FWefPosbB1PEt4n/HxCWwQx1Exc18As3fceXf6Qz/5qXQ3rOGevfvSxz/+Y6m9sxc7wwVrxHGoM0L4hDc3KuxKNrkN/i2AsCGLslUk8OGQAIqFkooEigR+uCQQEKipyc3Qp3FYICH4mJwaT19F/Xvs6NH04vdeSE8//XuohY/n+HhcOrple7rj8OG0Y2QoHdq/J+0BCMoKCS4MJj003B+2gs88+z2YwkuERlkLEmkBdLG2KqRTpZnSq6++CTDqTLsJk9IJ49YDINSOcADVsgGkl9dAjtTXRptU365ybdBRNSDUUOHWDjS68p5vZZAFrMF+USBXAemxqwTLxmvafZ0+lnAskXHT23piYiotg37bu1vTdlYkGcVben5+ClDWgjrdoNjt2PbNEWwapjFkn+9LVXYGvPlY7lCjnwGMA9Veez7OxQX5XCbw8rVLxDl0S2B4+eKFCHXDTU/DA/3pyY88LpqE2RwLtXKsAMP28RMnYYZfSi88+5Kn05G7b0+f+tSn05133o+TykfSQw89GGpyw/n0U47J8D8lFQkUCXy4JVAYwg/3/S29+9BIoAEeZGfWJ9klGBsAhTZoOa2mr/3BH6TnX3w+fftb30pf/OIXWSHkLCFUcASB/RkZ2ZJ27tyRtuOdum/fvrQDgDPQ7fq7Bl3Oyks9hwWGetteBQy9/NIb6aWX3wAgXQIACe6wJ1TNSnOsVobr3nsPpwP7dqe9O7elFm0IsTbsAkz09/eE17KhUWTPZAezCtTvGggKvW6jb9rPNcOj3K/1R6rcVRE5z7V/edBdU5Zq0CXU4fbFsDfTePIaWDpAK6xYlA1wlWk7f34MD+sTaWl+Le05sCt9/GOPAfx6Yc5msDeUQVuEFe2CLZxPhw4ejFVQBLi2NofEaXQzt87Sc+vrDKAAOdTC5qj1jEMVeM3XVfuWnFXFfnufTILO2fkFmMtBSmhJc5gLtCJv12dWpW2fL4+N8WLwUlYtAxDHxlgCEBtPQyMa1uZjOKXceedd6cEH70+PPf4YpgJ9lFzFY8z1qtPPvau107ptQHNyQDQnZLlJruYcZbtIoEjgByiBAgh/gMIvVRcJ3JwEnFjX8DidAlixDm6k1bANdKUOWTZX0wDVpG984xuEhHkuPfvsd9MXAIGnT51Ic/hqbBvtTnvxgJWti6XS9uxK2whyXCWBApHyAHYgu9rMHoGcYfgEJOcvXAQwzPN9mVVGjqdzsFETV+di5Q2dGMKuECw1NNSRjtx2O3VtxamiPe3bswNvXJxMAIcGo1ad2ktoGoHPMrHxZOd6uvoCkKnWrifasBHCRduqxtUz5o3NAKHsn6DSZJf6AEXa9an+nMKLWk9iwaBMqPJbguXrpY0Gu27H5lHnmUuXx4Ite/a576Ur5ydS71Bbuveue9Jddx6GNaONqOVbAEdin7W1dpxJYBbx0t6CXaVL4zWndfBoA/iNfNGJa2BVvYhr8BUAq47/q8u4VwLQ1vBUlrv1U0sh07y9Rj4ZzTMsIaiTzHnC3Khqfu21o7DB2e7wMLaGn/60auW70r33PZAeefwJ7hVmAjCHESicYJW4C3Fvc/zK6C11h9xpmOWvTzayaihbtKGkIoEigQ+OBAog/ODci9KSIoHrSMAp3Y9MoACkmmhlA9ew73smfeWLX06njp9Mv4dq+MXnn49QJINDXbF6hiuAHDqwJ92O40d3VwfBoXsDMAiOqlSFdqnYLI8HwxXAoTWN4aBwNWzQFnCiMJjyVTxcL6UrHB+fYJk3moQjcjSzq6OFcCdH0hZUzYLCw9QrIBR4CVS0s/PT1dkDqOrADnExmtHSWkGXWl8DLzRAQ3Pb4oK3/AMwqrXf+H2GbJmfnwPwLQeTany+VeRZsapt5G0nMLWOL4Ls2fkl+ngxAlEfPXY0+rZ753a8de8gCLVBp81XfQBiy94fygApDg0O4pCDutXTpugGYCnv5b8BCpsPrN+ug704bNnrrkbm2mSuPybICrYYOXt/g8eDNTRX5KQdkYcGOY4WBMUAuhlsQV095eix49zfqwDES6igdapJaXi0N23dvjP94T/yU2kIZvmxxx5NH//EJ2CbGUf8My0D5jtbCWvDP73FZZldfrA5NTvTKI4CCJulU7aLBH7wEqhmlh98S0oLigSKBK4jgQyKVlYycHJd27NnTqYvfOkL6aWXXkrPfPeZ9PRXvky0YtTB0DTbd25Ntx0+gJNBP+DlTpgx1v4lMHErAARcFIDBsCUbw7BsVrksmo4WhlTp5ttJvBPAI5aRCRtlmbnzAMNTZ8YDhA4PDaWF6Qli5r2RcGcl/xDnLocDiusNuwrIIoDMT1+PoVn6ApRVa/XWEVSLYNd+B4zZrGlvecx4fqq756etcxGV8FQd/Nn3Ss1agWGBVIBWmC1XJtFzdw4ni8uwhDajA6C7nWXjtsJyXtsuABayVW3vMnpzONMM4eSRgaBNzSxiCO4tWl4BJXyBImXbyhbsOWuBwmvXL7Ec4LXt8KQwcDVU2bFHv5RiMK4BGFkmj32BWw/3VDvRNjxrvL/9vXchsyXsTmdCpXyJmIeXWUnlzIlj6Rf/0S+yak0rMQ73h1r5wMED6cCBg+kjH/kI4+x+bERXKFPGEPUyH0MVNVLUXt+1PXlU1w5tvM3rTtYvKxtFAkUC76MECiB8H4Vbii4S2CiBYG+YlN9+wh4MJu3rrA7yvRdfSN/45jfS01/9SpqawQliEnCF5ljzs8O3H2ZyPhL2X64EYmiZoaH+NAm714kucCFABOAGUBehRG7QENkn4+sJmDphzlxhpItvgYPX9uJo4XJzPXgVbx3dAqt0NV1hWbduniozUyvp5OnzqGUBfzU7Q0PPdHexDBw2brKMszBSHR2ToV5V7apHdKQ6c7YRJVwDI67beiV8ieXfcsy+rBq2D8rfGIEygwahbk62bwk1tiFoXHPZJer0zh27PA6wTWnXzp2ElcnL0a3pILMuAXjMhKzk43RGwXpwXQ73m+/8xt5VmW2jaYY1kqvtigms9lWFew+q/epa2+Ax1f2dhKSpwy4q7u3NjGVuA3k4u4hTyvy89aymUQDs1EwLjC82iID30eEDMZZcLeUsy+ydxtt8enoGB5UT6d/+m+NcJ3vYk+6555708COPpn0Hbk+HDuN9/dBD6baDh2pMa9Wy2nd1b6OLNWlsJgiPNQtrQzFlt0igSOC9l0BRGb/3Mi0l3koSqCazm5i8ZKk6ACUVA1SF8nAC9+N5v3th3qo0NzeHPeCz6atPfzW99urr6Wtf+4P08qsvw6wR1HhtKYHJYP8IAYNa+Mihw+mJRx8mQPTWYKtkBJexi5MbEuRUc3FVdnOTK8BRnau+eUDEpozT0uJ8qI4XAXktgDftBqexK5xHtWqMwSvE6ZNNu4zTyfjVad1GWPWkJe1mrd077zic+rrasFtk+Tpm+lUvBpEsEdrFpdQGUK8O9Q+ESln5BNgxpyDLRONlnZo7sVEl6TUzMzMBpJTtHMBTdk320e8F5Ot2O21XdS0wzNyZjh8JdgxANE2YHLYvsjTd2NWJ9MabR9Ps1HwaZjm+gwd2p8OH9sGMytQZ0seGNUCf7KDiyoyebc/OHoaDMV6gjGNz0mavOS1u3A9Q2chhPMmNyfFiUk51WdUytYXzTm0HmRtCR3W2anpfCHpgZ+XtVBnrXBM2o3RKGc3R1itXVLHPxzV9/X18d6aLsIUuq6cndiyvh0PKNADSvq5AP4+M7kz33HtPBMPeio3qwQMHY/vw4cM4pwhQc3tpsa0Owbuii4C0jd/GumQwTJJ99N42WOScq+p73ssyqLbLd5FAkcDbl0ABhG9fZuWKIoEsgWpuq+SR569qb9138+RVTdxOchEEmZyer/JcIlbgd7/73fRt4gUeO3YsPfPMMwEK8yQqs6P6kAm+rx1GZ5Fgwi3pALHk/vgf/sm0Z8f2mJwvXroYDhLdBghkEhYgORcDG9jPDb0eCGxuuIAwX7GahgZ6CVp9Ll0au0IRAIf2LoAVAa9R/05MEo9wkYmbOiK8CZ6sU4CzabyTW1C17sKh5cjBPbBOQ2lkeJjrWgBIc9FWVa2hsoQ9VM1rCBX3XTpO+Qhmc1ovcJ0Z9ArWCURAo0dtbKPy1C6wq6MrQJLyVrYCygo4VfZs1iM4lJ2cQbU8PT3Hqh+z4UxyAq/ssYtXU/dgZzq4/wCxGXekHdtHYEuNXWhb/AgIazIKp5Dc0ua/1ql6Wgea5qR6urlHrgRjElw1p2q8VKrtxrnGmKnyNM5VheTvWPGkdlJ1uZ/t23cAsjAlAHhp8xdjEXmYlEeo2WEpp1C1a29pL3UmGcQ+sgLaZ86egxm+EPaWYxMzjI2JdJUXArB3kkPdNjqU7jxyJN11z91p1+69aWBwKN1xx+2xpJ6AcRSbRMtcw4GnhTHRnOKlgQN6Ttu/6vdRfW/s88b95rLKdpFAkcBbS6AAwreWUclRJLC5BJpnc3Osn882v4ajTmh+nHAFCk5kAr/PfvazxLqbSC+//HL6FqFiTp06hS2aoClPht0sXdbG5Kg3rjHimEPT1m1d6b77700//okfSdtZLWMaFacTew9rCc+ynNkCrJ6gJepZE1jZyNzQtwsI52amcJQgeDEAzFU8ZAe7YZlknJZQsS4DeC7ibCLjN0O7T6NmdGm1K1dngi28/+5DaQf2d0PYNu7dtxuWaQJAkhkqJ38ZP4GIYMWl4wQCqqRltQRuEeqG1ldJ+0bt4GTaBCyVClh5BeBDPrJKqsoFPhWQCPYRcCggk+2cAwAuLcpStdKmuQCDV2AHL569DMPZxuore7CV25u2swpLXy92lMhzIyAMVlA0vEnK9SLzWkiZuP/ky/JvDJqKrayK0BHG1AA6ufz6vkUyjqo8Mp7NKcB/rUkum6cMTQJPL9OzWhtO2T+X3BPwGXCoapfhgZbxwtbZxHEZ1waTmAG6dQvm9HTvggG9wmouY5gCVGstT6hux5Fn8ipe5lw8Bx425NG2bdsJebQz3X777ch2B85HqOG5Z48+9lio5Hfv3sO4JpZlMIpcSD3Rppqo6v2PFjX+XO94I8fmWzUR1X4Vm+cpR4sEbgUJFEB4K9zl0sf3UALV9EGRTZtRQWNuZ3fdzrr6BT+Cm8999nPpOTyCz507G04Y3/72NwFxs0yyeH/W1Is9hGiZA3jJCvZ098Tyc2uoijHjw+NzKB05cgibrXvSTuIJtsPyGPNPNd8q5QcQqrn+aguYAYmgILft7QJCVdBgNADhAnZmMH+ArWli22mnpzpRdbgimcDmzOPz2CtOoFo0ZM2pYxcAqS3pgXvuDZvDXbu3ASRUe6O2xZ5PMBgqTgrQMUFQO8MKIAI6zwkMradKmS1rMGQel+WSXZRlzMASG0rAoqpav0NNDGjTrlFQKICQtZNlXKXOcYCrgPDsudNpYRZvbkS1e9+etJcQPXpqb906GAG6tXds0ekFFlJQZD7lsnncRFtWGwvBINa2PUYfqyEE5M8gNr6rPJxlswI6FfizxGrwVcfoSjiD1M/FpUDCWgX23XJsoypiAXSb4Js2dGA72YkdqLELW5GfxwSM3g/B/TKy03ZQW0JfUATSvYA1WVmTslxiTKuCbqMs5R91UchVQKGr41wdn0pzhOQZn5gm7uFVQhaN044sGcI4kp8A6QDFrVu3pUOHDuAdv5O6OyN+oo5KfX0D6eDBgwDGbbxM7I18sVZ07nD+Gzeh+YDbFNz0VRNHPrbhb855vRy1cjZcU3aLBD5MEiiA8MN0N0tf3pUEZOwEIE6I1SQcM7azYzV1M8M6mZraBClMljJYoA1Ws5jFTkr7P2Y6KRESWAeVKSFMJqfTV57+MuzfKwCkC+nVV15BDfxcOnf2LKo1ABB5DXuiKhWkxZ4OIYA61LKcSQvLlE3cN6uaB5CNDPelxx5+IN1x+34my05Ub0NxPQgrWB37ondxTrY/s2ar0IoGUe7r6wsgVMtwwy/VxtH/8PytsrbgiTqNY8gsqtq5AFyu4SvQNbcx+C4R9FjwMM4yapcujac3Xz1F+JItrP+7n36uwbrtBowQQxGAm8FKBqtRndUAuKrk+Qpk1I9Rk+pk4xPquNKCd3AASICpQZiVwawABjkucH4twqzkOISCQoG2LKNetatLa+ny2YtpRbU3FQyM9KMe3gIAGQkP6S1bhtMAoFDWTntHQ8rofTtOiBY9mfuIX3iNSrcJANongZP3oUqu3mKqrrO9gtMcGxE5ci+9xk927hE0Gj9QlbWgjf6DproBc3qCOx4FezJ/a6AtXzxCBW9+UGsGj436mxlJw+UMw9528wLiNXWgWbU32r8C23sVRlVnIMLz1H4HcV8oluYCvueDUexBHvsxY9B+0pcbbU79OGbGWGdZc4KLxLSUkbwK+2i8x/GJK7QZu1LuRa1of1a0x3ufCKa+I40MjYb5gWtGG1jd1MtYNszPwYOHiA95Fy9JR1JHkx1u9VsMm9XakPI9iXeAAPKVptr7IDCvJyutJ7eb9+snykaRwIdGAkwvJRUJFAkoASdVkxOzk3AHDIkAI2ajOMNk4f8aM5SYuNprk/ry4hxgsIuJmMmPa86cPsVKIV+LsDDnz59HdXY1PQcAPHvmVAAU1XbtTNSs7pZaIVqc+KRzgsGhfCfXTs4vLKMyZibrhoFbY7YUwIxil+VqIPt278p5mFyXWTKu29UpAAmChZjUY/JrTHACgGDOqKya8KNbN/OHyZGrm3JmxrKy81LlpxfysjN6CKktbQGkCnA6mXHbUJeuLbel1145BvPTlvbAEF64eDlAVxdMoeDMuHoVGHTqrVpu2W5vbLNARGBnkkVchIESkKyu5BU5Ll4CsAFGXXLOQMzLtGEZQJxBFyuTzEzADFKuwqbZa9i9yVYN4Um8a8cWlm3rwQlmECAyGJ7aqkYFoLK2ythxIkhQtQpUi0+j1fSg1okAcWy3tWWnCZk5VdoCex1dBNV+C1wdd6q+bZOsnCpZ64oXFfogq1uBRMsRoMqettHwvoE+VLIdBI/uChaWKwG6rjxjDMjlPJbrUlVqNXTkJnnHx8dTH/dLG8FubR552anfEHJQPfd0OE3BGqoOtq+tvrzYT5LmDI7RBWxDXcJQ0wbHRDttNG8bLwFbeJHZOjJAWeQFhHYTE3NiZpoA2eexVSRYOHXOIRe/tU312AT3cGZmHk/5SdZjvppef+WltOD9ilptOb8VmrEDVfMWwiDt378/1uI2RNDOnbsibuLDj32E9nCvZBFJFTvpeGPY0AXAIDv2sZ6at+u1rTtYz1o2igQ+DBIogPDDcBdLH94TCahqdfKtgKFgxwl4TXUrE0IGglktKeMS9AJnlhcN6juZnv7tp9MrTFbHCO57/vw5Vn14ne8zaWZyCRAEk4Gt1s5d25msUEHCaizC1M0wGcoYUhN2WJ3BusiquZSY6rl57ADn52V7YLOYuPzBbmENXQMkqxIWJBniRK9P49SF2jYmNuAAE7ETb5XmiamnmjacCKJP1ZkbfwumGslpOO8LwgZgBQVJncQ5nAXUrdlITgcw5TpDvcgcql1cW+ugndOhPkbMeEd30PcrwcBpV6i8gY1NVeV66E5OTOa2PbyNOZIdIlIGVchKbCjIPIcXrHZv8wuzAYYWFwBZLDlnu8R+YK4ABMIha0DslNWSRndvgYEagBUcpt1tOED0cK+2x/7gYB8qbFZmoU8CwXkKCeaLfW0oPR6tb2I1KzkpC8nCbtC/cQ3HUb3KYGr7aJDsAINQYvZHFk0P4FYorOGR7gwIecEIwM09U0YVW+j9VxW+ANhbpk1Tswuh0tZ+1BA62wG27YzT9jbAWbC7zQAwi7T57zJlC8xlvB3fWfqNHIJY77NJwGZcxzVeYvDbjv75EmLS7EEGVeCtjLRRlE2svKQDgFO65enA00o/Du7fh7wH8zX0JbOPvBDhRq+zkL8VPdhlt4P9pdxKhjq9eG8mAf5jF86klwjL1IGsJ2eXIzj6oUOHcGQ5Aju9I912+x3pqac+RlimB0Ml7diynYLwngjT42DzU1KRwK0ngQIIb717fsv3uGKamsGSQpEB8pwTrmo3AY9pVfTCJJEZHpibyYlgdb74xS+wzu3R9Mbrr6EGu0R8wBfT2JULME+ZS+sfaIEB25lG7xpN27fiTclkb0gYGRhBlGSFK2eodpyD2dJwX7ssgYIOGgZHXliQJcF+a2oyjU0QtoZfrCuN2B5t+QawrWKdkJhsLacbO8NgrOiHZTUmdcAZgDFYJdph/2xPUwa7ehOpUaKyEjzntXw7YvsqLJPev5YtsBVg++mHvZqbXyEMyd40OX0Fu8mLId8dOwiRI8uEw8sA6x3XJ+MNc3Ls8kfHD7BXAHXt0tqpfwIHEB1Yxsen61O57epBbSj40OPYiV/AmpkpS4O1BPjIvIXKlW3BIC4uqCC7UMEPRoiZYdgswcIkoENwq/wCgE9Ohao5wJvjQ8RnJX43JxtbS2fxxp0DtAlW5wA62ud1wBr29TMeBG1cvkhdgh6DTmemusEIWoztD7aQwTPMSjQt7d3Y89EPAKQhd1wRZpIwOWkNwEk4oEHA2Ahq24gjScBsTtRac+1XN8hYBlVWTgAm29acKgBqG0ZhChcJ66O6XDV1eGrXAKFxJrXnFFzKZvq7qlhPX1Lsd4w9pc35RcbJBONmHLtCHYn8bbTx2+tmJZsuBnxnO8HLUUFv5UXIuv04phYjpmYLYHAGu9UpypgOVtVtwefFy5eQ93w6evQV2PkXuI6XsoHudOjQ7ay5fR9L8t2THn3ksfTEU08CYAfp6vVl0yyHsl0k8GGVQLEh/LDe2dKvugQqAFg/UNtwwq1Wq/CQgGwIA/YqrdTUkYIn1b5f+OJ/TGfOnAH0CWjOpe9+57vpzKlTaQY1bi/YsW+gAxXjNti7HYCdtlipYsd2Q2uMhMpOYGeSNbFNTnahJvYgTIsALyZTAIwAwTh6sihTU7PpxIlz6eQJ1M0YPt12x21pz64daT/rBPfj9Sr7aDw/VXB+quSWnqcrlKfa2b6ODI/AVOUVR6p8TZdUh67zvX7CpMkk/uSNAB2XkI3OB07a9lFGK4cNaQPgLqeTp84iy4vpzddOxwR94PZ9Yf+1FVu94aEeJnqBWmbElEFzmmX1D1G0ZbcBIo0TeByZ6Mkq8OhnObwhPK396HAg6LANAhaxmkyTYD9W00AmgkbXVe7u6UY+ML+Ekhno74YRHI2PAGIGz2qv7yWPYFDmakzvWRwjurjeZHvyt+szZ+cVQZCrlci6GdxaO7kAMTGmMmtnXMA5QNsMoEUQOAVbppq0Uh8vL89zPR7UxHg00XQYYDyvuX9tbaiFCR6d4wn2hop4FMDUyZha4ZoF7Tp5yWinTyPDg2nHtlHME2TwZLrX30fLDpU3Y63ZLMD1mLU1tQ5T81KHMbaQi2p55RoAHBmdA/Qe455oOyigNKamAb2Vh+NA+SlPpJbxl+NE+blLu2QcHfOW79DyRCVfWdJG8rgvao3zvixEQf4lqyD+KuGPdGq6AuCc4fd08vSZdOnieBRDc2AMjwRjuHPn7vRf/Ok/nfYf2B9tNUPl1W67fPHIZTe3IYopf4oEPjQSKIDwQ3MrS0euJwHVvs2P8U0nRPKEvSCFeF512Fe/+tX0zW98ExXw0XAgeOWVlzGEP496Ltt6OV91wxodufvudGD/LiY/AkTDQBhnz/oWmSgFk8H4AAR08qiCA2eGgwkfwCbLIoMiA+N+OwhPT2NB3DRs0hS2ZBeYxF783hvpCqtm7NxFwN/9e/AsHgEItOPQ0BGAxVU26pOWjRMI0hAnYFWLA339wZq5pFpmaMhjNv80C8j9TVPkrJ/ZCAgFn4JOHTnOYRO2QL8EXKqx9RDWo/fU6bMBcF+BVV2YR9WJKrcXALd7N0zqCOBDJwmAUrWqSL0yNpSdHsyXcVYRXF/h2+X8XIFjD2r43Tu3hdo91OYAREOtiAQFi95TvjLocJuP98DjvQCrPljXrVuGgi1U9SloN7SP4W8i5I33hXtyCQAk0Khs+hoSyQBFVll7PT2bp7ENnEZFngNSC8hlAYm/OKepwALAUiZrCdUnwb0Bj3OMK++D7bTp4M9I3kOayVjK56zTO13T3gLYsDGknQN9QwDZEfoBMORYayv3HWDoOOjDpm/n9lG+DQ5teZbQnLA3DEDYGAiqnXsZswJtZRrgvumSMKegHMHuJKyc60B7T1zfWjbWl6Mder8jE8fcCKyijG0F0O2TyS+gIP90MUEEdDhagazinwKIVH27U21X3/m6XFott/2hfXHvyTbL/byAI9DZMwTWnpxJx4+f4fd0GaCr2cVKeuyJj6aHH34k/eSnP5V+4id+IsabLxCdsO7KkAHVVG+uo/wtEvgwSaAAwg/T3bzF+1KbX66RghOCqZo66vtMNNW24ED27zf/3W+mF7BBugLTJQN4+uSJAGeqCUdg+vSy7GKmFpy47FcPIOuxRx9NTz7xMCqv0wCf7NWq/k+WSsZIQOIkt4cVO6xHMCbboZ1W9nIFfKDOu0rZAjcnHifXNryKtSuTQZoGQHzt68+lY2fOJ+Ikp+0AqL0AQxktY+M54RqmAxgBYUdP6fLs3AwgwTiBGeDIqAhYjAOnI0KVQjqVcKqDm36vl/BGQGgflafAUHX1BKpHbSQFVC6jNg9I0Ank2NEz6TIBjI++cdJZHDDTA8M5l0YBdB2gHJk3wTGFrWuFYFC2agYm7fL5cdivlA7dsR8GakfajW2mwFhbwKyOz3H3BC2qsC1KFaNtlIWMelFf2l7vZT+qVcFKsIXkyewxKlTaK4DpACRqqzYmCEUtaxurQNLZxpK+O8Ioz/bpTSvbu4gcrFMnjYuXMA0AAI4DBMevXAV0ysfhYILKf412T+MMY9LZSBVsgBn1yLUUIWAoT49qUwf5lkWPJG9fO/V0cq8HYQT3790FwO6nT9gpwhTyWoBKHNCLQ1IfIN0BYvmZZbPZcKSMj0Ztioh7w1jtBSz387bj2KlBNa7PScAs4JUpjDWQA7ATVob+aye7k0DpAmFlPEisQ8uRKTSJseLbPyE6+yVDmM/nXlFj7HOzZQCDBfQCU5XPTYEfgHpdDzjMtf7m8Cch7M18auO++bvSweT8uTGCqF8AIJ7Hy/kqAPE4azV3pS1bt6ef+PEfSz/90380fepTn0Slz5J/JF/SmutslpXnm1rjbklFAj90EiiA8IfulpUGX08CPqAbD+lqK3MPMZFxyId2gECZAyZbAdnnf/d307/9jX/LpHApfftb32HFCrxPsaXqBWypStqPwbsG7N/8+jeT2jsB4SIgwelBLdxDjzySnvjIQ5Q3DRgTADIxUbZlWFcvDIusoeFKdBTRbirsE2uTvWoyWz4NeNKz1IlVIOi6w3q0Gs9P54tnX3gVFbW2d9qaJdRbMDB4ww5hn2ecPEGPAghows4sNmW7AEqCRUGRYHMJMLFn9+4ANNZhEj/mVN+oDmz4toJGyrmrY7mvnq2YVplPPUSDJUM9r/erIOr0qQth53b0xNk0znrBKOTghrAlE6AgTzWUes/KLEWHoko8igFY+GTEPe4GG+zAU/kwMesG6P8eALIrtsgYCjoFpQJR5a8TiuBHMGmfAzByDwUqgh3BSkiNvLK5XpsBeQZmBq6+iop4hfuSPWaRP30TbITIEYRgUFClOnkCwKecewhBNI/MDbNyFTmMXb2U5rEv1UOW5vPxr0yw/WfItDIm+eSkN3RjaTsxUUNlCnizX3xM7fHigE0dbepxdRYCGfE+QfzE3ZgWbA/gvLqK/SCAqZ9Fr3VK6jdMDuO0Amc6MeHJEv3I9ZO9Vr6Aqo8xvIUXomZAqEezYzTbaK4FKJzGnk+VsbIx2LegULvZAOHcg2HAquMxbFnXAaxq/CBJxRJJwVKjADLAoJRp/WQtT+0LQKhXMxnXHQ/1s/eJS9t42dBGs4XwQ2EPvIZ9Ii8jmmScAhQeP3Uak4ZTvBiejmDlw6Nb0x/69KfTz/zMH0s/8yf+81rZtKWW4t5XO3x7pnG2sdWUpWwWCXygJVAA4Qf69pTG3awEqgmymkxWYNxWCQIosAhWzlh+TPauKeukscrk/iv/9y+nz3/+d9PXv/6NdAkbQUHW9h2j6dCh/ThB9GIH1Q87ICjcTrzAS+mzn/sKzCG2YE6LPO+XmDCFVHv3b09/7Kc+HeFVZqYmYLeYtJj89MTsYjm2wUHAIBNjpEyr1eYtJw2mldox2ykovHDxUmTVU1MHE5mmC7BL51lG7eSpc+ky6mNjqPWyTnA36+8abkTWZwCWawnWUjZoGK9YeBFU2XsCMM6gkhQMOclr36VdYzNDFFNZbSWTBkCMZjT9WT/ZNk5sPJ73BaGygqoTp3CKkfWTFZ2FJbt0aQKmbCadOH0+XcV7VEA4h/ytu0YghYxFSmC3EJMhYcCTaYDl77Q5HBnqD2cd1aS9sKSyYTrpmLSl065NhxHV2HrOZqYpTsefHC6msa9a1BcEZeRHuzcdHaZoP2iDNvBpAhyWt4h62CXXxslz+cokgFSGCwebju50lpVOrrJKx9UxvIpha1e4z5VsBY+OH7jQaMBiIjxLi9uMTQBdhprsIUprNcUqhHkzmtGJ04VOKkvRLgBPay6rBeDnvXdY7dy5Ne0jsPb2rcO0Aa9gZNSHivzOOw7hwa7q2zGI57KgmdHcbENYVRXflGUYpm3btgF0uxEHAD5eXOA4eSvy9zDNC8hlmM/TZy/wIjAVQHwFVewwdqsjOOds2zbIC5F2tCx/hxOHgdZlTmWrfVEQJPo7DmbUb3J6Hxq2goJB25uT5+uJw5pnVL8lj1fsp9vmlSU0NY7n8uAQOQjbyvjXHtUoAceOn0hvvvFqmgTAH9i/I33yxz+Z/uuf/fPpox/7RABPy5PpB8LDCM+ENkCA32idzwjLL6lI4IdHApki+OFpb2lpkcCmEsgqWOyzcK7w8d8NGHCimyMkjExgb3cfk08vHsJj6dc+86vpc7/92wDBr6VFHubOp/fffzdqx50AwB5Yt21hzI/yE6ZHxshYgLIrXM9Epyem4Co8J6llemY81u+9bd8+5iOmBD5O5E4aggzj6zkJ2p46ImBvY3Ly68Juq0tgApMhm+gxQe3I8ABgBwbojoO04yL1neU8jijLkxFrrxvGpxt2SBZo6ygsDP0Y3aqNYQYZRsg2ZpwOJsaJW1jATq8yQouGNE1eNrwxs21s5ib7zZm9OCcBl+BBYZhjjsDdxsvr7yVETa9L8qmixJED8D0Pg6jRv2zTEqo9Ab2AS+cJ5SegG+wfiHbJhuoR3Kt6D7u/nh7D78gKAsC57wJAQ6/I/HmfKvV4DmVStY674U1qSoLBYOGo13Mz2P8J0HX2CTUunah66pUyvdo7nsOu9CqAcHmlBaZ2CFAxmV557VXUwhPYSOKMwVWMSO4+iJcxZSkZeMGusS8Q6gCMdHfrme0yfLJ/ADwq6xs0bA/gCRAnCPOlRmeVbJ8K22w+SjSET1YlA0pov4CzF7vBC+dR5fKm4zjs7e2iDLyRsWG8cOkKLwoyo4xJgao/gtqLCQevTbTF/hqrcIUXlX5MJQRzqtO1exX8K++tWxKgcDzNdczjYHIp+tIFcBXkt7bpnKNDTBsrl2Ae0bOYxpGzwNvflsvfRbgbGE/bY30CrpxqbUR2dWBf3YyqtfEm0ThYXVmdzt3jfP2+ey/Y9YPMerr70zbG05aR+9OR2w+kl/fuSG+8eZR+nOaZ8evpueeeTz/9x34m/eyf/1nsePfStnw/1AA49gwVVG9uLpWSG+2xrpKKBD7IEiiA8IN8d0rb3pYEFrFlcpIyLRKDbgG7NJ0FTLOogX/jN34D9fDnWTP4t5j7YMoGhtMD996VRmGcXJ5MgCSg1ONUta9qLlci0dtYcDMIEzfWCdM4i2oKNsKJ2DRJOJgzZ84lAaGJKSv+uq1aUq/em0ka7QeYAdytTOcg1IImJ1AZxtZdMhhTYV/WxSR66iwxDqfxTKY5q5NzaYZQI/6g9+yCxYEx1NtWtatLw5mqidRwIMsDOrG8vz9/6xOI1CoHXAFkYIx0GJHV60Q93tVFAOtt/bAsglScTFC1yjyFypd+23eZRYGd36py+wAePag+Bc4ZDApK8BjnfA9OE8Y9VCUvc9WcBC/NaSODI6jRTszQKAIuQ+hoSxirxwSIWD+5d3Syfi+MmOxtK+FjXNf5tTePR1DymSnYP9pnoBd6xT/u7RqBy31hIPl3EAAiwHOsGbRZdnN0C4Gbt+3B43oIZo1wMQDhLgCvZYW9Hjpz4/zNAeoMTXQGNu78uTPIVjArHgl4Q/mUR157PDMxnl59/c105I4DlInZAvH5LqKqH+jfE+pzu+Z1DZW0LeTYBkRl+bPBwGYHLBm+5iTwXlvrjhcqQya5WsnFi1dQxZ5KewFX87ycacM4Et7L/RGT0iXwDCaup3I3YZFkdQWG3hvV+aqL/fhSZ0zC9y/xcrWAvavy5nfR1tqTnvzoQ2n/vu3p9TcILXX0VHrm2RfTa6++nF55+XvpT/3ZP5P+yB/5o2FbKi/YxopCAkRv7I1w9fvX/lJykcC7l8D7OyO8+/aVEooEbloCekWuAuB8IjuBdgY4XE1f+o+fT7/267+efud3fidNGC6E0B1PPvEEtkz9ae/uHTHzCQacdFaXUcExfRtjrVc7K0CaD3jDyDhRaKfkJCvTVv141FRNYofkJJ/BoEVmVky7NSfKakWNG3VGVlCgY4iTSvVpftumPWIP6s8d2zpD5Svgkz25gG0h+koAUeYgncO7nFgBoQIyQ2e49JfMmayXXpMel9Ux2Wav8ZhtjsT2u0u5VB0jBLlOstrT6cyiWlEAYBWDg720U2YSz2wcHgwH08yg2qZ6YjP6FgAb5q8G9mSSsuMO7BMgSucQQbVs2kaZbwSA9bKbNpSRYFBVt3ajgkwB4jIAR8BUkxBXtBJPcQZmcAag1h2s2/defQV7SWwIAYMmbQ6BCvyD4QyG2OP0MUoh3t88NqfsDcDi9jEWb7sN9f5QH2YL20Klv8o9UgRqHv0OFo+VPghNzgelMOPu8KF9MJQHUE9fTC+98DqZGBUWSpIrzzx5YoWPiXSW8CttLBUo87hA28ZZTnEbquQoN1qSx0NczJ9GXznOTox5zBoEyZdxutKLONt6qjLOa2g76vfAtKsy1olH0Hr8xAnOt4T5whixAhfwhpfl9QVLkC4r7IvDZULE+HtxXWzBv05Erv7jWsuughJLRFaNq/Wx2s3ftnjTE3Ha32Zzn5qv9QVRE5NlfvezjB2fBTKXtx/eHyz0/n17WR3oTNgY/5v/5zfTN771rfTcM8+mP/8X/jvOb6Uf3Ctk00jV76lR482Mv8b1ZatI4Psvgba/Rfr+V1tqLBJ4jyXAc3dN/RkP81bAj5PcxXOn0//+D/5B+sf/+J+kL33hKzglzKfHHn+AN//H06GDe1M/asUZ7KhaXMUBleMSYNApw+W38jJchHxmglqFtVKVdQFbN70pyRrrBgsMTcxXwWzsJ/RJH2XOwU7KGshkucaqrFhM7P7ZLNUOC2JVWzrJyrC4bXIyjeuZ6Z1UtDXUuUE2xX5OzxJXjcaIkdRabSP24QDsyhDgqAcAtQAAC/aL67zWJFiSRTMUjnHvwhGkiuN2nWbGhW/5p7q4NezCBFgBNGl3P0G09TbWyWMe9bE5jcWo6lcmVbs/2dTq4/Jn3YAlP4Jh1cCGpbHPawBdvwPgcs+GkfOw4X6oRzBYB7dv2d71GZSTssiqWRhXtqM+2uyyfJbbh+patetx7DkXAbELqHjfePNkunAuew5bon0TDKrQlX3TMtCxRfMoA+cebph3YmSgMx3EZvXBB+5kDV7BxwB9BbzrIEH/BKTKR2cQX0hcQUVnmQCntMdxMQwTbKw/GbVJ1NyuhtLbS915TbZQP/vTUAVugPBRGDrvv+NiGHY8O3jQTrFqtP0MRV8AAEAASURBVNzvqg/CKMdd7b7W7qcyNgn6ddLxvGYLsngCKVm+8XhRWQZYL6UrrGW9FAx4VuPrha6s7Z9ASmZYwNeGY4v2jBbvMe1nZ2rhe8yv/HN9ht3JTke2xVA/uY0CsPyptzla6h97UvXr2u9WUC8/q/htGcpHMwsqjN+Qmgedy7YC/mhmOgoT/Pv/6emwj73/vvuR4xbKzv2QzdYj3TGd25Lrbmy7T/2VTPNu+Vsk8AOXQAGEP/BbUBrw7iTgw9/Ewx7qw6W/lggm/O9/67fS3/07fzf9+q/+6zR59Uq674F70kdRAfnGLzMxPzvNpAN7xgzRpRoYEOccEJO2EzclCuryBOJfbKMwOL9w+SLqTPAXE5ZTomeYE2OS3kPYFIMAG6LGh7/MYB9hNlQTqn6+7gSQi8+TPBOQ1xrLr2Lx3LcluS20i7IELX5c5aML1eXU9NU0jT9FFzLYjfp7AKAnkBBAZIArUFItaK9sP6FUVEPGZC5QFLyQ3pNJKncoS7HWOdsPiyRgk61U3ehya07yetPKQFm31Tc+yK22b9OyijuHtREIusqHy42NjmwBFFVMlznfWZJplJESmOgdbcgZZS0gtFHKSrZTEKid4DxetDLDbxw9CQDQOxwgGgBQ20jhnmCwggFuAYIAGW5p2LBz50i6754jqHIPoVLdDpDDHIBR5QuBoLgfFbRxHO1jPqbqGNCM/AQogieZLF8clN/thw8Hk3157DzezABm6jAFY4gcEVe8nOj5K0O3wAtSF57C3g9BpsCqPs64uL5NGdVdjAJrfwRs1tHOD0eZCTAdk94b61jih+KLjUPakEpXrrDmNvfbFxkZ7EvGAIz97PktE+ivLphljmfQmV8oBIJLjBedT7Trdd82VX2MQRNHPJo/1/7eNusF2etXVCM299zfio4qlqMzmlcPEDpny5YtvBT0Epv0Svra73+D+3+UF78hglzfRv+z3kAwmO+1LcyfzBA22nBt+2xJSUUCPzgJVFqvH1wLSs1FAjcpgerh33ikVg/bXMAaRv2XUE/90v/xS+kz/+Yz6SwxBHvxqH34oQdQrbECAazJGuE31ghNop1gCxO930xB/JOxqdUQTBnAKaOUKFxQ5yStTV5LC2VwFDgW52Qz5nE+uII6+ja8emOiZuJ3AvChf0MwmJueywkwKPZo9NAT7qnSqtXGXmYI+wAvW1liTdZseno2Lc2eZe6ByQLIyMwJFFZX8k/ciVoIq6G+7RJoCTpVq/fHurMef78eB1RGn2yTbJAqQW0y2wGzC9ozAqB1pjBOXNMUv14OXksZMnZDeKgaNqSDZduUThcq23Y8bLONYDVKOHVNyhK85vB1DigzgYfq+oqZNE7izOxirME7BXN1FseJCxcncgkt2UYwGEG7XI0nzrYy1oSHtmBouAswyLq6h/em7dtGYZhbCBF0NUB82EDisKGXsurWHG6FL8aYsSq9h60AQV8EevFgb8ej2c8k6t8pbAXvu+cuQGtr+vZ3n8cb/aqNyK0An1rcGB7P5y5cQjV9GHmt4ZA0DbvK8oeILcZr7km+zjeeGyRtPVcxAdDGT/tGmUEdd6YYi97jw4cOwe6xCgtGriOAqIXTl9NxYv+prj7ScTANwmzKaM7OzwDqh2G0XSVIlXYOF3StTaN2fgsAT4OGAzYBtMbeVGaOB/vTJHI7dIPWbzgVwya/LFVnZNN9BrhSTEsHY4DxMNCfvdf1tt62dUf6/Be+nP7DZz+bTp06G2r0P/En/yT3hzGOPCIpf2VbFVq+iwQ+wBJ4v2aAD3CXS9N+GCUQz+taw93Ok61b1Zm19M2nfy/9o3/4D9N/+Nxvx1xw/0P3pXvuPhKrJVwdv4J9kMbrs3gcd8FKLcLAdKPOApAwWWq8nzk/C6/K9dtZ0YmCCSGYlC7AlPZ3+XhVv1O9bFErE6ETq16v1SSwcWLj4vVJCifq9HC+qrq2+m5ckNsmkJX9kwm0T7ehAp+hflVzOm+srjIBgwBU0ykiwZQskOULnEJNx7kZQGE3qka5Lc/aVkGj6S3bHbmu98eW29acnBTtY7RDVhKv2g4m1z5WGRHszuMABFfIFblur2qu37ldEKt6swJE7YAAwYZrJgsSEHslPi+vpfUSzJBsk2zULGOqfZxy0obN1UNk4Eze0xlCplSBmAUfJ1h15eL5MUAqNnmArTxK6HVU6XUcjGSt2MnRvp6+FtZz3pfuues22GTDCuH4BAtoubJq9q3dPnJdfUhwtfXTTc6rMpYdBgChEpaB7sK7XKAs4zY7M5EevP8e2LTl9MUv/afavecLsTpqbav2f3Nz+xg/PfRRr+XFGEsd6kvfRpLB0/5PkDY7m6cSVe3a3ppkIO+847ZQ/Y5jU+jycT04tIzjGPXiyy+lO2DUXB1mmRVEzp+/ksa7ZsKTfAgPctXB/uby3WuMI+vLZeNMxbaMrqC9qwtVMjLxztZzu7H+9se11/tTZa1eyKp7L8CLlyvup6pwbUb6YLjvvENGth17wmfSyy88l/6nn/95glyfSX/t5/56tMlxUDWhalNVx2ZtCNbTgX7DVJW0MdNbXbcxf9kvErhWAkVlfK1MypEfkASCjWGS2fhgrB6BAgTVi06IhutwlvPhvTA3nf7Gz/1c+oW//wvpmW9/M/URn+5HP/5keuC+I7BfnbAUY4AJvTABUcyIMoHa4K0xwwYLVHtsx0QQs/nGidGJD0DV0YdH6XgsH+dUpY2YbRNnraJGHCa23wAerl3M/KppR2BAVMdZbgAi1Y8+t2uf/AivHuRO+pwHaDgBqaacB6w5pVQ5GrNbPrbKxKQatQtgqANCH6F1xieuEBj5Kp6cW6M8GRvjzukUo4pPNZZgZ45JnAyo37DTwrNa+7uIy0f9yj/UpPaRPNdPnrvex+Jr1wNmsgy4t4KIUAdmZwLvoyBQNWEHzjCqDauPbKwf1XD5IxhEjacw+QSwBTWpsvQeVIDTPKr7IvCcNyhnz92o9Sd6xfFG622rgDO3VZWsMSD1djYFyxt3m0zcxJPETzyHk8bULKCbcowBqMlCANo1mTzkzDrCPXhRd/DdRnt3796SHgKs3X/vndwTl+frBBSycgig2G1ZtfwywdWMzRxQu3E/ctscG3QNMJ9/L4JOAZFgiPZiBqFD0k5sCgWZp06eDSZW9lcwFX1ENq2witodzvHy4MvQMCAsVMYhGIoimbf5s/4Y8mI82w6vc9xqM1vZI8reCdAc/8pE9fEVbBrGcMTxHSWAKTa5HYDS4aER5IvjFSDWsTgF22ncRpcUNEyNnug6Ill23HpK1JzC++z4tq5pXoYcP+2UE/efczK1TT+e6NP6P5yvpehntVN9+waiPPxiOLXiCe7vp3pmdCNzg6IPw7ArqJPEL/zOd5/h9zeePvmpT8d1ruLifdIxyXvrQYvMv7FG/e5v/K1t3I+BbJ+umyy5pCKBdy6BAgjfuezKle+xBGRnZGl8oAdTA0ioJ551wiAB4Qz2fz6MfYh/8fO/k/7nv/k30y//n7+SZngQ33ffPekTT300vIdXVlkqbcEJaIEJ0AcuD3UK9LHpp77BifyYbnzXcpgrJydRJq8z5y4BCMcIQo16zNmJVtFcn/BMFoR8wbFk68gQEyVhXZhoZRBU7wUgikpr5fHV2M0tsvaYGJiI7L9xCBt5vG79nhNeG20X7DnZuMay4U8uoJa7Oj0edk1eoj2cThmx9Bj5pglb0oda0glUtbHAQVbR2HLON82T07WTUqP9G9vTfKZ529iMttxyY8Odpo8g2Y+HNk+1M1wfIq/ljKPxJ98HAUo9cSgDHOpGRo6p5grM2ZS7dpnlNJKOCgKOKIfDjj3jKmpDePTYqXTuDOFmKFbWyLG5xgtHq6uNCHDtKp8V8vb3dwIGd6SHH7wn7WJlGVW6gnLj9ml7pqpVJ4s2xwn1VJ/cmkYr872oztrOxjlvnIBlnhiTrssrqF6i7gnUt9MArJAbjVLOqqE1a9g6Mmqr2Qa4EqMw8I8/khulpuoDdLMf4BRQKFAyzJMgyJiXMeYB/wZMb3GMwR4ab3KKEEkmsFUEJZ8n3JDOV651rLlDqKIBxDrB+DsAbcYLQbZzzWMpQtEo43p7VbvPhY2nss1e6AEJb9Sb+rmmbtWPUXhjGznFCwff9aOc1xFMBy7tIpcR7rFjJ2Ltc3//Dz74IKC2F/Z0ludVT7zI5NbndlfPubCHpZyNqdE3zzga8ojYmG/9fr116w+XvSKBm5BAAYQ3IaSS5fsjgWyYTuw0JgNDh1QpP+KIQ7Y4D+Pi6gbd6dy5k+lXfvn/Sv/wF34h/f7Tvx8T8Kc/+fF0z523wzgQaw0guIg6zjVOtUnSKD+nzR+Y1dHqu6q7+nYaaKPeCcKMjBF7jvkvPnnSQAVLxmUm4x3bt8Wkb8gRH+ACXNktH/4bH+eb18UETVsXYEreChB6fQCd2rcBiJ2UJ1EhX7zCOsKzOEYgS1cmyesI51UjBKgR649OGLNvinVnnXTDcJ5JTvWjbGyzypYqNkmb9+DajDlfTM83uCSYpgB9Aj9z+52ZMBHNuvn52koy6KnPm8Ay+idQ9h74URZVshnrm7Lx7uRQQ7E0G8DQtnTBVhr/cQE5n8BmTNWnTJfgR/YN3opt2C8AVhB2FLl9+3C69+670mOPPBgrxggodagImzkYZO+xoEfgECttVA3kO7eo0cr1AMGMjXPuaedoH2WCBYVbt25nvE6jxjwbynhNREM8souAW72TNTlY4nc1QCDz/GJhSTebamOEZujsIXh2PPliJHizdbKcrhYT6wADhFUpT4xfxsyBYEP8xGULBazjeOWqVvZ375rhgk29ixfJb1+Uu85TVfK+mqdF5o3flh89p3UMin0q97cQoLS6qCbR+m7Thm31sy5tHHCRocrlyxvXsOvYcmm/Xbt2B5N59I2j6Znnnw2w/+ADDwKSWSebf7alDgipyPtuf6vnnu1tTtfe7+azm23btqp9m50vx4oEbiyBAghvLJ9y9vskgQAAPGF9OPpgDDaJuvNDMb+Ve05brNdffyn99b/6V9Mv/ct/jg3XpbSLNW1/8lOfSAf37Ql17Rj2goaSMXSEqjQ9M8MTkwnkeql6jFbfG/PZgjWA3SIz2PmLlyOsRMwG0cY4G+zjKOvE7mCFEKY6+pDDhqj2dILME3yj5M3rknFEDX4TgNCSYpJholEVq+pUm0FXrJjBlsy1i2cBhzpBtNGGTmzNXBe5B/ARwZeZkLxOVkdmRicGV4xQ/rKGxjBcnza2eOP++tx5r5HHSfFG85VtWZdCYNVEyhln4NrEui5fbefCxYv0e6b2mSUe4FSoT514Da0jc2RrqhZV3/nyjXcng21lINDRBMDgydr3dWE/JpC5PIaXLOcW5pET99rmG2C6E9f1dj5333Vnegjvdj3buTUwcS2xwsognqoCKEGNfRZ4CyyqMd/ctwpCRLvNtC6t39cBQk9oAZQvLn3Uoyr61Nlz2D/WbCy5XubSX4KesC5xKFXXp2q2Jp91VVQ7VqWI1lWZd+LFgU1/Y4IjQaHbqpH1Jtc7uIO65mFBO6jDtZ4nWbYQYjDkCJGJ48YiTNoU7DUr1sD0mQzxIsgzkLpxDe2b9fstAM/OWpE1/qieVpWsraee/rYlnhkht/wMscWbfTYdmpvKu7q6cb+8r0YUkCnW9EIHqTffOJleJYj17dhJ3nHkjhhDlcq7etHyd1a9BNnOjakAwo0SKfvvtwQKIHy/JVzKvykJVA8/J8WK9fKYE0t+WGorNJs+86u/nP7+3/t76ekvfSEmth956vH05OOPELB5NELJrKiqhSlpY0J2hQ7Vfqq0BDibTbhV43zMm6rvvNf4G3MhE9EAqq1z5y7CwI3HRB5XAD5NeiH6sD+4n7AvOKwYhsNJaYC4dTJyshnNafO6GoBQ71snjEjrMjd2lJH98nuAUBgG821nYryI40A4lTDbzmC3taqaEHWyAEY4oIorr0nLyiAAR5ktZe312qHFZIrMKDYLBQFEPQqi9smn+OvGZin0k57IGd4KEFZMT+NboKTtVQZMtkWAlMtjy4mYiVSW7dy5cxxugRmez7KOa3IA7jls6uZiJZQF+s94ivsgE5vLdZwEMJNtql0Xkzb9lHESh9p3gcgy9wNeDNuxfpjnDhw5LqQ1jAgFfL5vDAz1pNsOHUI9fH+6S7Y61pRG7cw41E5P1b1ly27ZFhkigYHL49kGwRqnA0wp5wowWD+ti/Y1RJ3lWu2b17A4FuAyhzoHubSeIV+uEvS5NpKiDte8M67jbkIlLcMQ+vJkoHbb4G8m2DdlUZc2G8i7ko/fMQ5qlUefYOlk9AYBhJ7XJjViB5JH8wp/xzm0DDERAW3zAD/HnUUpOzBheJ0HMJzJcTiNXTlESCHtBGdZZrIF9lXPeMG9Zce1tTb45ZjgFxFs6yxOQT4LjA4geAz5KkPzbfLx+nXJwuupusLfcN6O8Uxdjh/7qxONqu+I7Ym24PXXjmNecintYwWj224/Enm8j6bKBrKSp8dCpm7U0sb96vj1v6s2Xj9HOVMkcCMJXPtacqPc5VyRwPsogXioYn+kTVUFhAQusToIk9R/9V/+2fSlL36R1Uam0uHDu0M9fDvhZHjSE07jcjhXMIXWWpiBVQtASKZOQJa9bN95B+LBz6Q3hHdof08bjJEsj/OiD2JiB8LMyESNE6OuG0AqK2jIkoj/58z3blOuZl0p1QRj/cuE0+nrxxmCOWcLq0iMHzsDW5gIT5LSaZwg5vHIvePQwdRC6BHlOzIMG0h/VnBOcZ5y4tSRYhoAaTLmmgyTdfiJdZrjTPMfJ7i36lueBJuveifbUVOTDGy7QEGVtxNsH7Zqvkxoj2d7Pd8KiINzBhAbDBv7OrzL9UjuIvjzVgI052T0v+zsIgA1kR2wAh8N6BAo6xQh4FcfughQNyzMg/fdFWpXAzDrGtMD+OuBYR3FhlSP3RaAgmvcdgNetmCv59Js4dhDGbJZ3jNfVvy2rYJwtx2vqwAf5aoSsfJ2DTnH4XyOU+uSfRbIademTWCElKHePSwb9+bRN2DqvK6RVC9n9nP98evezc2rbRTIluNqihBMMoOy0Pm3YctlTglCzhhT7jtZjcUwOXNzqtrxbOd3Gkp3rl9xje75iXTp0kS6snMy7dm5PdbnXltbANyORx27duyI+8PFNfvTLDefIS41qFz9bbr2sgB3hFVsclrf1+uN3Wu7ag/WJ8Fnvl/amfI76zb0zUq8nH7k0YcBsPMExP8ygHYkPXD/g2mUlXr0yNZ29MZpY003zl3OFgm8VxIoDOF7JclSzk1IoHrQXXfKiQndh3o82JkkZQV+7dd+Lf25n/3Z9OUvPQ2TsZIeevDe9NRHH02H9u+FFUT1xBqprhCyinenarM6zcK2k0KUF0oymnidqqvD1ffGztjyVcpbo0BN0S5cHq95AWcA4XXM89iZAcYITr1ty3CwEh6XpZG5qXpflb15XQ2G0MmjAsbVNfk7X2m/crLPBuxdYPIZShfHxlMnoUymZhZwFsFYi2zBpOFgMIfKWHu1BVaAMA5jJ0G5w/OasvT0FRC5MosgSIcIAZYfsuYJuEmA9fqrZqxrJAc93vQRZDVdvi73W+00V5E5ngw+xgEVGu07OQu8VQ9PoioeqwEHq5SBE3BZt2BLwJidkwiUzM1UVepLSOQzb+0zw9hSBa3nq8471ZhEUowBBgEd2rF1a9qJ3eh2PiOYCvRjiycMirWYqXILcSINVm5e76VASdWhAZtlzIJBo00BYgJ84ngByyl4Nb/3QbDrJ/pAfxiF0ZaNwlS+lmlwdvtlvD+kFOy46wnPqtom+RMRb6oy3r5tBPC0hKlAd9g4VuA/O3BE9vV/mm+Ewt0kKd8cQsffRr5Astjx5W4EnubaqxNzAebx2+W3o5mIoKt2dznfDbs3hup7EhMQOgX7RjBzwHi83FGWwCpeVCw0/6/LxnslQ+l48F45hv0NrE9c5IUbUhDbllf/fTXAYL3LcZl7/kbyuHLcLPFC5f0dGR6Nl4bTZ0+n773wIsv3nU4/88f/eNQ0CQuvWt22N6dcX3UsP7uaz7/19ub9eevrSo4igSyBAgjLSPg+ScAHXX7YxaRjrTxwq6N++zB1QpuFYeiETXmR2F7/zZ/7c+lXP/Or6fibx9Khg7vTjzz50XTXkcOYPblOKusOM0G4/NkcKqhYbqpWh8XnFE9uq4pUPTI3fnvSPLmFOW/zXycJ4l7HZKvq9fSZcxjDz9Ty59IMLQIhFU4c/QO9AVItT0Aoa5O9khuletW1qRkQMpkBzioA1Mi7yZXO8iRVmmtMSCs0+CRx8taY+RcWtCvkQ5Z5DPVnYNV6COkh06X61IlVNZzsoPL3IwDRjtHlAINpo0wn1eZUnzBpTvPkVj++YbK9nmyby7z+du5zJQv3tOmbxhM1g69sEiBDMwPwVfU9Psl6uvQx4irWROaXqmLnYkGhnwh0TF+npqfi2soOUdAsoPAaTQ5M9jPLwSDJgu3MGC4sEc8SJsqC+5HnVhwjRgkp047MvF6mOwADNnECPRnCWCOZ+gWp2qCNwWbNAG5d9kyvb711DT2kStyPKmvvTR7MdCAGtaVnydonwaDyF2halqpS23T02GnArasbk0dwz3dHZytOUFsBYwA4gKwmB7bFz8Z7HRfGxfWtqtr6ARm+AGEAUftrH6v7FSCWnIJ25aDHuwGsx6+OseZzFRRecwbkWyvRWI9uMxRZbWgidcDAae9q0jveZfeif1Ut3IssjQym3K5sYX1pML5hZPBEfSN2PBApJMkhvzeO43yOk3FJ7JGrAm6MKWTuUZ3CvE86mmg/fJxwNM8BCjWF+PiP/lj0ofn3UgmyekY19te3LRp43T/mfTv5r1tQOXELS6AAwlv45n+/up4ffj6snTJk2XjkxbMrA0J5i0XssHpgq0xtPNj/2S/+k/Q3fv5/TF//2jfSMpPjj34CW8HH7ksDvUyIrDYCp8BcLGtCWUxgPoRj8qmVGwVVz+zag/JGWtsAg/X8cfW6P6tkCKDFnCWjpK3U5csXY4Jr4aEvI6O2MSZ7DPS379waakkBiYBK0GXvm9PGx3c1SViG6kPXcRWYOallFZhX+FlfTj6kLOWmAAQwIzMY4l9FlekKFuIU0AeXqh52Mp1HxX4pdRH/rpWJa3yCmG94QgZIxJ7M0CACGWO6LQtKsL8zzqGenjJx2bgfppRjyp4/IfuqPxsn0qrPG1pdHb7Bd9XfxnfgXm8W/13CTYcDVcYCKlk+VbJXAYOytT140AoKDbNj3VtHR6PtytRlC70vYWcaauR5gEn2UtVuMDvZKDiqisGRvyuwZb9dY1l7y1ZAt560qjGH+/Xc7YfdQv0roInwK9ZDQTUBRBlcr7ytZxom8jwxDQWmAlRT2LyRJ8YEF/stYJU5jCURqcN+VMVG0U3tVHU8Sbgh1bSC+jFY4yuXWVGFjJU0O/i9bcEJqrtHp6e1YDK1s6sAYTUeo0H+qcm92o9yOGZ/4kPJtk1PYs8NYk9nvztx7IoXGw4KBJXL/CzrLfPSd/bseew751GzDkcQ60MH98Gm62U/w8o1jiueB5TZCls4OTGBDe9wrNks8Fd7YBxA+6pKPzOoGaD5nBEU+8mC98VoIcCYzlU6q+htbwrZxRZ/7GMt2adGqm03H4qTHmicY0iFLCzVbT236XC6fOkSwbhfSQcP35buveduzvp7zX9zHaq41xe+cT/XU9W32XcuqfwtEninEtjIob/Tcsp1RQLXkYCP23WP3Jhw4CAAJ9hK8TDvqD0HtfN67jvfSn/7b/8v6fOf+1wAmdsP7Un38wC97dBeJo5xHppM0hS34dHZqNuq6g/W2Ilz5ndyWn9d02VmJWWgmreb/+bTPMRpsyohYw0OEkNuFVZnFmZNVbJsnNPPEpPqAsBkXvYSNsSJO1SMN0KkzZXFti0VQps2aXX9UK3h5HFiFLS20UaDcPcAWDqwZVzUqLDiXWij/3DmTEePvxmT9713HUnHTp4l3EdfGsEOzjAZy6iW9bA1FA2XEPgXMAIjq42cLI0elTI9DdBAqQqYVKn+wjEjjry7PxkWADoo3rb71+nUJMMpQFUcerMKCmSajx4/CXjoT4Ooa51YBYY9ly4TRHgAwOEkna+vi7FWrmVmeefzed8+sRSgoIOyBOh6lhrc2+M6EmzDZpOodMhMdTGAEtATwLlWT2417aZC2SPb5Fq4czg+yHQackbGsFF3zmv7chsFGK4igxMQ4yoDnabstVzRXipTDr4gaX/oSjB62tcGU3PO/HLGRbl9cfU7/iOrKBtrP1R1qxaXGTdou8n7p/z8yOr7/jcMM+nL3cF9u1MvDOXuvXtYxeX2AE+vv3EcZ5hJ2G1+8wbWxi7w+KkLMIWE7RnO65FPE+x6yHvK2K/GhX2JFG8P1Q7sOHIew8FmGFDZDijUvrdK/n43psZZz7BXz1Odqa7xW0DncX8Hub/ezq1bBglEfoSxs0IomlfTv/qX/yI9+sjD6dChQ1noFl3dmNj2T1V+/QAbzXU1Hy/bRQLvnQQKQ/jeybKUdI0E8gOy8YDLD7XaYzOAUh+To49PA0f/3F/7K+lf/PN/lr765d9jndPe9JGPPIy35n2sqLANmzfsxDDSt6zq0bixuvxG7dnqgdrIWW1V3xuvre9fNwMneMA7EXfhaKGzhesHX7kyhjOJj2tt8DyPMwaT3NZR1IWAsV68jZ0fQmVIX5vTdauqZZqFmVsCXAi8ZA3XMQbrLqa/yE87xZgXud4l6WRdDdcxN68XpLEQaQiNcd4SmzqFas80PjWDo8xgsFOhcuSM4LIbx4kFvFUFK7JvCzBpS6jqVaUKTAQAgj7j33lTYr7kW5CUgZuwLQMbM1R3pVkGN7dtZ62gVkfsyb5pz4mtHMAs4t7ZFlhDw8289saxdOG8tlo9aZC1j2WmpmUSkZFsXmYHm8cSd7DqQDQqOrKueTrdyJBGnYAyy9zKGr2DsRb0SqhLo+/I2H5ndWYuwqL9LAKqJ2H6rvIioez1Lna8Nue1jMYYdiv/E4gKtLTz7MYWcZ1AEA7FR/JbeUxOTdYPyBafOn2RkuKqyNuJwev2bVu4fzqitGL7iuNF1A1o497mduQi4m90omk/H6wfkB0Msw/Gq3Z+xrPUZlKQWI3d6iUi2ziyJnR4wK+kLdjcDhI/VM9nWUvDN5nGpycYy5TF2BUXzhM+pw97x2HGq/fdJrmWcTBxAci4qBJElND0h87rUe9vtBd1bnTV0/X89Y38Ylj118ONU00FbrZZZczfqsj97Rvq6eLlq+m5514gMPd4+vEf+1GOV7FWa78R64s7ZH3NY7Oqx/NV+dWx8l0k8N5JYP0M9d6VW0q65SWwflJriIMHGk9iAUkfgWbHeTg+//wL6X/7u38nfeF3Px+qvvvvOZzuu+fOtHfXTh5/q6iKWBkENZKQ4uYehzeXq9GmvGWLr5+smw9tb2FGaacD27duIUDxuTTF0nkBAJioVwCtgkaB3NKiTBL2fIvZm3Nj2U641US58dzG/Woirx+vGhuTiEezTBWstle2z7WatekiIEYsn4YSDQaRKYUJkSy0UYYtpYvE7xOYHNi3CxYFwDe8HIB2ZZlwJEzqsmGL9CfivKEi1bZQx4elfjxoAYq9qMMDjNbaIlBrBjV5W8DybkBh7rBybr671iswEzCbBE3DONa4hOAcgOj0qVOIpJ3wKtvTHM5HMzBKhnrR8zfLXoFYdiXQKCb/aa6IIwFABMF8utpy6BOBU4ToEXBOz1MX4X1oUyfHgxWuF7cWS91pZxh2jbBmwWwiq5BKU/XrpdRom3U5tlRpxwsC+9dL1diqvg2Gff3UVDmZ6kNqwwWKow6iNpxzV6Aq6++YW8NgVdWxDia2VZnblurFRvbMj+s5+6Ky4IpCyyzf10qwbgKq65TywP13YgepB/lrrDjkb4VrGK9nz58FMA7h1dsTTlN9vbOpZwvOMbUxEG3Z2D66qAbCPKrdq9VDIhvnos+cbzCFymTDANhY5jX7G+6HlzO2fFHcCuB94vGH04X/73fTL//yv2YJw3vTX/zv/zIZAN5+fFFrru6dVH9Ne8qBIoG3J4HCEL49eZXc6yTgU8vU/CTLR5r/OvH6CbaLp6Pb2latYQv48ywE/7f/17+VXnnxBeKXtacnP/pwrOqgd6bx0VZgpSLGWwABJ/2qzuYa8nae4K893nwkHrrxoOZo83eV6QZdyaCPDDy8BXpOgJeJRziHJ+oC6ifBIligxgx2MWEZ+Bc7KgEYE5HevYIJJ6aYAK4jt5iUaGgf+SdQdap664LVisk02tnccLbdRSza9KnmFZBoI+VEc/LUibQ8z5bsIP+x34+8XuKELDD0WpkX1ZyqgivHAO3JjKlmzDdBTNw3wGG+BTlGZDheUJeBgjsBRcEa0sd8j81L4ZQrOLqu5ypNeDvJtvsRHMn45ZAy88HEuDazLKfqwPGpsTQ9hnPF/DRqRdaZBmRM4JygynbL6JZom0yWYEWPao3+c7J06uAeNI+palvG1HuhU0MvaxILdLRjNDC4wrFd3geB8zRs4ASe0DKCgkHFIWjMq8Eop6iq6Q8ZNhwTMvqvknsPHuR9xLakIBvJ/6wergqxnTrDKBdBrOnS2EQ6duKctyKSVRimZzfhX7QfHMYWb4C+2C/rMdvGtoU8PF778LVuy3tcMYv2TzZQJq6P9ppkCv0NCZJkmJXXDMGol/mNC/S2Aupk/wwzJROqmlvWcJFBe/4cqwNxqV2eJlSNjKqxIAXPyls7xcp0wPZ5TzYm5a4cZe20afQFxzJl/HOMQq7wYsq03Cz1kHw+HOc2llrte9KPY6Da9nfnPRbMUiKiHWJ1mBN4HJ85fTI9/shjafeBA2GPbJvClKB+NWXEDajKav4mU0lFAu+DBAogfB+EemsU6QO3+aHrA6s5bdznHIecFJdgl/7ff/cb6b/9C38h/eZv/FZaxI7qyJFD6eMfYw3iPTtTvx6wvMWv4TTCzM4j1kmKz7r6muvK2xsnsGtz3MSRTZqdr3Iq4wFPJRJKrRgbdsJwuiLEFAZ5i6hR2wBOC4taRy4zEXaHKlFbqQ68kk2dAMQKdDgBOUFdm2hAbSJwgnBCV2bVRHu95jltaSyvkJ3UJ1EDC1Iuo9JeXMDuTDMs2g2+i+1e4iguA5qqqc/rJlGBa9O2jK1WF7ZfTmQBLLCMzCE7nNgaLc6THLZ1sIcCwxxfjUr8z4QsKDIZZkQWzcn3vUg2IaZpxoT2gNYlgPCTp3GZNJxn0OVPEBNyGS9rgeIIk3E/INuwNFl1jDqfaytGU3WwJb9lqoENbeVksgTrgiGBtH1WZt43PaC1W1M+VITsGuCiquna71oeTuRzjRwCP++tqkZfLqpxUpNGNDsYbOqxPbJgEYic/XMXLuN1fjEKrUrsAwDu3LGVdjMuGK++wFTJtm5Mmx3LrdyYM+/bhvA25iUjlvZTbvzPcjA2KOpzwPICQZz9fQ8MuCxlB6LKbJkRBFzf2NWGLl25xNjE8JXkODJMTzdAfhDP4RwAvpWxjdMT572nVR/XfxswSEbO51C+X750LYaDSdUuG2gO6oj7le9HHLhWJHE4//Ekv+d8aU0sAkLq5LB97mB8BCSl/Je/9xptWEw/9okfTb28NPpbd4zUy1L+cQ+qHnimebuWtXwVCbyHEiiA8D0U5q1YlA/f+lMwHmANKTQepflB5kNxFhXQX/pLfzH903/6i+m1l9/kgd+ZPv4jT6ZHH34g4qC1onI1nIfsFbMaRWevR+vIE5L1Wd61KSb06pm58fva7Jsf2bzoyGtfw3idSdnJWabGSeAyHpwTE6iNedBHnGGa3Y6nzCBG8j1MWnqdhqE5/Y/l0wSClLU5IKTIWhsqeyuZJidXxXu95inrdlbOWFtVcGswLzkIczeT/vDwACq2ASZWPIrHWB3CKmirEys9IbcxEukPE/ek68fCai2o6lP9zUcP7lYDbdOAigEMZ4Vaa7wv7gtAwnuTClRRBuitMcIBZqr5jvrfTVIGfmSGZIUEywKwWcaNbXGZvlZAuOrvaYDqIp7Is4Bdw81s2zrKdRnEyjA5EavWtI8h4JtpWG3ilvGSwY1A3tQ7hU2gMnB/GtY4B50WWMgSbXbnNjtWa8AmpyzjRoCwhmOiLoHpJG2L3yfXnTl/gdVcLnOfs+wsfoDQSDsJOyM7p91rtXRd3E/7uKENb7cPylV1fqzlS3kWF/XTHgHdEqF6JjAZmdM+mMYPGdgbcO2IdJzJ3rpvvERZ7/OXz3PM32B2IMKdPgJcL7hmOdeMMM4boIpD1yRb4DjOoFBWWJMH6/K3Vk+1fuf+1nY82bRZzxsbudzoXJWJQ/bJX5iAUCC4xHjUOFGbx2MnjqVvfud5bCdH0pNP/UguuzauGkVurLBWz/rKy16RwHsmgQII3zNRflgL8qH21qn+Tl57hjUeXY2tz3zmV9Jf+R/+cvrsb/8HbLnm08effDA9+ZHH8DDcxZJVhJkg/qCP6nYBE5O9cb2cHPLHB2yjrM1aFKfzU7l2utYY99y8ua7Url3/ZdkVcyH4si16lBpjcAoQNT6FtzHOG9jmw1yYdxEg6FJl2tjllVcMp9FGKBcBjA0SYG1M0cTaYb/M48Qq67QRQDZfbZuWllxtA/nh5KHNXy/qt1Fsl6xfpnIQteDBA7swcGfFDGS7AONiS5QLrYFNYi1avl0PeZlJdhrwHuswM1nOAaxCRWebm9oXsohSPJhZQcGZnrOyL8HgCcCY3AMYkcuc6z6byIEsTUmp1Cqljlwn7CYvC6om3V/GtlEw5uTu9BsrggDMXdfXEDxr9GlqGts02JgBvKSVpyrJfihTmapgaG52gNQBIRXQN0PHGCcwwtnEG4Hq+AwCGyAqt7upU019Wn/0enu+8Hh/Zd02ZQjjPiIn/mdAOJl/M8j39NmL6dz5K/ESIBGqNAMQbhsNQChD2APD3ZxC6uatPnFVI4dlNO5L43i1JaDTvtSXA4FsBqecRX62waXl9PpVdp4LthX209+V5YaJAc8CQ+dswXnnzNkrhM+Zihcbx/ra6gIM4RAAizAyvDQZVijGBg1uDClbyZgwfED9YP7tuaqQ9ep0JINZT7ljWXZNB/Nh/278VJlqF9Z37YfVcu8NcUMVjhHv3SDmBifwhD999iwvw4+kPXv2kjPnzxfFhbHZ+FPV2zhStooE3ksJFED4XkrzQ1eWD6imh1Rz/2qTYuMRyBs9huSrqwITVYytADycEjrb04ljx9Kf+dN/Kv3SL/2r9OZrx9Lu3aMEmH6YANO3sbIHhuhMyMYebOfVPwMUJ0+r9kGap/8KDNb24sG//sGcH7xVe2PysYjaROS+bYnwMGw7AQgmqmR3tKmyt066lu3Ea1iTAHBMKDFpcCpPVOzbSv6reJ1iXVZXFllgolJTugYZoCdoXjKLGH5Mil5nPaMELVbdKOtnsjY/dDZ/3CZJMHjIawQ4wRIykwoMlEcGPwIjW4CsEF6seEHfrE/2w1h9QzBhGrX3dANG6XIXcthi2BwAokBodX4mtf//7L0HsKbZWd95bs6hb+fumZ6ZnjyKIwmEZAtMKFfZhGVd7IJrbddiF0XZu1vlddlLxq6yMGktgiUjJIFBILEYSVgIECBkCSRAIEtoFCf0hO6ejjfnfO/+fs95z/e99/a9HWZ6RqPhnu7vvvnk85z/edIhDh1nd7V2xLZrSxjCzC8idlzGuTPl6cO1h7t/CDa7cBBsPIKO7HgZGMmEJ5eNmg1xnJOtvhoVFWvV2xUTPeWNMtmKlC1KWT8pN6r6aF7u+FL+nnqQZUTE7llskHMn91YrcNtwFvH5BOJzioRLoKwvp1sed+hIqCV0kL9wRWNF7xCiD9oQVSjXwQAqNylNU8SYe2nhDEbf5fNm8+Y2U2zdQt7lTsnptN/ZloJ1gYN6qvWg6Nl6HhpmFxwaO++N7XKJQORuLeh9nbSH0Q/v+40qAOfhDl64NIFPP8SqpOFXctQ0zrAOTtxyjPTxzVdLsH5uGjvXTu2Dbaf2cceOeqiW0TLpskjw5jnNhJX+JGoWqyweBpAWjJD/zK1eDjGu5SenJOxCyj2Nz194mrZ0ceQ9xnRw4Hsi36pxKEYOn6TURzSnVlQ4tglQ2MhfLpn7KivSV7NRPdJo4lqh47r6Jt+Wz3e1f5lu+W5+n78RiXnI7Ww/U2Xh8OFDaWxqMj1x6vE0Pnk5fcd3ficVjGoDY6aNsZIz72c5ppyNZsz5eu/vXg3c3BrYA4Q3tz5fRLFdYwoos0NFrySTq+jP6cJCMCjBnp2aTj//sz+TfvAHvi/9+V98Aj27lfR6uIJf/4bXsZrfh7WrE5A6d/7yJJVJXo40E2jOtxDFrVVcsuF0VX9NEWVM3HJq+KnH5gQR4KmaeGUKCKqcmHVX4s4Onjt5rTOJaiW5iOhVzpNcr5jASST0AIk/eAocFRVr+DGJg+dV/PeZp8AolE4leTkYzu29PfhOg1tlkGtXAKHXUQ7yUkKpB8vgM8Wj5sf8O9FqTavjap8JJsxbc89b7lpt8S9O+QM3E5GxzpQHAb79iJIVEevDbRC/bE6s60zMgvMVZupunMRlkRcAg7KPj8+E5a7AdA0gZRvrbkU3HoqJTU+dL6oj8qP/uRB1U9eh7E+HaNP6lPxnTqslLHmL08YfmTnG1/jFk/x+OY3HNriNGhfZgCIMOsh/Bt/YV9MevjMH93lBTh4gsQUDG7cWtO/JKRweZk/j6DzW5g0E024Eatu+EZmxPd1bOlvYZu6YSZQy5Da1Ha0PRcu+IxD0e4Gg+ojbg6nZX0PUTf3mPJuub3L0BX503zQ+ITeQ8Qi4GBubwOXJFL9pwDI7zgCGu7pa2KXkIG1qH+hFXItaQwUIzdP2UHJuOlt/299sXlsHllldRfPtmApjLO7L9ZbrPImRzzxOql286MpJvdxwkg6gd2GZxe45dd+Zx4n13MyExYxyCywPYu2fF25yfHuhQSxyRJsR/DYDy2DRNe7lp/m97GzdMRTFy48i79UpB1vGOt4NFOb8lNppfOeAiOATVUpYMLIQNP891MtTZ55Mp554FJdIM+nrv/4bAIO46WEMugd3vFQK2ogj10Vc7v3Zq4GbXANXUp2bnMBedC/uGgiCWtEo6al0bA0u2Qf+2/vTO97xtvSRD/0B3ICU7j55PH3Va14Zk0OAJUBF8Nhi8skTkAR3t5DfyH/LOwEcykUct34vKCwhJmsmp0ZycDLLXsFr6BI5ect5uzB/CSDDKp1vFXPGORO3AO6W40eh0XkyN16BIXgngNJRJtfziOTm0CXMz/ChhlPdUXyP7cNiuoddFxShafnptmoanVwrODGbb8GVHAwneBXoBVSKKRVHBwACpC0jPutoqxkFEPmW2iCfi6Gb2R5ivPa2ddzmHE6jo1NpsG8BMWpP6BleujzKJD2OkUjWWVyDrbbGxLzKpP3FR5bSnXfcDsjoSFMtAuUlOI3DaYCdLgT71kU9yK1yNwmtn/sBj4rQ5UjaHzIobLZP/bsbOc8AM++AIWCQ42OQezkA8F0BEK6swH1CRLfAM+xraJPLgOIe/O4NAEDYVxgWqO2h9fAzD1XhC9uQSy1fc6AluJ5jcaFOndatYbRDvxIcCKS1em0PDnKzEpsAMsfSLheW+hMsyt1ei85cciyHXRABMLYtAJciJttA583zcLAN65vuYU19sRhQt9T3humfGX3EKzf1j/1U0K3qgeWxXSzDJm1R2irUCVwM2dfhbOsyyPftwXJ5/UbOvo6rT955W3ry7Nm0PK1Db51No7dK+/XB7XbXGvuDnNqtdbNzkWJ8MebNnws+dShjv+WdX3+Gd0t75oWc3Ow++p7GaHfffTKdv/RydmN6KL3nPe9N3/rN355e+7q/HeA5BpOrageVP8/3wl4NPMc1sAcIn+MKfnFH7ypcgiex4hzR08ULl9LP/MzPpN/8/34jnTt7Hse3Q+w0ck+6566TcAeYkBBhwYqK8yCVjUkNeAjQaYI4+Qv1UBHEasJtPCt0EnQYOamhxLGJiXoE7JG8GCv04MiYFk+dpEL8xlHAINfGSXUJ1KJ4zqAelA58YwKJO/4RXEaKcacf8KEz6imsIZeXctxGNYFD4HGAoaKsWYwNhgaximQCmuK+znV3C6V8JY8ao6hgPwunS4fG6ugJLEgiJpBO/OKZ70Z1NrMWSQi2e7v7OM8Vpih5GR2u/r6u2HO5B1A3t8BkPIBj55lhQNNU7KSxhhJ/MFsAG8tYU5+hTfXjdpAdGI4c2hfGK2sd2QmxoFlrXutX8Kt1tXPZLNa2cgupcriKBRSawW2ZjJySQ243mtFXIjRO8mfVXdvPdjAdOZFO6E66cp+6EY0PDCI6ps4OH96fJnFy3EHdz85vpDPobnX33MnOK/3pEqLUu+48wY4aWLGW/lTFfyOHyGGVTfOvHmcjQjhLAwNDgGFAPXUzT/6m4KC7+8kK7pXkdFkdffS1QfqI+nTbAaFctsZP8Oc3tWD5FwHgk1MTAfTa4Q7aDvqllIMdonUWJuZNYN6t6B8L8nC/AnfQkPt0LdJneao1r1wxgxxnF14CZdMxb1aXYFgQF1xCAKHcekGvO8AYAhRS1ilErLqmOXTwIGoAp2NXoE7KokpAD9+BDCNeaYhubbaL3COy2h/BcFiGkz/3r1bNQoMPQ+4G+W/tk2d4ainz4s46cAehKbbhm52dTq98+QOMobn06COPB9382RMn05Fbb4VLCI2Us0m9UKjM3NwDhc+w/vc+u94a2AOE11tTe+9RA3DNcBHhCl+uTwcEtNVZHuC0ie+wd/7qL6e3ve1t6VNYz4Ev2GXkXhywPoB/M3eGwLEvq/luxDlSt+AaKEKMes1gzmlDIi3HZBg9KSctxbWKcEMnCm6De8cqbnICDf94iCxd3btDQmBFJj9Fb044gjDBiZODok596QU3AA6K22Gp41YPis10nWK8ihz1TzY0yE4U3FcMVSZo4V5MnBUYsQzuiHHs6IHY4u3Jxy+E2I55Kc1MzKUznRcBAwNRLidfwZjiaYN6i+rZbQUieSJSFK1+k6GddxRWDbJXbhdiNTlvlk19LHcPMT+6tXD+MDiHCM4M5tvb+VEVN9bDQGG2D0M0jPi3g63A+vqsZ41gOgEkuACB4zYxNRt74K5Sh2QbNyH6jStWz2wJN9kK962XfXwPMtkXER/5VUZOcD/kdnQXtVYeGx+L9tSych96lPNwf/zGIEgp9ZtveC3cvXoowDHrDVKXcMPkPGnQImezC53H4SG4R9TTQbi4Tz15Nipibm4lnbs8gT4kwIuyPX3uEhzgA7TRUvQT87+dW7Qlf2ZLrlY9WPn8QueUyVsRf4mDJDDqmIg2sb9qwLNEWi3owel2JXTfaJEJQKLcYIGzbVgPgtwDB7JltP1YbjWMbrEGZxr0oOKAPqh9Q1GxovzZOdsKHVeseUmMNqSPsHCTI2qfdltC3bosaUBUtVk9zWdzrl/KtRYAIf1QvT6GXIxpx53cPNUNptxvmY6l+FR9X8eHnE7HrPf7AOyWYwrw1INPQ3dX0VDq0cdOx2KIoRoulg7AAXZLPC283a7RsbI9NO9YsXlMhN4n48YxNDo6GiC0iORjjNfi2d4e2+O/1vUS7eyiThqzjFj4Ev2vs7s33X3X7ewicz69973vTyfvuDf9yI/8MP1Sl0h2p9ynrugM10ps7/leDTyDGtgDhM+g0v4mf9LR1RMOo+VUZN2cjfTB3//d9BM/8ePp85/7DKv4JYja0fSG178WPTWIHxMQeAOXCxBDXLGsrGbRVTdgS0fIeSqLA7gSxXomOi0HfXKBHTScPKfQM1IZ29fLpJyP+ngDHMoFYdJZ4111/uaw+nViVCdJ0aS8xk0ASUe7CufoCzoRkpZixNC/M4/cN+g3TDDRj9hKQwjfdZKKeKDQ5quErRPGJqIutqw7MAQHD7cjcPE21hFd8YWcoMefOJPuv/e2ALZOeP7cYs3c6axW8BWK9pFGTqWa63Ny3F9jwvSe+enlfYGzk7/g0jqwTooummBRbmcxdDCS5oRIOXnXsqvQ75xjnE6+c4iBrRvrzr2aL8I9k1s1OTOdXanw7swMW45NnwPgL2OMcCT1IFY+8/RFRM7DAXYjHYpgGs1ULbO7fSyFOxTzE06wcXkj1+iZhHpbmI7l0WhBJ9DWp4sWIXVXj7plXejM7Q+L8NhDGObdBVyxaMxw8tZjwWU6fwEx+kGNbxA905cwibiubJXWUudNrvKGgERjBtwAqTcnZ3gSf4itLfjXpL7D6AOuYA/A219sHUNOXVvJZRUINUPUZlxm1YHMwSoLkuZ7uY/LbRQcdzE+1xGlzmBMM49x1yoGX5uAM8dQTxf+ExGxujDrZYzqCDqzoOrt1YzZs611vfXZbleqR7hzifkxv9EdvAfYU0ysDqzBse2ib3tQnG6Zg3PIYlK/fe2bHTFe+uBkr04oGrdPZQOVTsC//d803couj8/tsZZrFlC8o9GNZVOULxd7Hm6y+dGhlAvfZsmb7VBiuLFjTs/4JiYnoBXoOkJfLl4apc8dSF/9mtekP/vYJ9Mv//IvpwcffDD9L//wu+gPrCKoL4H8XtirgeejBvYA4fNRyy+QNK5F1K9F8rTKVM9KwKDY8NQXPp/+45velH7/gx+EizSZsJ9If/ebvoZdINhxoBfxIzemJkaZa9bTAcSj6nPpZzBvDxV8NsijE6dkMk/oGyi9yzXSj5uASXHXhCJSgIoOlsMlChyDVcR74dC21C2F62dydTsrRW5H4AYJ35yEBK9bgSRJcl9ldwGfOnFOSEVcJIfG3RWKEYcTWHzvRxLobSE4k/wZghN16OAIXDQAqX7oZJ4y6S6S70uXL6FvxzZdTMrEwsTfG3EKPNoAsAatHn3/ahOZ+YjyUG0CB6/Nt1wxvxNwyD0CZ8XkWOLK4CySiT/mQXcr7s9rWAZILCyq39UZDpyHMDRR3N3WegCxa08an+pPp04/xjvZD5zb3509O0a6K+nWWw6mE8cPhxPs42w36ASuWLsHTmYJpt+GBbPgT4fNcn3kAuuCow3L0mcKCkv85Wja7oCxTP+0XUPXEq5SH8YT8wDXQ/jdW0LHVetW/RyfPX8h9dHeh/cPYBTELiYdmwDbEeJArFkirY7W2fZQ3vHY0zVAf82uRVYBJYtwwrQoFYBOBqeV/qyIWHCDKH7/kf504sQR6iC349rSWnCotMp2jAnqY3BUieqQWk7ibkGn4sEdBNDYrycmMaRh3IyOjgOOyZfdl18ni7oRjbroQ0PsBLIeHGb7XXOcXJFGKegVD3a/ITizDOVnX1UtxLZ3oWd+DfZjjaS2B7+Xe+549LewvEAeN6ijAe67f3Hm8C8Rj1zQlq4KELI41MG1UoHrCuRLCiT4FMBP0w/sjy4Mm+D8GVRAI/H8bejPUtcuVFyYatCzAKd0dnYh3XLsaLrvvvvTQ3/92fTOX3tnetnLX5buvf8+6kudSCKKPDYi3DvZq4HnpAauHIXPSTJ7kX65a6CQMzlSOxlvSHN2DuVLcZ16dS3p8qUL6WfehJ7gf/3NNDF6KWjVV73qJew/fFcQOQnrglt2TcyHa5MZdH8EkG5RFQSWxORMSRSznLdKGeKnq5YLF0fh5Myzc8Z8evjRRxAtAiShipvoP6k4JCbzJ7IaHOnByvBguNDoAJS5766ASbFdtu51mzA4glyHg1u5ZjWA6ERQglaGimYFUfP4RjOoXyhYdDILjlO9osxEoMF8kHDryuX4sUO4kpiBSwi3gUnWHUHmF9bT6TPnwh/gOjPzyEgLwHmEFNaZEGZCj8jrbsBN1+nXAABAAElEQVSdUQaQa2Yt8qwOmJbEitWd7GyLDGi1ZM67bnjfSdOgnqFcGHdRMT6jK9lXxGi9FCAmh8SGVEzrROy5/vqyTlsvIqz21NN/PxaRZ9Pk2Cz1C6AkvgujcEIFzHDTjhwairaTU2pZ1uBQ5fTyX0X22Roana0KDJhPt3+TYxrpch35JP3qzFeuCKUc9QeCP/XGRnBfchkAPtI9DIdWoEMa6G21pdl0AHc7s4iVBewawsyjf/YU4rqhoXuijkexxFW0eeToYbhqlLAkRCRxWtqE/Hmafz5RzIkeKihTh9Dqo6ondv7iZRZLl5NMuOzMmyhpRx19byC6VT3BnU4Uo9puvYjqHT87hbIfcQH5vmPK5sFj6CTCebMPT9P3FtiOkB6cxjAUsr2oiuhbqhboNB0FkFANcM/qzKUkrlI+Xt85XOuFqKX4VPAX/Y5IXVTZNh7tc3LDXXAZtBDeSVzte+G2CDDo4k0Dkg10MKPEZCO6CJcrgF7TcVwXbqTjFgjMz/z4TQkl/9m/pyDNO+pyRr3z+jL9dG26CSYzKLT9HUP1uEqcOx9NOeqzqpIYu9CCAbYdDLWB9cV0GH3Ihfkz1EFK92pkcuFC+vCHPpje/OZb0k/99E+nbkBpoHjKVm93U5Qm7YW9GriZNbAHCG9mbb7A4iqkr2RLkUhY70ErCygUIMYVh02IbWy1xIS1xmSoe5HuHt1RoIcE0NAq901v+o9szv4r6cLT53D2m7D6uzW9/CX3sWPAfuKEwK+rs4TBQzsRQuhX1JsBrEAHmQgVE5sbgBuTkilXyUd+tI7MOlCrOKBdTI8/dY7V+iruQuD+IeEi+yHEM4r+wZZ08uRJJv+hACsdpDWMmFfnuop6txPPDJIiRVONIDdAUFS2k1NvUFGWE8B+jCbkEGwJFfizvgzqIaqsr5g6JjcAQR86QUODK+nokf3pNBy4WYAlKQR4mp9eSo8+fi7dcdstpNlBWVcwdsAxMKL0ufnZlCaZlObR31NcjRVo4SSYlqJxHXY7CYSIjR1JLKMgynqzZLntFL05GQKCBHT8SlggL7rt0BGwXBtFrC2bTtLWqD+/A6h4TdwdgLRNlMzaMVjp6jiQQRWA9OnOUcDHVJrTuhMKMjGOJfH6ueBO7t+nKBJuWfdCiKF105F3T3HiR/cUQGA+OyiL4mO5MbaNfUQRXnA6+V5umNyRqwYe55Yof/NRcXof+mZy5+S2WWc9pHcIq9rJqYV08ujBtMizSfp4K4BgAgD3yc99Kd1/1630oR72/Z1LUzOL6IQegrOILiILGRcYbaRnnYWRBv2ku1e3OzjEFnTTOXWHsio3eBSff+ijXUZn0BxZCqGJvFjdvQyQj0FcvcgdXAWMTaOXqfPl48cQv9PuAhvrxO8EJ9aXfdp+oSW8/daHgQc88t4CAHceTnM377XCbdMF0hLg9MJ5didZ7yTPgHE+ojrSISzDSRhOOuCTdDfg0M4xtl0TPFchwAsZdsEicA+xPYBV0Nh/YH8AP8dePfSwOMw+QSUl6PSi8rGuXij90sXKJIsRSBVlo/fSrwSWxm1aShk8ZgBHJVmZ8ceT3E+sZ/u6d9Q/LAu+WLRwT7+b1ul+VCFG2Pt6RdE0iRXOo32hhAwXc7ze86yRkuoDXnFTNQSwJ4s5VShaaaPFEBlP014d7evpwVc+kD760Uvp7b/49nToyKH0Qz/0w2kdN0mUvh4j58S4bXxEHceTvT97NfDMamAPED6zevuK/MpJNta4oDJ3dtCarx4UtU1NTKZhlP61UFzVKndlPib/d73r3ent73h7Onv6ccAiftwQjX7Na16Vjh05yMoaYAGnSyX+FmWJVcg8qeoCYiiBDCJZLAF8xH2JZwAQJqfx+RkU4BfShQujiLomA6MgxQwgqVSpHcJ94o7b4OAwiXCNxhAE290ncH6ryAvAksGfkV5JNPPd/FfCr55SuBshXpXRD7Jil2OlKLfKWX65AQbzpROAenYCbPW+pM0XL47BCcIdDH4HDx/cB6cI61rqcHkZx7e83wKwmkN0+MgqdbhxO5zNYYwZMDgZ7E77sFDWR6ETmXuratkspyu4VCRpGk52chmcuOTkRb3x1zo1BK6LfHon3y3PPPagC9hOmw9gJKPYbpq8yIUx74ooVeonYqOKuJ1k5UK2A0IEGYdR5u9kEtQo5unz7Haydh7uLVaTgPB59CbPt41zj7zxvlzVfagJ9OBXLSZmEvHoP4FenqyxfoVznPO6GeJjJ1mfCxS21L+Z2haaOa094FsXGwJCOZLWlzvE2Bf3UW78kVD2GcTE7WmGCALUO0HD0XuCBcg9uDVRv0sR+jn6oN/qnkVnzhJLuUgb9F8dJ0/NsF0e25Hpp1F/h+dpS4GydWE98il5YfEyPBJizn2IZ9XZ68G6VzHtKsY5Npd1avtqSFIsY813K+VQp1Z3M6pByPkrACmXPZfbPqKRhsYK9n056+7kMc04Gkf/NgywWgAULYA+2mYEnVU6fV6oAcL8pmr2WkU+N6f2KRcmxeBJoB2W/bskV7jGGlK1JhcP9gr7Dz/OqaZYJMZFxMGN6L0lQq/5WWGe7hbqFVq9U+iDepgGDboYdqiG6pKKfr4lHXOVF1TV51ueRgbsixhZGaIcVLqgThdXGrRtoKJx261H0qtf/WD6y098Gn3CX2KP97vTd/3D/y30Tl0k1sMeAKzXxt75zaiB3DtvRkx7cbzgaqBO4wqZrNPE5nOIq7mHOIWDWibDFib5manx9EsQpXe/+zfT+fNnAWqr6ejRkfTylz4QOnqD6AjKmVtcmAVMacBwPVUAEQzQ4rv5gwCOEEfdwijmuozOlWK2HnzErcCGZG5jgt5MB4ba0n133Qug6WOiRdcLgKIRh5NroCEmG+PcvnLeLVfBEQxwhUsWAMTRI4cDkDmBKsLcHup15zMnMjkLLRgPuOLfP7IZunPr5Fk9p+NwmNxPdxJguwoQUQdK0dc83KfHn3wcDtZBdm1hL1kB9dR8GLmEXzq4KBNM5PpX092NnAxdp2j1LDdT8ayAYXt+Sn7j/i5toS5WG+5gtHJVTLeg420tPgFPZZ9m4ykWvtZl1CfxKd4cBkz4fUc71sjU2SOPPBqcwS64OfNwus5XFsgh5rJ9h+HOxURmPAIP6osMGqf1J8el+KPTsCUU+Xkm19L2eSZB8bfgyJ1L1NkTYHoc6BlMqwMbaQrrZttnfFq/kXkBo8h2FI7aCm10+223pxO3HqcvAPjY9UOwJ1D1nS5WJ9ZN2UljkjJfHhsDfOEImm64Tj/t7IUL2L+PxcX+4GSp92d5tTDV6GMVzqgi2gNw6liTkFf8Elp2+1xVN5Y7uNW8oNWrANc2L0HQXa58T0CoHz0XNwvz6i4uhiHL7DiAkI9k2Ld3YkyCK5cB1Bra4DqpDhDAhrxocFXiK2lsP+7Spba/dtVrFzz64ZTjbVAMbp/cKTgOBYQCfLm+hug/9KHnI2QVDX0dslCjjtWB1uBIPVV3+ylgtZmXa9Vg881yFqCOdnXHHxdabnF398k7ac+V9AV0tN/2i7+YHnjgJenlr3wwSFz5bu+4VwPPRQ3sAcLnolZfgHFKQtVbkeugC4h2JgBDTPYcg4eCaEwg+PBDn0lvfdtb0+/93u8jcroIkcIAA39u3/LNrw/lZ8VwfRDyibHRNI2oU30kOQ8h4pMmXoVeZ5K58wuCIJlUKvyv4Ri5Fb01PHOkLibYwZG+9LL77kqdpLMPsaRuUdyrdync0pCkESuauQGabC7kgHVj4KErlOAWAiqd8AUARTTEawTfBtTkQ9zJ+noZMG0iEx9hsu0F/FweE59u4Ph5BAMKOYSKwBEJE6YBYOi+o1/mBHM+4lOMvg/AuLKMDhmTjXsNy3VVF03uTz/16767S04ctJ96TwKC3QPPGqC7+ZYTawBOKtX8aVUs6HJSWgPsU5LoD8HFg/ea9bCq7wE0y0yMgpbBEEMjxsQ4oQVx4xNPnoHbOBf6jJPTuMFZvhAfNSbMYUWVsHlJx/4Wk2AVbTaeWI9Jd4623Oe2bDwT5GRu2fYGvVq5q0g52H4CKTl2clRtO9URBE26Wdm3byB1XUYdIs3ER4Lybso2jQX1Iw8/miYAerdiKKNza8Xc5qKltYv2W0bcOUm8bLmm6x/aboO2V2wpfj164mi6Bf1DOX7rjCdQHE2h7iTxY917+OBhAIUiXPVx5XCx+IDjJEd4kbhtA7ua6akDqoGL/vgKeI7M1v5oQCTHTQAtSFV1YX5xFc4g7oK0bEYdoX0d1Q3K0IZKg7vLuEWkfcggJ9auIk1w28ldx64ZeraBtncB4CJEfWSD/VkViJ2C/af0lWZ/t3fmRYXfXNkbrryzU9zXc08VGaUo1r3qNta1Ymz71QDc9i0hqi5ab8vt3S4aubS5HReU1TGytsoYgJN83913QjOm0l/+2V+kH8UNza+/6zdwzA2HO/NDd4y20PLysNRdud477tXAtWpgDxBeq4a+wp8XIiFxcCUuQWYWCMV2i+Z9783gp+wPf+/96a2/+AvpoYf+R1DamZnNdMst+9JL0RE8zi4dEiz5Ehu4jplZgisIl24fQNFJT72mQoBudO6Q2CviWmVinYV7o89BRTPrTHDM3aEnePL2Y6TVByFWPwzxMJPIGpOfOkTqTc0jJutQthxTaYPcbmm9ne86KbE6p27mmajCipP8ZB0koUkV4mMmogBaOSYZNpaZ/wEsdcOiCOwAk7iTx3LnajqOSF13JMuL7KWLZakSdXfL6O1F34lJ4Oy582kSw4Yjhw6lI/tH0kLXcgBAxYqWUxHbLPpuAjFF/rZhL/lVXG1RnTRt4wb3iPxZ/9wK3bOSfY+CQYNAy59cQuPpHNblTB8i70sBEARpliP6SnzhH0Vb/GUiFwT2A2AS+oeCn26A4cOPwfFEH3AYl0ELc9NYIJ8PsGk+zON+ROKCogCJVJgcPH1H2tGyew/d2cziqojFBaJROWZbQ67zjMirJ9Wt8l7p616Hb0fyjPc9JnR1JXHbQ3l7EedrINO7hpgeUfDYGEYxUMFlLJBFFx0d6KkBhs+fuxDuQegJ3LdGVSlADA3H0PY0aVTKKjFySxpC5/TuO2+njbDwjfQU72NJzeTuvtHFmpvPCFmPUo5pOD9nMTAPRy8QIjGHYQSdy7qUK+u1hLoJiiISSqcRC5bFAMKys4duglbpZ9nCGMBK1vUhaejs6wzXO46v2w6x6w51YvooBDT7T476pvwVuAmmiusmAa5pqpen6FvflBp6qR/peLGdDI69MBACLEbf5hvpSw8LEV3o2MFD97fKpa1j8DuBtX16XX1oOyx5iA984QaDYy7USfjOcxdILtAmUavRQjos2gPQsoDkSIJbUrDdDC46DYU+Fu67KiLqKQvO1UXtJd9KHDR6GsBP5Otf+5oYE3/4e3+Y/vW/+pfp/33TzwMKByIu62s3zmq8wJ/6ePBeSb883zvu1cD2GtgDhNtr5Cv4eicCIFCoTyQSaAmqM8UkO3l8+MMfTu9617vSJz7x5wCw2bQ0y6oYxfeDuOf4u9/4stBtk6BnhhSTHEQ3dM0g5jqlDoAUeoNB/mOSykR454rMgq5MIOUomh/zrR6WeOUcFsZLONMV8GnIsh9dvDtOAAaZWHXTMADB95sNnqnj4+S2jHhFHSO5dDcSsoEDhB7w44Tjyl/Rm9axcs6yyDLntTGp1PUfI7HynAkpLKez89+8Iwk6YlTc8VWMGACLp57MHEHnqLlF686JLVuHzsAdXTx6C9upDaa1/YjJ8Zu3oZ4nHB5BhjsXyGmUA+RPoDA00NzpRF3AzPXJ+Ym/V+R1a+1YvhA9045OosOIMKdxFBy+2Sy/qLwWWDpEezM9h4grdNEAE26LJkfjS6cep09NwUXphNvFriZnzkY+NcwYG58KMGIebffgVkf8tlnOs0m5dd4BjAya7j5KBnjvGuUpb5ajaenWRn1AfbpZ37or6mGyXaa9+zgOj5A3DE0MK4wJbgcYbmntRKcTwBp9O8c4i+5hMbygaeBWK/JkT+AjR9mJ53ZAzFIY3ghK+uBgu9AoVu8MOCLJ/bOUNkN3rxw7Pq3AIPWjQZCcQcXfAgjBeX0cG1P0fYCBZhGmo69D8z/J9olT6K+us8hySID5IvkeDJ66AcQwQ4PzuaaVVoSSo+ryOTrIURe85kVM9n0pqAnQZ+lrwKmcmxWB82bV9rkGc4/JdVbP7LZylJfrrzyLc2lg2IeQVw3JZvGkYPsIagXkOp+vhwIIMxyX41vqO7/l+BNgChgly56rXhEqCZx3016v+6pXpT/5s4+n3/i1X6cfb6Q3/vhPsDg/vsP4sJ5ygUux63W4rWbq2dw736uBRg3sAcJGVTx/J2Xg1gesqZeBvFtOrjWog/tSfVwmen3bQSnCmm0dMdxjj51K73vf+9If/OEfpCefehKR7EoQIrTXsahsSa//Ww/iOf9kEGF1jdxJQbcoaxBl9QWNyx9TFIQrT3KCPCezrWT6ytzmO/mvZbUeBGNuYSV3bgXOyxjWmQqTWpg89mF0cTu6XIfgLvUBkPohkOraODkG0EXE1cHErUjQHTfYx8RY+V1fkGPWjj5ciC1ZzbsrisBQjlUPE/oSIrwbCYrdzJdASk7XHJOvk7j+CY/CKdwkrUdOnWYC0cI2A0Je5xstHDfTE6efRk9zOFzeHDvG9lxzM3ALu/heR9m98Y6iVH+Zq6BOExN86J9V4I34qrPcHBTgajVi/opOogBEXalJxNkBlm3vWsjcUTPMfxYE6+gLjqCLp/+6Gbg+J0+eSA8tTKcZwOAgYu8F6u/CpUm4K+1sdTcQu5xooGF+szjenNkfyjHvtyxH1Mn1SlBYy8x1nOrCyH1xF0dtV7hRoO9VLL/lvC7bv+DcjSEavjQGICQbwCp5d5Sd3kzXVp+rNbiD5I+q6Oip1Ah4JjAcYg/gO07cEkB3fWUxnUC/Vvc2jjnb1X4tGtOSWZ3U1eX5GDcZ21DvNYBrDUS/JheCWBcUcqDMWAAmIow+LyqpggY56kkKIFYoz4zcdRYzl0Yn0iwGCoJDXdyIu0me8qr/2YKRjLudwKFG37EZSjs079zsMxca6g/KyTO43aMOsgs9tI7Kz3uK4i2bgLCAKy2ut9PNm53Pq8VXYdbcHzAQMW86hje/OsSv12ihx9vzW67lYmeVkD44m7gBognUdVWkvw9dXQ2Wbj9xgvhfnf7q059Ovwoo7B8aTt///d+PLvfRHbNZ0vfY7Cl5hJHJLd+UfGy5uXfxN7oG9gDhC6z560O2PqB3z2b5Au4GBLcEv51jYj175kz6wO/+LruJ/H56+JGHnV6YmJhIcELsdL8fTuCdJx9Id528LR09OMikPREEqROO2yKGDHJU3O5qTcsOKRZEJXP5mik1c8C9SrxWnkohm++bqyZfRIIZ3A/e0cHxFJOze3Hp/UJQeNutt6RhuHY9cBGO4Wh6lRW2ItT4MVkso/TvLhqL7B2sODBmvkbCu52U3OaJVhCneFQAJIHU/Yl6VbOILzOYrseT85/v1M/znW6AxiLcsmwhq4sRwDgTmiJGt09rQzTmxvaP4VtRqDnA/n6KysM6m2zJyJmfngKITrP/8XhYHOr6R0vYSXTCDh08RNtkn4oq3KtjpEWzrmXUDTNH1nYJAo6COTxG05SH244CQ+MWrOncW9BpsLaaMXrHCdm7wCdBDm5TRtj2LrWiB7iBnudL8FV46klEloshKr2kQQ1l6B+8B+fW8wAUjW/cAUZ9KWshx2W8coTl+rr9mCLlKwBhZMT3q1AKV67LMd5TXImzDjgucmK85WTubhfu4mE66hJqWNHfZw9FX3XFxQX5AOxGKvyRw2awyHJGVUccHlQX8Ejs0qL+7Aggd6D3QGrFqkQuqkZOAkLBi71dju4iuoI9gLDIchVndcgJ8Nd3CxiUc6aT8RDvA2S1dhYU1UGhungCXd0Wydmdg7s9Sb+9fOligEFGbGqhAHKh23lHndYNxonA3/2lO6iHK0PJVVTilY+veWfr9/VYFANn/UE5flje09fkiCn+lGvs+CsgJR9LXNRNgBnFzM17W7NST2nrk+fiyvxl+uW4gdNOImXcl/QEi/brEkrZynU46Ibu2c5pHy6revpiMWh/Vae5Dcfigv5Xv/Kl0Tc++ZnPpbe8+c3Qpqn05re8JdQ8SlyZKpsL+xx/o++Vp1xzMz9t3ts726uB7TWwBwi318hzcJ2J2ZUR1+/HYHXGqoJn7uggh8OgjomiW3VjlP84QQSYYlJV4Vku2cTkZPr0pz6V/vRjH0sf/chH07mnzwUVcOJdgbA4mQ3sa023IoI9DMA6eccdAVoUP7rt2/zsFJME0TPJrCzoVgGuIMRJ/4RaoPpTNCl4ChAFcS4OZdUHMl9hBVuVIwMQSVUJTZLkWdYdWg0A4E4Do2MTMcEZ0/HjRxCJwhlDZ/AY++TqSDhUgngmV7HVTVgJy3Bm8rxmKt7L9312rRBK3AIuJiQdAot3M7BUl6zyk9jIfIm/cYP3axMqZV6mglupS6a74DIO9GMBzUTdj4WoBhhn0Evrw+/gwcFXYXgygc7eZcSt+PAjo5r4eHQOWcNNzcTyTJpGv+3gsRGslY+wnd9AOvX407iqGYk20xo8G4nAXUWvbR7x1SG4BwIdOVJuCyj4ktvZxE1MuPVK2VZVcu2G2K7OSWVifILv8vu+5ncbm5ILrrgwTv1N+kxwOtAHjG/B+IH8zx9kT+dJrNLRKWzHvcsoBidffOxMeuCe29IYk1wbYLAf4G3/76TD6Y8wuJz06eCqELf+CXXxoj5hCXkpUa54KToYxxKi33mdC6ZTbidXt6dTPzEMK/CFqcuT7GNyEtC6L41enqbvTUWfFm/Qu4jDePKxDRNdo3bNMQR4vPU4bo/wu3nk0L5wL6Q4X86jvhVzjeVJ2fIJIhUJ2lds36i4XIWUDfE5/V6OWWy3RlnzTisuDQAaUXbi4v3gWtLR1wCdGjZclpPOdwFCGJOzLN7sd4+eOpVmyWcvKNBxG2Yq2La4g04Pdd1NewgKmzmNTPmnqk/rrlan8eCZ/KHkjC1FqsuIiS9cuBj5NSZpiGPi0IEDwRUtsQvgLbMLoKCNBdTEOMMvJgAStlm0X5125u/R9uS7JieR8juYoij8sVg3GKSvJeQW9apZN/XnPpF+1Kmd+oD19905R+fh6utKc9WhNY/qEl5eHWUvbfR5kee3wnkcw3Lddj56aDj8Wt53922x7/HHPv4X6V1wCucx5vu3//ZH00tf9ira3YWVkhO3x0Ndg/HUyYLiWmF7HW4HrNf6fu/5i68G9gDhC6RNJR15RQkJgZB4XcDgDKBiEBGCXDotEuUojbETwyaTwxc+/7n0W7/1W+mP/vhDaZQdRCRKAoKleYgNALC3vw3wdzQdQWR51523oEOkvku2NtWNiUBydRl9I4hTN8Rb5XsnWmmZk435yAHnynA6tDBuw9rSVa2AI9yVMFH1Is4thDz0nZwcq3KUGMqxxClHSnyrU1Y5ZXI0/VYXNkcxVlAc2q9FKwDUcl2dqt8oxUeMDgj2Kyeoovhd8rjzseR856eRg1o+JfxOEIKbVbg59yBSHUdvcxLwfBjfiQdoU5/P4rduDMvqeQx11J9UF70bjo7bm106P5GmeNYFgLrllltor6x3eaH9MoC5L/xBuj2Ze0ZPONkwifQhbu2BW6nIMjiftJMhZ233MjhBCPCdrGNrMfLcDNWUSJsWYAa/pjHfebef9gJRpuXDB5i3lwC8o7jaQZyP+HgKX27ud3zvnSfgbOIH8Dhb1uH3UT04rW7llrTqvoe+JCi0Xy0D1AP8V/lv5sUza3u3sngfQEI8cth6cK6u/uUSwFmAqEFDGwsK+9cy3OVBFl1L8yyIAJCKz5vxmkYeCybXj7X74cNH4QweDd+X+r9cEcyyUlEEK/6ooW8uSky5xqrYYmx5Hhy/eAm3R4yfIfRH5QzGuBFAGp9l9OUqCCx1LC7X0bHiGLo8Ph4g6YmnzmJAAsgGx8hJc9HWz1juwoDpIFvV6e+wj34kh1cK0wQ5Rp5zV9K5GUctve0jLljVEbZstq1HdZQNu7VgrciN9+Tmqz9suVpox+3BvmIftuz2Y9U/dk9h+9fXujanu+X2ym99M9dyfmZ5pJn70NMVSCo6l+b2Cg4BceZbrrx145cUBYC7HPquShcW2NbwHsaOC9VPfurT6QO//X448Y+lH/rhH0z/07d/e5VWns6th6DjOenG3zyrNC73TvZq4Ioa2AOEV1TJc3+jrMy2rsgkH5IcSAfEIYIHCJuuL+SQ6dX+zJnT6bf/2/vSBz7wO+n0k6fQA8LqjqDYSA5aeydbomGtes/rTsJZE1Q5ATDxwiHU6s7Jq4Ar/aFpRWd+JEBMI2SgSttL81ILTtLu/iBRl3ujnpMiN7+fRY/Ge6YVXCllZhEyaWye51hJkb2K55hI3ZGiJT115hyTMuJWXhwh/+5AIndQh9MasQjYSr3luJ79X/NqWcLHGFyTThXDbkKIvZqpEycm3Zzo6HoeFyUqpqkLqMGBq/kpgP44Yt8RXOocPrwvuHpy6eQMT8HRmp7GtQkgZXUJ8Irl4cOffywMfo4eO5ZuO3Ecsd8ydXg2ANVRJli338J5TdpoxYqTScfJwza1jQVG1xNyX5CrRp+rAcLSmvlomxrqbZuNMcJQY3goHUZ/cBbR78LEgrwL+u9qunTxPHta22c6Q3Q4MIClsnGEpn5uX9ukgEL3s1asKOfI+zfW/r6f8+gYWGSidX9josnx0M9ti9m5pdDx1J/gBuPLT5oTJzy92niw3m/F2v4IHOtOwKxO0uU2blLXctyuN385DQAC3wpuNCBR5C930D6T803SUWbLYKA/CQBp03EkAZn72R5WxpZhbEIuJ3sWO4AY4CustLqJ20Vmb88QeUakTRcYhLNs+koYQEwRbxmRXNzU0A6nS9Crax1F2xsbcEBpB8ulE27F3zcSwtKXMsVOPYJDilDq0jh97gLXMZ0XvSqevHCCNEwwqLh+HtrXjbg8ClBlUX+Hqn+4+1GIoWk7LbL76RubrUh4NpfTvfecCEOmT37qofSlz30x/Yt//n+mz33uC+lf/B//V+wN7v7kXVjKr0GrBeQlOLtkhkMZu7l/led7x70asAb2AOELoh9kMJhnAil6DrpVWYAgPP7EqfQrv/Kr6YN/8MHYH3VuZtppNOaqvsF2RA3H0+233xITlWBDDkI3QESO3sbaYogn1POaYVW6iNsG6FIQZtODrsaWaOruMX1wa3cirXhNh7LGryL16bNakaJzBtehD9DqM8XKMYGLOiH4ObY8xTZjNiVgAkDw6QuXiGsZYDSGjh3GHHBKdAocyv/97IzBvQV2L+lB34v586YGJye5UIreZiHQlq8erItmnp1nm8S0/l7jXPBQ5LO8K4FXhKvyuODD+tcRr5OC21EdYXu7w4ge5QxoIbrBdnTu8dxNmQ+wXVZH58mY+N1Ca4pdRSYmR+HmwjUEWF08fz4N4JbkzpO3k3ecD2OBqD5hfx8iSACWCunuftIF903WlXqXZZeERn53ObHcgjKD5bfU3iPbce59Q71uvGbKIY0WOGm4dEHEvZ/tviYnMXTAWpcqQES2mZ46fQaL3DvwNTlFv9GNDha/6LSGexVAsn0yJnfSl0tZuIS7+aoz3asFwUEbhh0q7bu9mzqZrXLz4NLK1WvVQTMcTLeS0w9mLIoQ7lJjfMeYYE4lSwCpThxWH0eEdzBcyahfuwDg1UBlFbWFqB8r6DqDdec3iva0bu/BkESRZxhc0Icif1aaNR79Kr9vO85hPKIIuZMxMQ63dQ2u8YULY/Qj60+g6ejiSNlp/SibLn80Astc+UrlYwsg5MWbHBwuAt42DL/a9YxNUH9xAWDuIsVxIAC+3lD0fW3P0j/rIzJzf/P2cvahCEZvFXp9A2mVPNXjL/eudrza+y6Yp/GLOTo6HpxAJUDSTLnktotBLqJtrNN3JRcCQnVrVW/pYsEwDi249fghXCZ9bfrEJz+THvrsY+mnfuLHURH6k/Tv3/jG9KpXvpKFOYsoO0KwrHNug7pHXdTr+2q5zd/t/f2bVQN7gPB5aO9CnJwADOXao5a/ivVczanb49ZiaxDM0089lT70oT9O73j7O9IjX/piEDWkagAmjC3gDt115+3pKJyK3l4Us/nhcwUiy4SywgSMfgkbLoT40CGvG5U1Ji2dR7fjwiQCfjMqNbyYRDJpgGxUNMKcyvWoB4GgQZAzDGEPDgs+9ORynT57Lrg5Tm5DiA1d4brf6BqcCi3nLLoE2x0tVH63QHNykQCo585fBvCos0jYnKVM3XzfGtw194h1MotMBgTZmic/eaZBjqdtYFn1YygHRmVuXUgshbhyK8dw++S1RYewZKLGUcqrfCZuJoIDgCPLINcrbz8m2FwPwNvL846O4QBM1noJk0weLQCWg23DAJK+dP/9dzPxX0a/T8fI7I6B3ttD0w+xNdo+uA6L6Bfuh8uIxSnAuYt2dqs6waicYcu2Fd42+2FJz2O2/vX77JBXjksgQZ5ZV1tr36t8J1vMwslF5NqLKPYAu8jIdXOv5vMXJ4J7rasWAc/lyxOxiJgABO/HQXSPYA0OqvXkHBZzNzGHflVwTeQkesPFUk7PNivjyEc7BQGHwQlWwKkYfWIKETVcNrcHdMy54GjvUIdU0KIYlw/orOv8BHtaT+8/0IuBzzGALoCbsdYKx6tL3y1ah9uH+KcBST1vprs1ZKDbwXdrJCKHTyMC+4ViQq/D4rtC3caZ6YUl5cd/jZRUCxAggPXgCs5gBLaQLgIwLl6ajXqz7jShsVebo65urIoB5zrJ3k+bGKfgw/7QDLlOI5HmzWd9ZjnroWy7pyGJQD3So7y2o9vzRf+q+lhuuWadGo9W3wZVIXQA34U+5BzGcYrIdWczhEW+mpouSKU3BjmqWmIrlr3RUGplt+/q/W+ndzVNEvyqguG7U4C58yyANVw7jJ5tKZ3+RQWGiritlk44fAJD26ofv4MujNrpN9KC/fsEkSzou5fT67/m1UhShtMXHz6FA+s/T//zt31L+kf/6B+n7/2e70n3v/QlkJKK1gdNcZFgP2LBaN8nze0cw93KuXf/b04N7AHCL1NbBzEJoqW+ixMKhJHj//jEX8Qelu957/vSMuJZx/AAAMuB/4pXvBQOkJ7y+yAcUAWVBPkt4+ZDjoIGEYqN/EidIY1C6oTKVWIJGbc0J3izkqFRfsPvMoBoxhCr8uYl7OU2wB8WlpXriKdO4zYFTtsknBb1wkIkQjzqAQ5h8KB4bR2ruhZESecxqFgCuegv7fI4u6FEelg9Hz4Uk9fQwYORf8ul648CpnPunpu/Et5pRLW6w1D8pA5lnlZzenkCqFXADWWD7cwGNNjI29BZu7G5PYDHczlYofcjh7FKwr2OnSicPOUIuevJ8eMHgqOl2PLs0xfSNJPMNI5yL12awO0IkyJ6aLdikNOFrqk6cupwDeCyR0CkmLoR+XXkXaCyyCRl3cudyXpJ0Wnj6+hDjerINZW5UCwGAFNyCgfpG1NTEyxIgmGcFtn/d6YdnVXyomjMvqAVtgYyGVQSP/8FNgat3BXph0GBN6rky3NvXW/oYBKUKxxjJyJCnw00IZdccNHdA2cV/5D6s3SkyJ0BL9If+vGNuI8xiCscRMUrcDT1xxkOqHmvDgxyXpp11MhblWHHgNwx86E+mUYUxRDCd7d/2ahenkX/RM2gi3adw+pcq3w5wRpjufsNTOLguruQM/8CgEEWC904OS/eAkpeMxjYnpo5eC6D6dVLRHlrXKxrpVzyrmqHYLqDOmwBEBqCk0b7uD2fW2C6oAkOJGPHhWgkewPFLbksx2gYL64VR+MD6p8272NcO35UGbk8Ohb3jkLjOll9CGzN51IseitucJSmRNJMLJKWHnHLhab6w9Lj137Vy5EQHUlf+OIj6fMPPZre8dZfTO9Bp/zbv+3b0nf/79+dXv01ryVGKDv9bpP37WudiqobwTRKeo2beyd/Q2tgDxB+mRpeQijB0uJyauxyehKx8E/+1E+l//6Rj+B6BBEpk/jw/v3pgfvuQSyYrYEXUYqXw6AxCbwJJlK99rsOzattjU/G4RaoQ+hkrpVhfajXAZ9EIF/nN+rvba+SAsYyQGqCM0UTLRAYn/u7566TSa7WFD7QBDJuCu/9GUDfhUtjsUXcEqvTLsTC6wAfrW7PX7zAajiXAEZWcBdlkriLBD4zyAqTM/Q8OFUxzV0tp9tzfmPX5jWsfimTRjyFw9SM5dmkrd4UYuAOiTF++xD7LwPqs2saHd0uADCYFCqRs2BcnUCtNNsBABpdDPQpskc0jKhwETFsLxyrU0+cDutyJXKXcDeyAMhyojjIzhndM06KignRZQSgX6GzVRWnxtRsFpUz9Qg1XhCQ5bpoTlBbXmxc+Nw+B8eHSUtfanMYvFymL07BAZNfIWiZR/w9gyFNHyJjreY7AK+RN1/YFuSUyMnVp2AGctteuOolBaRNS1CfU5WKSVwryTXdhOMiWFJap9i4u7sPkMp2gZXI1S/7cIa+D5AtIPSddtjqctxDBFuLu6Rhu0Wwbrc991KxsCBwEA67rnXk1MnBzC5qSizbjlWfmIW77LjaZEDo807RsWLu8Sk4YLR5TtuE/UkTFNFqYMSCgPIWHV/fs6/n8W9+ff/5ClX9PIM0ixN7XRYNo2PssSXl7QOnGU+r6/tTb2tPLOp072R7r7CgUKIh/dg+nm+01LuNky01R/Gq5iK93AUmoIlKIOSOH4IzGP4HyU8O1kf9tyW2uBAIx3LLiM00bedCWS8MUshu3FcNYnhy1513pc/89efTU0+cSe/85V9B1/z96cFXvCL9k3/8T9I3f+u34EcTripA2m+bbR4R1q453Qt/Y2tgDxA+j03vsHf45ZDFTWeeeiL9Z3xKvf0X3gzBUKSW0okTh9OrH3wFOksnsEBVX1CR7xoTaCcTNA6cISxyl+ScyVVUSGRwlaxYRt0UxQ7L+Ih7psG8llBW5tlVR7lLeoAYgwDELbA8Dg0OM9H1YTE8F5wLJ1x9DGpZurYxA/FCl/H8OPuurqcnnrwIqHHbukwSewfckg1RJxOYRAu+GKLGTPyEjHUOZzMXN+/MCUedNVfRTtoqeDfbq7RdqZn6kx3y0AADzffClQrg6BDb1MlZFeDPL8yRpiIhRFq0vW/nfsJWg4DBmAwADTrkts3lLskREGSPjbfANb4vfe6LjwEGR2kDXE6gsH7qFO5e2u4N7oNgsBNDI9uhvR1XL7WslpzlCYxJp5Fn88E35DUrwmeL1Wy1WYtgx1NTAIzIHcEoqB9O4UA/lscLowA7VB5gualCcJEFwlEMHVSwH8Fh8nZxfIlaYwQdlj/zkGGPtWrOBJZtswJvdNi44aJGbnB3t31PnjeglZ+LE4Gi7oI0lFEnV/Gwz7p4T8Cb3YY0a7SMky2dhvdL8LmcUMeRYnUNfRzP1nsn7nDq9V++yffk97EDCQutbkDkZVQGJlj8LSwuh89Bibhuhlxo5JDz1Deo03LFp26DNxAAxbb58nAHzVmzrqqMNg+lMzbuXHGj8cQFhAZnivx9y1jnp/RUAD0E/KlTq8eDLvq8e0Z3yYXmLWlJGcVXy0pJKHKwS5Zz7q58GCnwJ1w2QZuVmIzCGVQVYwSdXtU69HEqx13VFOlNN1xCgf5uJTZOx4cqKg3rYcqyCt3wWQ/c7VuOHmKXowPpyIGDISX69Kf/mr5xIf35n3w0fezDH0196CR/7z//3vQd3/m/4kD+JCoSQ1U/sLS7pUw56jRBhLsXXtQ10PbvCC/qEn6ZC5c5HOortUP8mRHlCkIMptC7e/e7fj390+/+7vTHf/zfGdS4tDi6P33D170mvf6rH2RyUgkfC004PC1wyjYRDbs1ljsNuGOIceTtuCQs+K1idwI5c4NsZ6aOipQiLEsdww7kGMxx4Y34l4+7V1BMcM1PgijpOHcYzo8OofdhhFF8aglo5FqpD9ML6BswHyhBKxqUyyRX8NyFiXT2NAYRozPhrkP9QqZkwJDv6bNMMIwz6tilQRckrosBA5VYKQNCM/TcBK2ZrVfpo3vEuveqoh11zwQNNAIJx1rdV6IOa9VT3YvP8zl1bh2WX4lbn42CZ61K1Z/TMMfdSlYQWQsYYn9b46evCMJ8pkGIIlUnBTlluh/S2bAgcwDL0QmOy+hkriCGX4LDpW/F/Vj7auTRjTzRPhH73fJ9CeYrSuTRgpAn+4n3XWf4m2O3FEFoQ+erfLzD0SgMxiX8aqUsWlKb/wsXcXhOH3GHEJGYOlEH0Ne0jTVAWSO/4U6EtCNwMB9yVbwfVqnWvxk2+Fq8W70fN7f+KfVejvbNENPDtdwAZLazJ7Pi6iXGpeL0WUD21Hhe5NjcZlXjnnvvvi3twyhIq2LrhIHABJ85cPUUS9biXlxEJrnMeYx8UJZDqEPY7voWtV1t83jH8vAr+bWtHT/2Pd2UaHykXt5TZ84DdDbTY48/ie4lCxjT8lMAYU4xSwZ6ezvI+0nKjCoGoNsdMPJYKmmYnOd8tyXtfF3yEceqDFG2Z/rHtKjAHG8UNec7Mi1NY6tB6ITGEzZ1Q5TOueov0r45RK/zC7PUXxd96hKLopnIGV0eggewB7yL6peglf1wd2NHFhpSH4COpSjnTvk3D4TqEEfxY2Stul//tiwzYlVRveTiQn1F+77j7SKLtHHUOdQjdFeco3h9cIFj33f8G7vHArpUsRnED2gsSnlPn65ZKsOb1J1FLD9PcnsTj+svrl20uL3nMPvLn7jlWBicreCIfZktSZfR2/7wRz6e3v3ud6OHfAHDPejs8EiMSSI3gSgrSUQoeSrXHuvlr9/fO3/x1ICUaC88hzUQ1pMQb/fI1RrXhfyH/uhD6cd/7I3pL//8T5lYUroD68WXv+RuOIKHGZTqBbqbQE9MGvWsjaEf6MQsYFDMJCF34KqQHtsmEbcThcQ0XL9wsnWYN2OTaEnHeHXXEM98qQqm7YrXoCjKkLkr3YhBNnE0ewQCyNZlTF6+29+HuAoxnODw4qXxdPedd6aLg5NpFKfH8+hHmjeV+xMre3lAZbKQVmYaVeXOclwrs5GbZ/GnKmfhVEmoNaKRC+TuCorhi8gpiKVZkwpHLV5PurwbaVRl8kvaz63z+nHq3NMFMDx4GGfOM6FvxJwW6SpeEg+rFxU+ILGMjbogbcHJPvSmLo9OAVzgtk0+He1pMiv0CTlIAyjam6Iciu25jZzwcjNHnHFtsbxnPHIkrmldzXsl5Liq9iIiJ+Ti/kL3LKoKsMYB2FCv1G8PYFUl9zxBlljy0QnItAVCAnQB3bMJWTSLYRMT94q6rCAHOXPZJQ9iYACFNlex/rDwBPPulnetVR/Meo4+qUoaFeWYs8x23Hw/Gqk69W2DgEf9P9/TMKSq4Xi22x/HhOBelQHVBXRoLpfzkceepK8ohsw5iWxsi0SDBLeL03BGOiRXNN62bLECqApZvvPetlvl0bM/bquMiLDUFRfUnwsyQaC0w1/JTGSJV7P7KQGy4GgNfdrDuOE6hxGe4vBu/LBeTgcwYjp6eJjF1Xw6fe48HLP9sZjIYFCxehWuUtSSXnl156N5oM2jHvMb6gm6j7VSmvPnL4axnfW5H33uQellGVjxuqmYm0iNPkF8fGe/0OhHdRFDyW+jf8Xd8idT98b4ZKEozJR72osYWR1kHdlrsHX23MX0+S89Du0dT2976zvS+9772+l7vvd707/5N/8PuwgNxRyizvH2ELSuurkHCLfXzovveo9D+By2qWJTN0BX9OgEce7c0+k//Ni/Tz/0gz+QTj3yKE6F96dXvOyB9Ia/9VqAkxO/QBAFdnQHh3ApouK6XKX4AVAEB+oghR4RBFSxldcLgE2NSeSmyG3qQ+E4nCILGq9Svqs9a3xWe0niILfIVa6cikwgshhMEbXuY3TyOwJXRQ6i+VzWCpMJcN++kTh3paxfvjUI/jyuO9aIkwUzq/keytOKOPQYceQdSkKsJ9FtkEXJXS1DjUzehJNt0WZSnTlU1rFlVgcruHxVcq7Qr52fZsSFuGcxbPO+9RjcANKw3vqowzbSEjwIBASpchOzHqVK8jnZ7N6nDae/6A3C7RqXS7gM95HHgiy5KFqhOznIKewDIMTHJh2/kody5H55xAvWu304T86NB/HOzn/4womNhx5d/AhKl3Cqex5Lcvc8zqIvxXe61sjtrG6eqgKGxqRT5c/37Xdywbf4bWvkf2veI5LGn+Yz87TGeIgxA8BUZ9P6E6QtInrTwGURzqF+NunakXe/OXRofxjpuMOHJWvGmBPxnRIi7/FCdbf+Mufq9ep2xXTtT1f0n/r7RGosckdVBVHtYg4AfXkMH4Tk9eEvngI05HeaecgAoeTzttuwjK58eernEAITZZAW2QG2JZeLsePN/OhZ/y1geXtEkWbOtX3CsaDLFelGzqkfCL9wWM4CTZArZ/cAWzmevzhGv8efKSBx3rHC0lI9UQHwIn1PkBX7lVNmVULyQrpZyObZ9kxded3omzzK35Xxn3PZ29sPDWRXFoCpC2PH+TwLOXVQj+Fo37Ecb+bXG7HklDIdVS9S7mLhDPpBSbccmzkzoubz+n3fVUKjjrL5Gh6G033vvcGBlH6cgcv8yb/6s/QFPFgcP3483QLHMKQgzUiuOLsy/Ste2bvxFV4DexzC56IBKwqtQ1H/aR340Y9+hE3Jvy+devSLEI219NL7T6Zv/Dtfi05VR5ocH4sN5/ex6bziYTkCig8FAfVQ9nbVL90qQMtrBIpw2Zjg4AhJNCWkTqD+HMBO5nI5XHluHdASk+ZUUk+ncZ7pTfNSoqroG6I8PXMZQIuDXvIvAVP0FSAQoicIlBgOQwjVedLRsoRS61ddkWikcAure5HL5BQ7dMzib44Jur0/Gz6U/DcS5sTJgSI9r8H60grQOhxlKymD4vLg2nlRZWjnbJXK2/mpn9eDaan/JDix/Prd6+/GibPAmjpdCifRioKz3pCOhXU8HduwseCgy8ANHMIg6XJEi0Q5Vv3uamM+jeOGQpTNMpRyVF9fT3Fqn2goI5jzs1BmBxQIFI1eVQLLKuhTZ9N+0Qh+QDzWi30p9ns2jsYLN35i/D1MkHIjBQcGAb6GOwbBonY9LWQD7Bgl956GXNcVauVu5JS8l+B47masuFWZsRP1DmFrCbWQlR4IIKcBPoq2H8doQO0TM9h8O9dTBn05Wrn44QcQ0Gsu8rvN/OyQ+JfxFv2ASrec6jjaL3KOS34zLbO9NMDx3QEWPEpXxhDNSg/pZqE6043R1XF06qRHczhEX1ocY5E9hK6q9DVzCUus9QLLgRSMRtj+QuTHJ/lBXhr4rtf53gTGUmNIP3TI7kLDhaTeIaSDC9C3KyB4HSDDaZSzKJ127LesEjdpGnOzjbm4gVB0vF1A6CJsA9WN++85me6440Q6zm47n/irv0q//d73s3Xj5fR93/8D6e/9/W8h9lyWrXX/THNwA5nde/UFUQN7HMKb3AzrTLyCucIFmMTlxs/93M/Bmv/X+I87HyDvm77u9elvv/6rcBKNRSMOA4cG+8IfmxNPJuByLhQLIzqBKOSf57gMAKA4aJ1UFCtIGN0fU1cvThgHEE/IkdTCzuBzJ2TjKoAwdtKoTVTxIn+keZkMuxrX5Qe6VRVxNg/mSf2WDogdkYWOnSt2xSQ6GHbVbt4kqhJezwWjijp1rKoFr8S6Bz0fFfgVZSnKWd+Ei6iSP7JEQab10aNDZeCuCvwr6AOZ5mYl5irkqZAuXnz2YZfI8sTk3sYdIeLM4k0n3yyuN2Hr1klMy9Wgp424Gic5f9RZaYP4jjqN+vZo5ROsu8z5q+LnG0GJ3CWNEVxcKG51YnTrPfPV2toR3NlFFhq6oTEq5swA6m57NciOIAJ3+0G8T96NM3zR5QxEPkqbmevyi+0E6UORN26W+zsd42l5wJutoKunEZ3Nsy3cBTg5Zsq+p3I/0i0U29nCDOtdt1LrKQYstbSdQAWDlsd6c29Xo7fWsoi5kVjk72p/fFM1ihhT9DnHj3UZewhTN9PoDxr/JBa7c7M4b+d9dVrd4/oO/H6qmxWAtWqnkpb54j/t5hcleG7fZwtJ0jC/2fXSUKQfgDSARwEU1Xd8Znkdc9IBm0b1C631/VmP6sw9zJ7WYkmfR0YrTrVjRJ+mfXCE+1AVcFcVDQ4ER5tUuOL/yKUZLp/GWe1PflS7cRNPd4s7ZwpagPsl+rg7t2Runvn1n8H2z1ttysXNInAWaBixjcKNm9UFD91U0jQzyf7gVE5vNw6/0WdWXcJ6tJ+pwlAs7qWNjrvAZaVdva7qZ0vJyYSL7ewgHV+fAjcNgWgJgdYC0pHRURa3cCVnAITSafM4AhhUaiItK32lJLU1GfZCZ5tH31E1wn3eTc9QVc8O+co1Yz/wl+O3T+VgX3e8OxesQ8s1QizqAwexdj56+Aj9fio9fuphdjv5fLrjjpPpzjvvYiG5GN9l4yPiio5G/NFnS+x7xxdjDTB89sJNqwFWeOo75Um6NX38zz6efvZnfyZ97GMfZwKaS8ePHUnf8HdeD4HAQe74ZcAOyv4ApWH0BZmfGfh55FXjb1u2HPzqD+bJ3MlbAuduBHJaFBsvr7LHKQM/r7KbxL+AjW0RVpdOaJmwxIE4MzCQuGYLRb9X9KLSNHNV3G+V2JBpHTjLnVQsI4FsBKLM8QIAuKn+pDotJa/trf1MfOsQbIlfe3r44TPUheKdttBTPMSKXoKtfqS7l6zKAvsyb6wjaHH3l2n0/ARnI/twNk051XuSG7AlOMtEQ+a63fJsl4uaOlK84eclmtw2LbGt3+zcNMYak0yaVw7f4KaRsKnK3fRnnWbhW044crS9k0Vi+fnN+itXxL6j3qnTVIaVuVpMTpUCuYVO2AIAXRjVQ+m35ldxuf266BGGTpiD5gaC8Qm0BGQuVMBqkb82OIQuauZxkq5ivulFTsykfb/6XV9SUbvxKp/FGFAnTA7otYLqGO5ZvcxWdO3dlI3KkdvkxKyO8BI+B59GF8y6hHEYXEzF8CQSleoYjdRJV8OuCOaBE4uSc5bfzQ+f/7/NfNTS9mYVBEHS0MLBLfc9bugOiIK7GBL4rkLv+voG04Mvuz+sipdQS4AshmujC+cuUz+tgPlbWBCxHRz+CicAjnOo8Cg+19oXimXzbmnf0ufq6ZZzufXSr9wP0Zvu7CFedhkCbI5j+e3iWCf9axhyuOjVZ6zuhbwWrKsmc7UQY5c+oL550GDyVjVt0IFyfrU46s9CghBcd9Ry6H8BgOkJYOLwWHHy5K2UfR3dwkfTZz79ufRTP/1TiI5P4AD/Acqoqk8ZXyXf9rzci+rp7J2/eGrgyhnlxVO2570kM7NY+aL7twaI+XWsud769renPwMUKrp4wxvekF76wEmsKd3Kaw5w1Yr4EYMLV8PS6FD4dgBywciXRtboZFy5VpZQBscPSiZhdBUoGJydZ/syCKZGEOr3+W2sEOFSKC4UFOxG7Mr9cuTLyIZcvDWW2hJpieDSNBwV0uuFk+K7Wq22MZk3FeRJdIcQK1fuH2SnhEvo18QuGk587MOs+OfwoZHI69nTTwdRXal6pWBI8vNCIUHq92xuqG+mWFeuIc63qQvbpBjx7FD867olGNypnNEH6A/F3YS7wAitXNnn4FfxVnXdPGgdLWdRToUi5tK+tkc5b759889m4eQo4pyYZKcSurZcm3pYZiwYgvPCRG9/3R7KYsVn9kGBnNEsLzrJlglr+1e7XxufuqDWixOv/bmTOOUELhKndWaNmhOSCy6q0edjJQAAQABJREFU6W7d2WP3+Lc/KeBTFz5XC4I+uYxyIZ287WCeL7OtWRiNAQwnJuYC1FjqXFXVBC0oJKzCBYwa4aHeBkp4Ptq6pHW1Y2l+j6Wvl95brsMrA4s/Revbg7qdeeGZxeguiNbWlmM3nPvvuxMdwhV0LKdwWI3IFa7dRQCiupeqqtx6fD/3BNVzoRc7g+uXgxiKZemFbq7wZ2CD7xLMs14HpK3q68rFP3P2HJx5ASK6sujJPvHUadprEePAW1gwDkQ76qVAx+aXEMt248IoSl4Km5cdjRTlwJkHdUZdQOTdb3JdlbprvLzDiVIcZoQMJq947mIoc599xFkapM/feedtpIX+MdbQH//Yn6b/9OY3px/9kR8JDxLXrSpxRVp7N75Sa2APEN7ElhMMrrOCfM9v/df0f/+rf4ne12x6yf33pJe95P507MhBLBXh3iH+1H/UQVxu6HYjCD/OU90dwUkoJmuGqwBB0FFCpiHomECQ/GUyoXI64mMMCRYXuMdL+mwrlsbOnAIVdUicZDRSqXgIVbTG2kxEcXC+zvfGWPW6+4mrYrk4Tp6udA9guSbBamlRVxAdLLhQEshGyJltXOYTtnGCY7Qfg5MFAPMoBEjdmp5exTAokRP/hXPnYn/Y4f79wRGSHanelRamcrrWw7fEtmhv1mVVDVEj/MlF4CYNUcSBK0zOhnbBC3Wp2wvdoQyjJ2Q+FSf7YbNGbyBzfpQT3fEj2y2v8jVOcLeaoeAaNV82An6i6CooKupCRK+ov4iDd0ukJF2OkRc6IPhpl7Drg+p9FOoRoznRzk9pwAGpiX7bjM76EqzonLoAv+bTnNM6mFHHqrxX7iuO3R6aOWue+U6ALidzJkb7rxyUdcai8WrQ5ALLRVC86/vxMwX12/Iiy2dbY/UOoZ6N6oWcRzjkLJyynmL9y/o5cVLROlDWCE29M/Vu3Qvb8aW4eBV3QufYtrBDtQT0dRcAi80YPJN+CAgMGCch4nbSD5ZZ3MtZbH5T3XyeDlGXVeKRW26UvJSjOQzXOtCctGn+CY16FbBpUGVfVn1En5I4PEdUfODA4XT3XbenNq7/8pMPoUc4CfdZh1atAOiJtEo9zsBRP3p4MHbtGQgfoIvpHGoM7qetio3jt3ebFXsjafNB+4S4GLWWOTjJFy/jbBojpM3NNtQMZtPjTz6RFlgw9w13xx7eqwDVwaGRoJlT01OoHKgLLN1uBsdGfXxlNQiAPXRY9Rq3AY3yNyuo+fFVz8x5ts6Pfsf3a+p10+/jR6LSkzkYGHLc1ed+7WseTB/+6J+nX/jPv4AP3Femf/rP/llw72846avma+/hC70G9gDhTWyhNVajP/mTP5n+wxv/XUxy9913e/ra1z0IaNCwYgL/cCvo9vSmowdHAENDuBJR0TgTxtBFgfg7UCPEmJYnWAWunZTUe9Jdh4ReacDcnBugY323QAzsW+ouCxLMZVasuhHQ15nEcwGi6PZogisBnkExoq4S8jUcCcRyWiqrB6l4wwnKb+UwucpVt0fCWfTnBIEqK8d2YIA3ifXuIZe07CF7+NBB9MsugLcQt8J106AG77HpEveOHoSTyNZ2x/DLaP67u/qCcxjxE02jTkzMetohbHmnel5AxPbXt7/bxFRVYlRCJCP19r8fcM9JXMVtOYSKe9QbEtiajvcEGlsCbVYPfmPwrTirXs9pmU5+bi/wbJ52b1/Jdd7TM1BNSNnQRBKv7k+kzbsjcF27ulppM92coJ8E55gdVav6KhzCHH+pxLiywSMoZoI8+An35FzENc9yHy3fVq9zN/TxAFrqwF3CFQ687PTEk0/RvnC+rAsn81bZbn7LNZPpGO/dduvh6J/d0d+2Tpr1VHRobf06MbvLxyp5ouJLBuJYxQwuRueMyV4xoxxIxWWOB8cPuQhrfhdmC4B8VaPs63IftYA/cHgfTn0n8wKNdwWu6sfKYTHfVtGVqdaywQskD8B0yzg46u5lCyAu7ZnfdNFnLDkm+9wyhkMDcJxXyaNJLdOeU+xyoUGN7mYcu9qpuv+5Y3cjOiovkl6OJcfWhUpK/4BOyFdDNEqFh8qHC5v6GCDJKpSvbZNy78rj1vxf+Xz7HQ09BDkaWEgr9KVqvUQwHX6OAcX45rwFn5RyRFtbBsmvnDjz69uWkV9824LEZRB6gMRCv6dw6edQoehkkXQHwKZ142Vs43Yq/J3q47KtTTWPVXw3XgA8jlMf6M4dORS6hdbLHHRycnY81lHDff3hJDo46/QVaayiaRfC0t41HP3rV1Mupt1Z5/D6/5yYHEOHEb1PhksfrrY0qnOLQ+sr9L/51nrfPm621KdltUp4T1UauesuUNSpFNRt0tbSZPuxQRq8vbEyPbF/GpP+aqHHjEUjDp3hyEOTBhU3M+1wY1/zypeww8mTMDROpQ/+3gfSd37Xd7HQx7E541m66wJ4L7z4a2APEN5wGzvYcpAwSKOcTMZGx9JP//RPp7e//W0xCbzm1S9NX/Pql8VWV+uIxjbWlzEcGYqJzMksrD8zhcuEgPMgGBCGigpGInlom4oKwWxzBwFyZarYeGFxHQKqVTKEQuZUqLHpAHs9jS1Pp74QU2mFLGdrM11cGQ0wqdViECOomm4JBC/qaElH9PHVyb1uCI4A8BAEVKIk8JG4yVmROEp89gFq1asJ7qDEbzea0SiS5Qj6FEfFn9OsUtshnvMo8ktQV2ISnCHNAwAcQAxiDR16KyrKPNRm/UckOco4rf+xLLs8qr923ec7xSWHQu6WrllsTxW15UJZT7bVCsYf1xPqcef2bnaB+jP95VmuNTgN7e3oa6Lj4/vq4gnkBT7gJdoPwDPUD4cB34YYFQQ43SKvNVa/LKGeivfyMyfDcl7EV+WLcr9c+4X9wL2JF+BuTU6iVzW5QH/T+t22M9TT5ApgSFeK/hQi2WtQo7zNG30PEamT9E4NbAq5NPj+xOVHuTJt+30YhgBA3KYu+jljxL5vf3ZMaUXe1nYJ34MAMsaTIFGViyLWthTXFwCStIncQVUrnFTrYGx7HObZ3WhkAFo2F2duVWeQI6Ubk2UWR6tIBPLyIB7xJ9ep37scCwYic34rO9TkASnA5jxXSj7GJ+UGjxthp3vlYU6nXF3PUe5TKbN10QFAX4H7J0Bz0alOrrEGPanqx36mpEI3VgLJHJr5ChpE31f8OocExiB43GCxLQ285+SJcGz/eVxvPXWWvb4Rs9sD1W5egS4+/vh5XCCdD5c1GjSp66fhyQYDZ5lxtbA0n1bGp4IbOQD337y50PGo+oNqIjQD7TGByPgM3EcWQlRxFzsureNPVdDmOHCHFEX9XR2olOg3tqo+D83ScLEl1J9mVQsNyNRD7LSuGN+hTsA3LmwEebvHViXYSC0D1JJcPQ/OPNLW+++5Mz36yOOh8/5Hf/RH6e9/y7dGW+iQXXBY+lqJY+/44quBMuJefCV7TkrkICsDzclCFnxH+sLnP5d+DuOR//JL/4V7KX3jN70hLBMFDHPoevUitjty6HAArIgBAuIEs3UwZzIvAd1K8Hkr7umceJ5VsSJnCCYzlqtFnSar2yLPrw3iNDO7yGSMlRsGK9OTc8Sl764MCCW06u05wbUB+OT89UGozSdjnmt2CoBD4tZ3Gk10QJTlDCnqNThhSoS6eEcdJSc5iXbUSPNPvNv8I7EhEH/hY0iM/Dn5KiLrhshOrAEC2eJsenQ6nFgXX2I9clfIqwyCMrn47QsllFW+nNa2idbwIRh+xGrouLwT9XCNjFs236uXMfMOFBmrM6UyPa595PJSKepvLgOcBTtLTGbOEf34stzHzhQCbp0wG6OAx8k0W4DzXZmhrpIfwZPt7yStgrlgN3IXmavn0EjkyA0AAqfgmMykWcTFFy+Px1Z6TKM8Jc14y3dz2DB+J1xmVCfcawXfEShZn3JRyNhVP3FcKHZ1z98ldLv2o+qgtXsrdSLHw4WO2wbK5RFga/gkp95FkpO8yvcu9qyHAKzX636mypV5FRQ5Zqz/ddH8LsEnWSTJeyQugFL9Y2OjFZEk/kwZy6w9dgn5AaOR9tdARwDKmKneD5riAI+etUsUz+q2uedHGtVoj9iCktlGPHIxcx6R96plo68KCK1bjXgcL6pe2EfkwuoPUkDY27NteqrYi6qPyMVbWNJoKXPkrS/7qGodB/G08JpXvSIdO3Ycvb6zqHZchg7Pkg13LEEXkHXCZe7pbqULH5gH9rPl2+GDaRFQqXpFB2Czk+Mq/c1uuR4Ll7xgv0AZRkdHUQeCWwsANLgIW0NCQ7eJBaILAHW51V/UoMXreBOOpWUsEohCzyKSeMO3cqNZj+uUTdUBzxVr97D4Li6IlMpIC55NCLpadRLH1H333pP++rMPp88+epo9kT+T/sE/+I4qesGwhj7b2uPZJL737QuyBvZa+JrNkgd9fs3z5rVg8FOf+qv0n37+59OvvfNdEKAD6RUvf0m6j5XWEgBhWt0ROFztEDldWsQAlgvAT4LtpNSMDXraAIP1uwUcwOG7dCkmQ3X2JCbGt8SEpt6NZMQJ7CLe+cfxa9glmFtbRLS0wSqWdHjmeO6Ae7QP3RbBmBw+p4lu9kiWaxnOay0hcZuDMvlqOOHWT65Uy+RSQE7huOQcZ5Dg5JfD1nLU37EeQ/+QTHXKQQH0CTInAITj6AA5eevHUStL87UKsXbCifqvoi2pVIk954cg4LUiCcwlqk4iEn23F1NBuxv3GIoYW+GWPZOwc7moLybVVkSuTmzhEghQF9wIJtlFFgbzc4vBqRiEO6LuoD9BvIsCuRtORPYxQ2NSIrGqVm34LdkVrJX2dqJ20m18uKXn+hkOlMnD7BxGN3CsL9OGUxqTwFEWBCh+a2nNk11JxNtyd0w3OH7lwS5HAaH5kXPpedG5qr9erztFrE7Mcmv8ToOmERz0drDlouJTAUkfYsIpxHP2Z8fADJxqXcR0sP/zBhO+IDxbQ5N2lZDdsF5V9TQbeeEF8xdcUz4o46XxPGq9eeWZPj6FHaZknaljNolYchRDia01R/pbP40rgac0wMVeLAC2vFO+aLT2lqfP/KKK1zox56Uy4oS9fBm/ilaVaoifNqiL2PXFMiJa1XFzCy6z5ocWAGXs1MT3jvW8YK7nqhFxtKViVIH7Im0cgbGwgt4eSjMB3t3e0y0HDx06QF8cR8fvqXTx4gUkEHnxjP1QLFAS6iqnp8+lp0+fCy5eN7sG9fUOxSLZkSFeyv0Njt345eDO2/bBMacP5XO5nN7EvUu0O+Oe8i/R9xwXIXKVfVm1uVVTxl/OfPlrK+dy+lcOqrRdHUQXnCMwEfrQRbRPZimPyg/PLrhINGTOcitz2JH0OMYxf/GJv0hfeuRLbHF3gvrAdQ9Sps49QPjsKvsr4OtnNmN9BRTs5mTRwZIHTB6oDr8yBDfTF77wmfQTP/5j6T3v/R32Jx1OD6KHcccdt0KkZlktQlgGhsPxdHGG6/rQkCe1TOIz1yXHqnuKMgkLGuUYyBEUaEyiS+SODoqpBSAqMjt5hVUaXEjJTS+EYjF8WeHoeYb9Wsl6bz86N8MD4dvvVpyRasARukQ81HGtnDhX3HJK1MnSaETAGaIJ3lH/yd0VOgEX6qEFcXQmr0KsMqvzJhAsT5tHa7EYZxRiKCDW4tOJ2clMvcqWdDYtoPcld8ldTVpaZyMvXd1yxySwFQ+CCE2vtEYzpefurJ6WuSh6PFmvBw4FE4R7C3tU3OSkkFfhpQ+Vo3msx3Ydeeb1Rbhccm7tD3Ps8mI/ckKVQ3gJ57xs+5KGD+7DgGl/OsIuOCrMq/8myBB4+S14IURPjdTJUkxQV2SBXUrgTtjeGtEEGDTPFqH6OPwuVt+tMNtfgOOi0/WzuPw4//SlEK2px6aunDpQVctxjBwhUrdMGJ7wPPuwvCITjRsCKidBfXwO9Q7HOImxEhnKr+VFllwdOSvzwdl2fLgYi+0UBVmD7JBDuSyCwM/+J0dcwKLrGfdVXj1yhG3QxtMkoFZx8hr9fnZ2nvfRnwXky5VVT7L0d+dU46uqJcpnjgQJmfturVPm5rDhmo8Y44by3QoAyYVXO795dAZn4GxOzyyGb8lFvs3vNRUntvd+y6r3Ajluvmv/cFxZBvXJggMZKeY/YQRVu74StNYebjs17hxoTdom6t49CSmXbTnL4mQWacUK9EiVD70VdLBjhnpxsRc7GRSchW87OGGqFiyvAujsC9SvUolBJAbSIfeNti4dSyVNjYCGWEDak+yny/TzfqUJLrSjolkwo6oziLP7wYHj6A3uD3D6JGDnNN4MlvH/uoYI2T4pPRIg9sORnJ3C6f6UC2rANXTQ/mZZTd8yykE26NHBGvBZaYcFOfVLUwDP0XQUHd7Z2Szt0KDQcqwr1vZ9ylja3GOu92Z9Gr/VqyGIJ228r/7shYsXoZHDSaMY5wrpzzJcSOMQIEec/CkxGc8NBcp49MhhJAzD6bOf/Wz87r/3/oiiEz+ze+HFXwN7gHDHNi5DymPzfAWC5Z6Zri2/+KUvpjf+2BvT+z/wO+H24Ove8Lp0222H0SebCoDVA9dtEBZ/B5NpOwPXiXXnIHEgDZNhQIYeEEBQ6+Ax9p2cnppB3IV/NFbDgkeJkkRKsaGfzCFGzkSJ+YWP3aFCxlQv25QN4+D5EJy2YQjIJunLKenq7E5DiBMVJbpyFWTJaXTSNE0nsH6AgwTM3UeCC0l6cxBo9eIMhTA3J4W4vcufCgbUCRXnEmEJoaI447Fc7hfcByhc1ck2osfRcZTFmRyn4eCMdMCdNO2SSuOk3Hjuj3kqrtJpLPObGZFwG1QIN68DKJg3QjxqvpsbvH7deHOXE5w3o+8k52R2bib6whrtOY2V5RxgZXpmOvUOUYcjA2wdiG4niweB/ib1G8BZjgpt6oRUb7fIAZnNBg67JB23S145loawDghyK+fwnec+xWdx9XEBTrZrBl9zurSxNxGX5ddLPPm535f+FJOlN3YJcgUVp5p/zyOYSBVKzAIdF06OF+95FEzqp8/+vNmZJ2XjEiSpJqGxkxzxEEdiOLUPDvoU28QJ/oxDFzXGqVpFCaUacklK6uWpwzk7mA73UJznkN9rftu8LQARFAV3jL60AEpRBK9RTtAIXq0Vt/qweSg58GhZDZ5X3TIWB3HzJvxx7ApSQm2EsRtAjNzNCmLZY3kOMKgERZG3hh2tLFanphcDyG/wnaJe97EegpstuJvTuI1FqYvPNvQfNS4RIOcSFCBoxqNEQTuCk8sC137tXt/2C/XsAhCSvxDzyx3mG9Ma7B9JB9it5MGX3sd4mU2Psh/0JLqZkzNjqQNFQ0XO7XDgl6m7BUBtG34OTVla2M14ijSqrERrkhWPQcuihXKr6ivScul6Rk8NHfSxEfYc1yF2jAXiN6/Ndqq1qjejlXnOgOFNM+bNGMcubBxvSk8627ug193kWQPDvFiOF+NP/mZLjykdofESsZdxxFywiP62HPT9IyPpsSefSLOklRc+FDrAeC2fjTj2Tl5MNdCkbi+mUj2rstjpy8+ImueCQTkeTz31VBiQ/NZ73huuY97wt16Xjhw9GDpcWrbtZ0Lux6KX0QR2zOK9yJIDctugzCK8TPCdcIK4QVRVWp5l5SvXok9xM4QOihAT2DRGDG5XpzuKMdy3OPkK1do62C6OPYMVGR7A518/Ex0jHtGKvrDkEg6SJURu5MmJUY6HxFjQJRD0eUy2vgOhWFNMC9lS7FhEX5bDd3YO2+9DcKSWhPhr8RsXbq2Wdby0mBwm7dHxRVxIoMuD9bU6K+cvXALM9iPmZlcOFbThUu4UqiQqwLHTG8/tvbzCt2lzAa1frUNdwStukWPY5BRGDVxHhup1mc+dmKbnp6LeVG6XCybnbpTtslbmNtPxkwfoe7jWwMLUHRkU8y4zsbVA7OUaGUs91kYmSqOUrMVLXtgv65Nx7TwiYyKiX7qzh/7fRtF1u3T5IvpaWJfSr0o0Gw0w2EjxGZ3YJ11YCdI82id3Ck6YS4gSfV/xqUd1bV10rNKvNhLjguJp4KA/QlUiOgF8OqbuYoK1n6l/2d2PgQwLIXVve1gcufgabh+IeLbIcK2qGBOlAnM/F4wX9RDbqcLPV2S5tIn9xPEpOFXcKGCdYHFEcQkaEAk/yttXRHPVG/bN3cftVT/d9WEWheLyCuCmMcUMdTXBAlaOXlgCLwveWxB5T8I9xhIXELZKu8lds6b6kV7chuPoW4+zkwrFso4E6HJ4l2Ef63qlfTC7TbLcAaIq+lnGnO2nHrOL1RnSzpxEei3xRJ0DPAU1mwDTDtUtANxd6FgehK4cfe2rIi9TfDdGPT959jx9AvULlAwXFzEugWssbV2C1gq4NiE/YSBP3ksrBM6XAPFevteKvucUeyxfZocYOYO4xok6WcGQBSMWuPa2c7xPncVXlokKsE4so/2Ev3Si+JvPHYn0X2mLdNP32tuWUPthjEIXApXyvcF4cmie5euS6+opYyPywqX1mQG4UqEexhjbAI6N5/xsYDxJne2FF38N7AHCRhvXCY4DZ+vg8TVgUuhqveUtb0nv/NV3AV6G0uu++tVx1Ofg0GBXOnzw1lCYXoQ4KqZhLmwMUKdXB76DVz2aHGcmCg7dOUUMGFmosxT6TXCEXIUHZ5C44sgq1i2OdC9z8dJYmhhjE3VasQfiepQN1G+79RiEAxDHXNkHCFD5OLYFY4JeCuOSDE60nlTfTcItUc1cFAY+30p44sc3TqaFixdZrwhyZD7+ZKJTSE9z0oHAcVNaKYHzud9b6vKuYjidPPchjhiBMzg6Phs+sS6PYQ2N6HVqYpZ7U5QNoooe0mHEoA0uXYnIYxUirXJebj4Px1Jm61OC7aQuB0sAYRAU4g+jUf6SpSJyLNfNY61QtX64xESluNggZ9ctC1cxeVRXdfggE9zhAywIaE8mx6Ia4GS4QQOYt+CcNBOJszwN5ZvRRk5S0cZlMrLNSov5nudyLphA6IPqDI7RB3Uz8+RZxP3zlJ3s6zNyE/dHznylNPFl9HvucFH6Q07JuK8eoi+SP8Fg6BDuAAitFxdW7qCjuLRFYEpCLqAEZy6EghNJGYPjSHy+FzuVALC5SyYANLhu6YXDMwcAn58/GByZRUSCPT0aimwlm83aqZdU3TM5+up9AnI0TWVslTcsafO7fCVADYfE5FER9pJWxSuLUYPwvYDmW7/wq3oocUNduJ1/nkeV86lx10Po/9ZvNOJvxhSPq2SbPSKXQ9C1hPHQLGNzAdGlILaNRTM9DoA1i87dLAZuswGQdMGnaZtRYYtHneBGiUXM+MQMjukP0F9VG1GsCthnDLlQ1XBKrqHGGvlLPoy85PwJ0gQy4S6IBXgvOxoJ5FSnmFe3sOJq5QMLc2hNuA6Ca9imAQp1K3Ea2Yck5dD+dM+9d0JX1wHhGEax0J5gn3UNkvRlqKuvxcqIxEa0lxgiO9WJ9Wxvd/eop0+foSyr6b677yA/gOQZFrkQqH2o7/Sw6DAUiUJLoMq4FfHVaz/q3PHITcsaCzsSWqJ/rK0DWqkj9cF1C1boUI6pxNLIYb5d+yvNL8FzOZmtcB2tI9vI+UhuruMkO4HfPa4Sz97xK7sGtlK2r+yyPIvcO3gYeqwmw4cfk4m6RU4iDkIHS1dnbwzWH3vjT6a3/cJb2Vi9JX0t+xG7HVsn/l6G9jMoWVltQhQlxRIpZ0ZZ8ur8GTrhdCnuldB5dKUnUZNrYfoON9PrRl9OjpJ7e3Jizjg60W5iGcdKe26FCRhRxxTWxNCWrn42c2ff0mMAJugqopFeRF5DkQcnO8Vlckjkfjjx6U5GENjQgatmDCdPg+k4i0jYDRLUALNxVf0R5UXIT4IYRTzcrB55L06tXkIBQNkNinpC87j3QEeICUBSeuzICCB3It1xx/F06ikmQ0RPZy6cgUi1sO3fIbih7NWMXqETchYB6tA4ouZPTqRxWW7fxOMWblkjoapwpOMEG4CaZy3Uuxxes1U4s9ZpPUQ9x418v9RP/Z2oeeKTG6bfSjlWcv8u0w8MTz31dJoeX0lf9TX30u49aQT9H9tW8WdrCxyR6NNZf6xMAKXpiqi2kV6VPfuuFu3m3xbMkM4zFwtOwPhbpG8qztQCdnRyEVHxOH70ZIhXoAcwuIYjdsvf0cHWgzwk20wulIg+6lG1JHUIi3/DRj5qJ/Uac5Hkrjzdvcuhb6pO6/agzq07PfQQuWPYILddMChA012HY8yFyLC7Cgngue+7TraOzaGh3hBhDqFqMY4/wnX8JS6vtoZLkh7GjsYnLYg11c2LApLJXOqcW+tJIGa5HPv60vSN/OPQCI1OxPvULwPNPgFTl/QAVeR7haOxdjM2V6UHEU/z0IjKW5TRtDZsA9hZSiu0+HYLtdzXttaX1v2xgCGFDsBYARS5X1ioAhhsNMorgCDL5mKTvD6NTpuOoa1D/QC2QSPnFHOziLuIAc/0hOosVQ55v50LLy1GsXJvpS95Lhh0EepiwqPfzbOj0zAAqpu9mW3XRn+NlR+1LGEiCPKtSfutbrDUge6C66tBi22ex4BW3vF60CFpWxv6NYrW1+mn6olaJgu4f19P/Frbbon+oA9X9SCfePJ87FUs51Jn/3Ik2R2vYf3tZFolgc/ZPD7+f/be89my7LzP2zfnHDt3T54BQAgEQBEFUiJFVaHKVf7qcvmfkGmL/GCXVTQtSpRoE5ZdYlG2LJnWRxdlC6BsWhYUipRFAUIi4mBmOt7bN+ec/Tzv2uucfc8NPUOEAXru6j737LPD2iu+72+9aX3n7YfQ5smij3qsEAdxFSnpoLbbSArd57gN2iYPcGwLRuU/TDHmiDEsS496fzNpLesB5Yi6MobVEhiTUkmeWxtqE+4eyLaD9Xbs2TYmJa+euyxJY8y/D/V4O/X65te/GlEyBofZovMqfSBa4AoQJvIWnS2BMSyLdnbu5aikRVAoGDT9vd/93eJ3fud3YtL85b/8FzDcH8UgnThW2Ke0w+2S91wiCgIVGY8qBtW9Mp1NbL/SVlQ4fDg5IbAy53yvDMTzqowkksav6oSxaduyRznmkcJsssH92vpBeB7OLyxDAJOaWGllH4BgsAwZE7ZWvFxiZpJQDsAAwzYQ4mBdE/GSvKQkI6uTtHz2gu+SKNfvL0lhSfQ9HwCH0/EG7tc5QZaglGsVMFEWoHyBTi6dEFo+AGQ9i/XU3t89Lh49fhTET0mLDWYoB8G3xDAR+1zGTI7z7x/hd9mMdZDHAoD+lMnqIdiFBENAVkJkCiZDq7f96ZKmepiXQMY8BDJ6G5oibBAMZGNjBVC2WNzEdlWJh2YKqkjNN/q37AsBeCxQbP3ylfVy1NssAwLL6ftSzyUmTobMCUAm4Ehvzi2cADaw21oEcDx8PE1/Kg3Vp91RVB9bES/RQpNkt/AwVHBpzMurZMwyqpgPcVf9T71k6Zz1Ujpo2TKjq9+djsIjGIAiM/Q+JU8eaxbhnts+p0q5aEKFXml+D92qK+pNGyotMeh610AHpgsLGPIPBuAyfz9ud5dSbklLmxlu8v70TK0OF/Z1mU3MEttaMJk+xh0UIJnqzLxS6HQp/sbbHV8c6GABYqWu2j7i1LFPDEMkXI1trCmIUiq9dVW7KmUyMeRIkWN8GzDaX7b9DoBhk8XlLloKz3UiRbWMqtvXGI9T03PEZF2jLcvWIP/Ybzl6P4GT1GLatnJUSlBbwgO9WjdzRxJGH7YTXiapNtPzXEgDiLGYk9JvwbNjRKA0BEDtxSlF28QtgKH5OA9MaY6afwK4dDevslTmTxn8b3+xmOrA27wVqdkx5jV3b38q6rkK/XJhphPVOvbCSysrxFHVScVlADSfgSV430QquAdQc9ytYsJzgygUStyWkZq6QFco0A//GGFnGiWhhtqR7tvX8gxLGOjQ7zLZQtWFo/3nqFN7oNf2MB70LmxC0sqCsMNVl9djLtTby3NpvsdbascuENxb3pBqG9glr/Ppxwypib56loTaPK/ST3YLXAHCc/svESNlZDL1o6Pd4nOf+3zxK3/1r8AE94u/+OmPE9LgJSYIdnja+LHaOwBIOllNfjvZlNIIKDVy1y5FFYJEWecOk04b0p2glXxvsbp2dazdSTuE0u8V1II6DTBPefceBvvLrAjXWZ0vsA+EsfyIoYXd3RAezUPEn9OjWZas6izsl2CGGh7rYapkMK+q6wzGkpyfEqmoX8v1q50RFOYkJ4qUv/OF+rdBVg1wrSduqILkGrXbIYSA8O6edsIr9BbHd1B90zhPn8wWh7hY6hmodOoA2x9TO5IFpZ/wAdralXX9Pe//USpMknQchwG7DDfZvFlhr/tdq3ylyPkcTJjKKfUx6PW2ajAkEzLvFYChalH3HzXm+PjoCCGBevn0RZ/nzBwDdovMzbaS059upvyu9IRjVuCoiYD9ZEqMON1nHDIwAYsMYvchHZmZX8bzcTHiXnpvgjMynQSM5LNKBQ+PWVxhxzqCWYDXFjC0N0fLpgTdOZGll5y+ONH/hs/RnlRwSuFO3Wt7C/gEB204NOgoY/w7FxLuFHLShFQepilzxNKyofXxCKZttcs02c5KdntxDJp/ulgsogkYG3eHDLZy5BOAMHdjqs2pslR/hMNObX5UrzQen+4dwamPUXRAaOO9Z3+nOIe0D+BCCXXTEUHqFTcCLB1DSs5y8k1KvRwb2uv5rXmGiUM+9qG9lJyShEuaqbj7iqGEWloIRQXoUlI2i4e75ivbSPTMS4DIadSOjgU/9JNZxbiIA38E6BCs20cGxOet5X1xOc4bVkaAkhdU6cp5fwXR5l3mQyViVyXydjcTx7O2oCERZbz5orwASs+czjONyXROpyAXWu6D3AJQGh2FBrGbyo2boyGx3mBuumvKO/enmKd70OzF4mgdYEW/gZvZdWkRu2jiSNIPsUsKXvLyjnlMLRaQ7mkTPgKQc9GSmIHtRV3sB1ct6ZBraV6lUlnP1JahleBm59A8MRK1BxcYdkP3FUCYQmvgnGlISiNTSgt47Td93v2gjWyxiPnOzTv38k1X3895C1wBwkoHHwPUlA7uYVvi5BRYHQFi/uiP/rj4T/9KAoO/8HOfKF5/9aWwz+uGUCkZPAb4tWrIx4StSohUuemdKPiRwGjPJ6EO5lx7L4QpJqW7hiTVjqvLEziABEMVkHYs29jqrK1vxQp8B4Doum8I2xullKPYkAxgp9bPCl8CKlPUBsd3ahzfj0OJq+OIjQd9DokJ0gGNiGMlXCvLsw4SATr3rho4vOAeTrualshIiA0CfCSzyok2aEOFM9jZCxFDBY+0887Na9xzTGxFwpmgPn4yNcPdkzXGJgA2sC14kDxlahe8O7/jR/htl7ogKFAtCkDCezskMNHZzyhJqkcAQhib344hv91dQ2mMwXsXF+eLa9fHsHUzsC9ehwJsxqDSAaXNCsJake44lpUUuKXWZS2U3odqifekGItKGn1/ekowYOgbw6G4T/EMIGBudhlpGq9F1aVNYT1/j5FsUm7TBOWcZLyqHtvY2qBNkIDQbzIgnylfEfde9ifmJM8IljSB8HdOWYVrmW1z41seYBC/RXnXUW02M76ShC+90+dcGJmDz6i2M0U4JNrMeJJqCUwLxLITEAoosvSm5Nlxvf6nXp76OWpI/pmB189ffOTdtpXYRUBoG52XczUH5c/ep6RI9adq00MWqo4HY+SlGAbpCe/Ta90kKI8+9kUkJXe+Mcme+I4Xp52L3CVnj/yco/OMvznCQy0BQiBTgc+lb53tLCr4naSbghuBu3meTqoxXeTZ9i7+GseA551DSth0GhHwJ8l3FRilPL1XabALBvt037lHMhyLsSYNn2VcSm0BNdVRgxKrSe4Jj+yoY8rXckS5yjLbfsdsuyfwyrXw29BSDpkuwtXoSPPivbsAQvY5BiA/ePAYqfkG8wSwiJPVBo5XuxsPCUkzF7bemhr1ETbH51eQOKb4l31INfmwcFcqGYseClOja/Fy/1jYXJJ07F9Vzs6n3R3U1cfMy4k22i31aTgINiygeKSSBITORxZT0BEXr4Zn0iHGlMxlfMtVep5bII2W57mG76Fuhkdwv02Ji0RD6eAs3mK/9bf/22IaMPLGK7fYX3e0GEP8737EkrllVlAyXCUrEisZpkBQKYbMxxTSIYjsoUTI1DAxY4UHoJQ16fq/xbOu6I0xJxhcYVKu4GCxjHRQItvO6m0SuxS9ma9P4lk6KhHBmJv8JayCQQMlXyemlETSpJTSlbh0xG2aZPpObwlAJi5JrejdKcmQTLaHCXocKf+ufudjSYfHPuH7VJdaBxm4DFsZlcbolrWRvEjIjxF5TdK2BQTtBIBxC0eZJhjK3NNZJFJrIV0V8I4hFQvACxASFIqqO6hrCq8DKGI1bLu/l5RJ7EXPNJb3vPvkpYktw6DoZ5mNkloDR6uSs421DbXsZbOel02cc1WvZHkFD8hNnI0k7kpXbeMZJMSbaycwIUL1oD53m7oAdDGKADpwaJm8Y7Kb+G8+kz6Rdfypqp4stR7D+/tKah231KJ83gWMW1cJ4jRTMN7aDExvfW0lwIojKBgJC5otdkuRCbuQksFQ3WIE29ZbNycjlIuS3l32j6ULUfunFnWsylBT+S7uBcej41ZJi8AslT/Xy/nlFoeADOqqXVsbtme24Vtv3y/eeuet4ubNW7GQU1LvfAh7TO7vxpxClaqxQ11Uue3eIMze8Cl6hbYTy257Z62YZp/t2+y77FwzxftjNZfLnMsSl6P9HPfuVmJ5lPZeljQF0PHD+WvoD0GQ8x2hFGOJNs6vOScTLznXjQ2pXZ7SY00q9qFHB0iJnHuN77eujkeBcIAzBqQkQockQ5kICdVmBL2w/KhudaxZXsZ2FBCzik2vQsA2xmUb4jDtOwXT4fRDeVqb6hJJi5y0E9Io24GtBVFnG0/Pxcs+0reUbENr4zcLE+uwryalL4CKc99x6bdq/ZS8l7uDvnJM2Z1zAR45b9ub9CaPhRF9El7n1Nf8pfWOnQDAKSvq4BOnG7wHbZA03XcLVDdi/KvJIW4rbXBMmBrNh+7dnkRrMxTzfBoV+n3sfHWgU1q3R3zGJ8RCnJ5+BDCcZEyOs5bCsx2p3NqGi/69GHOGjhrl437bB2hOVA3Xx7tlsz3LwqafMW6oeBRbe+apqanYTjMAJuPcOLP2aU6n578LcoQg5NnLfNBMyg0OVggun1L9ufz81ffz1wLvjWM+f/VvqFFQgTjXhcea9oR/7a/9V8UXvvDPMAweLz71sx9HPTcUUpfV5aWYoDIgNwmXuexAMJW6xZZZTGSJXZ60TUG8mNRwSUMjmASCMoF9iOzePvZyMDolihJWpXkS3nUIySrE3VWfpTPQ6ujoaJRjArvB0ZFeGKvG4ajCStDXxypT9aEMxRWxSWeSxHQTIdEu0RRk/wI+5fP1lFaQ9d8yqNMEU9VKIuApTMMewDaCCUOcJOICJAm1dNbfpxI/W5Bi7OuZcLxd9NKmrcYxAyi0tt5gxQ/AYBP6+UXjlb0DcUX9g1etgMswO91Ic0LaRL62lBJRv2nxU6955o+L6F5DcS/Lpyq18j5LpPrWtkmLgYtecjpXQZbtZ72U6jp2BNg23TqMpW8Q8wDadBDjdJlnkl9I8lP+8ZzMnrZIJgKN7z3923eEhIF+c2zattFPHKtuW2Q87sMM55CWPXkyBXOkbmRxjK2qsfJkrM3N7HmKVFIJEb4MjNVxGB8mDThoxM48FF4+RrEAKVSEH4K7E959aSqL6vixLnmxFc9E36geZnxRV+dcthcLSRA37WJ2kAzv2fXGOUdftB8aa5P8YO4p2XJKqmxDHR0IG4S0ph2tgTHZjAG3vtGN9Lo7FnwdSTTKo6fbscys8lWyYTvOyj8jpf47KSYnx4vHU6gfKR5riMvfQraOMZ0z9JL9xje/WRyhEqapQmlbfSvVirxm6uSO2kIjBnXsUIOhDZmLgBSndB/aRNbQKRYNfHzMPOwysZ2LaMeKZC31rX3q2HFxTUf7cl9QSZ6qlildymfqDygVdB6o8q0u8CxflmhXsq0d+rqcWz4Z/UqBAxgC0m1ngZ1jKRYJ7FpST9gAotHIyWezOUGMLyrqHLHSB3hYBxgn7xRjEfAJQNZ+tq/3XnHv7o1YSL39DlJDJNWLqJDtlydTs8XC8lwxNKL0fLwY6BmMheMu/aYQwMWtsWTbmSyCSVXfl6Wob7RzvebLhKRyTg9iAysgvCwJEGMO0ebW0cDYaeHqEusqfRBa4AoQVno5pBpBEAURTcXv/d7/Wnz+D/4g7nj99VciZEAnK8BOVoOqiGVhm4RckHk46fQCdTUqsxH0nbBalwdEkskEY4UAcT2M4wGAqnc2kQQqQfLb9xo0dQHJI9qu4hACbDLg9I3bN2FQhLYZH0KC0YWNE5KhblamJzqp4OnXwqbvOBZEGAIA4Rr2hwJBk8BQo+XLkmrCy1LsH1u5IUmS6idU7QSz1VYH4CAXkLCEo4PEs0wBMjiun/ECvzASP8Zt7+GjJ8XN69cBET1IpSBKTfvFSy/eLe4/psVXCUlDaJPHjx+HUfbGoPY3A6yEB9kTmXaizV2xS9wSCCpf+j58WXfrKjkVmCjt0w6vytguK5bMSuAbkiOkNualDdsmaikDoA/1j8J00lZ5EU4jQGGd92pLpy2qktqQyFKe021++u1JIpk8mfMVGYLvWFIqpD0r734y9YQypTsc3+71ai05CunvATtEuJYYwbZ1YmKkmCA4uqrXZUKMWAeKQZ7Y+7HFnW0k6O1qS+M0v/e8b+ePoPWElyt5qybzDScJrgsGWymXZRNEqy5Ucra2tozkbShArfPBeIMCPuejgCYmdCVTQYfXlZ6xAQt7VeN5PciCZKQMhxKAsPLAD/jw3r27OFTNoIVYedc5257uKqTzh8jNXvHTSv1DQ1DJSRMZxwM1D5C3zS4dzS3aFXKCT2efznLY73XiDcuxHqwmx4l0ZhXbN9tYgGjzaZO4sDgH/UrAA3jEFXfSSMgxQUlOca/vLF+TfsQvTsa3V+07Zo5jl5ds8K5u3mn9wrnM+9Ac+P5LU7LHqd3iODG5IHY2CPp13jumnq0xBi1zKoVhu+qpXLxrQ8rYc8w6jy2b+ZwAgA+hwSbL6D7Eh8Q89PU9OqT0jCMNHIv9nL/93bfYiWkOR5RjAKJhauYBjDiHXbtbTIyM4KjTGRqBtAf9EUIAxiBtcV5qqF7ZfKmOxobsYOxqXnJ4tEToJBeOFyfnVkjYeZcLq33mp7RH4B2i4IsfvbrynLTAFSBkMqekyokJxCQ/QCr1b//4XxS/+qu/AqjaKX7hL3yqeOWlF5BEYUgtbYOcHYPWlGh1Y+um5GMO1bIMxCQDaYJJhgStNpGbkDAQogHJn7GjtPdwFRhBaJGsOPFW8FbbRvKzBwgMLSjzuo3wNv2s7gb6BwjgOsE79LLFm7gfD0jAqSvS5KTCHsXDgxBNVpQQbAmfNosSLlMnxFyiLfX1WiaMMdmDjrkNmo4EiZh4Z5bC5HtzHLt4huuCk9x63l+VGArIVA1J1G0XiacSpJyX96eU39cUITKmnkzH6loVioTX7faKpwuEtGgtXmy9Wdx/hH0M6lJ5zeOHc8VKP6rT8RtR6k48AlXn9fehhoLAJ+roW/I7OINOt+QJlfNetyZ8zlBYTr+bVH/FhXfbXh2AD1ol7vGNZx/LLYrqljFi/wm8lTYkJtTGOFoKiXHXtR7US6ixUHcpzW1KHVy+nzEKk7L9ZaCC4yQ1rRcvvymf0fvW/hEE5uRvGZxSC1W977wzFd6UmiuWwmcbNVpP4HuC/a2zYAzPxLu3boSEYwzVVx8OGjnQLdiEMjnPHJtKobL1W35r+q63D63Ef8eUY0l1b4T48bZ0KR6wnMHgBRGaaAConQvuwS0o1Phfpwclk4KXzOz2Oc72g6f6g7qHOpU2JLJTgT8ZwAQbyrVtpJ9EHsDD34Fo8PUcYD6Po3o+9aMo5CV/LH9OHl3D5vI2piFbxMMjHn74wNpSZ1P9nNIqk8PfRYJ1tTf3GQutjKP6G2x57mNetUBsBM6DLKy6kLT3sl+udqnucKSdobHzVDu6YBYM2ncufE9ol/CKZZy697IOEnMAmydPZkLtbpzMID94uzaXIWwMVG2qluOyZYp1kC5rE6okWdBiO+mQpxbldE7nzad43Zk/0rDAOeSVxo3mJqD+sg+gEvR9fQGtJF56a3Iu+bwhk6RRakIcA7uHOnCUtDWmOHkwUbQ/TGONQNx3rhUvvHCr+NNvfbf45nfeCrvqnW3sx7uOi7e/906xMbkd/T4xMYywYYUtKZcY6wS1Zg4F0bMApOhxymT9a71fO4hbYhGmcMK26zjoDEBYbfd0V/1vOF/R3n77YZoF7VG4oUT4Kj3/LfCBBoQyu2CC9LN2LNr6uJ5WkvM3/vpvYIOzW7z+2t3ipRduh8qrk+BMkNggZsx/bpVpE0YAgr1HKI5mPO+U/Gmr4yp90+CyqH8lHKqD92CoGrjvuG8n9lhuO7a+wb60BPeVaEtuCEEIEYZI8WNocDjsroZkqKwSpVXG5dKWReKl2ZWhKXSEMbirBMz1qsADpBnMM4AZk1uAZZI4SMRiKy6AqYw1xUGEyDDxlcJcRDQasZKtUU3V35bVqxqsH7jSlKORqk94j6t+pTUL7N3q/szaULULcgDUXRiDK3UcIthyD2DFEBA9nXeLOX7PsEXa0gJBb9dRq24+iTZ0Bb6Bt9/mDttiAZC0sWyjL5RGScAP6M9MzC1ISNWiI+1MTpxUQWQUt+FPA8Utr1br5CmZSU6Jv4SMBDs1tubqM45iO2VJ7ZHvS9+0PWMyykK5whBcZxlGh+BGG1dt/NYJcSHYa8XBpB2GLV8Q6CZpRXq/40BmJBjSQFxQac65Dy2zr6qWXQDqPVmyajBrFwVuHeg7NzdxcFrhG0bRDYfA4jPGbZPeIUoH+cvmHsU1YmIq0XULsnF3zEGqvYtxvWCtD7DB8CtamSfGYDMkiczS+pyXZHd5EWFZlWI7ppV4uoDpZYw4YpXOuLhKiyF39zhkHvXEfBQ099Lu009R1y3uILVEOsnzxoQT+IwMGWeNMBvYZ24hqY8WZLxo6+quDTaSWFuF3Qoe/nsT13i/qkwZJRdpSOeNAMObbXuTpiSqmQ0d1cVCTUeHdCUun/rjeRdQxoEzkHw3fWtdf/HTn0BTsF1885uPYr/yeEX5JMM63pYz1QM2ld2xzUUXAZyKIcUVoSKCvmKAedGJ9EtpkHatsWUk9OXWrWsBDJM9IVoFzBMcjzqZuPOLdMPt2xxn9om0w0VGSB55z+hAJwD2teKjb7zCftZzxXe/96B4+PBBjNmwn64VnnIxENt9llGjPZ8STIFVREmg6II/wb+A06TUfxH158RY2tXEsghMTXlMx4/GP5Q9J2mRLVRLto0/yjaKfgsHGE9WZzG3cGPQx8gBSscY1KzILT+bBswVSR82hJoLadahRsCPEv6dXYAsZXUebjMPfM+d29dxCJss3nzz7eJ7b7+FKQxOh1RnHgCo86Db/rl94u7Oeqib4TRB+2N/ctrGNuvCZlfJfK4hzRal87dtImhPC0LH+2HxFBvYCVTTjmk95e3D/Kw1MGnPOzKSQtcwzWNuet778j3+vkrPZwukGfV81u2ZtZKoGJrApDOIwWwPWOV99rf/u+Kf/7//Kgx+33jl5dgPWIJVTU64fVbMPqd9W3i4McE0vjcO2BoeZn4bs0u7Eb2ED5iEgp5VjHX5WSB0iIlmJ6h96mUfScHLAKFVVIMaB60TYNkBpdDQW2aqA4vA64Co+Yb/GCAQsSrikBTxvmqSgCkllDBtonLZwQ5FgGW9lWrG25npMtgwwI5YYOaQyUQ9t7Nn0rXTrVK//90eyYDX1rTNYv9f2k/Uq+H3CYhYqUOAHLhaN3tDt7ZgF8n2fMZ77KFePd3LGD4TlHWTECwEwl3fWkFNOQrTwNHG2F444fRB/Hph+oY9UcqmN3JiaNS/FnjX2lETK3NRRd9thfJ9uWFq+Ql+ksq3q9MtzZBilS9zLAXfsv45cdJ+M8l8BAsa9EPXY3HhJe8GN/PNUbwvP59fHk9zTQYG46ic9s7KT28M5qGtktcsq8zMpP2gUkMDDov9HLeGw5AB+bGUfg/2tcFwxorrE+MRcmMUxx8ZWMSb467YCQGgQnUi/xMKH/XghfbJu0kV/h6AJNs4+WxIesjf8CpK4AUVnqMAUX/vUcK3SD162P2mB+an41bTyQpjqzWYecrPcqUdTA6xK7OvEtgjA4ArWTP/YPYAoi7s7AKgckOC/b6l7BvyEM9Yt3dTPwGL81VQIVBd0IYNoPvzP/sJFoeDxX1CMC0DWtdWDdKcFpDpbb6DI6SBuRmbWthtBdta7c4Ef106zNAX7rE7yp7h/dAMIxD4WJSP9wjqXXjs7rEwIKNWXuI1nSgE4II/2zPFqbNNmKe0scDDBUcTWpNlVKGtLFDvAngEH5MTE+z7/hYAcb5g6tJGvJE8BfH2pV6s15CGeUaQo+OUQFogYwqaEEfaSOJox+JR6azjuZqsx7MSr39GElzlu8yRT+WnZT77nvIclZEGS6el0dLZMB+C5rtA12lFqVvKL71FlfTHP/YR6HdP8bU/fRN18hZjjWuEH3uIpmR5pbN49aXblAMzDfZHVg3d1DwYGigFGGfLcrZ61XtchK5Cax2vLrzzwu/sU+mMfMlnlB5fpQ9GC3ygAaFgUDWmyZWe6Qtf+OfF77ITiR6Qr750D0/dMewFsZtRV5zkIUzENM2cLHniN6Oj0YB6HnsfHUGUfGhvtexODki/DPK5Awr0SUlZp3mi2uzu6uPTGRJKgd2AoVQol8BF9Y0epNqgOCkFnoI5CakrOZlvv6EPWHlqdH2e0bHSF8MtWCYdXmSSSlOc4gaKlvBK5CW8ARpqnI8bvs9UJUbnZaWq0LZRlZ7uFfi4xyk2X5RLFalE1LJZj3aYryphY5Y10ylKYw1Srep9FuP7nS1smJrm8fJmL2g8cyfH2BcZqewG7W54oH4CX7e3YVSO9CVJDAE8AQptjUz0LEk+Pq/Uf/Zzgo3swCBBF1BcluyrDGqU2mwRrkUpXqifznnw+y21kstlzBYSA0iqOiVfLiaUxq2uzEW7CQgFKs6IsNmEEeqNe/uG47E7pNkhZWAcMzSjDoIqgX5bGwCLgipdozkCHAg6qozf7N9NSvaVbveWjO0dvyHpp213GNNJqprGuNImy73O7h9Lyz0s9vBed9GB2lEvbiVqSY2Y1Oza5Io59NRNkirni+XmHKDJsbmzhZSrFfsukM4RC7TWYJypF5xToValnpYj+p1zl6XsBWw9XMB0EzvUhdIodmUf/ciHinv37rFH7iyAdiXy1DasmmTwghH7UWDpzhVKUAMA4o0v3NFRIQAe326vWV8kMP+pX2oDxmnU3/Zsi4WpqmKTph9KjgNUUF+BomBQD/VtA0hz3W3slnG66ySE1E9/9MOxkG1p+XqxvDCHlNxcEiA6oLxbzH3DKA0P9QYNc0EsILQetls1OUZ03jO80rPsoavP/UiOXcAxNlqw4+5i8WqIpk7mhf3ngvdgy7rQ/5CXGAWMBRfl0vp79+4WwyMTxb/4l18sFpAQOnYWAdbri4w55s+NGyOYA42G5NA+Hg7TIAPz1yWe5nn56PI6TmlEwDA5Jp6V6OaQ2joen5X3s/K6uv6T0QIfWEAocZG5ZkJ3gAGwdoG/+zt/ly2XlovXXn2peO2VFwOgHXGtne23QoVX6VdVAykIrJS0GfCHJBCV5ToR6lfXNiNmoHG7jLcnY+mCyGswrMheg/Y+7ABVAfcDgKACQWQluJ0wV4OKClwktid7pnEAAEAASURBVDJPgUEY/cK4jERv0NwUvgEGBZGwHmEYXymfdTRMiYBL1bhqFxmzH1N9kguCEiQLYl1hXFVGLRMwycDT0XsDTxlIpzc3o8Kbi/yMYSehElQIfFSx6QTg9l3Z3i42XoeBuwIXMKqukTEIspUeGvZhBiK6h7p4mz04DSKrc84g7eQ+yRpmH6Jm9166nWddYdsO9F2t7hxaMernQb19+PleU27O2nPphO2p+kZ15LOSzDYn+ywC69LXqkbPpvoLLy53VC4erUracl6Cbz1VrbnllFk57pSibdCW+9s6gdAyORte2U5olzGcRtwLdnioG0aDel8JDmDBOWUfuvBoYQGjg4LAS+ARa6v84nf1XdbPl5f944JM0NWCB0kwLS6FnSv3CGR2UdE7d5wnXlcbaC46Km1gq6t6shvpe0iNadcEchLYMR/xXfQVkjF7Il7N2FH96Xza27edUBkyjqrzJKrjiyinXy4EEsCkz6Px4o4zf3y/Cz7nslIlGb/vWUQKbqBsnayGB1+KtrU+2lJWk3TBd7lgiMTL7T9Vu5vsIhLSTy4IOEx+hZw3HZQ0RjCq97q2yoSlAdErcfXbOubxK1jThtD+9Ho73uVjeP27XdwqdFC15zZzug16duv6BJ7Zny7+7Z98ifBd04CMBGSEsx1MxhXG1gTbVu4SsshwXWHzxmLYpNSUQkbHSf80wdmGjnUMVh0+4tb3/U/V7MEFu/0gzVUlr+mGNrS1ZN9Qd4PNtyBsGKGv/9xH3yi++rXvsBUlAee5UYWN3vyH8KW7d64xlnDuQvOkPVF3JzzD0UWfCPRTI6V+9R3Ob8F+PuMdSng1AYltKeljzQXydZ9pTALCZOfbeOXq9/PaAh9YQCjBczUsYJOguSvIf/Prv178X5//Q2zWuliRvwaI248YYJPEUFsHWEH7EjNjGqnWUUIhAZd4u8rd221C+oDNx/xiMT8zE6oXnVTambw9gJJOApiOjAxA6FEH4xiyD8M0GLMEWHDTA9CRycnvVFG7UbsAUUKotECPYY3cXT1LmCXwgsAMtGQ6eQN7mYAG3lkC2o0ENEBVZSTLVIKokEMmDJlZeD4RkXwlAUEfD0EI3wlUeNezk8RJqZ/l3kYlsrwMaKOM2j3OsCpeRwqlemQIVa8A12vuRqLqzGDMMm3BsQza9naf3jFCAG0jJeli781hjruIn7WGrdsK27ntbx8Uazsr0YbrEN0RQrP0AjjHsY/Z4f3mK7CERpJkdLJ86mLjl1WuHEYFG2tab5m4XPtz9rxPJsBv/9rGwZxjDDbmWssm2kGjcEZqSEuMRaa0dx+bsjbsKW2nHMolPVXNC+mVjBzgaX/Z7qCluC0AH0cZ4Oc3WqZkR+gd2vYlCSVwDlDXXIxfH4zmMSs/w5g1DODwlAP0Dg26XZjBnA2TgRMA49Hg0Hr/HjEABIm+U+C5CzO06Q8Jz6SkWOCmrW03C6XGlMckIz4umY/czrZRUqcjlQuJwyMBINJ3AFXahSPZ+VkPFxLgkMhhjfhxC+yy4t7PAyzKZHxKy5TupJ0hkNwwH1Ut7zHP9TRm6uHdTJuQg6BEurGzrTc9DJk9yo06UJlFqZy0olJDw5cMYdqRbAjpzbMDpFZlJZzO4zbKa99enxiLubEK/XHXiDbmvh7bIdmvPZUOlrdTmBQljc7N/Brbj+wwL/BMPkudkeiFzW6Mk9YwPdEGU0Bqe1WjDggsnR4+7TaJXs85OQ4dW2sAQcdZH1LJAXZOmpmZI1bmCu3XU1wfHy5+5qc/WvwbbCQfo/qW3klf1wAoHYTVGl0exD64NepqHQfd1SYITDk3o9EcR2nrS8fQiHvsUqesslbt//4lxne0bypBzDfKH/Sb/uhEJSRAdF74rWOhAC3s1rlvB+HCG6++EBK5L3/lT4sdxqytvYn94VPMYZqZRy+8cD2m8BxbmGpucevaOO1uyB/GC8Cz7KJav8R4LDuJruM6ziuYNAm4lfo7juxrx5v2mN7qQnkH+3ZjEdqt3/nOd6NCPp/7O05c/XkuW+D9nEHve4MKBN1P0vTVr3yp+B//zv8QRO9nPv4x7FrGQqo3iAp3C4Ku8XhIEsKGiGjwMIogRBBCpYQa3U9PrwB0WB1DuGU+A8QH7OrqDcY5ygqwH4bZjDQjAuD2qU5zj2Snmklp3gpBchPo2ydPYwkaM8uPK/Gs1gogmFW7lVkqgTEf42UZf0rw0ccq0GSwbCU0z06pPDJfmb5EpE7609NZtXURhcg1ykXLvwWyK6hPlgn86zZYh3xmZmeKh+9Msz3SdZgMwBgCJWFtQ+USe8kGCMbejvq69Z6gVlsjgYDtIAPVznIfAtoEUVtHMjEGUFE6ODv3FGCINAjdyyrg2JW6jjy9tLGOKp3co12mH5kQkbBpPTqOJEHP5U+1Lv/mk7lSpy4++4d2garscsDwy56wDEm6lcojnsvSn0NUlDo/yWAOj9Je28GPuKexaI2/L3qnoDip6lNQb2HhHuo/pR0GAh9FEuh1f0f5yVjJZQ9xL0eG3XXhAMDK3rFb6zAavFMxgTDtkEc4DgDafIdgYBtvX5O/Hafm++5Srk3qCKVkSky7yrw1qnRMyOgcA4ZHScyO87zA3lVi73xwMbFL2Vq6lSBygbJo6iH4NUD8LvaUSvLb2w+Lzp6BYptxaykFJY5RJeUuTo6RZglQ7J8q28yA28WZedluaZmVB5H3n035qv3vfBgmVI7jcw2zE885fgxXFXbAAZpSHnWTEQpCJo0qV8eO/eZCy32bW1vZ3YbFlhoLbZ8NKG4VnGsGNs/laCxhOp+v1vvDBZvt7sv3aVftoFnvRt+vU97JsaHiYz/1IWjlVrEDvcxJh5UFQOHYy7djZxVDzCxBvyLYejkfXQRYH0NYmew/QVCEooHunQWDuXz5LT+K7/o7g4YxDgXLLmKPoOeWVe2He7kLCG2rbLPrTkb7e1tsfDBSzFy7hir9AZJD+BNCg3W8uJ4gWVVa9+rLdxgDODcxFvvpt37NiRiLeiI3NStVrZehscYuDqWfap7cQcgxrrmSi6dOYna5gItEFkqbW+m8WQQbs5gpXLt2ozG7q9/PYQu8G4TwHFY7VUmVnATX7//6134NdeNm8frrt0PydIyqZhAD7BMlUkxeJ4yMJ8ILAAYlWnrH6qihTc/09CJbrOFtvOnEJOwG3pWjSAMnkFwNIZ06OdmH6J6w8sVGEMLgJEyOKhI4J/FxhHfQ+FhvwZG+IVRvSrCUELqNnuAM6SEERo+zasorU5nFHNJJ7b28X+ApwTG58pPBe88PM1Vzbzy2vWZm5iPeYltbJxH8p4u56eWQXowSs04pT6irIP5KlgSzAT4g+KpLVQ+7NVZPt7ZRSogkqqx2YQ7NXBsdbC16qPMuwVx1JLHO7hO6tr5c7BO70G3WlpuWi15Um2n/UJg8kl13UtFmS6mtkhmBa/ChH0JbqQL0gxzmmd0gww9JEJ2ZFgEJgNjf8OtQz9mmR0d9gQItrv3uX9u+9uF+j/lKJ+MXx6eSkpgUJkMPdEEVuID2bwmJtu/0EwyOeaDEyG22lP7IjDe317hXz1BsNbFr7UdCpIRhV0cYFhUoAxPgoCBtLHCaaXeT75Q52fe5vKeK5Y9SUnResQVkLg40Nwi1MJJkpV6dHaqqVQcL3tytpQtJvXZbtuERas3NmLdD2K6F4wvG/PZ5SEt4fp0x5ZjTQSLMNqAD0T6UUylqtAX9GHaMR6qeOxmPSaqTy+89PiPdcAHZS+waf6dOSj2V7z3v2+etm5JepbA90CN/+7H9lWrmFPnyI4HS9AppW06+TdAq6DM/54bSK59DPhvglteV5WMsREap7XIelts+yiljUfP2vO9T+uRvpbRu6bkNeWumT9roC+Py3b1zAzvIF4tvfutNCJr7vzM22LFEjYHzsAtNiNu9GcLGwNjtAVwT4FOqbAqveY61zXNRHhJqJY7l9bjph/AnhJS5AWys061R/vR8Sm4woD2uwNU2dwwkwIxtXggiUma2gd7c+0SqGGZhdYPwYtNscbeLs1xyVCKyADaIh4TzcZxPsjBzS0xV0Mf7LMbgKQoDXOzk4lmCs5LotJARQDq2jJub7dddmMkH0xg4RhjRG4uH+w8fso/8A4DqFSBMvfp8//1AAkIZndPWibGLtOn/+P3fL/74j/4IYtlUfPzPfST2BxZ4xQ4kMFy9wWJFzgrK1Z5SBVfbm9ghrRGYen5+tZhCDdJEKIpWiNjQ6Gja4o6dRPSK7SV4dG8PMb162mNVpnpAegvsCcCjNEXvOnBfACIZWnhgokrzfRK9RHyZ0Ez7UJmdmvppkBpWIMcOVE0XDAkGaPL4LCCskg/vyvdatmRzldbjXqunzHwyxWkkPDnXRBoTGPHct797H2CNNKupjXiCT9mObjkM8pupOy+Ekav2M7yMTMuAy8ZTVNKh6hILGpixROvIeDskGbWr7m7y3ECKq3pPT9ZWCLES3QEIpRLBtY3BAADzhKrZQbJ2sIxamc9i/ywqz1EkuMR5xLN72xWzqmQkkebTBgM1WQPL72IgJwln7oI49q765Xxbw7e2oKWDQX7YO+K51FrVB2zn7OGnStXftoUrDq3EZDCGHTIwNByB8ax3qG3jAKe39VikAy1fLm9+S/4+9T7eIQANUMQNBqGRMdjmwXCCYZivEjVMGpCw7bk1Gi/phOH1EHOmRwk3YF/gpdelY8Tx23PAtnZIax2/bTAvx1XqxST1TDvnWCo/uSH5Pq+gUWiv0R6MF3fpqT/DuKUeOj4o/RLUCXx6sCFFMMbYcc67C8Uazkh9LJ6INNAB26VA4VXLvFfSrFTz0DFH3ZQkbiN1p/qxRVtIUhhfqosF9wKRJOE8vVCrzRNK533O5QBhufwXVy7usI0NV+VOIUoIBUJKZJUymQYHh+I7/0kgI9G1fM7vNPc5qDRnAADqar+2YMNr3X3e334iVBP1zXXIPZLzzb1U7R5pj7TLc7HogQY5fqSzBjU/btqjzF3Fvbs3iwePH7PNIeFmUrEi5M87958gQXwNLUor83MpQOIkdolpUQw9w6jOxXGYNgAyjfDgyzSpERQ+K1mHanmr96f6VWvJceVmaVz8rJyrPh/HXiuzkEYLAj3hfNLr3X6wbZ0Xan9W2dfdBbAptb0LkoPiGtuRjuMQ92hzisWWWxm6CxM853iXHWgeFs0fbsYuE3vN1WWmgBJ3aJ0e49XiR66n/9huSUig1D9J6/U6vkH4G6Ng0JJB0qV2mkkYRN/t6+aREKbkCy5rgPK2q6+f2Bb4QABCwVc15SFtdHlZ/m/89V8vNrF/+blPfbQYRz2jh9yHX38NIraKlDARNFU+2vAt4nDiytTwFXt7xziOLPGZxpMV6Qos9NatEVbBE9jj4G3Zh+EuK15Vvk5WvWFlCG5c7mq6h2vacbQHgQcsKLKHycloJCTJxi+VFlqSYrBBaMJIvwQrSpH0vDNGl0niq5pRpqgssUbQA1zguQtjkjAEsfIc90v8BR6bAFUZRQIVuZXyt9IiQCtgQAJs2WROQlT/W2JVVgFgYQyCAK9pwK+nnTaW3T1DgDP28nxKwNWnS8Fg2wEtQ+zb2oKNTSfAWbXtPsGNr2MfEwbNegKQjxKNcGahvLaFqRkViUDJ34bYEAQQICMZaaOecj/Xzm5sM/s6cODpCdC3hrPP0hJSyk1sGddR928tQPAWinHUNOPjBPYGIGzjrWx4jghvgxNKF9IfwdUu9jrhtGBn8l+DeUtXC7ZrO9gQ56YS3NHOgpjcL+nWskI2ZLRkOitzPcBJSXCset33JeaOyrZg31OCpjcRm3B+aQN7OCTP2J0KuAK+0ihKwiy3EqUYSwEW64WLt+by8iM8O1FvGgRdtZZSHr1jQ1JG3ztmXAgdlypex0myQ1KCZUikxN5dzNgn2u652LH/1ml3Q2p0Avr7AN2EFo+0hwRRVaAM1PtPeIeS35BoRwHLG8kj93ucYZ4IYg4Bg8Z/EywURyFrif5QkhzNSXuwhAigevPGbVRvUzzOKKE9VzDQX2AHls6eMaT5gxSYscNuOVPT7NO8odSxH0khcRdxqrGZNPRvQorTc4KDEuO7mwWLDHVkqA9asH9h39tnSmP62ClCQOA4dg76QLWK3peT48NfSsiCUfPXEC+mfNcR0tFqcu+NSGWfCtxz98Z52qz2m/nrmIjfvMv36Yjj+OMwfptbtUyRR/VPvM4/6fkwaYnrjnXVk8aFJOQTSLoVGuX77KsRttucxIlkjn2x9Th3Eh2DuObZEvH+o7nY97qjo4/5u8lCoxNwNBRlMn8lkC72tIVzoaIdpGX3mrakSrAdl3qeC8ROJd5Vq/+pC/lH9Wr1OF+/7Nv7eQFtbKrP7/Tb8knfkxTOGIadxTrnlMYbn1MBhMH3DdHkblR3bl0Lbc/OFuYl1ps1j1J0lsbFo6dPaVf2qh/HEWdzvVijbTtZiHnOcEhGkfA9qT+jOLU/mliYn/zBsGmaTQlGpZ1uP6lD2MzCY/poJGw0HwDSt9CykKEEt5bP1cHz2QIfCEBo15XTNQ4keFAgmGlz8V/+yn/B1lBL2AyORDBdvSyvTU6g3hAU9IVEZ4djCbiOJNptqUI2sOfUkzlUoLN4yB7jRafDwjCR6CdROavqPEHy1IcUR/vC9QCBgwNDoTLQe1PGIIPPZaM4JCmWFDIREc/UjxPwCcAHsVUioYeaxsExofntVkWxTZzZkIXkP+VU5sd5V4Yaz/stwxAsbAAEQ/VGvZKhflJrujqtJu2pJPR6HPr+BGQrJeSlMnbfJvFfR3oqAdcrUwnQCqBgmnhkc6iNvQeWGHZdQ6jWD3AI6GinfQJU+Lx1KMsdhWhslzgZf/JdOt4oSVHlpJOKNogmbWaamlbx0BwKG0O9N/WE1D7GXWHAKbFF2MzUDLaM14LRG/5ngFXy1nZrMTwAkSacitIJwYQlcfxEG0d/xRnPvodkqX0uf84+KjO2Dfx4rK2dzkHuTIMQizFZ4Kk9T8y3ydhGbGwAVSzZCIEEqba5O9m0G8DW8sYrcms1vs+FyBFgsC9UqTov+U7VuYI+pT86UwgKLY9jT5W+Nq99qI09H84F5Vsacy+hGpJXFxIC18ABNmM8Z/6Hh77TBUf6Tsz1ovKmMeLoc+Gwi7SpuQlpC8/nZDB2n3aREqo2pE2q73RqWAAMNhNQ/uFD7SF11kF61d0bOw7p9NRMX29xbor2XV1BNUdGjleFscnLGBltV1JzK6k1mHTqy/z2+viVAQsgbUvbVLpjuW2Dxmfi1Dl/0r2nL6RWrJ5raCt/lg82XImHzsvTC2kGp6O4sfzTmEf9ecda+lV/NjKCnKkyReJPX0inmljw2bbdLNQwscYLnf4Ha+hpu02IqKmZxQBzd3DkW11ZYBG9Qd4G6R/gOSWkacFrkQR+qsCVurvLk/a57uOuZCtJhpOEvyz+BSMzX83fjbXM5+2x95ZOtQWP2kaCQsdDSLCZM4LW8ITnXHhUKwXlWNWxoHGHUFPyEO24lTKalMxPzyyEA1YP7Wposw7m+PCwgarTe+Qvp5Pjrd5jUgPLI79zj289jk+YOy54lawrtNDMgiYtniLw0NbeDQOu0vPdAh8YQJinQnxL3SHv3/76nxa///v/e8Qm+8xnfjEmIPQmwpRonyPhF/xoBN+C7cbcIuAPA2gZhYBiGoeI1XW8HKE71wjGK6jsw3NRu4zxsWGkBytOu1APSKiUlgio8mR1FSdzDanTqXGWS3uaBA3jIWs0fw30Ja56Lyq5NKlGahE4lHSgzv5lYybykhBRH9+p7aPOJ8bCc+eUA43IYyN6VY8dEARC1LBqrKYNJCXNEKxWgt4GmGTXilxCv1XxytgFmX5LmAVpBzBCpXUPHjzC2JzyUI42yiHAcc9MpXECaIGb3ouqG5OUspGoVUtz9lhiq3dcP9JAwco0YF2iF97Z4wKZJspouIXuAD4ymaWV1ZAALeG5pyb68YMZys0+vKy+dYoYo80PBH1IdweHjRHZxjiB+RO/UABlvVNvWeazZfp+zgjardMhak69EUMNBSiXWBus1jTHGBwDUKv67CMETDe2kKkcEvzk2djNAFUakFhaQyHzUOOq73KLtxbi8h3JhRuS49bxJmAzjlnYbtGPMmpV2ZYvtUZ+Rz0P54HJcZUlF57xzjxmdmVivDfUqhEf0qt84sacA6fKlEGIEkZBmSGFqkn7RlWXu0hK9UTvw5Grg3v6kPq7JdiDtx+z281CgNld1Nlr7WtBA8aI72k80cePsXFl0bCGdMZ9si0eWJx2SnaLzc2JQRp83hAteeeMXIYM5AMIgHp2oB32aRsLslTzevvkZ36433/290WP8nh8U8iyS8perf+2/NW3uIBVCiVt0N5Vm2ylfkqhO1lEH6y5YGRcQGOd85s4zjyZVoLWHqGiDpAoLjMepTeG2tKm2PaMti3pmWBbelasq+0wbJcS/SjhD7Y5K/U/P+PcOrQBh/6qt0XSxjjHHOPa6MonpJWCMh2ZghfAE4yzahiaUezPF+eXQjLd0WRwfXZ1QiLKuqyYx9xGaftt1L1dnF/bwFymAxtM8nSxntuoXk7hKXMoF5GCUYygwe5Io4rYfaMtg/QRQSLzIgkEvvSlL0aUjdErQFhvzuf06DTHf04rWa1WIiRwfsQrv/Vbf5tgqbPFjVvXi1defpEV5g6gRECUjOedMNqUqeJZhVBtIhUx6LHBqGfm2EMXQCRk6Wc1d/P6OJOqvZgkHpuqM4mYDGIQhxLBoIRKAJhWhGmll8uViUaeq6fP18/Ozy+EJG9HQAghcfs61bROfqUPrpZzSnUopVlBCsBhcjSS20/p6af9o2VUBewKfoFtuVRNymCDcAVJyznCEHleQOsKVhCQ7V9CSMZtBzBV0wlqN25k79idYmkVj2fA4CJhPmyD/VCHQ2wAfuJNV8qGTVC1nomY0liN5i1XnazW2yFecsGfkEJQTd916+YN1C54fAsW6Ec9ZnsBBtqE9gNCJbqGAFpEbThBv+mQs7pAkGLKZXnXkSAZ4HoEdaJBwI9YieuAsMdWfKoLaQUkRkoYBSv24rPK+Kzrpytle9gWMWY5Vjoi85BZLkCwLadaQ9XgAzjE9BK2o6O9j3aUsCeprNIHQcg+YzYvFk6/pf5LEwClfBr272nzxbGquawydiHSj9rTkCAyHsdbmAjAPfzO46HKBlPuiYHbSva3TD0nW8T6Kf0wuLG/QzVGuTldZsWT5zRvbhcfUj3Z3R255ayjvXRO2sf7WSbpIm0a6XQPoql7d68HsNfc4zH7M7sAHMdYf/F4FXMQ4ohiY7jDlpJYDwC0cQhAeh5qaMalEqkDvp0DlkF18RHt7ZyzLLlc9l9Ovj87wHjeuZgdBvI9p7+tiyl/1/NK56vX6mfez6N6CT2yIRi/0YloAuxzjpVUO6+1NW1vF1CnKA8OznaAzTr7TZ9gsvMIBH73lmDHMDwnQUsEjcPs2GL7CqRcWIRpCuNUibaS8yWe1T7PxYr3VVOjxK567VnHKad6DZ95P7fWwFftZscxvCVAn85rOpsAhBlLJulJMvVR09MS+4B3Y0azt+1inUU2JkqWQyqu9/bC00VAoerl6+Fg1t6xxRyELmkCxPgKe2MzLlNj6ZPkmrnL3JFutrlbAm/QXEOb+QnsGPsHOoo/+eIXsV38RvGLk5M5q/g+076V8X7qxqsfPzEt8IEAhHmcOiEMTgwbL/74X/+r4g//2R8iBSuKn/rI6xAPRfdIErBDCeamETdEXAapemyOoMfabwj0dlAzLi4uxoQfwNvVcArdqI/Gx9xCDlsrJqkE6/at27E6Np6ghEBVsURRgpCZhiPFY98jQ8mgTZW1echsVIdJWKuBaENtC6PPqQoG87kOCKZMSK6qGmAfRqZETA/LfWJNCQa3CNMiyF1dM8i2IUAgPKzkocGRMk31W7oF3YWpQ5Q46O3F7opGLW/lUCqY6uNqNO2XjCf2TiJkCLqKZqQDJ4jidnmPAFpnG8GhXsFQwzBVkfBbbiP+l6Xgq1RL5c4sr1SvB0PmvRJVyyGTGMUmVFtQ7SwFRhp0e13VpeoWQ9AMDvQBAraKUZxLFkawEUXFv7ayTH1RjeI9u4IX+ez8PPahtyhzZ0iQj7BXM7bhcZa8Ma54ZfTlqaI1/LCNNDsQpHag/s0p2jDaLooep7XhU20UNnbUW6mCC4w3Hz5kjAHs6dpuFh9Ly4vEWGzHbKGn6NhK7Ro2XOjjNgD97a1rLHR00Mk9ld9qietJOy7BZH8v4WI4dltBm9IYnaZx9pGV4QgSvZ5D4CjRE8RxMu5L3wkEtlJQw79YK72R7ROlxr5Z2bU2ZLu7qsV2sS10m0UXAjKkJD2m0DzKx69zEa12hIwnni8IXac9liDB+5UMawOpZE4bvqGhIfoOaTX9KYC8cxtbX6TJb771AC0BIaPmCNXkWpFyafqI/xFjBjtYbBspFXQjRniYk2ina9souTVElKD8+vW6LaFjsdre3i/otN7GvwxgoISZPHJKbZh+pTedrrPPmHK++Ts94b1eT/fEffnCD+DbXKMrKnnlMkZj187HnfxyLAkwkorXMWNbOZZVP6qOdO4tLa66dgTwbdHWqCrZw/fw5KCYYau2HmjCzWtj8ZzmJ9I/21UvdiWG9rN1Fqi7ALKvWVawAN2Dpq0z94djzjueXNw0M7a9X7puPtqqvrdkZ9Xb9709m+72vdLyAMaUQ1DmQs++zO3ZxMA6QbXeyriXP4HJmA94/mKC5Bza3lhlgSfPIHLCwnwxODRc0rkV5mZ70AgD+0dpc3FjnOUf1ILfOsl5Jn8sg3zFObq3t8FuPtfRBIwVU1NTeBo/DIGG89N+dWHXmM4fj413Xf3+cW6Bs73641zaH0DZdKA4QFryD/7hP8CRZLW4+8Kt4oW7t5kAO6wqu2JCCMYkHDHAITSr66tMAGKn4Rgh8Xky9QSvuEO8WGXC/Xh8jQNoUNcBBg8xOhcIjY1NBuDaxR5JkKna9Jh9kmXUQZTIvw2Qdgjw0W4vmBj1C29EGIXgVEmghE5ilp9pnHQ1Hlyf66mVmPBKdCTEEiGB5RNCGUAWKSN2KOxXqsRxGeCzuap3IICPZ/yYssrFn2o5ZAYe+2wzv5ubYbS7KfJ++UgQCnBCInhBoM3J3+Rnex5DiCWAgIcmCMsBErvhOwPkidcbBEzJQajReUAPz+8r8bggQRCoaljj/HUcJbZRrSo9FNiIGyhW0aqaH6mbklO3xtvZHUZa2h/2S8vsEmHagWG9+eb32FHhehBnQ+BY1gFsCzvwLI+FhvU8U+h6PXzXmf6r3O+dtlM0Nse2VU6Oh3akJc2MXbdZ3Gwl5AiA0LbdWt8tZlsXS5WaEl89GdsAciwCWFRoWqDZQ+R9qoSnS0uXxT0yZiWBjtucfFawJXNN+TTUJQrvnzjIjyHVYIEBI7+s3sZU1DljFLAbkm76KnlXJ4ZVyywOUplzfpbFMzqkuHDqxg7QdnMe0bMBogWGmiHo2DLUP8R8KLAfncOTdYE2Gyw+9NpLxde/8U3yoE95iiFesIUxc93aKAVmvIpc+eW82N/HIQUJ6vAgpg6ctsYpUH1pI5gZPGVz3uRRYR+ocldiLrBPqnPzTXNGulNPAio/aQx4bF7pXHrGe3M71J/74R3V3+o7qr88joqWL0/XoswCbICHdC8kehAQahKgw5ujTlTRsWdb+18nIP+6CNM04+a1CbZ2GwE8zuN4kt6kSUiSnifaGO1StrttIuicnZsLxz1VoJrrCHS8FjTV4laLbGEuS9XqXnbfu7gmPc4pH8U5+zfalTpxQzdS0iPotBsa3HvxFpJ7tzHtRqJ4XDx+NBWByndwfpqBrnezmHJuunuWO131SGNz5uRlVSs/4/WCQlMeQ4JBpd/erYrf8T8wMFDM4MTypX//74v/6D/+T7AZTnFt47kg7B6lZB9cpZ/sFmj5NdJPdhUuL31WWTjIQ40GwfnX//ILoS7uRKry4TdeDTsxV/luweXKJwGJxEyMcbcK8ddZYYqwLut4yU7zLXIycOftWzeKiYmh8Cre209xnTo7kNRg5KtqTKIV6mIkSKrk9Ar240pZwJZiGWLDx++FhUVWtuwby3nL4LMUOlaRTrWQfJXV9TdViUnucUzF+FPewFeoAJng7nIwz57Bh6C1NbbVm5qax4nicbGyqOQyBdXdwc5KGzoBnRxTWnGMBb12d5JnGXSoucpran4PkZLpmZY/hj/RHgh6RR1tcVbuhJgJygJ1Meiv+YayjPdog/fqq3cBGtptGoQ7SZ5UESnxVC3ZUEN+NlSSO3JqJEjJNlPJmqoZbXa0cdReUrudxJisl/Y7fAHqCZkiYKVhdSrRC1x7JIP5bqxhKgAQ2ARU6jFtuXSy0aZT+aeharSPOr90JeXlatSfcaCUzPFRX6Onqvl8zkMPYceHUlslIoJbnR82/SDx2kGFpFwuAiWDDjXgF1RbLuskANFQPdTGnNeWq5oa2ytf87wMPML/kIf5KJ0UnHgtM5B8f/5GZhHXUw1SLZTqGLNT9ZV11f52A1Xs9NPZaAuKRf2AbgyTyTF2nqC8IUGLqwyk2rftk0d8fiPfZXkCHDCy7DPnsEBYlZzgUCbrVDo65JgxeMxclIFus7OHqjL7Tsnx6tYK2Ukn0hjmUdqUcRutzDcDW2nOAROl6QT1OczS+JVqF1Tlq/5T8uX7lKTYhuaVe9SyyPiVTNXsLblun9mu0on6B1ohwyUlEGO5SjDD5LK+UTeeO50afjf8rN57Uf/X7/Hhagb5d/VcvvvsOc/kseLYTc4/xpxEDkHb3H/wJLQV0hxpBkYkPECjR1YsGBkYeiWrPjU0lNRD0K+The1noP28cOXBaMP0bZn05FaKdhTtnTQw9n3SzkTLpubNFbj82zJFW0fhLr+3vBqPXHKnfMCFeqJFzF3qJI8yOXa2mPsLS3OYrIwWLyK4uEbQ6htsA6gAYwIHKeMcStvdis5F9iimS/INx1MAulpRU0kEgLVTvMO2y+NIemQ0DKXtSlLVCig8kP4bIugp8/Xjn/wk/O5OPGe4tujHSoaN46nxd1Ts6s+PdQs89xJCx6vz3m8JjJKi3/7sbxfrqH7vMcneeO1lVpPJID3Ce3CPEhaldhIxJ5zSQWnzMQDInUh2iRzfBzNA1hY7OAgm3XXEzdwNo+HOAhGYFeITnmKorGTSHUihdpnkBo524hrao5pUH7Rr08d7Pc67qCiJMj1rgsW2W9Q00znBhCFftH0UtM0ACvX0dUeU/Z1EHbbwWLN1jHW1R6yr4EHnSOcEHYa7kcGXfCpAh2Q8lU4anwCfQCzRtQq1iB6gbABFFTstBFZ1Leqqtl0JG4BBgHR4gBQWwptsGK01/ce7c90N4HoqlQyxelbgITNvp04+G7Y03KBU0O2udKYRWOlIQ6/C7iXGCSgMEo/QXRwOqWSobFk06OxiPLUHDx5Sr2YkqmvFY/ZKPgIEGK7EtlGCNxhgwNaolqZeWsFAWqCcfz2NUq6VzSZhzndKuNuRGPgZxdFlgS0S29mfVtX9sWYBJ23F06mn0U5KW0+OB+jT1hh/ApklwiWFdCFnXi/WmaNob5iFpg1/9mTJtW1FQugqQTAXfVcdE+bueFUiDMjhEb337T/Bn0CrPprNL+XpUx6ZYpFXjgHnlMxVoOScccHhXLbfeyjCPoHnBW4GkdZebWsTZooEf5fzYzgRbezcKh5OPeZGgR95NxTVvgv7TEbuNpEFnOsnLgQAMUr+nGdp/1+3WIOdxv32ecrIOiqt2kJ1HNEBkJArNRO4SmuqkiPrtkoMzVqiwoIa7882mD2MN4+dGxl41e4vD7IUqPH8qd9l+9XPVStePeaO3PD1m9NR3Oaf0zfkeevCRLW5bdBMv9iO1RT32eb5ea4bPmV5GfBczFHvdiSFw0Ub5wwqr8r/eAwJPY4mLupinNDmebw4htTACMzdBGBvbw3aQoBs2tr+VzX9npNVa2iOi/I4/7az7ZOqm89Xn7Iux8Ukzopu58nwwMmtlzFwGPRb4cVPEzPXfcYN1aPT3h00VTRPmL/04uTkDk4p2T6kWOzU+6c8y/hM89wFzT6aD9/R2opjDpsp3EA6e31iMtTGf/Jv/j+2H/xk0W3ejL3Ml8y6SqP9fXGqv//0PdW6n75y9etH1wLPrYSwSiAdahJGmcM//aefK/6X//nvE1tpp/ilX/p00QHzP9hXxYt0MNSWruKVErWgTmXnEVZwruhXsLHb2Dgovvfdt5DMkBlqzg9/+EMxaV984TZgM+ANhKsTkDiOCgkjXVZq2sIZ+kNCJcFfQkW7urYa4FRikGxIktctdI17KCwTVEeLKDd/JJZB9CGqMvmwX4LhVesoMNtj30vVfEr95xdWIBx4ESP5Uz28SJiNt996hK0Om8cDBhEuBe12sQ7/g4GhkoR+KLGRGfrJIUKMH+dvyxXXOFSDJugS4cmUY2Ur2pMiBUQkU3+bL1KUpIrwAcCaFcdGxjZ54d5Nnj0qd3NJhbKdDP6tJEC7L4GJ9fd8bov6t1mm8xyRow3mN5+yjulewBW/W2AEXQSy7kSC6x66gmjD9QhGZK4y/cSkZdSCeKQ+SC67UcEquVKC41Zbu9hFRogebHvaAfoyPKWLqqV0IoodGyhXNVkOMVF2SOhkVe5vCxzStzhKv8saWLWQdgmQLdcO41GAsYbt57Ib3QNG2trcwSKBKu1fKUqYCphHB9IyP5bEGJqGYhEg0WOpjeJ1XPWGysdihfTFMsc96bKH56Xo//AMhvHTDkn9dByx5WL7QwaOEptVbMHctnAGKbvrjgB//mWM6QAi2BV8O/5jLih1jLt4q6AyfvE3ty3fqX8FkCk3bXWVtkR7806/Xew5tncAf3ssOgw8rjpM20KBnGByeHQEsMbe5IduW+cCJ5UvVJm82fwFb0ps2yiL4VMGUa1r/+qe5Lt4gPb0drIw1O7TOWE5lf6lcit9zGph89KZQGm1i0TLoa2yGgIXLCFVhaaETS+LUzUILmxc5MmIDa3keNVmTOmtbX6aHthSjR/apPrPtjv3n8/5L0lX03FjXuf9tv3r5zk8lVxMCs4E7Yasejz9lH16AWqMV/d8dgw5//x24adUnP/02UHsytGNOYfhn6IPoKvmJS3UhKKHNt9HetjmuPBD2ycJq/2EZJx+MHC99rvbfDs/BULeqkRZKbhtmCvgcRr/ZMWESn2ZW6t2W779zLcVty3qKf/yO326QouEKQuLdk1O1IpE/Sm8vCrMhxxr8CgXDDrUWC8/hp4ZZB9x676Bw+P6YmrHG9dvxFaqCin6WKxEPZS6+k7Gn/XNhXVeuND0W2mfanXNnVyICqTVEGgSYVzeFRzv3nnrfvGXfuGXigk8mw+hQ4ZPirlA2zWOPd7SkMp3RwUaLtV+Wrir9H62wHMvIbRxBYMmCe7/9Pf+PuFiloq/9HMfx6C8D+C2hTfVSAAdbaQkGBJxJVeqk5IRLaouCDZ0DIkMBKlgH00AgkzG/V31QAybJ8K2dLOtmjNOhiOxboaYI1SKQkxBAOUNMnZVjYLBDHJiYgqkYsZaWlNZ8DhOKiUlHCaZgc+bkkQOdRkEYHFpHcC5XuxRWMnzFp4HswtLxEtkFxPwmeCnpCnkgRQNz7L+TrcgU8JJuBnqHVIIyqiRdjXZBqriZEraXO5ClARSgkOFQGZs8SWepg7yjnApMM5lOSztKnD1Rv95JOgTbG3CiG0zmXYmvoKbbUN18LxE69zkuxouWW9Tw2nyoMLcH4wdIjs4aH8naa1MwvfFc7V3oQoGtClR6N7GKQOQ4qpbz+4ppHGrqN9t+z3U0DcIOdRJ4d0D1k7WZECbtHqSIFqisnE8iorSCrVTXI/6lCf4KSi1X2xzpSsedwL+BgmJMzi0DmMALOAglNqcMQvzXFoiTEecILg3ZXALRlVuLXSWkgTz6Ueykom4TMjkWKymfL3W9uV91XvOP05OUs4LzRySWk+GL6NrYc6xQwXjax8m6Lt97xHAehWQewDYefh4qnjx7i3K7ly0ferjMDeVQrfzipOcsHDYwXb2dEoBfw/Z5i9sSWF82qGNAAJtj1Uk59oX37p1LRZxRdMac4e3AXIFpL5XpqyZR3d7P0BuCy0D4G3MfAYAacnIX+ekdhaFIeFkrlk/gWClk2vjMrdvtZz2QLR39EXqj9T+qKppG+0hDbGitF56ZlLlnWw7nVGCl9xKcbn8U/Zt9VJ5qnpXOj7vgudO1+P856ovOH2HQE5p+5a0gLy6ACA4xheEHyyTz0pI0pIyVgy0lqBGrcLbSOj3928U1yfHsadjZyHAs9uGSqOPcAzTqWqPsSVRCjMdBomLDnc2sg0FPUr1BYPaqgrOdzgXdIdvtTkuZLwvJMzQA98tPXROO06+v3S6XWPs04/mf8QcdmBEC8e344bfJWhVcBFXuSHlkuwkx7CtvHfnJruWIABAcuo+8V2EmVIaqlBC2qX6OSfzN6U80rHlUHDhOR121J6oHTmElp0QYukjr7+C9mG2mHrwoPjcP/knIQhpZREsKBREupiyb5+d8tvPuzNfq5bsvPuuzv0wW+C5B4QyJIeaRP1LX/p3xRe/+O8iGLIhSVS5bK6zkkIEriRLKYwMvg0A4qot2/CoepLR6OmmB670S+8rV5VDbOC+f7Ap38AjLO3jmiVa4p9jJroTTltEAabEWtWqNhtuSC7hSQSccsI4kh2WhN3pT6a1qUsNmCsnIYVJ30qa9DRTFX4A5ZsnbMxuqEGV0LRjlA0QnJsn1tpytEEnALapSXUAZUVNOzA4gkdpDzt0jIXNnJKwdpieXtKumiWO1RTMFmYkI3IlqXrPVbpbSElQwmYtyp2eklh0w6yUwHz7u9/DqF91oGVIk1+Ct06Ij+7uEa5tJQcNgK6BvwUOSuCUlAwRUFqCfj6jq5bw8uN4q/TGF5Mkei4CtJ3pABi6RZmSTFVVpnacK/YAVAb7Vuon4RZstbV1s7vKSPHd773F+FGaw6qavmonr3FC2WjLZ6gae893WV1BkeeDuTcw7MTwvflsktBqTC5xV2Jg7LIdJMEjjDt3y5nZYzu+E71X6Tc7lrcazHaOba60l7x3+zrlRXXGCt/trWSCLhg0SzDvYJQVhnG2BIy1sryp1c67I9XPcR8LI25xYeUYSeM9SRy0iVLKtcSuOjJx+9j9bh3iu4isV9aQntOe7Xr2Mp6UsAvCc0qjxnlxfhKEOcd8d3j0N9zmeNY21LSIs5D3uWhzUbdPudaQ3Bsfz/127z+kTNurMXePY87FwOFJbQOjyMU6BvxujTg+0k870vao2LQv7e1l73MWBJYzGLrSSn7lduT0u0yna5oWj+nRzOQXiHawvd2FanGSCwn4eMfZd5V5XdaJKetL/p4uz9kbL7/ueHMhQGczH4gswEKls4d5vg4dky6W87Ix30yHl1cEKE+pXAv1hf4yb3XWW6Hf3PJtb7cjpMtK6SNMUIxrF922vW2jQxv0h7HnHBfg+Tk4SPRWJz5DJ2lP6lgJSTrlcsy6I06UvbFw38dvhQDOQ0FnJOovr6CCaV46/vnnwj9sU7mmGtk5a1u52Ovr6S9u37xevMOAXYX+67B0u2ci2sPFiRLENFrP9k3kQ94BCKELmiQY5qcFrVLmS8N4MBuN4oUX7iJUmCs+/wf/Z/Ef/IefKT72yZ9JZa78vYyOVW67OvwxboHnHhDW2/64+OxnP4uqeLn42Mdeh2Foz7eFlIgQBqqlmJPaErpKFGQFIIRYKKE5ILSINmKGLzEERRd7nw7hJShRU11ziLG6+/AKovwtUzJpA6jUyRVUbNbOPQbLlWmGB3HJ7PJEiikrUSyJttO/liAGGmVnoiQI3IT5uBIUqO2xCt5AzZpso7ZR1c0W04+fAKpSdp3UQ9DW2c2+l0MjEfT05o1rgOEeCCAeapSpS2IJAUoJVTASHFMuH00WQWWH+mF2QbfS3QJciZrSQ1Nciucg+khhHk09Ke6/c7/AhJ9rMvikgpYMCnSApzA1t6BSCkNYBQizEtBmGLG7vBhTLFbRLvffRaq02jPvlugb60tbJFX5ggTtcrSj2ae9084vqJUBYy4gDLbd2r4BoFgtXn7pbvH2fUKW4HCyMItDAgRVUGwx3YbKWGuOLYGhdooScUF9aqGyaFaac42ny6vxpUTSYNg6G6ki02GkH6A9BuhcRkLSTHkFKu75KpNRJasqB2VP9MU2oH0SGznHqzZugoX5eULVkIehbxzzAtbczxcx5mqZzj+2f5IaagO1p2MzAKHMi0Zw9xht9lbYg3Ub9WFnSNJ0njAwL6p0xudT4nu+8uIdFjOLEXJEOXLY7dlOpPS3ehCnyz/papIS7kS9qlc9FpToPLSx4RZ5SdquNNG4lKpl9ch2YWSQ+e0tHIiwFWzGrT52caBtXcht4YzSgemB/W0szzkk8BOEnpJxKincZJGjJNx86+pGTkUdnj06bbMM6JI835KrIXCbMQLh01+aqOhYZEB6s52dmw3zChc5IZGlvXMePv2DSbXWvyC7y+umGY7gRprqPBHkaGLT0sI+0ZKaSx/XzldP8YPi0clU0LLbN68xx9C27G2jake6TH9uQcOlsY5zTRVsnLBFLUG5I8jx7bzWqcMxLygUeLkVaVpQIGEGGEprXTDYj5YZtkCqtsGlBb6gjeqnk/SckQL9tG0aE0WLvrWM9qugVtCfkw4f69jBuvPSi/duFV9e/BZOKPPF6Nggc7sDvsNiHZ7QhaZGUGx+1RLn8RHftJOLxa0j9s1GIOBCx8WRWiLLduf2zeLRk6fFV7/2teL3/rd/WLz08otFLx76quF1vJO3yPuu0k92Czy3NoROovhICPh87StfLv7mb/4NiMB+8XOf/hTOBf2oqfAsdvIYMZ9j1ZtKOZQIasvjul6gs4Jjibt5PHw8jRAgeZK+8cZrTFJDzUgsFPu3wkQmYgIr+XASqe6UwQhwJIDmv05MtkUYyMbmBpNuPX77LomZ+wxLnILwSHeog+XRHmmfiSlo1XjdmGcyIu3I/Bhyow3GcIityNO5xeLhkyfFPN8S2U4dNiCMrvgmbowi/bhFEO4XmODXQ4plkF49JSUYtocqAr0w/bj61t7PyPlKnwyvol1h+ihhEgArUdQRhpiNlF+CKQEOAgTxounJZ5fQCAsRZX+fskjYPS9xkhiNsAp1y7p9vLSNTaaE0qsSMOmvRNq+VF1mf0QfUbksJYmMuNXkIzlVjz3nb6qZvsubfH+onGh3vZpdUQsaBO15xxSZRRvMWAZmgWILP+qrnY9lsM/2GR+bG0jxUG8K3jqIt9hGnXxGoJykALaNuZmMS2l9dCagYyHutfLGgQX1TtqKsrQCNjaJFynI6oj20SYvSQsEf7EYIBsZru1jT2iX5fjYBTy0AyLo3Dgn2LYQOnsoxQubLsandXfsUsSQGtjm9daqlI+z5yXHiQsng56br6o5pcQUJ6TrzqHHbA+4hOSalgM4O7rSWLBANCPNcMxia5DnOmJOmadgXIkf1T2VanOcckZRueq3Un6ZvUy0Bm45b9srDVGCNIj9oHPJNjSCgOA47PlgcEpKBmGGx8eqZdfIVVspgSGwm8Wh+x3bZ45zOh9p8WAAECXf9rOxPgcAJCFpYpzoTOZCw/ESXXuqFhf9sO9t8/TPu1ws2T9K5DNAMD+Bgm3k4nOPOsV4QfKk9Nvj/HFR5bGFsC1ym5n3M1NMHMpU+XbYklOcM7/IuJJRGj/phLUQ8Lv40JnOOd2D/aV0YQlHPSM+OG7N5bxUbYcDJFgb0M5N2tStFvtYzClFXGLBbvgfh0kne/KGBJwy2m9WO+Ye9zkmrDv/04cDz9l33iM9CHUyY1jgnU1JpOHWVyct76kuos4vczRN7R2N90RfmCPjLRbEHEe5LCvnBFkrjCXp0giOis4VtUimtBRvYtz2xHnHxfwSUSqWiecIPdex0XmgqckEixvHrW1QTfaP9ZVXmatzw20o91lACoRdiMq7egk1k+w+27AjfKd4Ovu0+NCH3yheefWNmD8uhKRfuT75HefNz3zt/O/cI+dfvTr7w2+B5xYQ2nQSewmPhPQ//+VfLr71ra8UL770UvHKS3dQVe3jpu+OC9rKQUwBZNI01QoyMydCTBYmmvGsZJ7TBEs9RvrSS1y7a9ixdDLxBFN6Lhv7SeaXbewEfOt4o5qnxEO7KdVUBrR2kiebxCSZ1I5uDeCouncbWzoZ5xZlWMEeZBPpzzbXdbKQ4C0tryHd2EaVifK1RTCK2htHkcfsq/z2w4eErgF4sWOIU0uDYARaeFCOFi9R51eQaN24MYm6ZZRVtCFdWBnDRASCx7SB6jlXzhIDbdVcJSsVM3Czhv6Cm+pHYuS9Se0hwDEWVnCJIEaC3GD4ElpKNLvIriF4sNgmrod1ZmkGgOoIo43bAYBQoiXhVWUTBIXnJEZ+0l6mSox4mGRfpYP0lf96ubwln4rv885Vb5Cp+E7rITgKCR+/BeSqklV9Kzl0+7MBPP5kvhqCK7nZBfQd046eU5qkmlegoVTOYiqBteJRNmwJbIMepKcCwlTPsiQlwedmKsGHbx9Ni4zWAFYBJLkiEJXZWb5dmKySQZkqWUYKNRz9cQhjEEy61ZWODI7rTtVigAbrnAAx6iva3DdaxvjODZ2yO9OmYR/K2biXcijp22SnCVVVqux62QZPJqP0xl1gFhj/Czg7GcNRr3dKWr5NYCtYs56MQdqzh9iQIbWGGQp22gF31i2VLlrxzLHtmJOAUKlOgPbKOLGs1t8kMDTPkGxzrg/zCT2A95h/2q3KVJ1b6+y2I4bOeFRHJD8s+6g9EnoAuXEFHTdqA5wT1ts6OYa0V1Oqa6tGGavFj5Kc/VOtS74qSHbrTG3vZL56cIf5Be/yn85v9qULBMeG37Fo4NXaGAoc42OPUTZaPMqUeptfMTbKe/K9+RvaIACu5cF5F8G2pWBD6Wra6zuXlldU+kNAJ8gRRLkjjeYmHYC2ee2bZxdjwWrfpp6p55GPfD71fbrLsbKNyYR0UjDSDS3qIY6stdqB5od5D+2eTCOMXqCNXPpnnpEb5ctlzLnHAoIfVCuAki0UzmOMZwGj10MbxNixjy1vzsN8U0q1MM9aih+nztSeC55h0PIYI+kJ7xQQbjF3HEPa9tn2UXDeKu0TsNnPSo2dz1vMvbnZZRaAm/Cn6+THYhU+14mhpgt386x+fJM1yOW3jbSrVSK6Wzrs2A46mTjGO3GeOmo6Kr777fvwqxU0bR8L0yk1am0IC1JKdfe40v3ltWd95dI9676r6z+sFniuAaGN5qr4m9/4RvG3/tZvYgS+UXz608mZpBniNsoesEqynAiqe2WITi4BW+zryIiW0C0DxObnl1HPsZ0XQoFJvKz68HYbY6/JYPTkIXiSQCsJcLW3C6GSgEikl7HfmgOoLS4uMXFYCZPJInulasslQdV7tRcbtbBDgsnI2LXNU+Rv0F4ZfnxgXn0Ewm5F+rTNjhSzc8vEh1osnrLR+TL5yS932StYkydwajFKfES9eD/0+kvFrRtj2DqxowrSCussEJRYNNEOocaBYLgS7YCwJAeTLiSIIwAbPdWwAaOcTnyJYP7ooMJFpJMJDLdBSARtZBjETWKiIbx7IndTvyfTi2wHth0q1Tz1VetAkmIv6AO8OzUK76E9ZKrpnvRXQCbhlKG0I5m1X2V2QeK85d2m/GK+L3osA0PvcBss20X7QlfcEuYVwvZIAFUf7gPiWStwDEDEZm9jVdtK4jvSDo4JdwzoYLEg45ZktjCmJJnG+1KyUQOEuVxRj5Ko8owk20tK1NwDNnZroM0dNwJFibmSXCfbAABAAElEQVSE1/45cNzZJDzWDhNQ0nVC3+0wvjcIXr2/uxISGoGS5gyx/3UJCpWERHw8MnM8OBdSKsvCD8tRTd6j9EQQ4n6oqtxd9Mish7H7FEAvYr+aVMV7BHRHOog3pE6PqpB1MoKXU37KaaF5pd7S7tLgXslWxL2jlR5px1VbAFQL0XCcmVs+LUhzHkZqqEAsZhirBs9WWhgSRe61LZzDSqSVnkgD9gF6ajUtL5GWaYskIdYxxi0Ru2CWSgWlJS5oHMfOc01ThJKC71ARnmnF1K5m2/iptzwXSY5/F2SqGJ8SLNjFrl7jOsM4BqyryfJLh1zYJkltqp8gzDxcqDmfkpTT9k6fDKAF0Wc/OlvUz7vItsQCU9tI2zzne6qF3xxZqDLZYgLCMC8hfxcJetnvYmPt9oE7rA4FW411zs97PnJzTpTZahO9xuLYBXM43ODhrW202hDNa1xIbLIwN3ah4NV+CYDId5SffCyXKc2j8tizzgP7jGuqTaU1jnMXpkrBbZ/gEVyPstXq6i9TmreRfWSb8q4Vnjt8h31gPzrezgOEOrtJjwWFMfbK5yy3NNC+s67SKeMSLizPEqieLSeJs6nNsJov51cf4Y7soFxfSxipVm41BmkrVPczVxMhHdQMxTJL8zWdcvy98+gteM4cdLqv+OQn/3yYndgISWLKO6hqJdvyRe/myzbK7fRu7r+65wfdAs8xIAS4QBAkQH/1P/vl4qtf/hO2lhovfurDr+MJusuOBRg0Q1CcMII6t3ZzAiwRakZi5YraOHVrHBvz6v7DJ8UuIEyid+v2jSD014nRJJGE0kF0kOwhVXRyS2zTRD0EXLIHMnkIJkYAZO6f6wRXnegE9Prs/AygkYDUSCaU7gm8tA9RFO+x6ipXbO6frITw6YwgcLZYmFkJpwadUwRdqmT6BjoJXjpe3L17kzhVbxBHahTvO5wmlFYx10KCQBn3qbdG+xLJUJWyWu93w3lUOmG/FxKFoCExSWXGfoLM8Z2ADMSX9giGGWAtAQmDAys9SsQO+0bKJbHX4H5tZQGimqQtPW0UCGBwANHrhaBp96KEKRn/a6ifhnus2jl0lWr5g7iTv/11Of24nLjk/C+aVDIEbWQcCwIUwa7qfRcDMlWJZg/qlA7aTGYnI97EpmeTsD5Hx8aeRP3MuOrnfivqGt1/lDraUkcV2zHX70w5AhByb3AC6sKDo6MjsWDRrEEmISj0QixmYKrH9O0B7SKj1lRARokQK9ppz3BDxGMzbp7SJp2SlDYZYF3pg1JsGZ/M0j6wXGYvnDqvJe0Lx7ptIhjcxJlFkKl6fVWPR2IlbgOWFlhIaX80O7MW28EZH25HFG3OvIPRXh4ib7O4MLhB1Mbatpq/dRZwGjKoytB80nKd+ZQda10EOdKAAJPnVCJJfQwZk+x9lY7I7FdXN2iPvZBcO+c3tii74ab4n3oxLZIwsIg9pHeQRhn7Tfs129L56rcAwn4WDMaTfjWkc4rFHWmc5BrSo7waqRDt6/7cetcawkcTi/AyFtjTeNKdADP0n/X3t2VwoZvpk1JsHbcEwQk4Ch4TgFRCeuHH0DjQuPiwsFPL4SLYdyTQfdFIscLRyzF/tc3bZqxZN2nEEgvmPcLoZMBc7c9otRgm0fA0C/lwg/fsslD221BMm+wmZaQCF9cu2hzf1lEaYYiWAMfMZdtB8xvnarYPjvEROZV9FGOSGUv7CXKUJDsnpO3SOumsc0c65FhJ1Ix7LUw1OXAsdu2CN9Rv8ryfCwEhZbW8mh6oao/k4yUytG7Saxd+IT3nXYtLWGofYo/NYstIBFAixsU+qnVs12lrCXa9PClL/5qt9bQsaaGUFkJKFuGk3HAC+F4LR6AuAON3kBKqOv7MZz6DBmoiFkKpLep5euTYyOm89+ZrqQT1tqmfvzr6UbbAcwEI60MuNV0mpQoGZp88Kn7zb/5GsTq/UvzFn/9ZvEDZ8BSp2DAqni4kTRJtGb+zeRbAtW4wWCaOdhNNADK9YNexDXv0+BFSP3awwKPw5o0JAMIQzxt/DsbmoI+JmiZbbaJLLCmSRreDqJk1/tWuRQCmOurFe3dD1aT0TweRGSRoi+ztuYB6bRHg5P7J8+xVuYBX5tLKEqorjKcJdbK+jPQBkGje8pnOfvJH5Xrv3vXiZcJ1/NQbLxd3b1/Hg5hwFDSCK1oJtt7BSqoEfIJSCaeSSUGNAC5PyhQ7LbFbgan/6tdK5so56FCcN2+lBHEf5ZEx+YShMYKY0rZKuHoAnUozt1DDSUalM/FF+83NzhfXboyHelqJqpVLHrU6UvD2+AAY6DuBmC8IlawXuNm/+ROZxi+PPHtJyg+d903jZgmebRhekUhhXInr/ewKPaSAVGafRYZgQnWVfbRHnML2jmb6t48+OgzGrR0gwy0+LhD0ZheQWTnVQ0oI7FNZp/9stToco3W5TybVTTv6vEzc/lQKaaaaLCBcBmBvFVtI2hwbJje7jzBIAHCdJHaJw6e6VpW/nsu8NtraDjEMjx/bvAdA2wYYxuTTQoWkUwlTAgApaPuaOyUAIgSgqlxtbhct7o29jvf13MIqNq0zxSrmDye86IjxtMvYrdfNrB1rvIBnLcsJAeB3kI4LCgWlAl8Z4gHxNFVf2V5pjscjPlb55NGatmsMxs/8VnpWNodNUqbUpknChSSVflWqp9pMNaGSP5nc6OhALA430DAwVTGjIFwVIXEY9dFDeijvAAC1AXZxYEgUAahMWvtey+D+0M4FGasgw5QYpKAolSPTDUM/SXsEwHs834ZkuOC4s3ugeOfBdPGlL38DNets2JUJeqRF0qCQ2EdL0Jr8DrBLg6b5yTukU3wEXqEeBtQcU/b8UbqZP2nBI3AC/MQnSRYFQy5GIkZeCTS1U9NMwF5Ii7UUED4q2fCnDZrrwsrFxC4gvxvJKksXNDAzmFxQvJIm0CSRjHUX7USb6aVv38eH3yHBY3C6tHB9cYB5zfIC9tlIw1Vfj42OhlrVcmnCYP9sCngFtoJZAHEsBKIexiUkE/K1Dtp9muQPsYjmHue349T22CHmZNiTMl4ds8afPKKvXBjaxk6+1L9mElmlckf/lL89z3hwXFgXAbvz27mktDrAK+XWptYFmiA096vjS+mdmijzl6brcaz96vTjBfLaDse2u/CDFeKPunBwXNt3SvUd86aymWMM2qdqCZT2upOPNvLSLj2ste0dHOoPTdfNmzcQYswVD+4/Kb735pvFz//8p9lacJSyY+cu6CRVgWCc4E+65hsv+uQ7r77frxZ4LgChjRdzi+/EKPjlpGTc/d2/898X/8///flinDAFH/nQa5x3xXQQYTsk9kr4nAirqIWVBIatGkynhQnm73kAmsFqnz6ZTcwABxQlg10GLIaY+WZF8lECC1FJSsqc7E5ubfFk4jk5JVRTy+huoIK+efMaK63xkIYIPHpgKvsyTibYCZu9H6E6hsahLka128MG5jCB28SfunH7Gt6uLxSvvnKveOHWNVSvwzGR9wAoEm8Jv40joVGtoDetBEZQoYep0i9XjjLllGROTuo8aTnK1Lm8I38JFtN96StLlPJZSDkOENpxpbheEXiV8iyvYpOJE2x+Y87vCI5gO2m/t446XenOAETMekgkKUj0c0imIGwyOkHZReVLb6i/paF7zrw/lyN/159M9ZMR2Ge+T6Do75Bq0FxKEGQ6AnVV3/s77g9dOuOgv+9iDGjz4xAo+XKsxF3hWw/HRlVlZNlTvSxFKol/rYMM1YUF8kDyAljy7gRMASjk5RaFJ5ThgDFj1znONYRXJ+ux7al0SMATY5Q6CS57WEA4Vh0r/naf7ZAU0vbmI0jS5ME5Mr+wEBID6+M7BTk6UU1Pu70jCxc+Dx5NF9OoiUNCRVlomgA6Mi8lmloRhvTBWpF/MDtfhARzD0Zn2QwJ5Xz1WH5NSaIs3OUj56foaMeKoDhJT5WEW87TKeXieUGY71c17bdjNaT+tIPOU5oHbKAh2AV0SBfasd9VTR//YOpOBaMUUMEECplfqok10Pej3Zxj23o7H+y3PG4thb9tC4uu5CfMM2gv+9n9Y7W5fOfhdPHVr3+rmEdDsLllOY8IGaVZBzHj6F/HZDXl/D1nu/EA70xjwmaOc9UHKseWKd/hcbR7+ddCklUkv2wvf6fFAqOM9hTgOI64WvtoRmGZvN/kYsJ7R1jMuijWEU7S0wV4cZMAwbnFLv9UjlOJjgyPQlYt0Ak1IJBJPieoTI3Hp6kCc4Cx2kVfaPoStShpnXPNaALO2Q2lnYAxF3ruZx47yaDV8VlLKo0xD8e/5XcOOE+02TOcmItFgVmaKy6+INRRbp+Og/Rlo1dS7hMXdAZlN3yO48OxKG2x+RwLChCkyX4L1mK+kW/YpkJT7HfHmN7B7m6zhLQ0vH4BdC7S5E9KQ11g84MnKYd9UH6skx/7yxBV0gYdBQMUc6uOXQJX7eQVHGgKMoQj4KPH72C7/gj+80rxsY9/kuzs73gFf627r/A7fU7zFdui+vHuq/R+t8BzAwgdWqb4TmMRm6qt4ld+9VdRrc4Xf/5nPhEqYz1enZcSZwGHk1mvN+354lkuhhQC5rkBkdCj9ymecKuov9DAsZ/kMGqkfhxShiD4PMFkSzClHPhmUn5k8mHozTvypItCln8kOJ4XTPi0QHMEu0adPm7enIwArLcAijdv3ihu8fvu7dvFSy/cw0HkXvy+c5sgraiHR5B69qEWjphuZCQx8eMEVGKhdLI/HENUpbirQmbIaaomoGoJUrJM5VF81X+Xp8uvkq7Xbj1zH1lKvPTKlQBbT6V6bp+3s2OcRx6tvzbsrg44qe2LBElQEoSJ5xMAyjfDMGGwvt93XgwKc2eUr+FnxrC5irmmp2tWq1LttITNdkp2YdhaIh2WCYdXI+d19IgAuIwb7T+3IMwHfKuONdajtnCC/6iB5eCZWCwguYrYaBRIcFFNZ9qzvOhdqrlsE+shIRdsamIQYJH+lbMKMJT4hJ0mD2m/2N5qwNkDVHZHqYwAdBmKTjCGMdF5Q0mI56ybiyWTcduUshl6aX6B2Hf0jb+twy5zyp0MnkxNB6DSrtJQLAvYuIaqFCkOQz2SW7rpmOMngSIKJkihtPaFfepCwuN9JJnGWzT8UQ9qM0Gdu/64OMj3p1zP+5tsIZXO2Y6OPdvrdPItfBgU1jc+3KvjRmpPHMxQCziXZJR+NlQ/IgVWeicg5OEov9nYF/tIZ1eJJLCBk5iqUb02ZeRL2FYeAmz92M+JOabX01X8FlSZnzkminKgxIVyCbQfPpkqvvK1b6F2X6QeSmsNXUVAdLQVqvk0aRD8ppTqlcZPeRwZ+97yFr5SK9d/nz2q3Hz2YqqwFY8PdIexoo2rPwVHjePXeRrqTcaSKl0B8wZtpV2aGpMVjnf3ide6paTKcelLy/xZpNNLpz7h1MRNvtMPPcz1ZPcnsNeOc4eo14Ik1f/SQsG4anfkp/QPDUm+0nXnjpsFJDtLJICY7wgUdfJTUqcNsf0SZYiCpT6Uf9jq3h92rhw7Nx1LqT/LNqw3k5UikVd5yR6XTiqhdqyZlC4rnZdHCTDNa49rLq6kMwLFsbGx8IZX0m/cS+ed5xd1RmT87R+xyEOwYEglpaHaswpkTSElJP/cR36Hlodv+ZKF852+z2/L47j2tyFp3F+ZWcXuV09RU88Vn/jETxeT165xb8nrolV8Uyby1tcOrVXai1fpx6wFnhtAaLs2DrXP/eN/XPyjf/R7BGAeLF5/9eVY6RgpH+QEwXLSFsEEXRE60FsAeGG7B5FwezDtiCQWb739ThAcifArr74QjPXa+EgMfgd8MCdeXqPHZSe72pNZO9lknI3J83nSeU27PglMUusCJPDs7cf2QwA6DGPUM9jfPUgmndzaDnqvonq3U/MdqiwEK25rNAKTCE9gGbfELyZpAjYBAqPAkrnUdrVvDiR98Y97MtGwjNV0qr4+Q31OJdrOc7aDzEAQYVKF7s4QW0iRfLmPSVS3EQgc4WkswVaSKSOUSBsiRKAiI/VfTratBNDnzf9ssjx+ynTOYeVUvqv2Xb0mLRPM6tVnn2nX8/+z92ZPlmXXfd7Jec7KOauy5uoZ3W4MBEFaJC07SNrhsE1bkl/8N/jderP1QEuWIxyWKNBh+ckWbYX8YItkiCYBEkFwJiiAmIEeax4ys3KsnKdKf99aZ+e9mZWVXdXoBqoZtatu3nPPsM8e1/rtNW3fqxRJYik4egih9pogaAWbKKWE+y3YNSHhsQ1SQkRGVEEwJNNQGmrZZQgxVnh7ee8j7RlXytWUHhVphKBPb2d/GyIoTQAYUzBpdy+haXE0MhalsSAFXTAFDra32N6QcitREMBYF/s1d+sR3LJHLwsrQUc4hzBXVNsr2YlQSOSjZEg7QjOWucuYrG8PjGqcxU0/fam5hHazbmPYRnB0Jd4KfSPx3XQYbWj51lEbGz9Tj24Lpa1cFI5rtn15xjxs98PtBetmjoc0mXFieWSultvn8n77ouQiKNSDFIBLn4ZkjrqUaANKBY2HaVy3TaRHm6jRshVtLPqcbKQndD3Pa+uqzV7avNquOqi4Q4oA0zwsjzVw9ilZ91jJUIBSv/noue5772DA/+3vvlXdnl4CJGhLy+10KKaW1UsvXwjAoglIydO8Gsw3845aMubiVTxucn6fnJ7gel32yI26u3BwDNGwB+Aj3yEdSEcnaY9llQ5og2jM1wG0F5cvX0Q6hQPUGjE96U+6rS5hUKLIphxZMsNiSe9sN//ZCbYnxQBIC2yUdBO4Gjqzsf4AoLQcTihGbpD+7DoBnIOAJsFhoVX2ge3nt/NKUBie8/Sb/eGYEiQKapXwa2se854yC7S8x/orCS81iIo0N35cqdu3/pIGLAO6BM3O4xyzCeDsOBdo0ng9qpWcjxJPlldGOY33akizVp67z571Bn/3mgvDYRbY6YyGIMRx4twFXNpuJVl354fvcDFkHZ0HSiELUF0maoYONvISrwsK79y7U11772o1NjFWfeELX8jFrZUlvyIxzHfQc88BYWnuZ/b7bwQgdD75MTSMg93BuA0T+/t//7+pblx7v3r1lVdCsqbqKeMxsdpi4LuKDwkPg1sO6apWgOFkNM6fW/jcwP5pDps+iVMPUfWvQLSMPah9hRLCIEH1hJaxO4nNoyQnsPmaomx8F+IRKgbKannLhLT4TiTvKdIJwapl91tbMD0aBRfaVsloVAWoGnArPoHUIPG9XAkqebI8qoSTWeZ7PJYZ++ryXRcjzlkdPyGpsWz177jIcUleMS/neeZfrtTfNIP1kEEIdiRiEruybdrc4hz9QIDi/rZqFYP9bprJdt7GW1fCfub0ZBB0Jbg6GEiwwl6O7H2fNjTBYJHk2mYaQyshizJxXYmJPVF6I8rrs3Xxynf985Gvw9fNTw7lewFv1EmpoKtqV/WqjPTkU52ySfBlHYEeLKlOArgB0EcIIu13qG0ol+0hcBRAyVg8DmmapahffLhNm0uTx+QCM1DdqbNFBgZXCmnfl2cFo0op9/B8Nn6bsQm7Gd8dLoh4Xt69TplXmQ9bwdgE1wZAdkvB7iizbaukmxIHeHVMKSltY+EUBu+MQVV2OlXoSCNwckFymtBMMqp+pNcublRtnkJSLcDXw1/bvB48iFtbkGjDvJ2G/QO0Z3gas3BgPGwQHFqptgs5PX3PIEXXazSlhCmVcr46zkqdbUJ+RnsKtvwIeJUWOm+ck2nnysCNxs729D05f40L564qyejXoCWqcG1rx7C7qcgk4z3+ARAyDGLMOm55Xajo3S99dU1nG3fAcbvAvgCajomFJcEhO5uEwwNMl2NBirvPrK5uEHCYGKaMoxWOr12/U81g38xrIlla3wH+B0hp/9sOAFgMW8KQ7lASwUxz8pmsbTxtDlHz5nsePfbekxLXLUidnB/2gWPbGJQunqRRgqaYi85H6mAb219+SzPDGxibXMfJ5PhYSL6U1G1srTKXmD/tPESe2w5Wxp36FJ0d7J8wduG9Car95T/naqNc0jgx2iYLNNtWZyc/K6h8F9h+UKC4wEcba8GdUkNNhlpbXKhJQ+vQUoBVJYXuO21/qgGQnpX5a3210XOsCabkA3aZ1x2jgjKbyzYqvMBRU1LwDdpFSau9I1j2PWQT7Sz9CDoPwBtGoroJfypJjUm8hwXNHLuV3Lp5LxYO7kw1OjQCyAOMs4IwnJPjWL5h+5U54zn7Lc2H5AupknaOSwsE27aj94QdIvXU7EgnspnZ6eo73/lB9cv/4S9jmjURY0/benvATybnRZlv5dzz72etBf5GAMLSqKEydVAzcv/4D/+w+uKv/3oAhH8XdbE7cuyggsr1Y5AMHmOmBZX1m/+MVwnWNqEQtC9ZxDD+FnvWbqwa1qAK6WAvnrATbHUVKlomYTwfo94VkYze2Ws+yfSdQOUjeBEcBZNyAnpPfZ/PxOTneaWEFkiHA1drSvyUWCjxE0zJZA3erHRJVYGTMmKTMYkPMQKpT1PKkuUJr8TV5pNN93qYxKIpjyP51TkcfB15PJq3/hOXrKsAyHoaN0tGsYTn2tKiHs/5tMWx/QWFrtpd0cpoXP0a/0u1ocn2pYAH2auu8b5QVUUvm9NBLeMZ272caapVXDvuzyP3+Hy0QeaiFMLfqbJSWpvl2gUMyhRWAAPGrTTsjDsnCIjC25uXpU2fzhwpISzMI95Zv7gQ60bZ8r0Hv20DksDYehv2xIWOq39tuMzb9lIS04fB+RbSVwobTh0yMjTDAWS07VtBTbfAPtgCPdtWSZkMTrChLZFzSgmPeTs+BY2GJZIJOT61Tx0dHg771GG+RxirgkW3dtTW1ucnkCK4w48Sv2GAoSA/FlfcJ6PafYgjCiEzenqUYCCFpb83WCgYhkaPSe0fVTMKVFXrkmXMC6UYXnv8QKyvUK+UEjLYgjkdfsZxGdJaOtJ4gv5WMu3YY1bGI7arYGUTabcLUHM2WLBjARjGXY0E7oR5Crg1PcGTFrChtEk1sDt0CFr2GB+GXjHE1N6eIW+InQpw38JjfAEnllu3ZzBZuQdwTHBhpQtf1bRLQChIFbQLmg3wHs4P9dgopYmRc8y5cv34b586KXE95kPeI8CT/uQHVS5jzTkX0i7OU8ScP3W2jjMXVNI4JWuG5XLMauIyCbCYGJ9k7HaGM4Xgp80pz6t8zvlu69uDjoNYREvLvaH+1glFXBhg1Of42D+sPULzs4GTkv1hrD9VrEv3V5CGE+d1dZM+Z0tKzithTEDWyrg9FYsJ+9v3u2jQrEX6brmlVaV8LjiK5sm5bds4V2wurylpO2wzjMCh1hZYv7Sb1nEkbU4d984B55Q2jEpGk9f4RpPvYOHH3HxAueeU5iHdd1Q6HsaZjxuYM4R2ifljGXxP6b5C1+Icufk7FPSU20Xm8oNl2uRBzD3taa1Pam+GAYTzOLLcqzqhb3/rb/18vC/qRv6NJK08PN8a154fPSst8IkHhA7gksIWix+rrL7/h3/0D6vvfeebeASfYz/X8zBgLY5dwfJhkrCGzMckHiYnKpPMQWtQU0PA3LozU83cuc95Nv0e7q1eeOE8q9XWahJ1cRvPuSpLMsNfypHqNieZwMw9ctNeTybjR/WtwE7m6P0yFCe1zNmPq3u/LYwrNQM2GxPKLYTcz1fwpzRIMqido7YkRbIU3m1Wwqd5f0zwQivibClp/vDSkcv1XY2vyKP5rkI9Dm6pc3hcRgddwwH3SCRU46kiMoSMwEFCvrK2gPQHNRL0wu70MUHhBgBGqY0EyNWsnry2nUzd5E4iEiaJps4zYUNDfjJtX5gEt1G4rE88+kR/Gk/Wtx85YX/bx44DV9HaxcncrMM2TH0VxrKJdKgVSbIMw3A1Mmz71psEHAJkJRAeHzCI+j1PWl5vtw0EbjJhy6UHs4wjJdTYbtIm7uqwA8PY28Y7mTLK6Fzo0IxxzOPVMp7sq+vE4WSMdSBZ1JvSuZLhVIBFMhLfR7vrpW59dZjRTs562/aqSI0VGXUjD52kzp11T+U25oBOQzhZYf7gIkZw18OLnRvKFAw7FOpkX8Kb9HB29xznpRJwGbAA1I8vDCZI+1v/TEc6qT7rl+pM26N4whqWp7mNkxkCfKlDhntSPYZtGYBT5u67nMf21zzSPCXBFjO8XxnbAkI6Mc4VhigIomsBekiokP49wAxlnq37VlcbEsFNVMuCwgjLhIf6IvcsEQx7ltiiM3enq3VAsaCKkR3zKICAbc3r2unjcaRqYVNL/ax9LIoKDbDiJM+Hl3H8yj+Pb6ly0wfdwfUmmtDclvEk/WOMR9tIsBMHlqTOVsm6MNcxpLRJWmabCjQcTzoCjiFZHx8fYfGBIxyAy/7Y2yGsCm2qCbdgMPMlWwcL9D0/5Owgp3xS1ASHUv4iRVRyh7MG45hRFAs0R9BD1PBGQXhgNAcA+QphpNboH80lNOnRDlF6pMrY8R7gjg7WQ9mxrAZDWiz915FDnqIJgePHce+8sT3KPRweJCWA0jQ1He3QOBdzKYFnjpC3Qo14nnYSkFK5Q+PXeJQu4vRMN5TPPA6RTmy1JgoxdjRzYMwMIlCw26S9pfsSrHkui2NfOoadE2oHjM1b5q4VMPajJiq5GKnYdGC2+utvfqf6pV/65dhXe5/y2Qalr7Os/G6cOKj384NnpwUaRgTPTpk+dEkU5TspFVf/5df+MkDC66+9HKE/jFPV2ppgkFnCO2JaNr3L1boBR7V1M+TEQ9QwSxAfhjCUYkqDWZhh3ym39oH5M6GcTIUIyuPHR9wIXClGqo695oQyxSpV7kCSeXlN9YMTxGsmHQAETBJ/GY8GwT4vc5IAOIFNZfLGhOO3ACPUmdSpvC/nXeYbD/lc1Ln8+hG/m7P2uG6Lg/dzqj4d1zy2X/QMlIF1sB/wCv316TdfD+nA977/gwAC7rkmA7Wm9+67J+w9CJPbAo5hgD4HkyTwMfmolpQx2k7G6VPKZXgEr9lexiPrbsut5siENqKAT5t8pNTzmMftL8FpeDF2G55I9aa/tS3CuxxHErtWFadhVASJOqIoDbX/BbG5Us/VusUrr3uyomahbHNh2iqhP1QRy+g0ecAIjfngnqyoOpFsT8/sVC9dOVc9GBuKvYKX8PLUK1Owwi0An+AXBNfeqd5bY49mgPvli1N0reGXZgjjgerJECgUUiYhkxzBPlcmpQTHsgum9EqUCbngMTSTC5119g0fczcaJZSqE1GfbfcxzzjeWO8F/CN5pDraYd64fg/Gq6exkhds6VD1TaOWcscct5xUBTvcSVBv5opgTQlISKMYJzkQKWI9p462p4xZ6Wd3NwHXAQyN67nQUCqkfbFOGs632bn7Yf84j9eq4EPJr2pQVXdLbLmWPVYPjoMxBmPmvjBR4w7MJgO8MASqdsbp1orhaBjHtL2POBakH52Aoj0k4zvrtA33aSeMECv2VjasjdRLBu/bLLdzZJ1Oa9EWDCJlu6jGdF4YSSBuPKghY0SAVKdy6PvrpoorpQqe8z2PT1ITH27cZVgUS1boTJdSZvp+lXGiFsNx2ZwES5GYD/bhJE4SOixps7qGTao2xINIC4eG+iv3LSarg0Dn7sKiGt24sYuEFKPKsbhp1NC+zV+lrvmyPOuVXSRo1lIgxXBl1yR+1kWyVn52Nom/t+n2haj5cZTSwVAHmMmx0Qij1UpDbbJourV0N8CvToEB6MhzjS0GpdXaplcPW8MzX4l5ePYDLFO9b/unIEJPYcetUmnjsq5jNhDAksJZamlbAsEoTpQvj/KvUlbvEzy6GOOwamFo6Ek9jRTvzNRQqMU1a9F0wvrJN3IxZYt4hlQfSpsMRm1wefuxe8xdg1II0sk8t7HWiT36wuUL1fd++DZexzPVl3/v96oXLl2uJqcUwkBQIjMzrBuWo+fp2W2BT6yEsBD85qYNL0Io2j/+h79affWPvhLOJK++fAUC74DUHigdRyTsEiMJrgzMSZGG8J2Iv91Wbq967yp2O/fYWQSiNjoxjj3bOIBvsBpF3aW0xdUsZDxWdK5+tX3RkF8wqEooKL0TTArLJwgDhFt1SgA6CIU7eyjFsdx+VKNKNAU5MtQiOZRgONHr6UpdrA9nWJV6zdWp3xIY2yVjdyXAjN9S98d96rzMz7pmefMVMtywc4yVoudYbdJ4Eim/w+OTugm2BAVSZatrlvHtn/oj04sL/FWtoRRJ2yydHAyfY/DemZl5bMbw6CSrLsDUQ1DeJiodt+nbh6Aa2FupwhoOG3prascZxIw9Z21Ty2/dXSXrwKK3su0WjCeKYhn8PEU64RHrbN7WLcKSwMQkmLaHY0rvxiXUsAKtkPTC3E6FVE3nn9xaTUDkbhNKAsrCoG68yDfLe1whmuuRLDjMBaLtkS6TZwY/J+YghFkTh262adSG0CbQls8xt0usji0ACLcDRrKHzJni4+0JyCXUinv6diCdVvIoM7Ocqoy1o3N8OF7NNPgpD9r+2us5R2QqjgdjUoZEnWfdxi32xuY59w8WGDs8zEepiO25gnpK3qMqVrS0xgJNMHmKNnQok0W0uUzSsajEUPsv55PjU3ASY9KSkYXSPT9pl5ULiVC9kVcmyk9fqprzeSW2qvcFkP62HmtIr8iJ+5T8ABAW5hnL+XQrXseRlS+jgAa770Ia6SLStrTMXvd2P9q0CRj9CKMC0DC2taUUGIuz9LT1u8Sfk17Zzmboe32VzivgbryNp6pWpEsZRxKwjprbNnEc+GZjUQYgtD3rpMRWKZb9oU2b7W65bc+wk7WSlptvP9qhFbqrmYKOR26veR+g5OJgkfiTzjtNO/oxEyghrwQxajNsbx0inLPOeyWDMX95R5lHSoqVpjtvVavqLLeFaraDMrVTPk0NJtkhaghp2RQmCBeJvnCZ3ZguXTwbmqAp7I5HccIbBkSOcO8YAMwtSv2MQz8meHYKWj11mn3dz01VZ/meYrF5enIU+gL4HGGbThb9/WyDh84haBAmrZFsb3eIWmEh9QBbRDtSYNWLJsdYjnuAVPvGXYz0aldjFbQcsZw0T5qg2ZB0ymOBnyDOMawpho5EjnXbWDpSesq2ibnEdzFTsa9ybnCXN/JRJe34dozqCTy3wM5Q8DJtBwdx6nIxZTgy59gw88iFmf1tH1hO+9B8gh/RNw+gZ3fvzsTYNzSac0Pg7rwqYY4ybBs0jLF2FweT73/vneo/+09/Bfvh0zE+gv+w3R3DK8qVhfX4eXoWW4AR+DcnSYAkZl/9oz8kpMZG9YWf+jQDlclnxFNUCU5UpTVSuV5WaG4LJJMRhA1iBP/ue7eQXLRUN2/P4kgyr7Cq6kLaMT5BbD8AioGeI1BvzSAc3NryhXEtEge9LUtqhm/lnADy0XTcuUfvijPeWhOn0PnVPyQOJgMfmwRyciAnqVdSOumD5WHvEjDKihpJ5w2Zn8RMDzSZQhgUc4vEJogabWx7OtG7kBZl3oY3kalbQ8GhEksBa3lfFrz8yjcqxTiFamOB/HYh6OepUlv1gx++V82xd/TqOsCQaigpmWeFatrEI/bSxdNUw9X2QgCUqQkAACBcMNAJYSvJJrk/Nxf2SJZdyU60S7nhI//G5pOFgc4lBMGg/dwTGaDfh43hqnZiqAWR2G1Sju6ulBDLCGwiib1tZfuE+vGJy5b9nrd7XGQz2dKnCIrdxbu0/THmmzvzdMEQDUE0x+4h2iRpr3V/cCH2GV7TEL5+t/Rb0LLA3sO7iMPdZ/vM6RHGgDZ+XSHtk1HpFWlbqz6OysSIa+7pUkYrWmceJaW01HkYSYjAS4mmIKcVZm1MOtvqzm2duRhXrbQjMR3n5x5UdwZnqysE29UBw2tKjreQ0AhAVbmFKo9XOvY17Nf72xdrE1jC+zjnM8SO8d1os6Zy2YaloI4XJYHGqNM0oMKm2PrLt8Ohi2vbqHZNAXa9QGbm0EKfKrVkGFSjtLk7FGnvJwOVISdgyHFQ5o0M3rFgcjRoRyYwECwIxldROTuOlYq6MFp9sEB994mRehOp7nJ1GSnaOO+RBiq1mmaPYJm8qkaBwDCAKAA8dDBsWC0j81nNSDDuYNrx+vpPzmWBWwHJ2pFqX728soSN9Qr10XN9J+zWrJMgU5orrbT9WBJE+9oWi0jzlN7bpjo+NUu7GrQCySjXTo9PoEFQSkisQNo/dgyCvu3gtS99gcDEIqd/nyD/2KXah60tuduU+To27eeSmvMv4De9gC0hZeSfoMX+tT62tw4+ej3rcOLn5rUb1M/xQhQB5s8tJICqxM9MTiKZP4XmaIV5xo4rtUhSW28Dk+vN7Lu2Ae86qczhATyMtNxFcfa5NLtBu3IMWnLHgqPJlMdJJfJM41r+tuzmoyOJkkhNjrR/ZzpFn6mRUWjhCNWZKRah0F6f22N+6MVvO0rLHTfTbBZg4HPLKmjsREXsWPQeNSMuVHiUurXitHmh+vrXv09khc3q7R/+oPrU62+wiFQiXMpfyvz8+1lugU88IDyY6IxSJ8Pv/+7vVO+++241Os6KEEKszZ+AAxoZ9lAasTtIDULqIB8YGIqV0rVrd5msPbGqMtq7IQ36u1qQDmIgP9LHpOiLla+rIyeEEimJdyuoxeOQhHzMPS1JaJ5f8ZtTpQ1cdceqFMKm2jlU2zVDcSUqs0zCkhmptmtOIZXkfplEgus0hPYegaFG04ZecccRGa5LZCUHCWyUDmZbQN4OlTPfIWE4TBzCqYA8jWEnAH35hUtVDwTr299txUj5DqE9qAd0Uu/COVRJC3wEH+7L3MNuEfexsVIaJ/NQRZIMoPEOd9AI5sGbZWQfd9K7WwauWlxib+y87u4+wpQQdxGCa2iWjQ0kEL0AHJiajMe+E0wEoNA24UdIZTxEFrSLXvT2k1I1Qcd91O1h8wdwPT2BRAAQ1nWa6zglaAvUcWcWYIGZBO0uOJNHwVsDtBtsewNAfhYvX6UsM/TFiLuw8G8JwOkCwJ0Qcm4UYHpyZQQubnOXfaPan91MGDsTGsAjGRZcq27cZQEi2AD/VTdv3o0+vUD8PRnRfeL7Oc9VMeo93aTBDDAoKHTMCwzVAgQAZN4q3XRM93ShpkVa0xibjVa0b/SWFhA69js7kICh93Whote0tpGLAMICJIQ/kQSxtMvAKXYDok1OI8k6ewYnCRaWqqNdoChtMQUYpG/Kd5nLfgeogQE7ThzbzhHnsJIdv+eQzC3TPu6Lvgog/AGeswNDxrzsDgA6jKRsFUBgX9oGK3grqy5XIqjDgF7ylqU3GLeORNagUX/HskxfqZO2bYIIwaDqa7UgnUiNBYV3AQ4LSKNOnRqJOm6DQNxOblCAQd0YTYwj8qJdHi6h3uU7FhAW60gKbQhFkJZ4j+BwB6mhtqOCYAHWRqh6E4Qnzcn2Y7TG2HDhr7S8QyRUJ9u3pAatZv5xmu7kfUh1GU/oZkKSKdAZRqKmFFRJreNo5TOvsWB9p7p+9Vq1DshrQ1p4/dotTH8wxYB2dTGWdNwyzqr5Oq61+dZu1fdLq+xX66FpgmVUSihwTrviUsIP922+gl2FBQLCU4zRZRbcknnNWfYejkf76WmteVOkmDDZ5wmi2YqSMD1LjCfr7KJRAO+CgIwZRqUdaXPmr/2qJ7ILAYOkv/vW1eoP/uAPqv/4P/mVGhD6HB+fK4/mm5//fQZb4OPnkh9DpQvRPMiaSRbye2bxF7/4a0S8n2cf35fDCNaBKvGUHmjfJXF1ZLpScnWr4f8iQan16nMS3GJHklUA4RYE4aULU9WFC6eZtAJHQlI4rn1TvM/JzcoKgqlk0HdIUEr6cYz9nMbljRnfz/opEfJbdYAEVMYX0gor0JyYpP4rqYW6SLjCKB0ipo2ctl8mgbBR+VWxS5y9R7ChvYyqIFVIJQCy4EZCHSi8ZB7f+a5YQHPoSr4fILdMe2+gPt6nrC9eOY+krbP6Bm15+85tJIWo9+CdXMJbt626evU6BHg9bOH0QlxaXgzCpUpDp5vmJIhwizlX++NjY82XPpZj1UfLyxJ37ZJoHyWEtJG13qYdJbDaPoXUi7KBpv0fiwnLGJ69ciJSUXfGj6f9U3epDMk2dpxqjqAdrBK9GKuMBWMDarfkvBDo92Ozev3WHUDOHDEiaXDyUXUvAFh6YBgWbf6UnuwBIt36kJA2zAidNZT+CAh9tdPD+dY8to6rgjsrOFZsK+2yjLvXggRoZwdHCaRZW4Cvq9vXcMYATPDuvl7se2G+t27cpq3aqrOt9mnuF+z2bdYrFyouYMwr+8FCCQZtB9tVGztBhduXdXUaT9LFXV1CKxCzHEhHPc0v1a5IgFlMGhxYUw0lwP42xSM+Vc8f3hAgw6Da56YmkSCxgKEdtSXEUpkFA2FLWJsp6bOMAWpsLY4LbROYCSRMmqC5601HJ45qzLWBXudaX3WBoPQ0fUqwWFQtQ8emp2cICE5QcAJY9wwqiSRcE3UYBrwrKewELLmHuerJNdpSwCMQ0OzE/IOOxlub+pH28Z+OCmoFpJ06Y8xiY331xg0kXkhQKerd1XlAsouifWjQWowPB4POCeasLbBAPAIrM94LKDxKx3y9faXjnICwEUopA4WnBzje2PRxlF2gSflVw7bupsrbNi02enV1Qr3rfHDMhWMOF3wm+9tBm4ta6XsAQZyvHqK/t75DgHvDJLnf+sXzpyOsy/tvX4vmUm3+nbfeARReoI3d55zg5IBC08ToWJTfsiiA0JlO9WyYW8B/XDiGqQvlfahhelOiFI2xdXD+8D0HpzlwXgoylfg6dlzEUBFGEuMdu8FlJNzj1EFwtgVKFCh2QGfdJcXF1T3sI+UVxlzUu1rJoNEDIpYtbZA7mOA0x7tcJOj4UvaF1qzkpRevVO/RJr/7pS9V//XV96s3P/v5qIF7pzu2Hf3P07PdAklxnu0yHhDJ5mJKOF21CFoEJMzc6p23foja95247dKlcxHKQiNtWBYDWI9BpHuuBCGGOo9Mz6hyUX20Eeqoe/xeQvLB3KwuXhjHFgV7FijdKWxK+rC/0vtR8XoObskIU4P/TnBX5QJDV03HDXsn0dOk8g6f8Z0SSCUEHgsotK/pY+UmcVOSompFECihkzBIKJUYKpHQ3kt1ppNdiUCs7CQIEifawXdFvShkmbbOXwlKgF3qJXOUcEnYtIOx/d1WboP87QeJ/giBUiXiEqUEIhLW41ojaG+UXXsVDbQNOeHWX7sQ4bNnxiFGP199HyL7znvXIsgqTczWfQlwZmdnoymnzoziLKFx9hbg8S7PjOAMMBpg1bqWJPGdQ5I0BnGOMUNdMsBqeiuX+z4swTrw3qT9+vAKl2EpPVZqKUhCfgIA0bZO8CMz18aujENCvgC0lbZAlw/GeoCUYFaN0j3+6Pg2VlrguEG4E/1gnEDgYbUPwQ81IWXsZyvGeC9lY9dgjs9Xd+52Vre2b2EUz7QCiDl2XUu0oJK7B9BwbNlHzpOJ8aGqHyN2Fwg3b90Ou01VZb5boOc4sa2VOheAU+qRcdkAXr4AJuYWZu1tq/Bl6sPHkCxKUrY37hI8GyYEQLQcHr/ztuo7pWyoSDm5gX1fAWi+049jLxm/L7D8tkd+GyVgFaP9XkBwL3PDXUEct5lsz8zDOaVqzVAzQ6gmlYY651ppF51c+jEJWF3DfAJKaoBvbSO5VL3w4nkcIZBcQze6u1sA2zBdvGCdR7afyb3UldiqfnMelHnutWJG4HxzHiv92UaNHikWciySKFN7W2fYwF1EXWwIFc0+BEoC/2s3bsUe6Gvza0RLWKj6htK2VEmWTieaydhmu9DAdsD58prOEwUZsxigXLRWnqPhTk+dDQnhbAQ+XmbXlJm4TBUYV6z/aD7jJrrvsp6uxnHtUlrHvN3mmCPGQO4OpeRX+1H3q5Z+6qRk+9tHJsetdfa3czalyIZp6o2P97hAaSS9YTUHaiSl8kdTjplULee1VBdbTRdGjhSBmFKtbcab6lPNPRZoQ7UNLvo+/eZrACWl7u3VOz98F8ceAD5PvXvtdvX66y+y+OrHIcT9vFehkUjYegdB9Gio6Mce5vkm3/a7exe72AiaTD3T3pZ3x4qZL3hJFIjSBB118B5Kh387jjS3COdE6LDOe2+3v02bE3mDuSzQu3ThHJEEdJDqYO4OY/85ixSegN2YlGh24Rh0YjselQ7qpGa/CADtC8ejb81j7HSZ4/7TBOHVl16o/nz0G9UswPLevXvVpz9nP9J/jNFdeVGn7fo8Pcst8IkAhEcbUGJvEqyEoTMOBi0Amy/++q9Vd2/fqF586SyrOeydOK/xfkxxt8/idw8M21XfPKs6iZbGwXcIL3MP4raFCgDaU50+N4k0ZZjJ71Y/SAcBRq5qmQa+9mBVGTYVDHSlUAKBSDKzY9JjcNExd+Yp6yiAkBA4+Vxdek5Qts9qbIOJOYOtndI6AYagzwlt8n6T0hAZ8RYBXr3Hld4KK0WTUgKTq2HtKpUqKsHK96W0wrhmw0iRfK4EmrUtk7ET3FvQBfEyDwm2DFuPW0GQ0i7Px6r9oPKHCZhxIzsgsNpjKVlroV6rEFJV1zKo1199MXZp+e4P3qmuXbtTbUnVqJrSlRs3Z2F689Wbr78ejHlB1cjeAs9hME28MIlsAYUyF2OGLbUvRwxHGYwg4oDaRksc329x6aQ/UaVcBPhXECSDAzU/8pTgRIJqn/SBICS+ShM9Zx90sqgIws+TlvlHTdbfMBghgZCow2B1btHmUqnsCrHF9nZRW2FbOA6w68Obt5tx5JyxWrdu3yJgtWPE8qB2YuGkSn+JwLe2n5Jz54h8a4A+dAcTQZZjQW9/GVyZqwJGj8vYLHUz330Qq0NEMDUEaM15pv3qDiB+OKQpLtZi7+zoJsdVVV2/cY2yXqCvT8e2Z7a9iyWTjgml/+PEkT+2s3MipIpKvOo503yb99gP2vwpKVSiJwN3j3HBiA42vcR3XCd2Xekux7SSpJHhARaRStBbUBuTf0AmF3dIcXiXIVTMS8YrSLI9E8BTMZJzxySYVjqq+lbyE8AQICiYVi27vWtAcRYg3K7EdQTHCMHkJewsL126iKrQbfQIwAwIuHvvLnMG27/5TbQoC1UHbdQLWIkgzHTiEOpm1caOX9tyA9MHaah0xQXe2+/dCIDtgsdg5lKbGBu2nVIgGkEpILeG9HVwEJV0t44Mab8boVYAKra17efHOZCxVfviHY6R5nFi+ys995kyN6Jh+JM2gOUXNEhRaozcPBd2n56p29L3m0rbhgqXR3hjtC3dHSnU3NDxATYiUFUuKAz1OQtPF5YGHFfqOzzkPtL91be++S0AFwHF7wNI326tXnv5YtWHpHQNO0tjAnYhpU0tSnrFdzPe7EfL5XwRcPXhVHdsqsvktRwRx94VJ0u9pIFGNdC0pxfbxq0N9kjmDsMsbbGaso/mcQBS47OOnabmUdJpeYm0UeHBEOryWNgxl1MKC62inI+kpkKt4nFscP6lrsXq3Xferv72v/eLbDrgHtIuFo4uvh/J6fmJZ6AFPlGAsIw9vxWES0x1cJDAbq+vVF/96h8xuPerlxFdC2JcpWlgK8gTHLnyW0QtbIwpg5IuLa4hWUJ+MzMXBN37JllpnwEMDg/jpYaEULG5QEemmrYnuX4k4yCaGnVr8OzkChH9R9ipEjSJRmGsEpE5HCW0f0zpS+4JKrFSCibRlMEJfhTvBwFkoksPJRYaCfstgzM0gV64quF8rmzyLlG0Pfmfdm8QftUGYQQN0ypEx0xlYIJWyyhzdYUu85ARx24q9IEEpgEKSw9mIynhdIN4bckmx0ere0j5BCe7cJlNgqh2tHfjRXgm+vI0tmtf/9Y3seGy3ykk9ywt7VXf/PZ3qytXLqJCxtEA+6Q5pBcmd2wJm8gaIEj0Bb1Kdwww62o6DOu5t1GqJuobuTz9nyLxOe5JwUAA613NFVhkwHCVOhjmSHVpH9e1ATV5r+37oyT3J9Z+doc679EnbdjrqQqTIe1jX9SJ9/0Gqmz393ZG9Xb1Vw9RecWaBqaxwpjalQEi3WQYkQALSjiIy7aEzVgHO0gM4r1c4UXYS1BaGbTtq+rSb0F57B4DI4lxUDPk4+ok4xcwG/tQ2ydtCWVeBrtW8uWYf7DCgiASiIOmWVpyLE8jJWvF4WWU0BrbSD1Gkcip3mJxU99dvhv9TJFr7q80xQoXyW0MBmPZ1cmxXQDuJkw/QsGg8jWkTv9gStgQ9ka8RB/pBugr8T6FerYLFewQoMh2EtSAKwAGxJSjX1SD2j72cS5OkDAyd3yfyfYQKLrQ1UO7rQMbP5izi4kiMRxA++fcT3CFbR1SOHGj0hyl5uYx0N8de6NX1SXG2KdYSN1CkjuNDegCjnPLAAPC8PCeLsDtnbuo4pl/xpfzXc51AaFS+10qiRCP8icIZMjGQsDS6r0sGGynHXXCcN9gQal01kDILgZiUNHmlinBndImIgbUC1ROxlix7o6V0g7R0XV7lGPvOT4JWCiLKxRS3cUHfd3IMy43zodETiCqtDBy8GkWzSyOyLKLtves7d5JQHFtNpcxVRkaGqt+9md/KqTLf/WN7wbkv3Nvlv7trF66fBZwjacudrodzLkhzAfaoLtHk7RydRW1NHacaleKdPDoffk7x8bx1ygh/WUNHFcPsAPsY2Hu4nhuBhtt5otjx3HbjYR4AUBoLFAlpjp0KVmWx2lLHGYSLFikRY5bF1kBnh/34jgvcN5mrI1jUzpd/cmf/mn19/7ef1WdYVw5V8sYPzGL5xd/4i3Q9g9IP/FSPEEBDqaCc70mmoJCvbY2YWr/9J/8T9WXvvw7gJf+8HhStL8FAfcewaCDe55AoxrU3icUyOzMYvX+tavVCqAQvkw+SgZPAwbHYEK53ZYqB1Vr/X0DYWslcDGZp2XIFS/n+K/6I2xiDqgQ93h7+eSDjd+ej2TNjn7qS+S1hZpIjy8nrGDWqge45UB1lucW8YCLLdMAg6vY1wUghCjfuHUniXMQYfbChKkaHkVwJ1Ny4htGQMAgkBTUCTRb+UjEZTYSA/NTyqAKVEYqE5OY+63k0mfyfNojGcA1wk+Qh0SmEPjSFH5LYFSf+ZxEyd+GwBBc7wJiVA15TSmwtmqj4yN4SQ5FOJLVFUOpGOxWtY72YIRHwcZt6szpAKM6U8gUfPeBZIp3KlVJaYPMR6lNcyqlaz73BMc8lvnAiCi/dqQSeVWd6aH4AJX3cijiBghZFM4IqOkMshxhe2hDQziIwDPwbu6pKlCxnz84NdeiPq6/ihTCfEKaAsNxPDuIlHo75gVuYQ4ACDAuprEv7U+BvVJnvcA39e4h9eAgs8246kC1tsGWgztIFE7huKD9lvaILCPIW+CDepM2EFAIeAXf2rOm+ra5vEdqFwwZcAYYUUqlxNXFRJGKCeg1/o8cmAdOx3U2wN7Z05s4x4v96/NK7JWuhezW6UViOPnXP/HDdlHqEWovGyPO51xM4BIn+GPf5lZe69i6Wi/bR0mMHqMCJshLeBR3IRW8dOFsmJp0IJ3VC9rFmc4F2tZp0jACyBVkkk18bJfDbZNl9B3WJ4vvwsrzev7SPiyGlcJ3YqeqrapSdr1EXQQZgNxqWj8XzQb7dk9qIy1cxJv/NLuAON501lI6lNvE0V90c9gcQ3OkFevYDLiDCtY2jFE+vN02Fy6rMMmWiubhj+ehx5wcJsRL7uSE5obz0mIqyLPZxtpgenfQU/pzC3qxsrrCLQnEBcIl2e5+okLl5KHv5mv1se3Eh6GTbex3ZJ3nD67R7ravUsqUguV9US+0SLEQ53rmms5A0iWBleBLmisNtb6x7zqAyDm/xnaLSo9VuRq2SBoanuWAbftDSbNjJ6I2UDD7KcO5nCyfCUnmobof/kEtzGOV8wAAQABJREFUYmxKh4wxqjbAfY3v3bvP4oKFAmUZYIMDJbIumlZWHxBR405IjjWhmmSsSmvlD0oHHecFDAaIr1+X45EfNsxBYt5CL1RZv//+9aAPf/fv/pexx7GA8Hn6ZLTAJwMQ1kTBea5KRgLXCwNQshEMGED4D/67/7a6df129elPf6r6/E99NlaegiknhVLDpWU8p/gYY/Cdd29V07dxHtmAsDO6R0Y6Cdo5UZ1HVTwM01ZC0c+E1g7nPuFn3HpK9Y5qKIFfelZBqCIyfnoUurJT5SrjlQHmZDmYOjEaZJQSEgmhIGmbrfSUrmQgX4kXBBqgpdOEK2dtG5W2aIujSsYdDJYx1o49TwEcS+EMw4o8pCerTO67SABu8rnDfUsQJIOkKo1KgjOF44XG+8YCUy0QEh2IlQtkCZhERDWdSUBVmKnMSjC1Qnt4TumGBK4APeskmJRDJAFH6kGfqYIQTFovgZnPSPwEkj5Tc2ge45jfXpdRWYZ1VKgBTrnXvLX50pHh4vkpzrdi0wNQweFERryDtHeDNtuG4Y6OjNL+7SEt1H5pEElNMBpeISMVAFkXQYZSZEGD9Qh7LMBB1PkQoYvmOPlPcAwYEGWMOIjk7WJCZrpiH8IgZC5KCGSOSpDkUI4DbacM2iuT8VljU1oe2yYZ4UmvPlLQKEfjfsFOSB2olePHfjD5LTCUMbRh72X7KYXr7GBMGOIFwGfZbBuvrxPeRECgNB4LuACQBnW2mAYRPn/uLPcC3JFGyfNdMOn04fwMs42a+QtWGPmNAtZHiXNsP8rIHTIibVIN06IEeQfAYJ+HNAWQ0svWdu4jbggT/nMP257NziERwSuU/G33XVCMO/w41iJwOX1SpBSlXV3wCAhcOCj5S6BChnUqkizngsA2GDlzSY/3NvrHcWSA9PvzBFMmtBBZRTy8MUDyHmWeQlqiWYn2ojE2sbHthx6FfaDgx1cd+TS6kP63LZ2HvMtUvuNHnvEs/2xXwa2AQ0ktNsOqgxnfAmudSrrYGHpjU8mtZh4PUWuz7SD3Sks2UVt20s+7jgv7p+4Hp2hz8v17dJbA1GP7yvcDE+Nb1ag2247fETzb91nY7UHPhgEZOi8ov4qqOE98jPfZ9ruMHReWLv7sNwGaNNTxG++hII7ZR+tPHvH+8t0oS5zPBoz65Au9r05R/rzktezrrJdjKGrG81lP5wyNwX/nhVJvW12aY/30ph6fGKt++O5bgGyl5Zq+rON1O0m9caQBjLcyH3TCcLFiPtIhAbKSaRcMJqMUOB6lUy7QpZXNyTazPMd97ALpqPNEG295kYsG7QZn2PpwGx4otDW01DR2g7fv3q3uzdzGO3+dsEgjKUSxHtgdql2x/s6PSPU7D5WFdrDstot945xVQDHEvsnafhs54lf+i79TXbxyCcCPsAE+Y33M93l6dlvg5CXJM1TuQpscXKowVYlI6CRGv/Eb/0f1b//qG2G7c4UV8DbMWAav0bT7VKpK0aPuFvEF77OdzxLqkjXosdYN59i5YegUNhN4kbkTg/EJlZ7JSJywSklkRNMzqW5154Vu4+9B7GKKMREFHNKLlCgu4GmHOg6mmjHQGo1ouQU3TnpXXoKBfbybtc8xj5TSOcFcnar6QXpDvoZ6WAEItqHCkEEItGSUhhIwEK0xx2BH1YP53WpkkhheSABU2Q4A8tyxQ7DnylQm3XD6yBANvtewG07sSYK6GtBW70vLpCpOaWEnzgTW1fLdQ+3sPefPn4UwonbluQA7SJ+CODSqG4RLULGEvZoqdXd/UJ1RCLv3NycBg20vONpDGpRSGCWMMB8aREnWIPX61MuXg7H+4K2r1TyBxG0r2Y2hauA11blz49Fvt+9MR99NESRVlazAS8YpMbbd5iNkyWi855DDg8V6SsoVNeGZwzWqa8dJoZggVAmMQCar7kv4xHMsKGjfToi5Cw8lakfb56kLVb9e5hUgi2+ZiozcvAUqqsAG0D3q4biJ1A+LRgprnE73X+5DkmgcuyEYH573PCOP3Ud6YkXpjsg36mMFI3EQKtf81r4tOoVrPYRx0us1mOyRvs92I99I/GJMypCck45RJY7npgybgbfkEmOXtQNNhErPZwBrtOu7775XXb50ibA4owAygA7AsB+1mGF1dB5R5es4NgXojiPeZXlLmeOceZr8zpL5yzmkelYaIE3xqtIsQTOtAQjL3UWCcXNGGuLrWnE+kBmqQSh1T4DD9cekw28+7qbmMjaXsnFvqKR5r4vmXbxvB0+dD7tjaWJ//1DlDhPSFp2i5mbmYr4b99Ox4oIuc833FPDXaA3fc/iXTN+8DNOj5mKcIM+CbOnF4CASXNsjnsnntG/dQroaMQnpP227XRDvIeHXpnZyYiJAvPelB27z+0r9jztn2TI1rnJ/eeTgWuNqnjpyAyfLHTFvYkxqq0mcRcaU9HuVttxCIKEg4TT0c+s2IAup9druevXetZsEy56qBpC4rdb2edrJhr0349mtUToYO04FHUykkUrmVLmHUKEu59N9kZlEEEGDdqva9PWwUNrchE4yr92zuaVVm0gdwvrCZvc8mrGxcRYrDODUJECr6AfpcUnOQSXbLtIFgkFPaBRp6ZrSZD4P6UP5UwdzfIt9yZWmm7Tt9P7m8RQXnv955lrgEwMIbTm3tXIliWIujKnBN9Xi3Ez1u7/7/+HZ1RJx7FytPWAjeSeU0rUVVkASvfeu3oBIob5juykrPYn6cZJV3VmYTH8fNjR6E2PYK6Pw4/B1K6W3YTJK4pTsqHZWHRMx25gYqoDC3g46IoP1WCmg7+1FhaNB96FU3ycodILFPpo8J2iKfXnJP6Rj7ueJlMwVF9Mp1NVOuNn70wHWtGWR02xAjPTEdMJ1gm7f+MyVAH2WVWmbRMvVnraCMq5u7AZLUkohqBWYFo9gV+juWatqTlAo4xCEbbLBp8w3YpjR6Nb1Oh6Mp9nBRSmb7SWxD3VkIaFNtFViKuFQAqnDiQxAwhHopOk+21wpjmBWKYHqFkFBSgoFhTgSQSyVPvRjzD+CV/F3vvd2MLlN9oZ1N5P3CS6uXdwbr78Ad8ZucnYuqmxZZSxpGG3dCTyLmqofgpm2XEoqLMHHlKjn1gaqO6UgAMM9HGiAEg32yHX7VdWeC4lQdesefJBsKH83NdjBtZMPkhg37lEa4vhxoSNoUZrkublZvO4BcO5q4WJLSfnKEBIE1MGCek2cLIIl8CMgdI9w56X9W1Lmb/cyj+g03xNqOgyyelHzy3QetyjIPOhr/jmuXERZfsejErj19dOMgTtIOrxDYMd9lAvhGIwUddVVzEAYt1MsiniMcjFPkH66S4tbV7p7ixKeTObg52gq58p3XlcNbd8pIdf0pEXmyDzTmYOw6dGW2meaUg2tU4JyGfy3WZQVMOj10kYef1xJumIKW0QmoYue0RGkVnhyz2NmYozMN994lfNt1b/dBCjgVOS40PnAZrHcpsOtEKeO/aNTUTtgZB2J+MJSD7uDYE7AGFnAVEf76tglh9ya26E5I+fkPjvnIOeq9pmLd3CCsd2kGRlE2cUU90C7Mh2dC54v17yj6frBYfP15uPM8aS/uUBDW8JiWVCoStjxoIYGW5fq1VderG7duc25zOXu7XvQKLaq6xuBX+0GP+iDBvf3MQcY27vUxfqUxd8DnLwcW/52AdE8p04qV1yjKvaXM0dQHpiQvhxBWq1mZQlBCK/kunbnSN8HuvCCP8viaQgwO8A9AwFUQ0rrfGXuqgnTjl0aL82WTuZCgVHCO4Lntbp/czrIKX12znrvg/0HIbAIlbMT1AI9T898C3yiAKEqG1W52qg5MCUM/+r//lfVV7/yFYx2h1mNnWWkAiAAFYrMVfleR2rkCuYW3whAYMHgBOJ4XeDe84BBB3E/qi5X/aqFTA5ik0RdcGV8wrvE91IdI0hzaOv92AKDCbYEsVHy4GTWI20LFYgrR23zmgmU94SagAnk6stt2QQo2hepAruD9E0G5kdwojROkb/AzMmpl23GDUO6CHPswblijK2XDMyr8bZqoSG8G7VTkpD6LZEVqElcim1OYcaVkj8YdkosHyLZJIwGxEC1suU3ttw63674bRMJQDDZAJEPI9Cx7RQOHBAC3uJPqc6xRF/JpgBzj/fowSzAPKDT+WT8tU16qY9Ex2cEhTIzCZPlWsOe0Z48d/Y0hG2AYLHvRsDiZeKi2b8LGH1///vvVy+/fAF70BEALgGYed8Y6mQZcaoOVc/jAMEYGR9DrQcVR37VVIoPdyhBLsm+NqGt5b2AGfiGUk9tBptB2sET1FfwtIV0pFVxk8/a4KQEEMe1Vlx+qj/F29Kx67gwsKxSyT7A8c4ywJp+FDyrfjJ23RSx9G6rdtJ0gWSRLAlDMOagZUwbuDxvE3g9mVI6IrnAQQYZjdHL4k0pgynGIjeXenqurnEALK9btglUWY5DF3EuFPaV8uPkQFPy0QEn5+sq9o6b7Kmqyk7JoLtYjAFoLdEmO0n0EUeuBZCZaj9Pu5CztBaaT+iv+dmcPMf/GDf0qTEd29rSLjSAH3PZHHaYlNZDML/NuC3zzG/HX3Mdm7P/uI6d+yWpGXDxCCwMtd5DBqUL5Ydtu0jUJxmbL1fvXr0dO564HIZk8Nd/1ozEV/ZL/jzub9SPMSNec1G8Bn0bwMFiHVrstn+D7C1eT4l4XJoigDYMiwHK95G4GcpFm1QGVIytNVQ5SgsTmOjowEKKBYVAyuQi8bGJMtelr295fA3kJbFIbcrs0LP1o9JLcxVrS+8FSUr+bZ0BeIVBvnc7LC8hunCKugUo7OzCWQNJ9TZanQVUqc4VhQ3aWbtgUMLejnlL8qwHbKHnPtqPL2tTEQ8dBuZSnR8lZFyThzvGKCUXDNJsOA91h1pY29bTEyPwU+ogHWaM6j0e8QUZvzqcJI3OkEjSX8eTfWs7eb+0SpMsAWB6TidQ1mFRQGuweHlPhIULanGouM9/PIMt8KNzwB9jpQSD2mPozaRR/Ax7J/7r/+dfuziLGEhDDP4WiMkcIWVuYiM4DdOYmbsPccJmjHJaWadzD5JAV0k9AEODyU4SJkKRvRIzAcYCQKiP+EsyZg39dVaYX5wn7MK71SsvvRLR+V3xTYQ6K43LdWDBKjAAXxfELVZXSiKC2STITBslTzllMf5GzbBDCIvlkFxCKDivmlNJ5ibEYhPGp52cMEto4VPCLhdcU2cnYgcEHT0kTE7gy3i2xXZpvFdim0ya1SaT2U8hMuW7kHiBS7GvcvcCk/GnjAunLeMCu1esAkxdPWpIvQ2h0zbJ2G96q/mstlEyPbcD9L1eP5pcPQrCVHfv7/dWfW1IDQDHrrYl8BJHwaDbQykVlAksP2hH4gC4Bkjt7eKxx3VtpbYhNNuofXsIffI5dhC4TJiNr33tWwQtvld10GB3iLtmO7/80gX6pCP2SVbVee7sVBBeibBETjWNZRV0GMLow6ZChLOXyEXCTLtKQGmQ6DMHYapbMlByH3ZrMrcAidzjQkY1i8JTibGEVJtVU0gMTmJ+cdfxf5pX9d6RqjuPZPdAWBiH49VQTYaOCJW9Yg7KYZBwpRk6m6zUgDCepF5RNQcnqYypZNA8GGW1VRizMd6NFYj0kb7Ttk8mah9nQnIb92SenjM/7yn5WrYEOHeqF164SHu2VSs370dbOR8YHrSVtqbmic0wmoBVbG7niW95my28upnvQ4PdgNsxxpXqcBzFWtKRynFtinlZlyNOWMGYdXEQx843x6X9GuFU2pNmdHUTFoe2UK1sErhoQhLSFc6lCUpRncUtNR3I4+P+asv2o6Vs/5IHQ4xxlGM8F4vzQWfcvell2tTF7FXo4QPopwAC0kQ3CgqFiIfzMs+kYyV3Wr3udk1ddrZXqpvQsleIALDP/JvHkU9gss+4cotN21xb38gn8k7bvLJ1oy3uokQApqPC6ipSdaTRSmQDqND/hhATyJXxe1TqWiSkjRLm28pv7ailO7Fghq4GoCoX+X60xnnR90nLXbQrJdSkRZWwHuY6i62ybaptI2icwZNbsPfmGy9zH2OCVWEXZkgb/Tpwwc+YE2q9/FgXF+HSU2m6pkduHRflg5475stItCRlznjsPBZUa/rQLuqmH3cRnHQy7kdR3ff2t1QjY+Mxx/UE7qPPB1lgKx3W1lMJvO2hV3IP5XIcS3NKkqZHfFBOOMcdFb5P0yyT/GJ1DUbMfc4Ppai3bt0+mL86Cqoef56e7Rb48BzwJ1QvCWsbKxKZwz//X/959Vd/+WfVBCEnLl04Hyqu2zev43CwhOfUdHXjRu5H7MrIyS7TIKoFEkGDADuBWNUhLt9cBxRolMTqVG/aHlZ5gkHVpxIZpVRTZ85V3/3mteqd1muomQlN0zYB8FwKG40OJkAPagAlKAJSiYHhRySmhyRBEBJBkSDIrZ9UZd3BA2yVEAES6jvEFZy9z3ZUbEElX9LmT3sPBJGhwpPwnAac9qOOlpiqOh3H9kOpiUBwADsdvTKDcVLXD06PI3k+uY+aRsAG4QUsrQ3i5IJ0TtXPIvVWsmacK1e509PaernzgMbjqF7pm8LIm8tgu3g+VeE4gUBMVKnYpwbJLsxKwul93i9QMzxMy74e3zoBKO3UvhFAinexanedNSbYqvA/+sVfqP7oT75W3SReGprJavZObtX24osXgkDNMy403NbTOolsAleJsGB06JQOHQ0i2Fz2JzkO5kSvQxPjYx0E5sF06EOThDKNtSWOh9uf26MtrKd77Z6ibo4DU4IhKvWxJcYmDLiPuYFAJ+wZXURoetGD5+wwkrZpbC5NSkEtlsRDj2MZk2NaRiFjytQ48rd1E/zKAB07ml4cjBGuHTyWDx/zF2kHKmylfTKq9UnywUtyYWGLxQHzg+bc21MKh5qWf0IZg00/RIy4w8KFyB70/VSUVcZqv5iiDBCHIvmJk4/8yTopWS3zQdvcXcKq2C+OUT3ldShoTkWK5Thuloge1Lv55h/L8eGG1lxC20wXHUp5Lp2bwqljp7q+R4ifJeYjZfKJTI69ehCXU03fkTNABnjlqjVMMudmp9mrerA6R8iozQ1UiEjqhwnyL9CXfim1VCLl7ieea9gYNoZDGU0CkAeEEQv7O8I2GUzcfXU1jXHhlM4ph4ke3dyUzImPqLVOueBwDKjWf/pkP4ZZA4sLs30AHzmDxuYOMVJ3sF8NUkKTLT0gosXVm9WrF89hZ5eaK982iVmDfKKVMaSWxvw0p3ARM4zGSym2NMXUDP7ixDF/pGnW2RizBhxX4uj4PD0xXP30596E1w1yHl7FR3/IDvprR2kKZZeWGyQ8bc0JHu6E/cDUuMfZbhmlb9JzaYFaFxeaGGR9YE7Pb3g2WuCZB4TNA3MD4uXEdQXy9a/9efU7/+bfsAqvqp97/VOstnoAVjhZAOS0wXAfz/uLCwAWbFpyERMtzqIuvBcV6Sug6AIhuq1PBwhCD7pCZCTmEn/Bg5NEaZ6R/u9PywRukxfvwEbGMvUjCdCQndsghDIXgQATnMI2E38nouedNA8pyG3AIBaAoU65e49dBeZnYZhIRshdOcMW90mG+5GoCE6d2DLnQcpixHlj98mIQsLGxIswBjAl31nAl98fNsk0BQU9fGwLVZ3+lgBLrAyHUwJQT7N7iJPfHRAEhUoCj3t3KZdgUMnYEuUzZIZSOtWXXm8GZWFcTd3DCxECZ74JDHdCSiwT3kFFvwZhc9usX/7Fn6u+PTZWfeuvvw2o2a2miTPZi4RobGyQtt4h/tos7QYhFkGQl8kxphqyt1dV9iEu8lRNZ/vLDVM6m0BQgk61AJyZlXV2jFUtgvcEVuUldpULEOuo8beSEFVSJscNHLPc+jF9ux8xXtn7eJQjxVVSYV9rD6sZQcvVaw5o3p1jCizI4gkbUgquF77jrjCu5nHfXFjBvKokFzNKIp8sJeOxbBswNft8DDOJlTXCDG3ejO0No42ZcC1Io2itACYqcpltGLgnw1fSpOROJu4cfNokcFBC5Xh18WP8SEO3DABuO/DQ3tlkl5WmTK1rzEXoUTFH8fJx86LpsY/wMNvtIMMiAovTLrbYe7ePrS6dxyywRgH9m6dRZaIt2VrHxAbP1EylVieAwnILY8GFsENVE4k7d2digT1C0OsFFpL9BjJnXCklbKbtpYxmc/St5VpK9PCIZ7HkR3AoLwjpPvPZvj1IjAVpxuFk7qWgOOtRQOebkvkP0ydljFsf7cpXwrlkkPyg3SyqqGLwhA1i1d6+e6+aYOyOsqjR7GeJPaC1vdNpqou5o7OZyUW/Tn4KJpSgKymMMSRx+IAk/RRky68GoJmGFNoliv84wcq1Aza+qynyY67q3S1dN9qAESlsC/tE+uWd/n6S5H3maTtYj9CCQK5UKUvnu3uZf09Q/id51/N7Pt4WeOYBYTOBcHKYllDf/sZv/Ivqm9/8bnXpEtI6iJhzfwc7JSfXIurNCWw09lu6sYu5Vm0vI12CEHR19AJWBHrupMAxxN0B66QIoMEsUD2m95irHNWjMjglcoawmZzEi2xzulqaFZhcr04tjlSXL+PVjO3QBsF6x1GxCobM110hkrKViZzhMASsERgbA27jH95jKzADeS5RxpLsFMmDGpU+gt9OAGAmsPcYQ/R/8eLZsPXq5qLlZvYCNgxoC+sDbJSJZ7k9LjwgCsPvp0mC4vKEQHAcm0TjIapiFnQrVfO3SfBiPEQZZsRBq19Unq9/xpflkvCYxxIOQLb3FB56npOwFFVPEGuIYh+qfSUBG6pXkSiobnL1afBhk+0gKN4ymDWM+ac//yawrLX6HhvRb+DIcgMHmJ6eF1kk9EBokca2LgYhjn6nzQS3ErI11LX2XahmIJ5hU/Q47hRvPvzH9rC+fseHPgnpIJ0JFglwL2h0rDUn+8gVu+BRhw7bQNV7gtRU4ftMG4GkG+m4lm1cfZojczU3AZoAXzWnjlTODRcgqtJVHVtGpdXQ/VCPhjOTkh7mikyouUTFTrFZPS1zUkqop65951xR8sMopc5Z4pOGqOozAYAM3DmpZFznCCzWkM7QdlECMxKSCAqRAMOVLW9bSwn5JCBsSKDLfMm3N/11NXeQzDMLaN84bpSat7HzzT6GyZqXKJWJudb0nJLgkD5RKaWaSu+fOPn6uk18xp+W1fd/2JQ1Ovz8KTUkSpIYszLyAeriQlO7v2kWrK5DbEnt0aza4aezXJbHfowRzn35HiRQYHN3w7l55x4LxZeRRrLnNUBoEntQ8xJ4OPd0ZDJUjuM/6ijdqeta+sf8i2pf4CEN0h5ZUx9t32IsHWkbY+s1UilV40wXmiDHgl7i5T2Nqx4dra3nDucjzYr5S/+OElbo2vW7jAvuAQTGNJdE89Qqv7Vnbz1/NqTtttIybWG5Y7FFfa1T7IZDuayrzn1qTZx/0R6U5/DbG788Usqo1E+66TxTjSvYNzqE4NN5Gol32QHGG3T/d8uwDR0UgEaNG9nm/U/4V56j2VV5jxJYnW5ijlOm5+nZb4FnFhA2E74yPlXdKmW7fvX96ktf+j0mSlV9hriDY+NIDTbwHkZaNoZ0aI2V+yzBgMcY8O0vvlq99c5VHBGwfSNkRec+DhwqQ/YgBC2qCGUbSmwSPBWm4pxxovutdE6D7E0Q3D3Am0Rh88Eu8dkIwbICmMGe7+L5M9X12zNMMMPNJHDVq9dVm7Y5hk3RFs6QNczP6gY2jnPY1WygZlhbl+Qm4XDaILysege6CZJ9BhXLIOEMJqqzOFBMsvdkzXWY0Gn7UtrGoSbAaqQkVDJb03GkrXHvcUc8+cgkfgiQGseZZC4I1wQMWUeEu3encaBBRcfkd6eQokJTqiXzFGhI6Ix7VpJF9bpAT6IhaNPRR2SgpNHnJDACcaVkMqZxPIVlAILIzQeomFgNB4gEcNluAoUddktRMvDapy4TyHqw+vrXv13dJ6TGu+9fqz7/2TdoDe0GN8hzlVUzAYIhhnayQFbnIW0o7e8gYs2NxnETry/VOPStlGCRbd0CGJJnMBm/KZxgSoCvylQwpJRwf9+t6vKaYyp+1DnaLkoJTNopqVryGRf5EnCBm+Pq8Sn7vfm67Xl4JNT3xFeCDdvUrcyUGsxjAK8aqrdPp5utaJcHS2uo6QFF8lqeO3fWnWR6kZihNnNPQVtOJlmYT10AX6GqWS9SGZ9bFA4TJFc7Oe+3bNHc/PFeWV/kE8/n06q0+/s7qvGHo9XuzP0IlXFmeTVsWluZR3pQBiiLMDJK55hzjJteHmdIBcD3PUqXOpFQmhyXvXvYknGDYZ0Od3KWJG7kj+VxseIYceGg3ezWFgskJKrKxbR9jUDagvdYUBJqCclMLNY4F2C/ZPYB376rJPOKZLvy74lTI4t45ODZOgspnwvp0dEBwAcmIXxOQTP3eN8K5iyrjFVj7TnOdhh4LmMYHjGuSymivTmf9so4pmGfTYVxRlthUWw/QpeIifq9t96rzk2yYGbh296+xDtPIX2W/Ri8HPMZaLtqy7BVY3xE3zfRH8dljB/uF1ejY4mWsG0lno7TOCbHSEzWFmxEczSVU5a6lDzDeeWV/GvIK2mXZjG2+aNS5MazPlHogWVlqDEehqsLU5dZwP4QM6QlmwFa4I1J0xfnV6rZ3iVs+TTxcZ/uFfgHkSIgbmdQHyssUOopMFZ17KIQgoIqF6dByqTtfJGCqmnQEfGgELxGmhH9QKe4X7XScoY3/DD3eO7iuvaz8ifnQZguSRNoZ8dz1If2PDJsrOqxKSWDCd7dEMH2svwFuPuQu0LZL9Kuns5c3B6b2fOTz0QLOCM/MclV+TpG7//si79W3bh2o3rjjZdQcWFLskV4FFcmAEINvQ26ukWMNXdY0M1/Aq+t26ipnKAIYGBBrjC1I4LEKOnifM2ODreFD3BF4qDkUbXP6cmp6ua1uzybRtcrMKSrqCvdD/kKTh1dELnevgQ6ywAPk4TYCbixsce2Ubcievw6IUh2NvCgq4VFfRgerwM4Tw11AVSwC2QV7a4peniqVtDjUzL4aDmbiVRjKmsA7FwvqemwnHqC78NPCZqc7EPEdww7N9p0KBwE2Fd59n6AAGNo3cMW0jKH2gJCILMt4Tge91KlcbPEehyhr1Q/GufNOruKV/UgwQrHH/rELZm6GAtKJLcxIJPgSAg7Uf97704roJBYWJcvnQP0t1Zf/dO/QAW2Vl29frN64fI5bM62KL8Atl4V2/9UVamSTh0SNUHXIymHwyOny4mHwZRS5eJgC0bhtzyLZ/0IrJT2BZCtH4yFh3mTmoGAxw1QiK0ljNM4ZgJp1a62jaPr+HRcYeuXHP9AlFMerNQkQE9bxhGTUdgXMhxHoW9E4IDdLDamzDnbTmkYeO3xiWsuApQcWgolvd5uHfO79EFm4bmjR75I6YPSaG1mdSyKMFCAkOXFVdpUkOAM0Y6XRifZtqxVMAfAZpjyp9S54WBlmyqxTI9JDTUab44MSiY1m7S8SqhkqjpRuXBhgONd2lktz0tzNvHsxGkGTmxOBh3uJCyNkmHB75MmFxNhjuFCi/K5yOgMFP6kOXzwfTHmaTNjpg4OYi/NP+dTP2FKrqD52GcVcwvHkGUW16VvqSoqTcY02aP9xS7tVNieGRpG1XlzmiFKwjyLxzlsorfWZ6p+Vro6M6xAFw3ifhpPVxdIZBemOZss/uwPJZXSA4FRmEqYqTdF12T/lF4q3/FeC9WUrE9JXnIsFBDH0SNdHQtNQJm7jti3Av7QEphJ48GSZXwfvJLrOkxNnTlLvSZxamIxRVtZgvhwI+SfaAjTQSeNAanzxgqLExey97EbDFDIeDEeqW0g7VJz4c5LltfIC9Jdx2AAuBziUQ7fEWWJKudbe3vYbQQzp4FBTR009UlJow9If+RJJdm80tGD+pQLT/EdC3nGaEbXYMcagKzJOfeo+v4pMn5+64+tBY7hej+2dz/Rixz8mZKx/j6Swd/+7d9igFXhbRgOIjCrdXcn4Jyib/cL1dni/hyhDwjVov3E8soyhA0PLkCDKysnofYaEl4HrMxKht1MNJww/jawqyBFJqSa6tbNuwerX9W07kG6tkowbAyGJWhtEIYISk2mrlz1xDKivTHbdjBoVLBDlhV4MAzzeUNIHy9cOENZT8U7xoiTeO7cGSQveEhCRLcMPh2z9oma7WO5yffnXpjtYfSsQbrnhpC2qN40LIhEXONxSU0Pkr1gbKAH20WbqpOSK9k2VJURNxECdtD19UMSGvMTsHRBMPUIl1gGKAQEGEZDieUu7pE6qRjC4iLexz/Pe//4T/+4msaeaZy4W32EGbK83dpjKtmqX2S+1qGLXXBUgQbqP6nAR66FeliwB/NWKmrfh4qYfpZ26/wgYNDuVDsh/4Xco0GXD+VoXS1bgkJCDCFZ0AjfdtS27+NJ2b4BCHlHaZtwLgEEOe+oVtUFQnAx4AKoC0BhWWVJ5f4PKluzFOGD7i3XnaNKwZ1bfeyd7OJPW2GdhdB2MTYLrcgnlH4RVYW2FrwO1JIf7bJyC0YZoKo1VWrmBX8+MZW6uUDUfEWzk3bCzxhxQAlOSzVPWRbDtMOM3HXDBVJvj9Krw2U78UX1RRdAgk/L2Ia3qPl91EkaJ5C2D6sBnMeYF61tqIhH2cKw50rMldlZdmti3IZamXmppF81pqDE4PSG4VH1e3R+v3RpqrpwZhQP//uxgL9x9Q5zdaO6jJlPB4BrCYmkdqGOHTUBSuaVMrm4ELDY1zmuSq2PTpSnb9OSU34ffl5wr/mKUmMXPyal31GGGN5H35+5xF8YhV7Qp4YGqldeebl6+623gwaWNxQ8ScxqIkncZQz3VGfgJR3sk6zmaWMz92Cf0C6cNlXVW8apKv2wD2xF40UZD7dJlsH3lHcJQUOlThuqUfN8POMEqueoO+04Jv0UU4bG85nnk/4t5VGS3EEoNOe2eekA6TU4Iv6aJ7Tdk77o+X0fews884CwuQW07fq//uX/GQF+X3v9ZRhSH5cl6gZ0dkN1g3wa7oE9VpFiGTF9BmKm1MNN3leYcy2t2jggrYBZ5BQq0yDBn2tfjuK1eSX/Ch4lfntIGk6x8tklpI0rPq86z1yBaQfoSlq+1MdqWKlVSESceNzbyaRQHUeQlWoL0NBDfdZh7hrYX750gcmzw/e5+OgBaCgZ7dqWkH64vZ2MoSReE+8uv38c3xJqwxRIMAWBBlGeZws5wZOxs7a3Wf3SDnoe60mqJGccaa3MQ6B+KGWzNk5RIaU/BvN2FTzBLgUCdftVlbFSnPBk5T5thxAIB1M2gwCFgEAle0r+kglj9I8acbdjt7p06Sy2Zp+qvv2t7xKg/N3qZ77w+bDP0RFJxq6djoRR0KraWylhP9eaV9BZUF5eym0HHEnpTJLSSgONG9rG77KQ9xtNHAsIFi9KyiTK1Nk7zNYs/ZRXcBgE1bJZR0GmTjuqtdIr0Ts+wmT1eBcvjXkUnrOAEBdFHbSRdprOJfBDzKFxTBgCEDAvvHfPPm4u/DFFk0HEOz7oxkeelXmpnkqbQAGM7xSQ6n3cBzg11Izz1/z9OM9tT6YeY5R4aowPpfxKutUo5D0AIqR3WabGS/1dGF3jbFbPhaNAzeDdqsbNS1Bk5IIHywvMg9MshgCaeDe7KBBk+I6jfduc73HHsSjhgkDLj/1wXJmOe/ZpzgkebFvIKLFLXdxthG2mNPPFFy9iqjHC9mezsdgTkNju0lmBseMw9i7HNtckMDYZxmSfNrfM5wCFA8R//OEP3qnu3V6IRZLaD+vXQYyoDhbpSssMyaLJjvNRazbL1Ei23odPpe0N2hzpmOykV0oknWfSOh27TNqrSotOHtxqgHA4BPlduXyxGobuzUzDeyKHfNI397utHajw5p3b0X6nJ0dDLd9KXXW68d3uC+48twwCZMfOOoC5gn95Tem048oF7KMp3xgaCIlknfwdc88O+ZiS5ZRmWjZ7Tk9p54lJrZxz83l6tlvgmQeEDmI/7qP6P/7jf4Rn8W+HWvHKlQshBVzBpX9hYZ5JgtE7k1ZC5co1gYQODn2EPFirLpw/jUEzRC2Gam1vwuQIpkD+MWX5UtVaBq5Az5WdxNgBfhrnlbffvVFNnpkIwNOCtI+1WA0kJPipfnYKbKCuTuJt3hI5rkHm3MaKP1Ur9lY75PvKlSshWu9F/3L50pWQYMVWW6jC11CPt6O2MY6VyZL5t6QELI3frOvLJd7N4Uc8/2R+gu+HgDRVPYMwYXeFCPsfVvdK2wR0qjsk5qpBZMCjIyMB9g7UP3UpS8lLMWXYphVsLVsIv6NETMkDmQXxK0QtwobAiMzPWF5Kb/WKXcaBRFWzjMq+yzhnSul2qtdfe4nriwSKvU18LHYQQBKrzaCA1X6yjwWkPqs6U0mJKu/mdKj9KbRjQ+mSz4eam2eU6uwASgUgji3bgaFZIcAONWs3K+hkokiPVA0BJFwkbAOuBaR2mmX3O5Wp9Hh0JkyWthYsa6uowXirHNxRIUIhyUya06OAtvnqo8elH2xv3xn9UU5SDwEhwu+KTT8A6T0ssnoxj0BSBsPUvqnVBjkhtTAH0qGGxY1tHQA8213mZ7+enJCmYB6iLZ72hC3MX/m0xvB6/i6hmmxO8KeYAraSiwnbzQdsF/eVDUkGdbUcSm4FMYYlMsmIEyTa0Xx4V7Hf8lraEWrT3MNcZ890mLRSyFUk3LZdeDMz9h3LwzBx36UEjIuMx3Q28j0n9ZESOdF3ghGLwcKh9AfPer6MDfN62pTYgD7Lg9Cc7GMPaciSs73EXmV+KH13Eagts2pw55wLMm2iZfyCOoGxCwaBr+1sMu7cOsHB3bZuE6eRIcLNfP7zn6m+8/3vEjieOKuc02Tn7NlJJLPYherFzr8AOVRS9aOL8JKsttc987hhdshu1S6L3i85xJONM03tWO5Q22MSlOqEYV3d3nJ3FztuHQqZrwcZNIpWP+6c8ZAwL/CHn/78Z6s/+MpXGBu8KP9boDBjYhrRNlvVO+++F+D4PHvMO5bX0GLtYoNcFiPyMcf2Q3ZgaiOckmNImqpHsLs06fTVnJrHQskjXspN7gWf7fZIwZuzOHLcdG/zwKvv8n3aOrqAcG95+y7nNIst7hkFEJo83tox/mLDhjwuPP/zzLVAzt5nrFjJSAUBaVxs8e4RV/C3fus3YxX+AmDQrciWcS4QMGmgrNTErcsWCZSsiD1XUcSpQtXi7gQPIcw6ne2xp6d8p7vHqjtUMyXxZwLk/zzZNB88oZG6asbxdryX30/wRW4QSEhPTHpXQY3kqqgkJUKGwAjGAjPD+qh69bVXQ8Ji+Y0c//KLl2AQbvW1CdGc412AioCimesBgXuEIpa3lm/feqTwpSA/wrf94a4C2lMW4qmnmsxU4mAgVT2zbUuBo0xDTzq3H3tSGxKZiiqpVaR0bYsAeohfEEbHAlUS6JsyHAse4aonYJTuliKBlEn6W/W9sR5thz3At7sFXMZux2DBbi81BdE2mPg6IM5gw3agz8mgZXgGBnc/3xIbMV569A/NLeC175Us2m+5SjZ8gypM4ybWTJyye07p8RbSzs2QEiaRVlJoPEVT6TVui2O/S1LSKvi2DdaRpgwAXtw9J2yuuKk8W+6P75LBsRcP3fnID/usgM0iRfImGbXtrf2gZcqA67afZSgvPJrdhyjAkSzsn8ifOeK3kipBv59i85nS1iyD5RFT9LFNl/TAvawFO7GwAGvR7FFmX+OCwP7bqR1G4l3e8EjinKcZjErLlDLbF+Esw28vCYK6OrH5DGauOhC1MX32ZKDXF2b5Q00YZRAUuu8v4xiQIAhLpyJVqwK0vO6TJ6aj1Sl0pHxnxQ6yEHRoIuIYtuw7gjjayXI5mB3zNmBIoyiHgLvMzwECmRvbsJdFg+2hd7/SoovnLyOlfw9AtI09tc5oe0ghz1ezAKHxId5HOzkHraeg8HGj6aCQT3xgTgkon+QR75aOucgyDI8OgS7cHp9yweBCxRi2b7zxGjtPTbNj0verbT3gGW+ORfOFFcQYaoEY3Lpzh/bcR4o6wSLFIPAEuYb2rd/eYGu5c9C53D9bT2zVv4LwYkLiovBxyfGSPC1bMP8+7u4Pd9781YLZ575PWiho1uYVchvxYeUZprKY+nBvev7Uj6sFnjlA6CDLgexuDmlc60rtv//VX0Xl9w2kRuPVC5cuMrMMTozBLARnoJ99FplMbh3Vg2euAMXdRnYizEUbcfxYxW+7ldWpCG4aG38zOZ2gOUU9iB+Pafdc/VkODXvXmeCdeExhLRGAQaLhHI+8mrOpDdu9IgMTFLbxGR2frM4R3Fo1yjjSg8uoGIZQe8lUdgFRbt2kt3KWzaePJFf0B0S8THW/y3FzIRrP1oKAxokjRwdZHjn/uJ+CBe2o3M3FNldaYtzGZFIpIfW8oHAE4PhBKSSxtI99ad6GtHEsjBLupgMxm7umJBCE6EJ4tKOTEBVJiYsEQ/is4HDh7gtpnJ2gUONst4uaweN4gbBFqrU7ARTmqR2TAMD2k2mpdnZRoTewIW8el5RoKenSXtF7190KjPIrhZJpJnG0P+MUdXJMEz4DRqpZg/VVWtRK2AvzElgd33NZggzii1qcZ9wX2h0hBCT2gdK8o88GeCpnnVdHb3hcxerzEvEEtHo92o4yAAm9+3ynKUAvCySBf9gk1bPg+Gwdm09ZgCMZWR//xTimPv5OFWCO/aPsXnmPMmfjS04wNoqjgHvuxnZh1EnHIseP/eaY6Mc5QqDZmEsclnkcexB6KesRMRoZ711d60hA0nSFYhE9YAF1WR9qY0KqsOhwjGkP5hjxuyY8AXzI7UiyLibnVncsADS/sGyCARdH2pgJgHXkkOGGFMn+9eUnpMNXqUM0ZNZlnzqp7cjEuagrTl3MMYGQEuD2dj1Gaxs/2itUxpTJKAEBnKjnEJI+U9i9MUf1Oj6FeYlezNPT92mXISRoF1jg3w1TGPeQakNqPjpEiBQW85PMdRcblnVf4NmcLFbz74/52LEv6HeeLiL5dXeXk5L3uh/5Ov2sBP0zn/53mOt77Pt+ExU8zmo0r1JMaZvjz8XUgyUd3G4x/nar80Sr2NLpDL6ngOPq9Rsxbl1Qp32lwa5dBO+g3UhJtPtrH01lnn/cbSXNlB7E7kqUS7o3h7Zug/BfY5OnY+xwEqqQETFcxDxPz3YLPFM9lCtNCT2rKCahjKa1tbP6yu9/ufr9L38JougWdZcj7uDC3P1qYmqCiYOqmN08XKUPAvh28S6WQKqyu3rtOjnhlQrTXGDADhPQeRtgqIPHLhMXih29ExKDeGv8PP5PUChUlEga9Jxzj0g3DBf8eElJ4X4LZY5fZSoWFpV1QquF5/BZdjphtxGApfusvoi0U8LfTigPCY9AQSlT7uXLbIv8zD8Jd/3zSBnzffUd9TNZqsaN/G5GhMEAfCKfyhzyb+OZw0cCEQGZK8JQDXG7oN19Zq9DvGyLU9TJMs8vLEAQMIYHsM3OzkXoFKVMj03mBdNRkrMD0OnkPTuo8FwtywDHOvG0hqC4+rTMHksYD+ysVDkiKRqG+SjBUlJpO7q9VNi+KVXCs1xv2TN6AbIdn1JCwZkfnT8k6Iw87nMVjy0hNkEC8whNE1S2tHBpJ6UCbgKvitFQMowpmLLvl+DHQoE2iafsSj78ZIxiV0bQ7JC+8VtaGqoWM6qz9hlfWd7Iz5CaFKcSzws2HmLIvkEbCcZVJWXyavmYYR5rz3rgNVnfedKXDF+gJNDIlb4VSDwzhDNHO9IQQ1mER2203Um5HX8tqmuDf0AqdziEBS5+3KrOseLuGoKSGN+RYc43Vdud9I9bpo1hItCCNiH6i/ut20Fj1+8WxAvachx4krc2zxlPFW7rMUmpSOz4QZ+aJRiCRSe2YLvnqlZUobu7SnSRHjNPnDcCOhSA0SOZg3+j0I2f9W/DkijBdtcaJcPStC3qrLTIFIswaJtbeqque5q+9Z3ZSs3vPmjlyH/PecG8UQJpPUN6zu3OY9/l3SG9R73qGBHEOObNUWBtHz1gswBV8ToCSSdm2Wd8jO9lHM+2t+cDEL31zrXqBRbF48zdaTyaH7AFms5hmmFYziwVuUqzShEPwG85YW8118UqHDwZV8Jml3NxlluPXC1XfDCSLeS491Mkn+Xacd/Fhm4Ux5I1TFfOow5va/ss7UVODw19hi0pbRnSdjIwwLoxC5dXsVd851a0k+HL+vFS12bae3VSsm1tCxcy3QHQsUKHVhRJoWYzB6lpvCYvarTPwT0f0UEuQLAhZT5pl2tPabO/gfT3xZdwKLp4Mcq+hxmC9XmuMv6IGv5jzOaZAIRlGitJ0SPXwe8ew0pw2Pyy+pf/4n+vbl69Uf3MZ19mz80L1dL8HKs1DNqRijxEmiOV6GzrJvZT2lRINCTqBjvWpk3Q0gvAEIDpGQsfg3jhARtD+OTWdTpZPr87EY24GXwXTGYCL+A7N+8Sn0uPKlZ98WEKMiG913mpOF2IAU5hwlTVp15/BUCll+M+4WRGqitIOpVwCD4QbjJ5kDKEvSCrUgCKEzpW4RwblFcVXpGGCSCyZHzVyffmOUtMLCqIh3U3CZxipQaRkZYqEaCJQ0Jivsbg2iZy/RF+F882/5EQFTshmYJqcQnXadp6enommMIytkcBIgSAvMz7IsYZdkiHk+W0bbPkEox91CfW0XIbx1EGvYhpgITzFIbWqmEFVYJ4iZDqFutjyAcBax/SPooE00zVslJkd6jQeWSTleuZyRHKtFMDRs+rcqUt1eWSgsgFUd0nVt4S7cYeuIJcJCb7D5XieZ91StDor82tVQDmQi0lAyQhGXIM2lZKMMEslE81N+YFAIeFmZXq4sRk1YJbfAsmDFbIMUA3xP2lHDE24n2MVL6VWHRSz1YGk5ICQ5pUjD8h5/oaEs3NFco6DEBgtxHHHlIk+zhAHb8tc4grfQHJsp2U7AfBuO/2XnqaSuF4gG3QLv0yyB7g1hGcdSjfk/KUuTrP+5GIh/kBknalX/aPYOKkpIOOoXaWkQCrcjSOqHE83QJyhW3sWimIZa4wHTHsDFiZtmJvVYEh3pw96LECtDsTKMMe4Mp6pXTYdqLP8e5UXak9bNiMRYFKOx3+1rbOseBUNGh4D/EaO3E6U0W4xpZ5I6hA6RlsPzeIHAA4QtLnNot60UcsxJDqUpCaidu/Ll6iHCxotMsqSfXrIRs5LqyxYHEBKTBwUSkIk+7ZBtIPwZrzpDk5F015PtW9/m6uWQFWSr+tH4OWNtL+s5GX98f4cWyYASnGi494glvD9hA7427K4a4g0pkH2BXSjaG1uT/L3GFI7a7uo1q9Xl2BthtvdZd+WSBgv8HQ+6HTgknnsWGlHIXSxFKP0neW2cWRi6ykYUimeI+lM0aqi74tAL9l9GNOyq7M9yGaJKeCbee2pY5R1dUmx77zx7qG5JdFV4JE+77Rbh5zJ3kC9FioySOkQYOYJv3Cz3ymOj0+Uv3Zn/8FDyDhR5oskdK5bBva1AFDslvmZ5egxy2oinOzBUOsKVk1HM8o/GYAe/gu5okLDHtCKaw2ns6JAGTwymh4/lqytE+1RI9LJ1078gz1T2l847zhv2YIFWbaps/aGYP32QfbUGq/8p//HWz9x4O/yHdc6D9Pz34LPBOA0GZygLtCl0Fv4bDQKTBiRv9v/8s/q76MdLCvGwPkM+MwAaAXk9i9LKWjEoij0zJmJWfDvquezBKV1mWM/wFGPifgdDokg+fghBTTxnfxcW0v4Qg1DfO6EM+jj/uMJTMNshvAOFtt9UIcRtnubowYfarcgGQHRSfrR8oiQdeuydW/YGiTdhEY6vAgszo6nVN6FjnFe72uVMEUAIs26MDmTLVVZ0d3gESJo4BO4KX9y0kpCUzjDolvEGYosCpLyysj0iavd73eg5jbbWMlJI+mk96X1wS+hnNQfdyNVFXgZw1T2giRgpLqCKR0EsqNNYDqfPfePYWz0VK8V4N/7Z1ibMFA5XNKLylZMAK/G6m0X36vuYUb9/eFTZSgUqAp2EZ6QRFX1x7A3I2Bl3t4Oh5ta4GSbaE00HEgaNpkpwYnnDVbZ2ebTQKor+5v8EFxhtF1u8ilDBruERxECg5nHD3AAvXUB9P3CaJ8h+0jULZG06jMewGE4xLjXccOd7OQUTLmFn9Pk5R4BEMMpuh7KD+etDpw+QnwQb1kkJlss8cnyyqDDnBZP+O5xvOPf9Yr7YyxNaRHzsIdmOoyzFKvY5141lew46NhC1PO0ePcwwAfiY0LS8e3AML3FybfPP+lFwIBpXHSC8eWwypSybD+6VfWgx7nPj/a1qL9Fz+FzZw7cxjsep8TKwQgHhruZPywxSLOJdF2Ja+62cgiko5D3vdoOty+7dAFy690dIVnpAlKzs1bdf9A+0DQShdwcR91s/4CzgbxqF/ql9nXr2jQtfo67zma6it5uvnyQR70Gf3cSxgnAaV2iL2EC3IhoNam7xQggXBdttE2EqTvvYVqdWkltuUcRJ2yhXnF2soiAJBt9pj70qkyHv0udqMW2rII8JSCC3b19lVWoA2kILwbKdomGgjbSIC1w/eAZTCYImNjG6mr24Ha3QKfBI7Zx/azSSmhdMx5d1w6aDOed/91t0XdZRGoA8lrL17CTvBs9fW//g67mVxn4YGquM7E5hJsOyXm0aZYT53TpuB3Q9hxbrFn+wIxV13wSk/cXcakY5+aJUPUqJmJ8UNRs/n5G3Sj7gzuZ+bFcx/Vny1ooZI/k+OtE76yiOTX9OZnkIwyDsvCXU3RR/v2eM3zPx9xCzwzgNDBUgaME9tf83PpSLLM7hef+/wb2N2dZbK41VhHrIh3jwUZjRaS0TiJnNAS4fm2hSBE3qFK72mTRMi8NOIvqsrCLzIvwYmywkZdRkb6qvPnTofKqov9kk8jGTrDZu/ajygRMJWSxPyNM/lH4uXqz/cuEpJgDg8zfkSdPFfSYaBmGb2S1/eQapmsrwFhW1vYgaBDQqIH9lAAGwOWuoKW0WbJG3n77EnpABRSaaVzC6iKtSPs72OLPmwHE9ClYfZJ+Rx3rdRRxw6lRwsYnisBCxBLKycDtawyZHPIGFguGNxpQzOCVAcnI7HPDG9h/6nmaE7NbZbnzVOboGTmxpY0wHBsS8V70q5oMVTPaVwPI6LdlYqsEzNSaaugcBsA6iRTKmKyxy3qAtKiG8RFHMYQ320I6dVqDzVTXGxq/oM5wTlX2va1wCWZJKFOAHp6sEuQlSi3E2pJieg9Yr/pCdvDPs69PRLmekSUDClD0yG/Hk1601oHn7X9BUs6Cgbgh5kaBkmzDgdckdSUcfdobuahvaRbx2UdnEsBMim78/SkZJMIbELaQ5k2kZLs0qjzzIsZmOjRuWNe4mvtr/TydWEkUCqA0LFVxld5r9eNR6jkVVDvwkmb3keTpck2d3wLzKQ1OlW043C2S2D0RRYw7t7QSyFsuyX6OxZ1MlHaMST21KM5xbjmfUqWXAiyVjuSfG8j5QIue9G6KP1MCWhqBNxRSLrXz7wsEpooOe2f81Y5WaZcXDfy/iiPHK/pfINpA5JOwYFqzv4+JaXGbzU2K6Y96PgXUCkbRF4geeHsubCtdhwLmFSXxwKQ55mdSNqyPfTQddyFtNprjBMnEoLiyu2Y5+4RH3LhPYAoYYnsd6XyDGpBv+YjZ6fG6D8XWy4smUP2J/nZ/vmGbI2i9n8cIDyuzVwkOzZ0cutlEfUf/MLPVp958/Xqm9/+QfX+VbZVpa+tm9qw0LbQ/0oit9A6aK95DolpO4B5HVOnULPTVgG+yFdJqaB4lQWpdq7DgMJS3viOdslS2WLW3e+PKhkSzTbxXdZzCdC6jCnOKeZb7PZkW0b9fWMp2Uf19iMOxBcAAEAASURBVOf5fBwt8MwAQisn4TAAcxd2gQ8hiP/0n/zP1V/8xZ9U48SsevmlF4Ogq14aMb5RUEsH96MDLQm96lYAjpMAIqGoPb/dBUOvQAiDnO4p54cMTcbRWJ1mt0Q2EBS//UjLB0914lU3RciCUWzR2iE8k+yHzLZF2sexWj4pmYexzdyRQhsiiablt7YSAglXzvesv2DApASpiPY1ei+ShojRB9NdRyq1Sbw2GV//AEbcxPszGHZI+iKHp/1TmAuSI4k9bSPDl+EFAeLYZg7Q9LRZc3/kQWPY5oLiXhicDMIo/tnPtlSpe63e4Z2qOg0qqwnCOqDMsgWT51tvvZAQRf6PHwKOH6WuOh4YzubByp1gsD6hjaKMXmcVAavATG9mUaptK5iKD/FmhNnCnS7yA5pSdqRbOD2tLy3ihYkUR/Umql9VwXKhUiNV/iV5zgDrBQw6/kdG5FiOYwGvedCn4WQ1EON9f98g1ko2UnJkaJZsKWvAUXlRecmR75Qm1Q5TdKLzRfAZ3rowU5NjsrR/HMbZR/9QzCjjPqp3n3EeCYBcFNl+2ZePPtc4o+odWyTKsIy0bQGj+jkY0Jw2Z6iLMclkTjbu9qiL+iq5th21b3POCKh9V5EQNj/hQsI6OE6UwjuGU0qYNKS0XT6jRAcW7ofnQmsBSC5e6evYzmmu0tGBipFMne9hkkE/KemPkD7NL+dYDYlgUSm088W5ZOuaDr87z0kHmpNlULoU76IOXlfa6cdyCgod+wIhU9LQ5hw+vmPfb3t2dqTpi/PRhajrACWWsRyAfvYg3V5D8tvD4vk9truz/u04nXRAP3sBkM7rDIRNUGzyMCVVzH7TkcyF4CZzcAXpvfalD+sxt+0C3P+16lva6DZ646hzXWxQDPKiTWMORokO8s735FwKW2dMlLz7pBT8hZ5zc4Hb7Ofcy+JsZ3+rGiEEzy/9+z9HvMIL1fvXbuI88l61iB1hP7bwXWiR9hjMK5hEvP/utTALOHd2KkJ8bRHU23iELvYmKLOS104WHNppanISmzQAwI4bK/KHHxUMOl8bCz9DqwHmXdTQDIbAunbjKjRvu/rsZz9Hm47TtoJhe+e4Ep3Ucs+v/aRa4AgJ/ckUI6eVAI64XWzp1tU5UP35X/5Z9f/+5m8iYdmvXn3lxWCGBhrWq0p7GZlxMqNGmZOpSLxzqppfAX16bikt0NPNdBTQNXJ5/FHsagAAMAm8OlFjt8CItvcEaBKQJCJhBsgcOH/2LLGY8BBDLWHcOz8yJp0VzEsG1ZxkJjIP89JQfwnPtMIcBBkRud8HqJ+rbG7MH5EJv5l8KIv4lfmq8ssVmoyOWGuo1daxbbp7dzYkH91Lq0iukNrASNwVRW/I8mxk+cR/mPSUxb4JKQ5EIVRXcGiZk0DEXUSW611I7Jfj+u/o6+xPAZDM2/tlKtpepcTAQNUAqKZk28l0TIJ+Vaeqh4yV2IaUTGark4p9YBBcgZJbn9FygGj6Mg78k+3nUdkuzKCzpkVWwJnsJ9W4yZRCUoSky9X9xsYu8cIWqls3bmXe9RPokSJrHos+3GK4bC0SooQuc1i1tiG1lB95P0V4wEdAV0bW/WlifXGxFXtK62qoGoFVP160AzCdoaFeGAYqbN6vynyjPdVbqpolypsstgQF7vCiyUNsg0Xuybh4D+3snFICYVghQ+9IznWkuou6zTyUNDv/9GzmwVKzKE/8iMIfnD448LQgyOftV8vkuCtMRvBsGzYn+9t7I+QJ12XycxjZKyV0d6AZYlUqHVT9Dh4HcAECkbRs4rH5/7P3pkF2JddhZhYKtQC1AVVAYd+BRnez2SSbO0VxlyVSC0XJtLawNKYpK2JCVoxiJhwO+c9MxIwcjokZ6Zdn/nkc4YlxcGRroRaTWoJkWCQlrk02uhsNoLFvVYXaN6C2+b6TL9+776EKjUYvbE4ggXrvvnvz5nLy5MmTZ0sJWw9xAbdvH4g4eUqtl9hkCthMJ6o15UaLD4WmTCPhs7066shQbVYX3JKElxJO2+dxjndWs1e8YJlGeuVGbj8OZKsrzDs2FG5OujmjXGZTe7/WZN0yOeJYMIOBhnzQPFvoc5f1kmRW3SSJ60pAt2FWYh5pm/PFMuxr6e9tFnD/vO88sc3ORXEo4Mz8EOaOSWYuowGlunt+R9uoy3dLckyryTxK5zVPkRnMdTMiTggkhNIoz5y3hFVMApwTQn2NNUDGbn6WQM9sSCgmAIJQz+GsQ2SJfJviPGnt68D3nA38dV2xb+St5bcOg5pP4tk8hw3q9m3Y3dIGabBw1U7P2Io5ZTgYuFrp/9o4kSIIxC99McJA3tRkONZeqH951GRHb3s6gfPgVZhCTXVmVYNv7kyPnTwC3d2VDhzYlZ4/fSaN3riO/Sl2jrzd2yOtW01XLt2Ehq5hb47zIVEpdCRbIOD5GKfz7NwBHUBl7Kk90tmREY/+zCed2ADH9dVMjp9HvppU+4sz3lPyL804f+EyzOly+sQnPp5OPvpoPMtLlPATcxu4G4U8/HjDQaBg/BuiYSsrnICBzcTs1K30f/+H/5DOn7vI0WN4Kx3cx0TQKFnVLwePs5AUIrdew13g/FejG1KcIBxKfJRwqF8SkV9uqttUxUJgmSJ6oxyCQUDMYFRZ+HcMD0FwOd+TANMGx/ZaNYlG4O6OFbXHDt0iakkpmLtWbcLcicmgqbLM6lwlg41FyVqrtZfrenFk0ANTZxEJllH3Z2aWYIjH0hVUlTpC7CD8TRdG26rGDC6s2uJB4FLa73fEyprLKjEXHb0kY2GgPaFeqBGRQkyq77ZexxjznouUsJeJCOkNDJ6q0DoEKqqRahkSRL1vI2SDnBVJgl8Yj3AocTFkAReeQbAKAL1RSf4UpyJjcHQyazKpGZcy4+lh9fN4Bk6l62w8lm+7GDtuwMXFiEL87WIU1/6mWXGcooyZeXxYS+LrJvrN5p/+55sS2DWYDc+TVU3kcYiL2CNNoKo/f3Yl9Q9tjcVqkjO2DWW0BdsrmUNP85iUyVFixFwKGy5gE4sy3JSwVm3rb9Md6lXy6G8XSrpJG/hWPc29qD43qfEZ40C71k0wM74EDMUL8UxpVmFGhGNrCptUFjpl6Up+JjFBmEAyqGPCKAu5zKDHJAobF/E22qdtpWkLJwWFrSx1RXtrALQN/t0Pnotrzj/xb73kfct2HkcsSTLl/uQxtm2eMLMFKY73ZTh7e2W6xQO+Wwq1TW4Ag0GnL7mNkTnnbHnB8oyRN8t8MK+hSJx/nhaidkCP1Ng4xHgxdvxzHmk/J4N1B8bC/DLLBpeWGRUHjPDg8Y8yd/cDp5ZutPxs4INwF56WKcPqX21YAhbL2Ly6J+DkvPg9yPF5qpi1H3SuWpKw833/7H81GYZJNb1hT9o7KWQGHCZ/4KxgJHNt6gb+zpNfE8IpvLm7ut0weoylJRbGR4qQ2++nGwBptBJCbZqlq9IWnV3sy0ZJ1DZWpqYhRrnoB94zjNvVK+fZoPUEs3j86KH03HOn0wsvnOP+WFqGGezuAh+gIWNs4MWoAzCPevcbxN654Dqxn0gbnkMd0mXmygL937SJ0EmM/auaAID0T5xXa6Ln+Czz0IFyk+mJVROTt7Bv3JLe9MQTsaGQrj5MP1wQeAMxhC46efL9x//4/6Q//pPPM9EwTn3i0TAKHydifJyMAIMjcVW6IbG7VyrEjGUz5GYuOjIDLmwRSuReL6/zTILgIpkJGdgeCC/J8EKCy+6c8vuQShw6sC/aLSOoeF9xfuSEiGyUlES409euxAj5Ehx7KBEy5QU1E8S4cddHhl+57eS1DMvV/mSSmFfXicM3M8sJBAtrqIyVkiG5QNUZzK5QqoF0Ax6rFL3ht96ZIVFhZ+xi42LlGcSOlZKMIoXye6OFtlq4BNph1kC5LAJtbYUhNKd9Xr/R9ilLxHrDtlGpmOrDJRY/k+1zZytjUnAlHqz7YUOaH2gzOY90QaNuiaML+cjNyTgNZWYqO+n0buuCQdsB0e6PhTeYTxZamQjrVUrsmEtkkYMEY1NG0bGxD+FJDbzCUxLJhdJNvQvnWJTawvkKVERi1o50ZHwMr9Zp4ukNbE23MU/w2C3L8M9QHkqfZzVDQM2khENpXw+MoXNKqZBJ/FbdKb7JQLvYhOSH34ArpL+ZqWqGR/5VWn/3M9uAiAe4lznMfAp1ntKVwjA23ltk8+QiL1M1jue66uE7MKeGtrh45Up47wY8XXEZHJvvGDhbutgwaNMnU6j9Z6s0vlHLxldZ8ubpJX15wW+hN0q7hFlIOvmWOdTD3OTn1NhUmt9vbEM2W2wW3QyurRGwmrzCwvyBvvGGGweO3YRR0OEtFl8ZTWDuPLH9rZB1HD0lIiRutEWmeBnVo2OnpN5wNJrKyFDB4oQHbTDOUH3nnxEXws6V727oqjhaAqTXmvQqfeW5I+5pn+lci9iFmmPA7WspgTM4MFba1cYZv3uSp3fk9QA6EfMOBpk8QfN5334E41xayD3H+TbrgpRYByQdMS4jldP2WDmAG4uSZAyjWKTto+M3UHEOBJ0KPKEs4VdVj/qezHKhWTLiOng4V3Ras0/OIdtVTfErdz/CXF25ehU84JxiGN2IPYoAYQ7VtgHm3/HUkwgPejGJuoB94YtpCRpt7EKdkm9cuxFCkcOczT7EeezaMs8QBWGCecHQh8Rf72zxoRPmWTtfjwt9abpWbe29r8WZTsJwSavyUZpI4hk8HRXPnXohNhlPvfNdqIzfRkHNcLh3yQ+fvlEg8AZiCEUgJjTHzP3NX38pLTBJTpw8lg5ztq/hQvQC69m6I4hpYYzWB2JBRGYhKX9yATUJwu3ElXhDbCtPzXrPZKmW5SLuIqTUxORnGDUHwSZYMioB7QaNe6ZkQNWa0hiTdkEaJEtM3I1bVrUNMqsev+Zkk5FrZXjvPbmjJU3lWYeqqhlCkixhSH3x6s104+pIeLcZ0cdQHbOz/cG0aSAsY+Ke+P5SgUgtNz/1GJXB8k/wuksV1lDWoA9KCF0U7Iffjb6vV2fuTzzxfdpVpEiq/90lb8bzt5HIE1TevCSurUMi3Y+dnnC1LJlCF3KTC3DTohJ3ax9RZaNd/qw1gytZ+zakgDchwIs4zxD6BDhfunQJoq3tF6EjDu+O03T07lWFJ/E3pEUGRVbLSWBd5rXv1ANYO8JY9WpNWCYotjiiqtv3bKvtEPfkrVz0dCAxrIk4M4lKvnMZe1OOTZwZx+Ab9dbOHUPkVeLj4svJJuCE5wB7hKIn/czNoTaDqMukeab2bdqkbZASkC7UWk2MGo1o5z03KG6MYpUVLgERG+3VRom289i5olOYuL3MjTyXM9Mj41ktQYcRGW0XdCWvrHcheb148QJVyVDDIMgY1MbDxVgGx1EzdIwMfxeG/MLeMQN8vFetgd8bJsqij/NsYlTvCvs2cbmSZA6CkQ5GAIaaPrkhdH+IMDuhpYwFWmmKKLeCKjskgzRQ3OSNemm22Xmh9M62RmMjno+9y7PSlpuvJOmIG2PHw7muRFOpte0WkNc5f1gGVZtB7T4HccjazJgqeQUa8S3MZXy1s5WBkCkMb2n6JCxfWWqBNbBXQmiSkQqGiut27ssbHzi4OyJJbMOMY1k4AKNghMkrvskQhiQWOCEcb0nZxlQ4eEKRTIvmOtvxMJ8B/s+feZ4NcQ7XYqv8U4impH1qmniL1CXcRA83a6A57WtUEnDnYTDxvKuZgMyt0nY3mZojGSi8OVVHi34yTtoDXr8+gnmDcPA58x/mUzXA+Pho2Jk7D7WV9uz1FbxiDMd1G6eUWWjY5avQBP7tGMKekvk/wT16wTwfpHzU8UiYF6FFRviqrhfNLWlu5X39AvhKJFdXlJCykWDyqT4OFTvfV67cYGzX0id/5mcIPL4XmjjJhgwTBnsosBmzZuy9r1ofZnqdIQAm/uCSi3QEMHWCQxxXlzvS7//e/5E+9//+MTEEB9Ljjx5l0q5hO4KjCUbFOb4blIOJ22CW8qSyF40JkNE/MyUdMXE1LHaBcHE1XxDmlt3cS0HCQLxtMHSry9jtQIxdYCRYEhVJu39HsBXxhAJnwY7BQex6+qi3h4XNM371WsXeCcIgIZd4Fbd958ulS5frTYjFxl9OplqqXMYd+5F7yqLBtURQdZwTVmZhAYeGyWlVmHPpKp52VzjDd5V8hu6Rn42FgxJkOjxlwwPVJbqNlEvf6LfEuZqMtu/ZtjKW09PYNdWkJTQOcHgO7WI4Y8iQqTaXqNiDzOZUS8qko+m+cKadMldKeD2HuBcbsfAO5L7MlY0vELE0uyKeSNa1B8tmB1nt46JoHK1SExcBwyiHa+GvZM6x7YGpDwLOtU5Nnik8gv2azMIt4m5px0VxaXjHcNjy6dghs6mEqizItmNzGD1FTX7UUoEhmwZVwNUBpzfV5MKdk/eREGB8r9QQHyzUw53ELxsO5kcJs0zIhYsvhmf6BDESHzlxLBYVvRa7O+03sKqMtVLdq/yV1FGzz3TcAs/Iq0p2oIfg13yHuYMwjxYrI89zoKnJlfKzqs4F1bPGc4Bxw+FoN+YckkFwvk5znqtSQVXwSl7nmPuqiO8QqPPsuRy8F6EsCWmFjjy+C1Ms6+LCCTsU81AmSGZcJjGXnxf7NVzBC1SLKYalmdzINBJjD3PvAqu0aC8LuTANBoX+CxeZK/+ccyt0UJxx82f5dCH1bSEo++gonqzYddEWj08Ud6V54VRCGZGZd32nXVg4Mfnv5sH55OlGMc3Myp8ZHQ/rUvpu8ro4nVkObCr0RbsuNiPA2s2K4XomJzATGSKUycB26s8e812oVhfv5OMmtRt1Xnlub2xWKTcz7FHN3R9WFql2EQ0t98QRtQLYS6LCFtZuNJRg2V5PkprmbHEXIMddR8GTR/bB+AHzeZwk3MzxrAea3btV5geJHegm7XQ8TNopW1aYgFCXdm1uyKIOmBPNb4RVX097euub34QDx5Vsc8o0EpTikSSqA6eVkVEiUCDp2hZSZR3iMu2wnno3aVFshLgXdMhMJKW9BrrX7lQBgE4kSs2kJWFmQQHO6xhbOrsbXDJdReoXFIvn4pUDbKiozYgF3/ymR2k/oXi++1yaXSV2LvnXsCWcGB0LfNBWdjvq40Vs7mcI3bNlyyJMIaGm2JzO0A7NBtzkVcev0Y+o3hLLxT2/83vgUztzFDvnKWwgNc1YA187OZHl+8+cpg1IPbFlfO9730NZhqaybulD7ntU5YA+TG9oCPxAGULPqZVBcnEWYS5yxM/nURXbqEdOHCHY8Y6QcsgyDLsDgmDHTvEukFZRvSB5jdGoPmp6z3wbPmzK6Q9za/zsoixxUzLkHHbCW4oSgAP797ILx1YQNZ2TdRuq4x4YJPO5k1ovucuTaBquZb1UWlha6/dGydh4wkimV8I4ATM4NbWQrhHk9drVGzCDwI+XVzlRxbkZakAIpkRVwhkN3ajw+7hv2Ro3d2OXKOPkIq+0wTE2gHioxCDS2rWpystQrfWwdLRST/VW9NuPaC/SJZhfVapdEPMyjvSkVmatkHgpX2uDpArShU7pcBBtBk2CWYimqu3i2asTj+EelK6pntU26ebIaDC0OoyM1cZLQ/5HHzkWi56BcR17Aw9LjFUNutS7MLqYF2az1rq7v2iLwxCp0vaSsYc+VNPgAEF8keK4EQhJxySez8B/GVulPtqxa+dgSPr0cDyNbdLxY4cIvzER4323NKNacuPaxU78kLjbD3EkYCijlel9ZM7NrTW+1vbMBOayvKUjVR8SKD1Jw8kJZxBxlSEJhmbs1mhIXGbZnEzjXGAemcKr2FDdvDYKk6MsRIZHBh+bPFR2MgrdLESbYC5lSXs34WGNGn0bR6R5BJpxCHt5bpDjTumHMM5NCtjVLuNLhwsZK/E1O7k4Z3O4k8nJGUws+uLZIjEjlXQZwiir/Yg9Gc4F4DtzcEs/8SrZEC1h/4X1IxIqYhBuZnPA+GlzplSRZpBqzGnAVamZEjEZV2DMX86SvwNPa7iktHKRTV81+XwFhs46TM49nd6VGHp+s7bD4vPK6ljQBGnuTlSPg4M6GBHfEc2MC7xxPMdhbmynEv5oQ7WiynWBY+VW5ZK+kaE4uKjWlmmwPRPAUqk6IIvNmqGkDh/axw8lgUthxtCH6rSXjbThuUI1z9jqlCPEspRV6WzmMMQz4RbnPLvRY7yFnwz8dQIny4j29PanE8cOU1ZXunn9ZppCfGv7ycbcSREWqO0AYc1Aau1V5T47WiTCmUbmLtq3eL/SY8cgmznovYyEGhonfnqaj/VkXBGjctq1a2f9be95rvMs0n6DPDs+73n3OxiD7vTdb38nvOgVKIiXk+Nj6bwboq7DIflV5SzTr/e6NMekLaHOc/XK4u4Dftg4CFg/5k9XrlyJOSB8oz3grI5eo6Pz6dP/6Gc5cIFx5Jm0vqQalpefD7/fwBBYn0t5nRqcCW92QHBx/73f+1/Td7719VC3HcVWwpiDBqkWqTUgHhiQIbz/xsUCRvayU7n/N9fPqXej0golGNMQN+hXJImD53Xu2b2TScoReagqPN1C1ZjSMkXt66W8g9SGZI6FD8NmCPCDJudslgpCGJCmjCO5mkLNpmTwJrvKWcLNuJO2rSXloMWK/VWjNiZwef4g36qZtE1T1afEQTumcRZYpZGGZpGhlqh5QoAqwJebJLpZQtJOHbOpY5tqTYkgEKj0rbVcVaW+Z1w5VTR6j7qAWF5Jwl+1tinUNCxAtwhubTBwGVzheA01HOBKj504Sj+3xgKnhEgpiPZ6RWphqaF6im8aZtteBu6S+yWTElOTEhPVbtqqeUqJfRKfDI2T2lB3puE0uIgxOn0zmKze3qoQbZIwKTCtwiIKbvkQT6xTvHXjsdo0gG7AKI/VOSBK4QWy5VsgGFdTyYeBuJVaGbbCuR1qatrsYuwcM3SIEQGU8sg0btW+DaZAmO9CgrVnz+50+PDh8Krcw7ngg0M7UDkegdHnSD0kLIMsXlvxGGjjVJqVUHFlO0iHu7Sn2l9VkJvFDxlC2qAKf4QNQNjYci0jo3pQpkZpkCeaSFeUBKV2bR3nYbzwZHajAo7DW/FOHnIX+g7wrwsGoRe82wQDVtDOtjgOtkq4Zi9sGsO7orULb9jL8dv2aoIRoZRgmsvYxet8KJF3fGUKdxNOSnOBMWyRlUS5WT31/Lm0zHGbA/3b2WDvSNfpn1Edjh3dH/Oihk6YH3DsI3UNouG4v9ToRTW/G04lSDJJt8Y1T3EsDSiOTSgbKvh51LrdtHUHUSS2E2psJswspKWxmXCzzZhIU5QBq66NTWzIyzI8hImb8shP5ebfxHzYzIbFZ/v37Yn+TGJD7Ub08IG9sTlduIS2hPyhJOL9CSI6GCtyp2euI9lVghsxNuvYUu3Z+tfW54bYcdy0yQ0rpy2B78uMvXShG4a8mgpDm+9hbgAuefyqAexjU4QtsCZTt5Cmnj1zAcZVCR3SZ/YC40g0LyM9ffzRYzB+vTBkk7EZMWqC7VCy/WonnaTEzyyhxaGG6Aa3CGF2c2Q8cPjXfu2/QZKOlBd0aD1V59Vuy8PyXhsI/EAZQhfSYlz/3e9+O33lK38TO72jqF13DkMgIMSLYNdWCFwfBvwieiGfrzo4LLqaMpWOO+WRk2EezzxDXnigd2mN9nj78PYa3E5gWoj4AAb9HnlmYNFQE7OQuGNqZUzd0RlDap6Fu6hBShMq1cctf5f6cqOUdFRy8VCp1gTeZ6qKR29N8zeFZPAa0i0Dn+IcYOTkGldiWTKE2mAFEYXYZrswOvNAybKz3ZXE1B2y5RaJRYwd1MyFxrh+StxkzMgSKSS/wdjdu/LIThmWHaFRgK3q5/tJBpwNxwYyK3WwTRmn8uJieSXUhJK2y5evAp/2YALOvXiWcSf8A5KM3ezsfS/OWGbR1ah8HsZFPPW+ffRPJsKkdDCgUzobd1/5RzY3yOMnPLrZfBQcc7541JX3DUcxihegqjQlKZo7GPxYyYULrFLQrC4VK1pTbYC47VzV1ioYQuDSus0RI6ME6qzJt6KwYlqgajcYAiSsLnhKscM5BlwwvppqedZS5gJnV+/oTycfeTydOPFIevvb35GOHz+RDiLBURJnMn7jLDawMgNuNviizMVg9N2AaY5w5dIV+qbDFIs0feyCWXZcHI34rIyHW4oemJcw28MBRKezA4eOBsMQ40l5mgB4w8XOV7XB1FFE+N4YuZm+971T9MHzyHWEQXU3NZ620E6ZQSV2hhrp9tQO6lfF7tgIXZskYyJ9UUUcY0iDhLftjL94DmPJP9+VUTZZRsFhmWoDUSuhNqzL5PQUm9NtSHb60RKMpMcfO5Gefe7FdOnaeU4EmeQY0KMB/1PE+9vHubv2aTPELGwebzfTAduUmbGodp0PW2myRzmV9mvDp6TXYOI6Yd3CQ9xOsX9Cir0LuqkZwjKMal9soH1beml7LE18E1JhQ0s7Sn/NV2r1Ihjn2rzzHaVsMunG/1PafANnJM8JPnRgN21ZTGMjE0EOZYSpnoMQJtI+5rZORIbrWoIxq42QVZHqtXGd+9noLYwamwmZPP9kXqUnCytI/GTSYda7u+/NYAc9Yx7oaKWzl99u8p944iSb0RuMGbSOYdGag6kCYz2LPeJYSHoxSInoBrZdBxXplynsagunz+8iJImHL+sDhzVPfmIMF4mTaPgc2/b090+lkWtj6aMf/VB6K6eTCBdxMmzgWySsL6u6h5l/IBD4gTKE7rKdPKsg7//5b/9tOnfuWRxJjrCbHYbxmsOxZDZ2eoZO0VvUhfWVJNU5SoWcnC7mSqqqqUzuajXl2kVNLzgXriuoHBYR7fvMd/YiodgzPBRSgt2cSrJK+Bzj/Q1zXJ1G4hIy+ymTJJOQr9vT9QnKUQJKavY4LLXGo/rHZhYI1ZomGRcJoxIJVXGqd24SmwoaRFiZUXb/t9LI9fFQh0hYPd7LY75M/jaFZAvGQaZVpureBD+/0/RZtuXeZHCCUNN0JUk6zxhUW9Wp9QhrpRsSCqVufX37o80SQUMytIaQaKonFw+8C8QhzSwMSnMMp1PUn8vrSGLLGNu/IPLYFmW7nqzOlci7QEvEtOk0Rpz2TTpqyCzfQpJxhvBHev+9+YnD2Or1hQG5fVUCbFplDLpU59CXGDngGy2lzBqo69/xwqv8YVvygq0aN+NHtAtY245Bzv2WKbh0+UrgorHTZpASdmGGIS5kuMqgNBrmdfymbB1BinOJdlBm07EnLy6Nl4LZ4iXxKMaaMXeRtA3imHEE9XJXzGEMR0/OcW6ffPSxtP/ggfSe974XyfogXpTDcd6rEpOurp5YhCYmxtOlK5cpSbkO6eb1YKBkcDPDlsdxBvsm2T1btcm2+xe/OEEGtdqqnJcpNkf50k/vLjJnS1D3QmxKdrqUxrCvE0985neYBaCC3H/ocDp05Gj6iZ/8yYifp7Tme99/Np165hniyz0LDZNpXcIEZpj5K3OjU0Jts0A5xqoDwEggbwezqZrVfsZc57ln3kbi2v7KACvJtg3RG76lK9tVj8MQaMOqJFWm0XeldcN4nF+Dbj32+DHobFd69vSVeLafYPl9/VtSF7QjnDlqag/AhpPSVIQwkn7dQZxHNfdIjjKtpn0m6Znjop3jJLE2ZV4MKm7IK886l4wNsek/CHMmgiyzQRnaNwROictRUMzT8KCG1um0EXEcod3OU7UQedSsjSJom/aPbnSUMnuutfNcjYR0VwmpjJIwkGl+06NH0nPkuXkd9Xgf4bFmkAiDm9MH2fARVNl4pZ0wpXkm26A85lWS18pclZil0R7qDgcjRsj56VhI9zRVsf3OD6XPxZRIyaKqewdUkwxhHWdzE6x6376d6S1PPpG+9a2nYdYzLgjleejrxUvXkNT1wvjvIPTUzWDaDh1Cu0b9wnk7klfNICy4VehgO++VfE+m2vZr8w6KhamUc7KraytS1el0gU2X0PnMZ/4pbeA4Vua2fbB/D9MPHwR+oAyhREvE+YvPfz59+ctfCugdP34Q4jWYJm6NQVQ84ghiJVKC4BLlV5KyKB/fPokV5d0z+RjENnnp7t0dprZKE6hhdEATeF0Emt3lwgoB34aEcOtWmASeZeZKogQjRMML8ZYhlRDcRKrgd+x+16G0tarrbQiiCcPT6faQVBhBJ7kGvnqb3SLMguriiam5NAozyLrBa0gZKN8+CD5hKMG1fKUIYZ8DPGzfK5/EMgM4t8AYWa7ExP6FKta+QuhM7l51yBAWNkTY5lS+az/jqw4JsjaufSRs/VPlrq1Obn+lDBaXui6pWmTtOiQxlTJVC4+MoF5HoqGn8CyBvE+/cAHmtSO97z1PpWGCvgrR2HUHgWzeUOSa/Wxt6TqVv2q3Kv2NUc6/C3MmMTdpW7QDxtAF0WvjQ66teeJPZjLIUYHE+o3T/GERibbSLhl4bdPypKzVwWIgA3gHKYIwEheAVjAGbki0HxwgGPKhQ4fTkSPH+D4STg7aFKqO9c/y9JhWkqQ0USmN6CEtaO8QfzIOBeLwS/4j186PLN5rZIlugDNmoC3xHa8341FkKx/myy/EnYCjd2o4WphncUfHl+gn8BRfLl25EozK7t3704+8733pIx/+EIzQJJujTTAp2KAC+wsXL4St9DQxA2WSlZzpQd2N5/dtGHUZgzVgEMxAaVPt26bJ4qtCN59JRrB4A8v46VVr6JhbMNBKi9ZgPGWkOijf8Fcjqoyxbz56ZHe6fvlGOksIlJOPPBIMm+PbC73VIUFGTKmxZgZuOKP/G9LfPAK2y822SbW7ZwcvIB3TfEHNygROUOM4ONn0oZ3bcbYZjnHtAHb9fYPBKCndlVm2zUr0degSjzRB0ZPWjZ3tyQ5x1pTHUjQ30LZS0q4umUJsFqlXJtD3VaVrV6uDz02O9NuCpDY28dhvz0xmqbNOG0pHpxFEGIw9CKZVrJuoMLrdwKXGVfWFDBvveJSg6vNBThzS6ULHHtcAU9BKOhFSVXchXHuQwSoOa0aAOHhoLxtTohjcucXGkzWFd1ZYhPQoHkcdb4zbNjQ+2rZ7CIC44jwtSRi83CTjanJM1ICohu6GEVxlM6W0/7tPnwJ28+nHP/7x9IH3fwgcwxEquuvHy68vKnv48QOFwA+IIcyTxAX8xrXr6XOf+wM8bK+kJ588hs3HLmxwFlgIOAAdsbmG4VtQ5UTUXpCsMb1ePtxkHty5yhC649nYzqGGzFIZL/mTwMwzISaZAPMYi0uOdYsYJJD2IATW82KNdu/mfoHFzAPbndfaSMWuibwSujVsmqZYVGViirqWRw+UnONOdKVZY+zWFligzr54jZ3iJHASVkgRZQiDQxWEQo8n9okUYTkg4B2oieIUlPIgP37pTxmuSspSAaQXwMrFRYLitR6fEto7EBYZkFC9o7Y0/p2LopI+F1bb1pxqDfVmPK4+pxwY4XbGNLzV2Xm7kBUGKL/QXFouv7mMkkM4GsZD+zrtfbSXuYCT09BQX/rwB94btpB6b1u+TK4MQajFawXklgp1a6nVEV+vB3NY6VMFZKW/BSaqEpWYOBYu1Cbh7pj4Z77667W2ZziCQ/x2PO+Mw7QwXpajZDdYlMAD4Mfiqv2Wi/US9oUatQ9yosOJR05w2tAj6eTJk6G+U0J4hwVlHrxVcjSBg4GSl9kFGQc8eZlcqlY7OjnDFg9LV2YXopVlr0tf/a63tmXxrtwnV8km+ucnWXLqo5LiPh+l9HI/f+e7fmYJERnpw2L0F/vbNTZllKxq2HA98wvnwekctFhbti6ikruoGo7jyJGjUaQOLC+cPgNzeJFAxNfAubZ07uwEcwSGEIZO9lzzk9ze3ApGKRgzJdEy5G6C3Hz57cY5TkVhoKQr/ai3ldZptytjIGPXqwmB44MqUnu+zp6OND+1xKbnhfTYYyeBuR7T2TvezVE42cCYKeHfOBWIITGHlhQGR9u5eZwdLpy/GE4kKl+vYMs4zZFsvX1doVXZhiSTXWKEWBnE5tpNipsVGT61OUqhZcjtyzbWATUPzj21DJkhrEIHWMFIyzB2s250AV/hkm2ZlXRpnkLkh6FttHEOGjzLsZ3bmQuE3Jm8Gt0DrXPwc2hp9y4dajIVLX0vPS2/X/q7+Q3poJJdndLUeO3dvTvanOenc9ASqZV2auu8QNioLo4xurPMZg4G+ujRw2kc0w+GJPCC5SStstaMI4H1TGbHyWgBmjE49/J6Iz5kG/Hwcn7pRtdz2C5pumxlmJmw0VtiDg5u38nGeRz6eBXTjZ70qZ/9+TR8cD8B89ltOcmcJM1DUy/z4cUbGwKvO0MYseoC850sm9LXvvqV9MUv/jnM1JZ0HNtBD4OfI/SEREDViWqZDtQyd7CLy2qc+8Q0suXlLUspHIZi1xASQn5z6s86qVq+19qCrUaMN2hROnfhHG1C6oE9WQc7f+1R1ogft32AM4qReLlblyi2b5JoMZWY3CGV42UXO0MTaAelulFCXa1tncY03dK2aomFRULljjKO8II6TEHc9Si+zu5/DGPjIBQsKUHOrIA/FGtAWzVpo9MybRJKQzk8yA6yqXFWI2NBDYtQVgmSBNx7EY9QmyDY6BwmhgWN8TTuWUid6FMXDHRhXFrLrf9uAVYOAcGuHvMCbZ88WsoFJfeQz0ZXBUH81cuqXzQyyaRn28JEDLcbSLMG0kdgBsVBmVZT9CdUesBULqk1UVE0Mx61NLg17zq/g7fi/jolr5O7motrYJ2T98uz8o2Kk0VI6UQOpQJu1rLJsobK2ZZHn3I5LrC5i/7OZ9GuIEVROqAd7SLOVcH8RqNRfcq0UeYh7CyfeOJN6Z3vfAfOAqiRkABpfzQ7j5POBDHYwhlFz1y3VTA+qMo2w1w6z/RudUFRorjK5kn8MI8q19xg21L6VL65RYp+eKH4hLkaT3NX6q+ESjjuZepgdpN5XcdKibUs8Sw+Ks/KzXYYF23dtDdUQmgblXZu6e6NME4Gfl5cw56Q48hkBmZnrrPoZzg6Px599PH05JufDKbuwsXz9H0LoVFeDNvEGez/9I62V6VV0i0ldW4yhV3ZUHrK0J49u7iPdA2aIl6Kp0r4HA+/lRSGKpX5ofoV3jSkSXduX4dpWuM83QtpoI8TNGDQt+HYIEOnnZ0b4TwGNkNVpsC9Ozl3ZVRl5kwyqtc5ik21s3TrFkzQJDZ6nTC+Q2yid+4g5qV22JTXjSPeGnCSJopvbtaNUWksPkN3baF/nqziJkQYKEiQ/gmbMl6FdvgdWgkYw3Dk4DscrFCvGvpHGr4H1f38/KUQOhzavxfbOxywYALFRiWZ2toKR6hsbY5nxihw3c41pdKCppt3/2gMI/OH/vGneYphamRupS+atNj+oKPk1/FOJl17dY+RPHrkQDpzhoDVqLYdV0dCLHZDrIZo24AOdphGICE0SdvVyrjZUzVtFISMSzbmpVNIh2mTpgzaDnaxQevpkcZ2pKefeS7NIL38yD/4ePrQRz5aKez+yq688PDyDQSB14UhLFNGVNHGqX2TO04kCpxN+Sd/8geoYsfSe9/5eDpycE9aQHqml14ftg/aPqnalSjJVTlR6hRgIyDGophrVLTuYrO6qnosi+UlKh7lJbNZdkwZhX0nX/kZJVCW3wb8VRQ/wdm/01MQd+g061V62xOPM1HwjNu1mx0s51qy+zNpxGyIGr3pXIQhcezaCPbLpDXZj2AGoxI+crXxrPrRenvhDrteJrZM5mZUQHfwHJ7FgH1haVO6NjKDdJDQMvUC3NflVVFCZlXuGDuIcC9R3Ll7CMlrtqksqvv6q/WLaGD9V/NFa+uAmcQMZl91iHUN9A/EAtNN6AS9P2/MjXIKg+EKONsYScF0FwF76Y9EcZmdZ4xvcyX8qrahUad1GdfPhcdznbUl9GxSVScSVoGqBDEvHOxwGfeQRDaVn8uOUilPxxvxUwJtAFljgem5qbdu1QM8FtyooVGYJUX7SxP9juLLDcZAJLxHKjnNkq/vnT9GtfpSpWwXAdspA1KS+OmOP6vDZ2kviwof7s9smwuIqjqlEy78qvJssnPQxXlTO2YIFKZErwsJXtcWz+nm2CzyP4IE8Kl3vSMdO36COGu7OTFlPLw7L2LPqupXRiEzgNgYicOkzXGeh2CSAfTTM3jts3ikDZq12UF6ymWWtfo83+OikryX8wTUginMeB9P+CjMtuWZfJrfihexLyxP4jFxF+tP842mz+yJGm2hbeKMKjuTDLe4ICO2CTrQxgLq3lBmxiQ8prWtg67IbPX09KZde/emX/21z7D4z+Kc8jT2Yt9I586cCXx03GT2jE2oilhNgGF1pnAM0flg505s72rwkkmMbV80nX7SjtiYct/Nai/M3iShqDz7Wvo6QSzApTucdkKbDUlkrFWlg74urRE/HDvtooWfEn03vM7bDB0+eSC+aJvawdx303uLUCRj4IDot4Jjzy1MgDooy7ish7GJW4nDBubTsEevcdwZvA9jTFgvJJ+GhTKckypg022YNJMS+Ui0w81DwJ5PGflqKnSkSDZ7mNM6F2nHJ3xkvFU/j44ZrmUe6dq2dAHp9DLnH0+hfsWwMU4A6SHAZ2E5O2C0DCzelFrqjcnSlMEfjUzCspwEo5RdGKWhbLucQxFlvPQN562hunSsHMCb9848Dkqg1yN4hBtCSEhkCo/aeElhwE1w4iBMrg5NczU7Zw4fQBI6gPTVMbP+3B7rabSLHxsmhRjjMH4ALhyQ3LhdxQ708qXLqRv6/lu/9dvpAJLLvPBYZu5Da4FlTFrvP/z9xoJApmCvQ5skvivsAl14DKbZzQ75r/7yC+lLX/pSILq7H43zoUehKg51HDM9k+yMvDE5A6nvp8H5HQmXf1INCaIqBXdLsdY0FWP+/I5I7VVWt3JNflVhI+xw4cNgXvAkHjIAM4FoIXDbBnq4hz1RvOUimnepBiyerLVXBjAbi+dKc03Ww5Wrbqm6qU2VHzy33aqUVI26KNwcnSDG2R3swiaYoFdjTlanoyqS6m9L8w60LdqSA0dzB2BkYmHul2pIaVNr3lyThDqkdBqT0He9jO27dRnZ3rAte3bvZXHbys59AZUsRs+Mi/Vm+OVyci3Va9vl79I+r4VfI49BgA36mwNCw7WzZty+jfoS4utu96UYMmFgfDltsfbs0UDaxRTY1JmT3Co/G7U27tWbVrl112VpfsuDwqxkGOSHd49e9SVaUF6q3y6F59aVX+WxkhNbrnSq2AeZx37L9ClJkaHegrpO718lgS70OoB0e5+/BaRJI9hCHTh4CLXf/vSBD/woXsBvT50wJktwPXdYNM+cvRAG/jI6sbCholxgoXLRa4wfw9PawPUAWLcLrGV29Y9+t7xs18r7hbEL/qsBRUPLVN/yujwVYtUxDQoQ71vu3SmflEEJ9Zcs7W4MjjdbOhpl80CHD5n2O0tT0KXONMLc0OHh7U+9Mz31tqeCkfrKl7+U/varXw9VoZIaGfoFGCSlRsKzDztBJdjiaWmLIGokG5jbJcOvo5fevKrqewjD0scYzU56XJ4MF7SSPI6ZNEFmVe9si7Ne61PqKQ11ThVTmMyRsUGTPvFcR5IrRjegLlWj15iXEzBfg5yzffjgbhhNNmioQ4eIgeg57ygSgpmkSDRE4hn4CQ7m1NSZ2r3K1z0eBxNEu0PLRKVj4K24nhmmftaDlG7cGWfzN8wJIJfTJkxYV9D8uAHctm1rMMbGrzRgeMC3Uu26l9W21PGiXFQf5re1uQzTIdqU1yQwA4ZVuiPqKbCIjRqMcDfw8LeCh+04wSwibXfzZOnKMmfZSChx3MKY2VZNClwn7k4ZH+6+f/cdJbErnHqU6QYbA2weFbA8c+r5sO399C/8XHqLnsU0Niw7NuAm7M9DhvBu+L4R72wwhK9+U50OSofCkQDEWlqcTv/pD/5TunZ5LD311GN4ge1Ls9O3IBaqEIxOrxeZ06J1Im08wdZrtQufUiLPBzUemAyDjFmVOQBf+e3bpexckoFElZh4dqy2KBMwYDank0PH9+3bFzvNgb4tGJJj68QEzGS39i6EyDLd0ZsyM9hcfnTtfphB3vfNIBrAxPAxqonnkQ4qtRxFTSz/tV4KuPPA701IB7Xfo/sQSYPkIk1jx29SmvHyU3OlEpAcYqEnduOWp/RRFYyM4RBe1y9evIIt0bV05NAhGI4VdukTaT+e2R5sHxzcPRthLypJxiCakNuhFE8pQFF1qG4Ko3YktdrW6Jx0r+SCKTNrGBnf3cTuJKtyUGfS1rBzbO5yo7iWpjUevJ5XGzUut0HCrvRIe7NwCKk1LYg1ryrZnVdCg7nDVhkFnB20P11C0i5zqFDmsTcfh1l5S/r1z34Wz8cnRZxYzPUAXkBCVCQgSltlImKeBQOXN0lFSparrra3ev0SMKtyPPeAe7VEs8GXNqFY/K5UZf57FFfJee/Lahn3KrNsEB0XpaeqoCeQGvrXwXx0nN7//o8S0uPj6ZlnTqWvff2r6blnnyOczCx5DW0C88ZkDskkZitVsNRbSAPKxlBGT3VsL6rhxQUcUAb60jgMxo1LSO4ZW5lST6hxjNzEuTkqUrmNVMX1egJynAs8diskn843N4HOKe0niVLCsXS7ok+azLgODCIFNDD/smYI2J95LKLM4ADahPXm2rr9azSg6aqozb0poysuDnEaygzM6vIKIa9QXe/cuQO4r6Rx4H3s2LF0+rlzMLTLEaJpG/bg7WxGIiIF60A4B4o/95tEgioirPOe6lwd2JSGG69V+t6alCZv2WKQa2wy0XLswLFtgJNmJmZuxurIsNEf7G/BCQNEHydu4RK2zmpOXmmSlspkOvaefCM9fP6FM+nU6fOEgzqaPv0L/yht37MjmEHNdnqQOgctqWxUq+vsK23Pw/dfewjcjYGvYZ0d7C5WVtyGraQ//9M/TV/58n9lh9tGcM2T7Fxx1oBx2InRbx+xu/QOa3ifPnijZHhCXcXEcgLqSBG2NSGVapSL/JL5W53x7NqYqHrzTeMdN4Z9HkKTENMfZke5k4npztOJ2jT5YgXIrKF11xlCCGOxQ2vUytU9iIYqswYhJiM7VSWrU7RnAueW0THPtiQGGoyqu+6NklXYLHf4nl3KJjTs+lwAYvfGM/ta8m1Uzr3vs7tVmgSM7bd8boRSgPBLkO2oDKOHsz/z7LOp81pXhIKYR+09Qvv3QFhuo0aqSvxq3N7G1dqpzBHW8yjZcHF1Qbl4+XK0yT6Gyjdz/ZHXe63EynbK3HcjOQnCRk7Vzl2b2HULHFP5zr9etc9Am0ppRXJVufWqXBZ3CvtpcuHMnVI60Y700MPrlRYSnJiFxnloPEMDDP/jX/219M53vB1vXyRBMAsjGLjfwNZyM1KJHJvP8ZdxRt1cY87FOeebzg0KsZrHKwbQm6TadYs0LT975Z/1mpjiOcIAd1p2UaoTX7VkhRR3rxKFTUm2SftANRHBzGBWYzzD8xev4lAwnB559In01ne9N33n776W/vCP/zA9/fR3w0xCZspxc+5lfK73NDfACrhlO5QwecKLKmjNKxYZE6WE3b3a+SoB0qa4sWly/sqsZvUsxYArxVGsMIoWX5LhmjSTGYMptD8ygqa9MIKeyqE6OlTaNGYrm9GQAsLliRdqCXYRoNp7zl0DmOsZ/KBJSeAm7JJl5Gy/9sbGIFS6qvmK+CtgdrBJnUNaOdytB/5AunVzMswdbngE52Y3qmvYhsMgYx/6yvCjOi65V/ZTcyhpjVLX2Cxpt8B/7/E/YG4fpKnaHbrmDMPIjiJNnqdtJqewqKwJgtJB102lj9V0Lzys5qte66WtA1qYFLH5uE0Ei7//5rdRTfekX/vVX00f/omfoGKaiwVYXydmUtWXa9e5Hw9S+zqFPbz1mkPgdWUIDb2gt+D0zEj6i//yBeLkjaY3PXEiPMg24+HRzQ7OmHIGvBTBG+S0FdXuD8GysXfedWoLkdUQSCogECVpm9OQHJX7ls9khSDp/KCqc2xsJIgqtAH7DDzemKBKQdzF622YGY5catFouThGjDFur0LwJFIvK9Ht7IQDwWeR1TZuCucRzyee4+ilazew08KeK2y9MskPInK/dVieUgOT0gp3oy8vlf44PjWVPFImvaxVHylhNamGvImd6AASAYM79/cPcYIKRyABk8PEzJqZu522TM1jKgBjAcsd4xNF+9EY+8rGk3yyjpkJjRxkdfFyYdQYW4lePi82mhAfhckrd1p/q647dABvOcpyfGUu3UxklXZ56z6/aVR0oZK90ZPKzZbL+8nT8sqGP3P/Gq0oDLBqQVWN/hZOW+j3NAt5SEEBsgGEtXvTQ/jY8UeQUn0Ag/bDoUpbAsYT2Jrpja2NVi9zwR1GxMWjJUUCqPOJxucBBQAqbilhqKYKP1TPV33eet38dvPT8syxK9eRgx+ZAcyLa8GV5rfzr5BK1R7Elo7CmsqqvkSf7/EU+IGfELEqjlXLjzAulCeOmVzUNVHxFBO3ZsJL/O1oQ2rIaRC3CDLfzVnIJx55LP2P/9Pb0qlTT6e//uJf4qV8Pk6KMFLAABKaGWyw3aRGvRSd68xYleeLADHagkwI5xyjepYsWdcadSrREy/smzRBlW/BG9spc9XKDFqXDiSqKTWT0V5XHJMJK45f1idTMzM3EzRHtbWxBH1Hxnjfnv3QCbVCwIF2G5+1sRmO23xsOBolQ9O39MB3pN8gI/3ANhHpmjFux+9MgLP5VJehoYF0A0eN48cOgPvEMsQs4ubItWBkJ/Dg1XbTPuvkVG1BdWybKt7gRyb/jRIcc9cHBQXCzXi2rhEydQXmrisKHJxXOrlNYWbjKUsyfVJu9U+Wy1IDw7gUElCP6TT0jBI+nVK0yZee1VX8G7Sv3LYu7d11TpEBdYPSi5Pn3/7Vf8XOdD796Afem37yp38KfFEqLaYAWz6Fh+0u61zgkY17mH5oIPC6MoQySKavfPkrxB38ShoY7MeR5BAMjceQTTEhdrBTFXGzQfzLJQCtUJexELmN96Qa2gDYJRXkLXUEYQZ3M/pmRkaCpMpYNYILnM+GCEDdi6u9RNfJLNHRm/aulGlw5TY3XubccCLKtMngsLymUTw157EdGWOBuIqx/iQG0LGJRtWiJMvyrXbDaloehMQSSYGESQ9BgFVp74NcNlfg4iGcDTDswiKhU1K0Z/cuVBG309VL1yA2bXFmdey+Bzm/NM6lzZKm6E0wrDTQjr3cZMdq0Ghu2foFGUOvSEi07xLuJdmP1z5ZR+louS6/S+0P3g77ECfmMA56vQqbO8zJJZjBYEuoSju1ncN7CAH1lvTBD3wQB5GDaZqzZ0+ffTEY+zHjg7K47CJkhvEGZ4nZ5ukaXTIOzu96c21nbmtmyB6k3a3v1AsvwLj3d+11cSvepJONEnzIr5qNojaBPmut8d4VvNKn1lhrkfOE3aabUFvRhURWcwfVwuJkZ9CY1Qjd0o6602P6fvO3/jkS2mvpr//qr9I3v/GtkOq6OBuVQYl/BEpnbAJ3YzdFXTEn4I/o6Br2njJqhszahtTMDW6W5ud+Sf8K3pfvao+z1GoFCf8oTMtKMCMyeJFq9TTyK7UiQgLcnucU6+0ufVaar3mQwZVf00TXPQ5RBxwZlc6OubTUZlvVGrGx4djHDjarB/YdSGdPX0oL0xxCgFnOKqpsGazhndsyjSzjVf+uttqxvH8MCpgCfxYRGGPUvEhupfemvGFoLsv8wtz4sV1IdpdoXzXpEKfk02M07aOqeWn8qmZTbCxeKmlqYwD7SZhTYx+q0XH9VNrviSTff/oFjqbbTRDqz6QTjz4azKAbsLUwqLWt0Mv6rr257S9V98PnbwwIvK4MoeqG+ZnJ9IUvfCFdvnCiz4AQAABAAElEQVQx7BD2798HocghFDRiNlJ9Q431yoBkuU4ExfEa0uuJ2prKbsaJbOgDKCBXMnh+I/lg0VOVvbSQCbfiesM2GB/RcAkrOJO4q5a4hconGJjWWh7st4u3TInSAm05VKuPEiLhGkGnjQN1m1M3ZBQNTG27Cw3eiCwFS1ufpzpQ0F825S6YYdcD0/xqJdugdFMpYScE1XNEPQNW7z5PcRnES9JI+y9cuIq0c54d7l5oiQfOD4TaNmzR2AVnCYqNzvB/qfZFTrLG6AGTH65U7aPX5a/0YuP+xJu1x3WaXF6rfOdFiIUe2Kq28wg51Vbbtm2P4+De/e73pPe97/2pb9sQjgyT6fTzL8AAwjyy6TCESD/SCRnCCYKgO788n1fvUb3oWyVHlWrzpavHfaeSt3zbQ6+jp/dVSmtOF7goov62OWq5eOQiWt65Fwzrr7+ii1ITdUYXlczORQw9jR0XMZ/YApO0gppX7915jPvdgLo4Gwvu/IXLjF9nOnHsSPp5bLne/Z53p8//5z/CMeVmMOrSI6VLIb2BPliFtoS5vxmmnhXfyQbN83OHYZSUJqktCSkVkJAZ0KbWb2lEUR2XbvtbzYuOEaqXdSIJkxTyCsucat/UrR32Dua/YV+0H9YmbtfwbhjCXmiZYU1emmkpdb+s7xreGYdTdbamMmp53MysRqggzhDGMVCv4+0IKfo4X3l+mg0rx/0d2Ls77I9XVzheb91U+plhum6We9ws81Gm0HOy9ayuSpKrr2bhRkesZd1EZpiDIYz1C9i6dTX2px7iO3cOwghyFCQwVZKYGUk1QFkgUy2zeh3SSBh6x9E1T7W9dd64OZJOPfsCa1FKv/HPfiP99M98Mm8g6bK9t+58lYUmZZJF3+LZw48fFgi8jgwhUj+I2/kLF9J3v/N0EKhjR45AQDx8np0Ju0YRqBFqYiMQtky8Mh9L9njshzYsqvzUFhjPqbvCEObn5ZVAYMuBmQs6VivDHbKha2ScnEt92zZjCN2LTYm2Vqp2kK6wg1TaYtBcJ099RWkUXrlqrbfyyMt6XyCoZNU2CBkhzOAMu3COpVtrT1cIOWAgW3m59k1IPclRTiIJukcZjVqiIxRMeVF++e0P1QwuFNzjoWpRBHkvI1XL8rre+KYyfOK4KlGdYaHQG3sndjuzBtOG4ehamOKgdrylYRZvnzxGKRh/02dtm9rYeaLwYUwKISt1Wpd/lXrr1UePmtpwPz9so5IYpYQWq9G70l9VXjISjQWupbR6vc33S0s3gktz7vV+lT6u92z9e9WmlPrrR7HRKfEj8tBXVhLORp2JsemBIXjyrU+lX/iFT/O8HbXUfHrhhbOMFXa3LCge+aYZx3ZiCmrPZCzM8EZFerXC/LBMVevV+m1h60iUNpXWl/y5TeVufjP/krGo/i55bH8DsmZxDpjKklTjAbijhCxL8EMKzZ28UDXV7qvM4WaVoKrb7E3sO+YIOaoXgSOW0Mo4Nvoocxkti+z5Iy+dXkftSCdBryjLO2oasm0bbByr723iAIr/bqq2wNyZDH3SBj72oMKbI/DzmXPnaRuSrUOH0//wL/9F+uu/+GL667/5Umy+2qB/SpRkCt00ZvrkJs15qPcoqmPKMnTNNhxMxPlWbYewEm6+K20uqm7b4gZBUwP76TGkOpKYIi9lSz9zyrD2SD3jyyoFU5LY18M5z+CN+bsJwLzhHKuVEkBrALjcvY/vGKlQQ8sUGtPPpInIJCfJCGPtClUgra3Oor7em05PvIgG5lacprKAnbOOPjoQipC2M3ct96s2mi/ZDudDU/Mzcsd7q8BZiXtxiPNmxtNGsY6VeGEUBM01Gjie8ywjIHCtinEGWDKWd1CLS9O6A9Gi1HqBli8OmJQoGwP0Gt7hd4hgoZra2MD28OnvPYfN4kR67Mkn04/9+MfTVsLNOCEqsyHKaOpb3Hn48cMGgdeFISyIourwj/7oT9L3ibN14DBhKxA/u9gPDPQSfgSRPDYJ4Nk686uUUL4zmFuJcdyNOZonatj1cVPi5wTSOHZ2NksJnTR5YkvoyM+ikSWDlsLEZcZLKPQyc7ek7eCR/XtT9+aVtGdHf1oldpeLqsb5Rtgvx+v57vqJ+xUCcHce30MlwMJr2ANVqcJidOxGEM85iMW5S5cj5McdDO/baZcMb6jj8Ao1baqdVRyEVeNkV81oj98Ssrz6GK5A6c8O4L5KvEdjJmov0s9ED+9CJEZKIhoEndcjbdQ3H1af5WXZOy4gfvcgSdIWRzXWZgJq9aGiOXRwX5rCNmqBZi1w+svpMxfxnl5KB/cthXNRv2esAvhO7BG19+loz+ctu6AJG8dSohe/qUUphaorFxsNsLtbJA7awagSizBEwENiKR5kAspyz/iUBVF7OpNEM/pAPabqorUu/kWu9T+CwOdi1s2g5EICrXTHtsAuZNwsuTNal198NxcmekVfuG0Zm2K8xYu8oK+xwbhNv2aQ1GzGjKJ3YDC9613vTp/82Z+ln+3EAx0N2GkP6Gpje12EiuRPW9lIAp+6/XQhMdm0dhZ6gxmblC7EaUCW4w1hy7U5oxu8Fk5jjGXMxcgCw0HZ4jT/ObGDtjNeZIi2xFjRHr1qLUpcdUOkFC1mAH2QidWWqiHNysygTQhJuhe1JF2QYdKMQXs5QBbHpRmnUWpgv5Wk5sbI4MhEsTkEh8UDT64x6LJB0Y2J6TvW7SZiM3i7CoI0pHK1zWbMSSuyn/SRb1Mb81V4x1QOXKvdD+iBBzQu+Nq4TZ9p19Zug3g7r1O6evVmHM32wY99NL3pbW9Nf/r5PyOe4fdxmIDxwi57CfttN8duAjvps5sdpXshFQTvprE9fHTvycC3aAf0T0ZwC/O2muyfdmWGKAoGkD56HNvkFLHqSIEajIllqCEwPI31m3/vnmFUxYMBO+egUjq1N+atzqtqfY1rO85fIE/jbuNKOrPhQ7LxjNcLM2jsU+mhmhEdYdTCDCIVXyam69rKpjS5d4ZQXqM47V2HcTxOYO0ZGELCKAGTO2xq26HB2ok2GmTd/t4gRfWZFlZz1GYDKnyk7IyH9tY9xLE1KYF3bE0BV2HKeikN02ypPHATLbOuWdMq3m8KXkz2L/oo7ezYztzE5i+e5I/NtTXQPmiaMM6RrNodzuNk43opTXj2udPp3AtX0naOk/2f//X/kp5429ugt9r4Q19qBNBe5Z6Xb2upwaJUyM9yWWlC0+U9oNeU7+GP1w4CrwtDWJo/D6Pz7KlTYMZqeJR5fqchXTZv5pgqiCq0PJDmvhDjnti1fgkSIGvQc8pFz0WguZjyXv4Or1wYi5nZcXZmKDPZIQ4P9YcxbUiQeFlCbSDV+0ul/PVyu/h2YBQ+DyHQy5O4UhyrJGN4C5uOixB8wyNgzph3p4SZcM611WygYnGxd8BQApsh6ZcLjVkhl5Qbc5g8Eh/VhR7RZgR/7Yf0Etw1PBwLeTBBjbV0vQa/5L3MVNfqBNLaK81DgLXX8ZxO+7l9eDAtof42jMYEO/EVpJ8uVqogdywAawy59fJz4eju1g7Js1v1flS6ie0NxM6FScKulJMlNfovDDK9aoxwv3G6JLgw8Y69DKrlaANnnaYMO5gbJSuU4UIlE+tC6JjXU6PY+q1XcmE92X4sM1lRt30BbvXFsgl9Gj9KU2RucrzFHELECaXdbiwqMFLOr4mpGez/9qRDh49wBukn0pGjx9MlpAK3CP8jXExxvBkwtvacSg35l/gUKQouPzi/FsYg2yYSY4/rzHhnTIzQJ7Vp4msydItI1dvbOKVEhsqNELRArsdwMJ5gMYCdmecbzyGhvL3k2deoS3Gm0u5sicVynjp0YJhGxaW9nSGYomw+ZCqna4Hga61twLF2wxBUgSe0xYV+eMfOCDnk/a1I/T03XPvmThw9DOi+pduwRDCJLIiac7RRv1izzLuewOPGMDYhAGiWa5lp++0YCjMX7jJfs6lKA3Y2yTka8zSjItemDPtGzubf5s9pU7p+k/AxVLRt+1D6zGc/k776t19PX/zCF3E8uQztkgGSIRSfstOKKlxxTgejIRm1Wl3im3O3LhmUKY6e0gMZImin886547ybh546f3xWkv11s7DKn3NZm0HNDTTBcR4ZSUKtgTS2jt/l5abvRplNt1+FH9arbfntboL7g2N2sZ+x90jFHThUqVKeRnMxQoDtYQQWt7Dh3sURcjJcbeDD3fMjj01uWnO7m381Gl/uC3sd/NzMujZJ75wkjefgKPhUNkXhoFV7CGUlH4xs0nO6vGEdtIc+ujmWMc/P8nPxzzEL/OeJY6kdo/iQGc4+pMzTnEjyfLz22c98Jv3oBz8UjKIlF9rYqI22OujVVAVH7f46t+JJy5vVUh5ev44QeF0Zws//8R+nL3/ly6mbGGf7sM1wQQ9vN4hvXpA3QpcHh0iV2BhyJhgAGAcJmclJ3chT6s/oyVrAlILpmGP3uHMASWY/qoU+7uR8TlAnmsxU9tB8ZWg9wfFJ17BbMTaWNFgbm+t4v02gLmbdhEi4cHp0Vd4NsskOBjD3g0kqA+eflJ82ytS5CBVC78IUhASCNkfomnHiVm1HSqh61vwGlO3v94xapI81BokHrzzJmdEmJXSqL1SFDWAiILN76MAejkBbwLZ0IQ1wbKEM9hUkoROTo+nwgQNp+3btqFBjsnjdvn0jFmIlOi62HsXkDtgxFV7uWpXuSNBcjOxDZgpzF5RSKMGam812OCvYgpqveENXCZpMoOMsfqge7UY6WXDmlQPk7hKC2FOX/+JkCUFGNr3LhV0dR1tQzDwmv++wmBj7zX7cRjKkVNaFywVmFvi2ITE9+fjj6RMf/3h68u3vRFU/nl588UJISLbj4S8cZapluKNM64pG0A6+a5fxLP+KXPFb3GLHAbwyN+PcLvpWGTzvyhxYhn/Ctg2zC4Qx/LEY8W4njMwCdlAyEAZgv3b5OtcLbMg44xgpvZ6snqlqOAw3ATKLlpPL1CxEBs8za2k4fx7JWE11GNZuzi2j7gRn4g9cOUuMTJN8TcwVrpWG9fVyVjlzZO+ePaHyHARW/ThCdLQTx5M+6fCxxBh19GjekUMnbdmKrSWtix4DV9OqzC7f0Q7qtY6QQPrN/Xxt3f66OwUul0cW1JRgWJEs3bgxip3cOIzLcPrRD38knTxxMv3nP/rD9LWvfS1tayeAPpJINwYee6maUgnsJjYShlqqD7It4JkmFDJ5SlKVuApW72nr5jg4v/QGnq1dV8Po2DT7GSGImD/DwzsjyoPzT9WkNtgvzQw2ddASBc7G6S6YbJw1oAwDZuxNoW8f3Wh0g5M9MM/DvOp8PzN5Ppxm+nu78byVgeR8HZw6DFbdnErlft+rkc1vVX/FvGUOK6UzFmpr0p7cjaq0T+aR/6TMmIZkmardaFm9sA+GnG/XKJk9tQIlZTt9mXaZyWxeJTOqU5kOPoae+vo3v4OqeDK960fenn7pV3456KCbZ5lSq5GpjDEuhT78/qGHwOvIEK6lv/u7r6fJW6PpscdPhoToNkexeYSSXl4LhAII9VCAtIbVXpd55rW3X1aqvswEZ2F0V7rSq10gB6eD3NUKqoxTXihUE0nUPP9yZ4jpY4fGW6oqLd2JJWFb1iFCivkK0hgie4nsxUtX0hjxsDhkI/g7is+EGUaxk/OTDc+g7Y1hdZiR1Jj7KdE2jM4S0hTfnJ9RReBi5B9tM5u7W768nmEHHFLCLaioE/H3MCq/dv16OnL4MKorz9fUqMbMtRQvlh/3/x1F8K6Hzg/tGAqD+P5+j6zroK79seC/OH0prWhYjqPDHVQW05OL6fm5M6l/ez9G0tvTfjYQXS6oLKQyTLati4VGhr0N3aLq0Tr8JVQ0z7FqSrynhGIRZskjsjzWSdWLjGrsyCuZVR0Xki+zn1XI4sIDAoGyfTOGy3paipF5N6SLsdc0GXCnPrxrONpV1I6ZkagOSKMc2yVxVxpg4dppyYB4hrC4snvfgfTeD7w/vfu97w1J29kXzkVIJUuTGdThp356SeCxDeSv1k4XmsIU1u81IQfjy9yy/ZbZReBzPZi9zgwhBTAcoRLmUizcgjRmAUmTTIInV0yOzGLTNYeZxBh2jFPp+vVrcZqHqn09MI3BKc7bt47+bUiODcoM8yLjR187O7Yy5jzTLo1NQx0faIMp4Jcv49PnsUGU+YcBFXbmUS3sfRlj1XajjMcKZwufOncupFuepuG55Tuwqdy3aw8mDgdgDjWLgJnALq4LKeIKtG2Jdm9iXIsGQRhKcfwtiGUAM6YGlCotu8elWXmL13OK33xwQ3V5L5I3k4zhPBqGg/v2pX/4c59Ox44eTX/4h39Ef2QI/fOIutvB4PZjPxjB9aEvMfRRJu1kxymMnHNFAii9kxl3zGRKZNT1ZK3D2gJqSJ5xMUXcPEN+mW8zOCozGPgJLYqGR4tf6sM+1nu9TuZao9d5svEtmF5wZQ3eSyYvVNzgmQG7ne/aOk/unko3ro6nqcFp6O4QJ7DcCFOXzVvZzEBrGwNh2xzdB08yWDrlyBB6iEJrkrmWyRPW0jaGhXkkBcwbxo2g49jJFAZD6FgyPpkZr4UQAnSuGYYBcx5t5qjR506fTWfPXkwHCcXz2//db6ejJx9l3NEaOK+YY2Kg5VQwsbW5D3//EELgNWcIZbyUOJ09cwbj1KchMpyji6eZExAqE+rD7DQAckExndb+BXLHdudBoUp5FQKSEVfxOacwoDZ0Z3j5ymUYKMIesGPVbqLdFY+KY9fDtztEF4bOLR7IPhC2MGaw2GxXBiGhQ4amUcVSJnG1XlvPFIpOxM6q1qayOJVvM/hID687y/NpE6ElumiO9Wwd4AgiJt/Qzp3E8tPDmUUHqaopvy/EMgPkLk9R/xxqD4MLazcyx+I6NY/XofkjZxQHcz6XLnZcZUwwWtfAmrq1k/HUid3DuzJDRf3WUd6rvZ6/yviE6KLpSfyIHaRX0X3jniHmhJBtR32kNNK97U68+k4eO4gB9yRH8U0jycK+DdSQ8Z1bhCmNQ+fZwbOI7UXKoNlOF97dLtpBDGvfUKn4HdXV8Cju0PCCBgb9Lck+ybBMTk+zMOZ4WwbPjfd5wbYLy/Lb/JaT4c3dKDc6Fnnu5yPDMS8anttq+42R5q5fgq3944XLV2Mxkth2os7ajje2p1asQMhdTCsjGFWKa5bjP6+DUQa3mVpxRrhHTb3j3e9OH/noj6U9hw+HI8/YFWJAIglQZW4PXOALM5j74d1G30qfi+MGK0E9W8klnt4OT6cscVpGUtcOjs4i4dPerZ353oN0fZbFTgmgy91l+jqB7dmFi5fAuRuMhSedgKUy3fxthm5sgvnqwfPSudOH5EK7Ps/xdvF2gZTltH2hxiOiQBvcp2WzN6qn0v76jfqF/WA+U+YmpKcdwaA4sBmeMqCaCji/XahVqnoi0R3gNQvje/PsuXTmxYuolL8ZksLjR47gkEDQehjsIc6PHUTi2U7bloH1AirkbJNL+TDG2exXCTR/5HFc1zaYR/XmxkWBON/2Md7hmiJUbSNojdQN3KaJUXp+CXUx8T9/9Ec/jJPAUPqzP/+zdPqF0+AYMfgY/+Kg0CFMlRpGmbQP+Mskek/4BZ5Rh2YADr/MoBJ3N1U6IHjCiHOm2L3pHKNGxjmlRFAV81bw0ggNwYRFn3NbWz9b6adMkPigBiD3N7+hNsGUGRMuBGMFb1vL8Wk1xXxhXMUtz06GcMZ5ztvxuFdzMg+N2kv75+en0sUXLwM/D0xoR2I4HmuamiHXLhkuwAGMyvwsY1St7aWvFQYIN9cnNyNVCapj4O/4gwhaX2uKoSefa67mWNleWk0KJ6IwTtu35ZObnKuGinEsBZkbLk+Ykf7s2MExfpjtfOu7rNXd7ek3f/M30yc+9enYrLtmrq5XcQXmrW16+PuHCwKNFfI1aLcTRWbQ9NWv/m36/jPfg/Eg1hxSGRkt7XRUGUvFMivYaISI6gKcJ3nj/iu7kpmjpiAcazCmRHwfG40FyoPcIfdRoQufS4K2dV2oMXdDFPo5rUEVlG1yx1waFrsvFg2/dcQwUUt8l4+ojh+hwuTbHZ1MYjPB4hQA6tq5A8YTW8XrN28hJcGQGeKkUfYQzh/G8epCCqGdls4uprzYWQMLMotV51ZiVLUTiZ/23llyIe2A+ZoPG7HxSQIKjxMigtz9nBAzN7MGU8iCHH1fo59ZbbgdWx/P/Rykbol3JIFmNc1dy89e4pPlhBxAFwbMRXwr3oYyQKo4N7Ey7iLG12OPHIEBfJ4+Iw1CyKVKS1hDo9L45BS0eir6sJuwP4aukIh78oEMguPhQqQq2eR7sThBGEOCVKtfSWmVOQhpI31aJJ+qbEP7CGfhLXGtjo8LZPXdqKj+IWDunWyPqjklt+EEAb44F6ZgSEcgxhq2ezyUYHZBMI2M3qIR7TDnOwMXDSWxUZIvWLy9EBIivSJV/R45eix9GLXhk295W+qHGbhw7QawzBLDToi9ON7wQi4lO1b+5dTUs3UWIZ+bWzsmTQB0XNFGbQ0GfpF2dHM6hOGkjOv4/IWrHI2H6vfmTaR/N5C2wPwCh83ah27tS904EW0m/l4nC08H+L25toHQq1amYDPl6hRxh3dWYaiVGkbweRbmkJbLaZGnpGWem4pUNzsB8JtFLc9hsrs48s8e5Hy5N8pdZFwtLphFjmNYkolGCjoA3ejAZnBBZggctp5l8j5/7lw69dyzsanaiSR8/969YRqzC5ztAKc8j3aZxXdZ6SHj0+HiGsQIXI+W+tEE8frd5otG7gL9/Nz7jWcy1Mv0TzriEWnveO8HGIvu9Lk/+BymO19iI8ic79sJimHziBTUo+NKshVuFKVrcR3j6jzLHOcdaJ5HUvpbcwfpOQCM18s8MR6edKrYscoM6swhnIV7c9tLzYIkP3PtiPHhd77n/cwERu7iAl7LX+17o7R7X5W2iqNqq2SmppAGb0X9PrxzMDZne3ftS2cnL6ULl66ggj8WGobLV9CkEFTfqnVIYRtU634D/veu+e6n0hvNV2QK3aT2Qh+qSTgKZzc/tlsQOjr+U0MidZH4ZcYR2sicke64mYx1inJtXdCiqIujRq2rpvI3lM044aS+9d1nCG+2mP7JP/nF9Kmf/4cwg9g1QpS7OxoORmWMqu2769rKHLKH6YcGAg0K8Bo0ubqgPv300xwJhD3CO9/MAsf5hyC3p5a4iK8RC6qoxWJSByJVMenBJ9lG3So74CGOoLuFqtYJo8F3Xk+sm6kmwWGl1Ru2FwbLNhbCFESNSalNXieSCe+rBonEZKsm87pgxySGeGSJQCF8jZwesj42Po6Uh6DX2Aumtj0sjNkzV6nY8MAQ9w05oCQkv1dlThcXWThRVwlDJVAuOhpLb+WdbUj+ds/vIKbUKAGub6aFWRgoqiBLGhsdY6E1BqDevcQBZIFeRrWq59kAUh3thkzVEYkbpRHxY6OPQhW0jcuMtM4LtyF4LqTGcexFvXjsyIE0NrmQzr54CQYNg3Ve0wkGUxa2sLns8dGptDh7h7ObMe6GSe+DsRQWNmyBE2XqOCSxkxAisXJBUtKh7c/snCEmSi/Kdx6HlaDsyzArI8F8Dg4pJdhGm1dgtHBq4K8HidHdqZRTvu/O4Z3Y/QeMawQb4F+6fAXJ9CKMkwb64haLMOJRpbqhrmMRjjO0u6ZDqh4lB2pV6yrstmE0eqPtqobe+tTb0kc/9g/S4SMnYAJn07e/92xaYbHZij3cAqdFbAYn9Zw3CZM8St6ICuJ+cy35SfVeZOLDe26i5vEU3wRz1qm0CJxZZRxvzd9JI1duhhpYDYGMh8y30tregZ0h4XMh2oqqs10GoDZCwqINPax2bsJGFd5m5oKLnUys+bphstxkqLqLMmsMiXNbYIK+kap0KN8RDwtjQUV0uw3crPlnwdQyl2VaKMZchnrxFA97KkO6yPGbGmWoPtvMIb1EOmUx3kaA7z4YwwVwZTFdYU49e/ZMBGE+fvxYegRGYhcSwy4WaR2abJ+4xUS1pDDRaOAmtx4oOXaN8VPCvMomQzOJFc4Kf+bpZ9KT734fzjqD4Pn1dO7FM2THWQ5pppI+TXayFBjoAhMl10qcpV9MqGAY86aEzSd4qzOJSQm2/XFTJqz9izOJkW7rtBF2g8ydZmYwXq19tGJV7oPMoAynEkg3wx2dIfOvvyjtk7nP4+s2PFii+vP7umCQxSb/Syvc+HuSiZI/GVrD8ajqntm3Pd28OpEWD+Zj/zyNSVrRDxNp2B6GNZdjQQ+YQh0MzitNXVzsuIsh1HtdaV9mCjNjXqqy1tggMz90LgtPecYzr1NZZSxeKhVWCONaJI10UyXzKd64ofvu959Nly5dS0+9/fH0yU99Kg3vPQp94rQWNmwP1LMGOpamPvx+A0PgNWcIRTztk8688ALqry6OqUNdy+K8QsiGgpiZiIk5L4U9Pn8gtFx3CFSH6P0mkZ9AekZTo/wgELTF3aI2eYMwSfm0EDNILPOEkqlV5dLF6RoyTdrGuFC1LkBBUHnVRc0QDdqHySAUghrVwlypot6+vY96l/EURMpHfhdDPfKEY+n7mrZO/ApoxMvxQRshBuzWVdGtwsz2QdBk6BawmfM8Zhe9E0cJ94M95MUrV/FeHoNhxLsVhmsEm8WONgN50zfe1+tQNYN16Ehj/zJcuPEyk6Tad4W3hNOylBZ4pJLqStW/Bjh++9ueTCOcvrI6NR673xU8qWNxl8ghKVvjLE2lTrMLY2kGyVo7sNfo30V1bpYjpxYgki7uNNo1zNW8DzWPTP82CH1fr0pzCWmGpa0q11xEnRLlecZn7vK1WCS3o0pS9SUzKFPYSBnm+Xf1upGjehWLJIy2DKDerxJh7eUcVsBNF9pQMW6PcbqJSkp7zt0E8JWIe2h9NzjWCQeX21wtubSgDcYPiTKhZD72Yx9LH/jgh2CW2mCwL8CE3WZDsy0ZumiFxU0b1IV5HCrkmMA7+fqmHtR+CMfGk/hRq4xr8SSe5u9VNw+cRz2HG/wEfZtD9f/cmdME973BEYvXacMsYwGDQPv6WZREhK0wsEoDvVaFrfpXNVYHUiyZk9gYgBsy685RVZSalYj51u3cdG7FWb4OOHlLe4sEsDapuY9KVc9N3syq23pOGEGQJhZ0SpY/MxebEevXoagD72bn+QIMkFIzpdNUGhJD6/e383MzONKLVD2YJoDatzDMHJpO3z9zNj196lQ6gL3hsUOH0onjx1MfOGWokXaYwnaYD2lhO1JVWZ7SssZ3tIiPyhh4qyndjRninNK/DjaJqg/d/H3za3+Xnnrqzel3f/d30+///v8WdpqLGCu34zktaJWMig9xRZ8yPcv9s69ZJaxqM3sa6zFsPY6PNM1rGQ3t76SHhrMx6ZDn+1kyGLfu8ZFhoI25DlFKsQzxI1NYhYn0TlMHTVEcUxn0e8NooyptF7bJMLRdbJ5dE2aZm2pXjIZgOw4d3BtaDe28PW5TdfF1jl51/homRjq1Qti0ew7RRtXX7gs76Y9OhaqMGwIIMzAydWYQptCKIzFG0G1HXyZerTXFxDhkL3eeOI7g2B36oXbJgxQMBK4jjRsBhQbaDT57Ggn3M6fTDk6S+p1/9a/SJ376Z6Pe2FjIfEOHW1NphffvhZ3lvfvJU/I+/H79IcBmu45Zr3rtLvYamn/uc59L//Jf/PdId26mn/yJj7H7Zj/NzmsHrvxOaglJNKPE0QO5TTIS+TKjkYQmP+A5/6vIVe1GEOzI6ETIf7Wf8U5ZLNyhu5sy3Ri9yW5pgclVUNyzjJHUMEHrXqsQPb3L3EmqulW1Z/k5lplSQprFn7Yu3lfdWiauuzqlDKo4JR6GywjjYSa+Eijb5FmZtBbirPpB1aIqTo3FXTCQlrDA5wUx9730IzrAR9jSSFRcVLEnCnVPLKAZlrc52D3CdOi0QL2jhJkZh7EauzWSlubpB4vh0PCWUHV5IL3HGKk+1b5GO6CQaJTKmqDvzQK3eob6RTwBrsJFomdePw1IPjoyFgR/02a9HLvTBN6w3/nu99Izz58LwuYpJ6orPAt6s0S/Xg87XOBoWbGQ1RbyMAOr1RyPyzWNeOuTb0Ia2R12qxLvZSQ9Br/exF8sZJYOwIW5H46ZxLMP6eo2YKHEROmOTLeLm5KLMgZlIaxVF1+BG+C334YRkiEZQXLk+ajifCfqUfHBnfnt26je6P8p4n7NICXehhr95MkjzJ/NqLCIGclcObifRSkWCpkQFmfxolb+PGO7d9+h9Cu/8o/T8ROPcLThNbwiCcMS8I7lAgYwQ89fOUVHGYv8W9yKPx7G3MqAyFkpZ4nxW/aejCT4iPAp9bBZMS7gnIsLfTrPRuP02bPpGurpSUMahfQPxzHyKd1TotvFGAgTXgz4iQ06o4i34djhwsfzYAhZ5OCTIi27kWKzpMTGuaFKtJ6irQ5bHssYRx5GPZEJm0zqLskedyHJLMlp78aLQc/vwKWHXZzQqZWt6s3rkNDwLW6UJKPDtoWfjA34EWo7gKh00Y3PPIzRPBvjNjc/4NCTTzyWHj1xNG1HwtQLLVljLiwQ+qeLd93kyFQaikkNil7W3itz3zpjfIB/DC+/cxNrgFLUWZsP1eeaLAjnJaTyx48dBY/b0v/17/99+sY3vgHs15jjHtWplynmMWg9hgZ38Bsba2jAHTYmHq13G1trN5OzmDhoyuGmWDWn3zJl0jJPIvFc3qyKZHOJpFDHpdYk86/piIyYyTnk+zJ/br5kgMraYH/vNm+I12of2DwyfmpIVDUrtRRmoSqljlDRc68hUay+a+ECzL5gSoMK9caNEeZjjkOrOce1ayM8B+fZlIpj0nzXGfstfdixQ1tfcYVNPPNJ/HQjrRmPecJej0GKcWup2p/io2OoqYxMtmGVNDuQqVaQ4HwwhugUp5OcO3+NDcbpdOHClfDSV5viyA9sbUsnjx7jna14xKNB6UEzgu2usReNyeupLEHL0RJA7bHZZuPN5OrElOHM+cvpy1/9BnBaTf/m3/zr9Nl/9t+yXumUSOGMi+3LByU0elBfKnlmyrQ9X8fvxuXDqx8SCDQo2mvQYBFE6c/ly5dRS15Pxw/tTQPYDzpZVBvK4AXhDmyr7D4KzsV9GuZ3azJPpoLxhKIgWCyuTCglB0qjCrNnO8zO/I60CWJnoe0aoDPxVEu4uMJixP2cSxG8BCS3MRMmpAyoN2UQleLNzd0KNbGMkoyWTJOMW3hCQshXVubiOCYJlAShEwK1qN0Nk86dmrtm31vArkp7pakppJT8k3i1seuz/UoITeHggDetto4RF43FqCxUpb0uqLOEvZCI66xgr2tTmSwGsoVQxoLD4ecsDJ3YLA7CaAyzm1dtPDM5Hjv4BeITGqtReAbsAJ59tH+NVAbHO+sNUCNnGaoY77gddyibxQ+mGmstYAXpgSjvYEf+2MnjEdriEqpG7baCaWKRsy/+KynUvPwIhpChYy1nkButURZYktj1zadPpWEkn8N4Le8i0Go7EoA2Qp4wZBA/iS6Z+HNxd1E3Bp31jY9zmgpOL2ETxbg5dkoU3BTIvLtpED/q9pa1SnVIUBrsGM/xNzFxBUkTmwlVeTQa1gXCnwmtUt3T584xBqhU6YdSxBfOnk9Hj+xH7UhMMBjKhIfjfphCx0LGTHzypAjL/5EfeX/6uU/9Ep7Km9LZc5zFSpzJYLzsUm2ehFoaOCn9asCpgSEZX+JRTK08a3JnAjbglCYLbWw2lmh/D4GRp3BEuj5yLd0Yn0jPvHg2jdJu26NqemDPbjyDe2C8kKCAyy48wnYJmhCg5jqfioANLvP19u3pMFVYkvHjt+e1GtyZqEPRKNdstwQdSBU7mZcyhvUkSpHYDgVe2WfHhKGpJdWPIoh4Rp/Jb1xUk79N/nb+KhV04+ecU7rmuHovBIn0YzN4E+UzvqY8R2AOAqiMq/CtMTky7tpF9iKB6+tHeghjtczG8+++/e30nae/HarkJ594HOnhcBraty9NEzIGO5FglJyDbkQ0BbC+2PBZR2Al9TqW0YJoRO2uN7jLs8hpl038NpLDFhj03o4ecORF6j6RfuZnPgWMOrHxJhwYznPivfa625HkmtxwOBZuLFaJpLCIlIlBDJvQRu25FdLRATb64qsSRPFnEHW0jFHAvIaHUTAfMoMy1xl+bWFPq7pUqXgZk5LX7zxK1TvN13M4gehxLt1286YZgcxVcZyxPpk5m1HqrJYQMAYnZfR6YKamiPvq+CmBHMSp8MYN6D00VrrlumGII+GjlA1uFc3LEPDDmrDWTyWbMoMyiPedgssyP/jL5s+1MgdUz70X54VtRICwUG/XAKN0Uzt0+x6S7GinG17aC65qEjWNg+E09H0Fb/MVaEVPT3+6yUbkO987hZZlNv38p38JB7Qfj0JdD50a9dYLN+usJefQRslHvnePLBu9+vD+DxACrylDqHRQ5L1+/SoL+yqxqLChUfWC96i769hhxSreCoE6CvIAlHKS3IVd1Tz5fSWSlikjkz1RKywB2Y3Mn5e/nF8CYJwzS3InGXWJ5TUs3spCZp4gIq6I7B4N0yJjo6qiE/shVX/LELUOiLgLrmL5mMS1filFlPl1h6a6xeC6lql0UGmIzKWBYXW0kQHU3iYTAdcUd5YQaWxnNm1RmqL9EX0Dhn5rn1NvLFe+J1w1IG/MYh7wQwIoYWrHSw65AzHp2lP/YB/BrqdQeXThFYlaeNPxYIJU3+nsEPlpn9Hz69JZi6unu8eg/qjlQpCauwbauAqGkAVKFYlH2iUWnFW8H2XY3vLkY1G/O/VViFknZgZLRuW+j9SoI2cOGsulvMH4xDhqvHHsKMfSkSP7KBeJL4u/TDqyW9gJYA3MJeSOq3DzBA6l2o69f46fxNfFRgZJfDO1wmjs1jjv58XD8nWEUMqwAo7dId6ewZe3In25BcN58dLVNHoTJxKSuRYWYZxGJoMROXBgN7jRmSaQuG1Goqr0RS/t0bER1OGD6ad+6ifTBz/4EcrvjJNfxC3n3ssaHTIrWGq85EyhJfTf2zZdJtTTMdpiXi+l5y5dxCv6CtKF8+mmfUXyBzDSIIyNKmqZwFVwNphf5sYSjKIbrzw/cHZAEipDIMMhIxYx4ZA2djAmm2IxpDkMWsxMFmb/eb3MhscxKE5c3IrkWHk/Et/awMpE5cSbqtZCEpRh7JQ2lU1G2Mwx7newewz1HO1ynhWGUGl1YS6kM+08k24URk34OXam0o7s/QwOsUEMXEALMICDTzfnEI9ev5K+hxPKCzDSjz3ySHrHE29Oe3fsYvOAKQF0Yvu2gTSLVFFP5VApw3zktlpLaXVUR712Jt/3mSnuiPS1ayVm2v6Z3MhcYNwee+yxwJ+ZmYl06tS3oEXdMBWck1tzNFCqLWOlVFzJnY5Xbkhk3FqT0kwjNkjrHFM3wpprKFVXst2aHHsZbSMr6OXK8PHHKHvxAEk6vRqndTBvl5W6ZycgabBhpWR2RQc3JeYto6W0X2g5PtJk6/fUpjlMLXT0sh9h4sIGwU1CMLu84rGrDCywbIMpxDRgfCQ2jdthgnPM1TvBQG6mPPHk5fZLhrJIT5XCunFVgmoAdJlbk7RNcPm9dYtOO54IpYQ0hwwqa0LMZt534+kcVIJtMPhp1opvcJTsZWJ+vvXtT6XPfvafpqPHjodJl85c4pBJCGUoxc/4iGXZm+sk37sr/zr5Ht56Y0HgNWUI7erIyM108cKl6LVI6C5SYunEknA4OfU8LYjXAE/1jktBSd5vPCv3nWzadZiUzDjhlbpV0y2JTuVdn6mOzOJ0dlJMAFNZQ2yjUgUnZez6eduFwPbPY1SsMXFmzGTyqI8Fz4ZKbN1J+r6TV0ZV5sE4fEq7etl9bsW+TxWyBEiCy/4fFc1QlGPvvCdBsC53e0qV8hTjkwyljYAvkvdMO3bsIKzLajjKqLKJFPlrGWo39KBu428nEkKJngfUW6jwbCdotDtkJSxbkNIYAHh5bCUdOJi9X3OhflbLbNzd6Kq0sTw3yKkwkVhqx7KG5GiZP099OLh/d5T/HeBy9epYY0dcXr7f71oTpfkSVNAvzUBLZ3BQmZ+fRkI6GHEOt6Oayc4KuWDtkQpW2r5FVHghqaQAf8vQ3caRJXkSImW7sC0zXtUkrhseyP7oTS3u3Iap3YTUqUu7I6RGI+zO9V70POduGPOQVINvoImCGEKyjMEUtYXdkjgxC7Ny9fpYSJd37NyVPvnJn04f+/Efw+B9BGeb69Snmiwfcm97S4p9DnMEjda6yXF3OP1W0hUSIRZIw0y4dPp7E4vqHAh3+fzF9OLly+nUC2fSDDhvUOZ24NeBJKuH7242UpbkPHTueB64EmCPvlvm7G83OqEajrkvs5SlLi7gIQFkoIxb5+bKTZaz0nngtUzbFuCkJEZVbDU5T2J15KZt9jqY3MhEz/htu0xi+hpwqiZjEcrUGyInmANoAx0PnFxhvKdR3csg+dfBn0y3MJZJrAeVdg4Fg9GgNJbFfyT3ixw5idc/Unw3EUcfexy7RLzMif35TcwkXjx3Ib3vPe8OO8Me5vskcQSVQnkG8CLvNDYcInXuR25/Zg6LZKrap+oMdT530WY3xjp4qPa9SMiffWwwfvEXfyH9u383RRvOhQpUplwYqXVwbrrRDEYQmiYDnBmSahtUufcGvZBp6VESiTrccQv6Vhvratu0D5QRjJiGAbPq05d7naX6Ma7UmevN5gX21w28G1tpveNFlshjLeZ1/fBb3BQflbQNouqeQDOgaYgr0IH9+wjJcoXNPEeZMn7SzWDYoPcyhb2dhIsBh65du8l4jwQ8jIjQx2ZfrU0ztJr757PA2cpty3LM1EA4jv7prS98g3Hlt+9JV/1WkulGVVqUJZngLmV0KXGWgWdXt8j7bWjIthBEHc+vdOb06XT9xs20Z9/e9Fv//Lc4yvJdlGRN66fSh41zNN6r5invNZ4+vHojQuA1ZwifPfUM5yGeYqHYEvYQEkcXxqw+ApH5XUccL9bDHO5LZEPGxYom8xWMJNm3atsGU+VB6+5K3RHdqe1GQ+TOhHKBlLCL6IUQOPlddHog6O6ElheXIfiz5FXlzILFRFrkKK1Y0EK6o6eWC3WebErzVN/K2En4XKjcRTshZXCdsOFNWBt1d8gzY2OErdjC5CROFIxC7OQoTwIEIIKBFB6W1ckkzh7DtJq2RrshqiZ/R3KVKYnuheE4bTfpFLJt20pIC1V96LAi3NzBC38lm2sSKeqVUe+FWMrgqopw96+9lTvjYIhh0rw3TTnatESCCtVak38/wKd1u7AoNR1CVTwyOhoLLFXHInz86AHabKDWWdQaLKb08V7rBt2KVINOHZVi5KG2NdBEOd67w2HwI6iBZIancQY4sH9PEFWfqT7U2zqkP7TTpITWnbrDFb1nHMRKF0rxUYmRfSpJfkx8EobGKHNH3qm9GLg4RniHcY6RUzo4wdGENnYeQi9Q7YcCUxlY/0Y4rWYFYv7Emx4NfLxw6Rre+nvSb/z6r6dHTj6SLpy7ikp7HHzOuOWiF52kUGGhtCsnWmv7Ak4FSrUnZNkE90Rzg/lT0rcAI6daWk/3VXD7/KXLHKF4Jb1w/ny6gXE9cpjUiWp4G/ZhXTCDqkadI4s4ryiJUk21CBzFKXFTGAgnAEDzaAseld53fsqMaZKgylSDd5kb8dW26niybSdSNXD0Fjgyj5RXRsy56VxQDarU5nbtnTxfqKc2l5QkOl8dH8vUDCE8hAF01F2jEUrGNHFxPG2mDJh0R5jQcJj4bHMozvqnhFPmUC9ppfbdzlnKZEYH3F3MM3PI+6qRuRsG+rRb6buquw5Ceew9cpwQNtNpcvRW+pP/8pfpTY+eTE8+/ng6gQPKGnbMIzgL9bMxW8EGLON4A8csU+Qpm5n8pPqcx5Vk32SO7LdHyXke+OWra0jlh9Kvf/Y30v/+e78HQ3MNlfEAY+IcQaLJnJ/FM13aKl10wyuT5yZZJitsxSlzBzZv0jXNJGS6ZAqFh8nzf2VMxD/LnKZeVa22Q7VsY97k/jgfqik2k4yvybwxNpU8zsR5cCCvL9I0tSlMHpJjnp35crzNfmz+lJZKn33mHHeecsk95g7lyhj21jY2ttO1RLvOPbVg8ePMWSWiCh1uo/0KYQSNpGkx5jZVlb/t0LykD9x2Q7NRil7X+iPObMJeXPxRRbwZJl56LP2VjkdkgtvYB9NehgJcxPFvGwwpjKdJKaGbo7C7ZjNqHE07FSYT0LAuxmyJsbsKc/v33/x7xmog/c7v/E76pV/+ZfJRIPW6Jm3cWmt5mP7/CIHXkCEEncDYK5cvI7kYhdirFvUYMqRCLDDaeeRUZrXf/rWiYb7vpGoLKYuEOtsJOcnHxkaZkIr29aJS0paL8bswTk5KS1EhaJJo5O985mjYYTGxQ63HTFayY3llR54Xs3w0lMRPKY4qvEUkRPMLE9jcTIdKoRd1SxA3JrTvt6ah7XjuouozFpwSQx1rDFtguBrhImMmIVlGGhELSa2d3svJXlQglH/mR/U8+aefvaiiLdM3PO9VoqLK1Lq06zEgaSTGSZiqKjZlRlavuSzNhVzHghp2aS6A/P1/7L15lN7Xed93Z8HsM8BgMNgG+0qQADeQIrVQi7Uv1ubIjiVVjp1GiXt8TuLmpLETt6cnSe2enrZ/pMft6WmdOI7s2olbx4uqNrYWUhJFkRRJcQEBAsS+zIrZd8xMP5/nvr/3fWcwIMHNtSxc4J339/6W+7vLc5/7vc92c1rlpaUrN/PlKjYYMuUxJuVGVtPupxzx65hMYGHY5WxID9x3d3riqecBPRP0jf1/M7lX7olS0uVl6RjPO095nlfHrijjo1fSZTay37FjBwbZ7BAS5gI+AzjgzthFhwdk6tk5RqDFefKRPmTATpLVSfoRjDhZqaoBAcHM5wME9qL6FcTR1bHIEFhMIwWSUMUOTizaFzpMVB87hl54EeDOxPLQu9+RvvSlL6X9Bw/F1nOq3FoBZgH8LCP9WYN9kJOHatN6JF5KKQVrkSiLUsfcAvmUqlmlQdq4LnBvQwOLHAOAYxZxeqA/nUIqaIy9YaRKBvRuATBs3r4jLQmykDS4CJvDscWtzOYdS0zOi4AAaU5rVmlL4OTka4tGbDTuGRnGzhaJn2DwGvVfT0DgOspnDEwXWN2bNoXa+Dzq6XMvHU99eCxfpTzmZ9saQsVF4VB/P4GE8Yqn4RxPjvlQ9XOPIGwNbWAf2c7t7WybRt40FeeV2LfGeek7tnPzGnQRfUZ5XYio3g/4b7ORBPXSiEBBj/dRvgVH2sQ6IZu/5gBKSQUbTs5KFceZ1JWKu7Cwj2d55wwva2lblza3dLBwXov09VI6c+ZseuDofelBPm1d3REqqNE+Cz5YKkSUxGMJJv5Xd2lcfaU/jj2BteBdu8EtSAq/8LP/Sfo3v/M72BQPAH5Y2DJAYl9mwNXQEJ7p9I2aENvHvhWI266qVAWDbrdpe9oGxXXL4OLSvpFXD2JvaqgvYzoKThVxed58XinNo6IVYBovUbMONTBFUoItKHOY2d7Svtqb6hTn4XmjY1l7pFd/kfJcUWpXCYNULJQ9nsDDXd5v1IateOGqwndRreRUULsymZMxTZXaOd/Jw0vZrrx12W93sXEc21Z+F/OCY3eS99kX7ts9jxOaSaDMMIV/ro1FfSOLTheEJaoo5237tLevJbIEdrowGPvpuWMnsBtcSj//tz+Tfvqn/yaZkZHpZgqa77z1969ZC7yFgBBgAxH3EoTWvTXvufM21FxrMSJ3v1w9Nnk1A/dmk1I3HggAoSeWA9iVm9IdveaUMmnzJVvUiDZSaXznH0x4MDVXXKooBH3GknKFpx2hE/017E+cOJ1QdNzwfqGkzFtGpNdxB4PKd4fKC7BVj/pP6V8/DG54NIdbWIftT9jrMOiqC+IerIKpRjYmFjwY1sXR52QYK1vKHd+lCSmPSyuRK+JkWp1fSD2X1bG4btPSPkzeAlRX+K0AT/vCtvcda5DOCFisXzBZ3imTMAUz4l0xIZZ+CxhlSEpjKoAwbn9Df3yX6paQWLCH6MICkkgCac9jr1QHfRhD0RiFer89/+LZ1EccRdWPgWde5c3l1qCNZJwKiYvmgoQi+dsP5MDkmMK8oX9oIPVs3hJq2UaAhGFHpKglylA4nzi5CKD8ViJmnDdVvtXJ636ir7U/REXd28c2WCwI6gWcAMR6dqSRFmdYKJgsA2SeQSGHAmDnyRlA4ctnrqSf+dwnsfP5u+muu46kM6dOs8CYAoSUVFK0ZV5IZAmVe5KqgndxMoNtplLnnKixMyeNGJJOTtpWM0h/aqiv4WimQM/z0Pzpc2cIVPtseunlU4DATlTDa9MGxnErn1pCVTgmnCyVQgSI4luQVMOPRca/ba40UHnDFE5LTrKOq0bapZ0JuWbjevp6Lp149lkCo29Kn/38F9Mu9gzuQRIzStD002deTk/+4In0g0e+mY4//8MS6KW00i6N1YBUsxZvyLGBXmJrKjVR2pj5RK1gFVpxvPpRzex2eZu29cT4UMonqFQy6E4da5nAQ4oLYBO8QZk8Z3dkYrEutlMkjq1LSDlpV8FV2A8TXsddjwIsco98SxrwWwcapWRr6lG9c5/jr4F322fuDSx46Ox2j3fGIsGRH3vyB2g+xtM72W6wB+nb/NhQ1C+0I6LUqiR9v5YU0iraStWnNGxYqrr6oXTHHXelD33gw+nPvvqnwRvdc3yObc28X9CmhHAE6XbBP9xzWue49bSd4MXFpDbTrWhOVia1OErWVBVrNy3fMU8HoJEbXGi/UlKrZLLdrK6L6iKFSQN0pVRNabohfOzzImU+k+cFgWQID6iT/W+7a8PqPdXJPi1AoW+U5xt2RnDbiZOJkkafcd5xXpGuq1MboFhaDC0L7VRtwlF9X3FsG7uQsT+sYzikRJtiv8w85R7SwywotO+kCYMv+Cw4PMqiraQLHudCa1LU3oWMx9qWr6OfruK49v0nn0nHT15KD73z/vSlv/XzbBGquZIyf9LyZvDMrfRj0gJvLSBkADlQTA4eV4yL89rX5cF3PRzMJBzMrUSUmZQhbgaL6lpXpBK2EgIlI45hmVBeXTLgi1FQdGBB3JzXOUF7kmG3dmNQadukV5oMWxWSKlw3OJ/EZkbmFDYcDMhQIfGtPZhgJEIasLpVwuduGzWEbKhjcjdszDCTvQO6rR21sCqSohwUzNVb2H4wAbi1UKhOUFO7+nMw19VpL5JBREzs5WfzQVYLlRsm8q7ieVH1zNOy6iJi93GDjM20Ga/PQlo6xyoTsVK0l8zQ842sPl312kaWyaYM6ZeTOO1kCI0sJcy7pUSmb/iP6iLNCGSmSxjSAzqYyAcIiWCxdfpQOmyYjoUFJlZEWf39vbSjE3Lu7pKfQKUkme/z27aiFiWaWDlp0pWRyn2E5GEaNfrEELEiJ08DbNjnFw9s1e9N0G4LE5JmAhGAnEnAANCuPZQW2F9u/VSgTrN28pNA3R5PBxM9iGe4xd6oByAaZzKkZu4dQ351hq2wsJafm6Jv+SlYFRS+7eg96Vd/9VfZeeRIeuHYMQDQZEjdpUH7qVxRjkyGbVG664JGAFbOk2thME67Cgp9zkljivI34wwieBmDFr75re/gMHIujUET7V0bubYWZwgkeEzEc4yHofOEvWBcxkROVgIZJRwhS6Pwjp/p0UkmKMdWI7at7MLD4mctAb+V0m3asjXtu+1AevH4i+nhP/6j1IV0cC8x3gYvXU5f/9M/Sd/51sPpW9/4Om3PuKR9wiaNuji+nCwdh3rNG1qjRVtXQBScJfrHidqxSoGCR9gfltPaOqEryey/cDH4tojBHAAAQABJREFUinkJHmzDZoBKB+CrBYnXegCqYLuJMgMxcz55gFHZPHFLo4IQgagmHi5ssu3kRBpF2t2MGq8N6W0zvENAKggy/mjYelKecJSiD+qhLSU/tdh2rcU2tA2QNYRD1bMnTqQ+JGrvfNt9ad+WrtQMD1mE+FWpR9fZdxB2/AOx+m8lHXDiuiS9yv9sC4HK3Nwk0te+ACLveMfbsV09nU4cP4YD08a0MMr2l9g6CqANoq6Ww0WvJjYuDrW1kwdPwjd6APMhoaKd5G/mb5JvDwwMQuP0FbzTNnMhLU+3vFl6bRtT/mICsNOqUqhQ4eHeGwtyaK+ScPRzQcbztnHwuaKvuMn+DTtI6FZ+6CJsCG2JJjzXNPuhj5VIr0wBCjmv9NcBacByg6EXzkICYx1YXAQpRCiSvRD8oHSisE8vrq/89n4/CjPCq5iyC7AFlI5f6+ze05OYMYVDIvfKMX3GRYzgsxl+1Awd2XzSZaaFzFMc3wuL8vFmeMcz6fSpC+n2A7vSP/0nv5be/o53lSTuAuxKm5p35Rc/qlJxrZqnVjV31Z23Dn+UWuBNAYQriSaDuCVUCA1sNzaQOmDYsfOFRAkTdDDGSojvnCSv6sRvMo2zDHoJTdDmoBtlgjHIrZONIIV1VAxwJUrKIUpPRWbeX0izpgGQV68OxYpbG0HtgVSlMdxCLDPB3r9uYTbFgBtlJTs5BVBDciieVTpvGfww9vgw8cF0NrLvoxuhb2BXC2Q9eGbhY4BtjHl0TnfE7hLaocjkZH4yF+skc8orVEYtSRWMH4GZqmjtzLRJUsroszJvAxcv8k4Heqx8bXQzK6eiwYreYIrgPSYlG6E05yAkJjSujNm4Zt4TZeI+Vfp6143TvoMlY2+Zu30lE7LOhvQx2OziohNdJQyNk/Srp2UFXna7EsiC+7Q0MRmvJ/6aezHDBJVyXpsfS3cc2EOok6b0/LEaJqwrTEJO8nxsE3KTnUeNS0Wxv6rOcjHX1bM2npNoPsrlmsH7XXCqNIvqxh0DvcPJj3e0Mwk6mWnk3woAqa2dIkuhgi8E5FNud4XQEzMvXNxLmhA+Y9zHHdUfVawCr9lZPN+ZcASDC0iom5u1YUItN0UAacDB5CQV5MG342zwe7/7b8Np6PhxVT1IBp1YGUNu82Y5LEORXEAJQHLiPJcDLnAY5QAsWdcIQeNEyB7CtdggptbO9L3vPZqefv4Z9r+eJORLferasi11ElTZ1osxwhh0b94p6EQnhQYmRcd3CxOSNn4tOCQ1t7BoIL+utYRTAdzs2tbDvtVsY0edu1qJSwconEFf3gkArd+7n51V7k292K79MwLiPv29x9IgKmDHt84PArUGy80YsOzaIiqNEQ84bjrZd1vwt4DDSiwukLpK2+XpPR5ymDO+aKsa8gu7T2sEkTjuOBE6+inA1zhAjqbBPrI17b/n7lQ3pOqUeHPsBdvB4qAVMOtv3z+u3TF0pcRrDqCkdMaZWvBkeJp51OhXCaSumrgLKYwcT4cibSbpoaABx6CLj3okh0pcIfcAtV3btxNdoDm0D3/8H/88fejdb0/3HDpIO7CYg981EynAPYnr0RkKdqXccn9HS5V+lr5shjKJ8KOOftO2z5OFE8nwVTxlt/ekT3/qY+l3RjBrwO65HtocB2xbZlXL8gNDvKgWdltP1b5qanRO0RRF8COQ8bw70xjHbwpaCrBju/GJopBP5huWbBF6B9QDirO0zUgRhOnit85xxk90LDmubHu1T2U+WKqU9NkAT3fhrvSwtQ1JJUBO6aP8V4AmT7D8JsOPOX40GRLcum+46l2dhZTQ6RmeJXyOVYNrs4c8+atJGaM96lm8C6pNbktI1qum4OEB31a9HCeloXrtNtRSQec+k8GhDoxs98jiYAInoxkWrKPsPGQN4BpR/rYWgu8jsXcXnHbNI6j7LPRhGwiiJ+Exawl5VFffkp577mR68djJiALw3/76f5c+SIiZazi6Oe9UwF1QStDKsjrZeFW1XHbtxlW7deVHqAUKDvKGi1wiIcjFIz4QuF6XSqJkJI0Q58qkmH9Zqvrp5AW3CCDowNCQdhLD5giHALPJ9md5MFbyqMqAk+2szPXyHYaJyZRUeRomxMjyS0wq05RvGPXHKMBjCkbcd5nQGTxnDZwjnSOcqN3Q3Ij/qqrnqNciK8I6xFIa94+hOhgnmPKGLoM4l2yhYD5KToax1zCemSoUJRl61TrqfIcDPttxlcrMS2U+M9eQ0KFyshSuug2O644j7t6genqppCrKkwizSOTGVylZ9qqRXZzO31yM+kW7x51xvjgKSQd3OAlv3FgbwNhtnGRWhT2O7w01D09qwynzdJXtZOvzJsGI6TopZ5wu1Tfu8I8no0VKZ4D1AIF2guTSysGs3aEgJnomjd07tkTby5jPEkyV1zLZ5riQgvfq3IOGluVd1DS/KkMGWWtOuWeK4+V5WU4Z8UgajRuq35NrXamJMjLpxaS6qHhrLk++T5DuWPHZmjBuxHSACWyShYmpra0BSYx2UCl99KMfTr/xG78eYPDMmTNhamCIFnOyb1TPrkyVti+BqFLLWEfnnXm9fXm2DgATEwjS0REA2p//4R8RSuZcWnB24Fo4cxCrTNrXqD0kM4HAMaRnAmqkntdYbM0gGXff4j2AiZdeOpam6Ji/8TOfSwf27kkN1M/gy2NXB9I6JugNTGDu/DK5NJce+8Y302PPPYNDxWCaZSH1/DNPM57GY7vBiorbsVECEbRbtCd/sjqY9oM/hPqWRo3gudGo0TzlZrE3DJsjWFEbUNCqN9gv8hhT9AuHbl/X2d0dDijnTp9Ok0ODqREg2N61IW3CdnIt4K67Z1toPlzcTcNfBBPubezwUhV5jXpH7/NeJZK9M71RL8NZCaRdA0Wibe3H6EvAqc/MAjTm51DxAXY7NnSnocuX0re++70A4W8/ejQkjnPwwxboYNKtxQBfERso+rmguFL+xZeNUCSPbcP4HVTBWMazG3Oac9hrHti7O33g/e9Lv//7vw8Yc+GzgLnGYAArwbhgcOOGDeE4Iq3pYWxgbxeNesGqlhWkC/AMjCw/DCVA8f5VvpU8SotKvOZYYExMjMC/ZwN0y/91ZgmwDF/MnsKWvlIpJWqa/cwRvHlpaZLF/xjtjHqXBYmAPSd6mw4qQGF1MXS+m14zA78XjJYckaiP9ZUnOXfI+8IRpkQv1c+/kWNpMLrEdqJ8RQ8qQNE0agYaGyHQvMHmOYV1NQsL7uogxI3hiZRA65luiCKl1bl7sbOEKbYi1XfInjp5lsX0ScZSDV7ln4evfCJiihrazMWU0vRlqSiEJ1dcWnbfrR9/bVrgTQOEq7WIgVA1xJWXO8Bea5JpN+H+76pQMCjDyJ521dSZSb9CscU1HUbYHgwPvWE+BmJ2twRpfBiGMcqKcAAbpalpAnWOZlmRkNW5RD5t3DlGDqoZZwcHDCdLw3RWTwAyYl7hWY2NYVqogbb3bMAYvh2GorTiWrpKEFAlhKojtJtxMorVogOegRugsBh0FJvTTHIyNeywBFdOEuOAUMCqakrVV6p3shom17vCOiwfqbLMy7+v+wvjId+Y+a67BqPh3ZbL7dpUyV3uxVEAJpjLmgtbgMIZ8nEy1EauMBB3QijAkHXw3ldOuR7elVliNG0sBIqAtjJqgdUcK12B8e5d2wibACCirmdevkjbo3InKg+LZ7rF/HKSsWYJYf6ts8XyJAio3F+8P+4pna5c5Sx1EXxIJdbRySlKS+E9ZB0Q9IMbAauJypuLfF+pJexuJQHaFJrnFOFlTJ/+9CdR6/yTdDtepy++eDzAoN6hxkDTUcGUbY+WlTTO5z+5ZQU4edo3d/oI6VCAShYZOhxdGupN33ziyQgno1q4le273BqwDqAxy7ssm9uwSV6q6J07munrOaTpemPv2L2HRVEXgbO3pfGhK+nECy+kl555Jh3etTOtod2muW//3r0hwzp97KX0g8efSk9gI/eNR76drqBFWIea9sgDD/CeKdqgPsCVpgLWsQCDRaWihSiHtOo9Ic1BWmN3R5dz42p058I07IHVNmD+UKRMJjxMvexeHRYc9naqZiZecG/mWfjPLJLZoQuXAqR1dp8N6WQXoK2FyTjAn57aPsG3kkxVuwI9ChpqOcugtMux7ERtXZUQ10oApCzpFTyhCgc8e6917MDecgSA+J3HHg/e8s4H7oenNsHjMBsAYLuLi/qS158ySNJkZQrtiODv0G2H0uHDh9MjjzzCeCRnGsoFoCr8DqRlglElfM1I8lz02h9GI1CCJr+LcENcty/qoRW/5SOrJxtcByr2DaaNxwA+bsWo1692ca2taykDqlMGuXk7J6zs47DpY0azD932TankHIv1aba7XIekdh3gSbMdyJ/r+X3VZbHt3aZOG/OGGR1X8kIjJMu8W1DoIlieF1648KQ3L5X0FZTbRYlr6lAVA6qnlMhTB72Wx8dHqHd+q5TW3t5c2iawDcm8EJGFHs84JnTc0iTKLfjGaIdj7IJ06eKVdN8D96Uv/53/FDtm+gzgHYKGN68it3L6EW6BtxQQChT09nLYZFsRW0qGUPqUCNuz1/OyfFFXfyPXuzITDDoondLMtyFUYuZVysjDSMKk2nTuAjGjWKk6EbYgvRgJ9YXq0KvEl2Lv25JEiXEfDA8TQHlFSDNbcL5Yx8QrMxfYKE25QrwwVQ8OVpNGzkpMVKeOjeGoQplqCHa8nhUbUxngBRUacaxklIZ1KGx9cnnNpKrs/JLBuXLNxtI6WvBePoswPxmpnnlKHlzBKrFrZ0KpNBz53ZDZctuyVG4ozpYqU7quOl1vPfMX3OkpF2FrLAO/iyTzlOkYQsePUe5NqokE/0psVNf77cq+kBouf18uR9GeK2nAvOJ+3iWAl56m2IPXiXQ7nsANa+4OCY3hUCaR8uZUXR+PM2iKa6KZcuLd5FudVpskKteNmZj72/hj80gipBvLXjDo4t6ilcpvq27u4qaqbwFWUbTqWz/1yY+m//K/+jXCzRxGjftY0L4TsmAwq4xLaioKYFUqUsGqzOMwg0HbV+/YBZCsnsQMyjQCyHnh+Mn09LEX0ijOGS1IvHUYaULi48SkeYDqQMvl1oE61SzRD5pjOMHu6t6GNGlf2rNrF8HNDUZdT+iY3vTUtx9Ozz72vfT5v/HZtBlpmhL1Z596Oj0FCPyPf/a19MOnnomyjLNwWqcNGnQt/QsMhwf7eSde8UzegmknNRt5JQBwbHrOsSGIk/7tD8HASuBhXWJ8UQfpOOjRSvE8T0QrxULGMRR5oWGgHVRX6xyzAB/R3tP7XQCOwAtG+wfSlTNnsDXcnHYe2I/TDbEYoX1z1IO/TvEu79Lkwf33NAVR4uMiWeDrAqUNqWM94Nx3Bg2gLjRpo6aaeW4pA0Jpc8uOXekiPOYR9iN2kfY+bP2a0XYoPWsC2MMs4tn8J+dTdYJDS7Zakl/K5wSv2HujxlerYuiZ977nPagYX8T+rw+VKSYT7KmtHahtqf2jPMJj+dRV2sMUPItz0mTRP7nNq8tXXY68rFVTM8Ye2O69LvFt3LiZema7RelBoKjkUaljBoTL83NXF4FpOw50qp8FkUo2dRrs6zcIOt7rLHQiLFP16zkWdNsBltckr9G0199hHoBwIGu5SvQGzRRS5XjgDf7xrcX8kDVn9ggqa94/A/3J/1wkzgvg6GpkDgDAeuw32RkGUNjIFpf1mDI5B1kF7ZsN3yQNzwKiX3zp5fTy6Yvp7nuOEGLmV9KhI4fJi+0IWVRo5mK4tOj8N1iPW4//aLfAWwoIjeWmugCNawAMmSOjKIBEnnwLppUHYaUpY3iglsCmBMapvcYMaotgPg5chkoBBnMOMFMOtAcJr04GwABAbBwVVAvgQQ/VvqHRdObCZVTOY6y6GdQUhTkoiuSzLOhRVxDWg/APhiPQG9cQA6oLNCKeZaC5m4Z7tLZQIaWEMidy4t2swgAevf1j8bvhNmIuRjBZBjH3TPYh+QHEdeBFq92ik6mr3Gx8XdQapshIjvpYOFKA31LT6MXpxOL+v9N+uL4A0xJoq76xPdcQ6DiYMRODNpbh/BA5Xf/HCTMz6wK+yPwMCSQIw26SCUcj/valNt5by7ZNBFutzoZyZWlGPqkUR4A4S3/7cZJ1krcOrqb9dlJQkuhKX7AbXemd0gWpYMbxgz8yffu8E6BhcFcdM9xBZRJVEtM1K2P3WGZ3B/Zdfunls/T5GGp6wtYwn8AbQ0WvFFewYPvMuidcOZUatvTbX9qVudzQTEBvcxlqdVpixcD0EHzTnCy/JdfGyskvb6WX29XnVoISzxUp3kd/hwcufWjfagahh7Xt/IlPfDT983/xz9LuXbvS008/HX2spEIgs4A6Uc/I6I+iGvzwWvHT9wQQKV7I9VY85C/Sj6o9GwA356Dlx3/wFHsPn8bZBTMM6LONQN1KZDRbEAhOO+7oP7fxc6/dVq51Iwnct3t32r1ta9rA4qeTvpmjzycH+1In1+48tD9Ujlfpr2eeeCJNAi6effqZ9O1Hvhmxz6QTzQzc1q6JMqvKnUItpr0ajRDex4PTV6I9xVKF05P1jXA19JNgSvWioXpUMQc49AY6pNoUxfbwtP1vf7h7inQm7fIzPjzBHbyH/PR4noeA2lgIabIxeKUXKSEOA7T3AtIjQVuDCxzzonBToyOM48Z0+cwZbA6bw8aws3tjbN+mtMxIAtorh80jIE/QadgUgeEwNs06aXVA39rjRu9xXVqySEoHBfk6nHhSE5Otu/am/vrz6annXuD9dekn3vV2wEAL4WwohzyAcslj1HC4H24lkaGoOFBn5WxuHX9Lybybb3cOasZDvb9/kIDou9JPfvyT6Su/9xXGLTQHsHeBJ2BsJCSRZdD7tTAjyURpu/IusqSVyi8rQGEhqW9BsijNTgHY+onBKNB2V5s17GtuOYZHpnDMMk4nQeShrwkkZdXJfq1OE0gU6+HNDYBCbX13bNsSzkYdbhlIvw5hH5pjJNZjfrEem85OpLb0N3zU/pFnVo/Z4jjbqlOd6hfSnNU/q8vxeo7Ne4m2dREk37EPWplDxnE+68WcwpiVQ8xh4cziC7i/ExrdvHk9Gii3QWWem2WHG/Kw7WLfcehI06gz58+nl89eYKG3Jn357305feTjHw/eWo+2RTMmFy7X6Ad535tZp9fTDree+f+3Bd46QAhlyTjkC9BaAJXXWlVBRqwEIVpVDpB36WNOTPJ++e1LuCbAkqm4afcwYRQ68FidRFVw/uJl4rVdROqB8fOUecjUBRxMkmgeGzHkb4AJbWIyE3gEIAQMClpkFK4QZ2fr087tm2AeMzinILY3kxJzzTlmIKDR9fETpwkuuy/Aj/Ym7ofai5F8c0tPBBw1dEPBbMwmp5yLx7lepdPFDyaxELWWTvs1hF2ToGsS+xEdUJoXmHhg0OZ9ff5VD656yGRVasfisoDApFTKWG+qS4pU3FoUz/PLAZ0qG8ANNxZl0kZJgG9+htrJgNR2cwak3kxo1cnrgiwBhLTU2YmKDYodY5J11wi9VRtAfLt2bIUxbqSfe+n7oRzfD+nF1LRSy0qeTdgHVad6nSiqWtv3CX6jvHxX2tC+KfUyE7aSAW3VwnYM9drkuAsD3gRXZ863IvwpnojDVf8IBp0cDWzrYw31gH6+P/WZn0y/+o//i7Rv797YScLFwPpNnSEhdqLXfspyGuuvaH8n1htLCPPrLxHDr309+63SDyfPnkvPHDueXjh5CpUw20piF0cBWNZgszQxDhjRm3EqzBPqkR5M0K67t25NR/YfQJV4MHXoOMICapL9t6dwPlB9aGDrOSS4BlH+wIfen/7V//Zb6Su//a+ZeNenpx5/gsmMBQxtFGVnXIyy0HPXFu0YnZSkt807tmFrqFOHEjVUYDSoauNrSC9Ngib7yX8Gvm5pQCrHfTqLSEfR/tznIk31bCTuFzDan75baZAhalYmd1JRUicwVG2unR+ZAnaR0gEKtQP2d97+jiUg7xeYtzMZu/vQ6ZdOBK/oRGK448CB1LWxm11wNoRXsYskVcPSuKCUPwE4XTQvjsDfqL8AlOLlfszkFoDJhYq0NYOESOl956atTPQ16QfPPsdYakzvefDBVGf4GsoTkQgoYw7BVV1DKaWUafXpqmPVsWo1BJ/yXVoqgNqRO+9Kux7F4/zUCyxqW8N0R9WrtKikUttJnVMyjy7eU1BmfkFI4Dh0caHtqQtXgZjOa4bWcceoZrZFVM08DPDpHxoOG+ZZHCkYylHyykjOeVZ+53cJahZw45+f1yEQe1RA8gbsL7sFf+vZTg6TIQOPG8tv/jJSbt6p1DO8zpGWLVtA8YrlNcjvfDP/is9NTiPSs3EW/eFuImvZS3qcrfOuEhFjDoGG8QNdPEjSKsaa2cq0qwtbXLZAbGJbzwXGh2AQI8Iot2NhLYB3DJvkk6fO4tw5kv7m538m/eSnPgkdQtcLSKh5t2WQKsp1XfbD0t1KP04t8NYBQlpRsOIkJZNWuiaD1kYupFgwuUyKqzV3Jk+NhBVn6x0WXsZ61wX5+iU7KICP97NaZxV1CanHFIxtHavuq4jZTzAYLvdh8A6fGxvXY1VnE7fGwu4FCWQ7q7AupBwdxNtqYiJQ1bAOoOGK3fcrlREQqnpubNG5hHhwpxNbLhFeJkrDUM4jOiRGa2DMRv8/cepMuvvIQVFCGJfLLAWSruR02hBsRi0dgCZ+wMerRmacrfzx5rihckrJhBITbUt0ttGwXLswt51TepLbKt5SeegVj4rC5Jv05CtL+ejHnN8rZrDson0vUNEz2Uncb+stUNQmrSPUZct391iWQelHAADq2YLKbU29anKki/yenwOgMinRKWCZNenw7fvSvuntAWbsO8G5EgG9fpVghBqo/AKchdS9VKWIN0iZnbQEoSFhjebLAETPb+2KssSqPpyGTp89ny5NX0rTMGpVbkpxiolFFVV1Uv5SkK/nBSmGusjSK07wrk985IPYDP5KOnrfg+l7jz4SXpJur6fkU1tUpRiaIPjJpgXFOyxoFNasr0sy/rV4w9dC84LARx79frrQ15/WoBpeR3zBOdpT80WlUtPQrxKVNkDR6Mhwqmcx9J53P5Tu33db2gB9ryGMzDRge3x0Glpm1wv6YGLiKkCwHRBOTEJofefObXgytuG4NZM+9plPpi9+6YvpMpKKc6fPsDPGxXT+wsWQhhpHUWcVt1FbrOtN3dt62PXE2Hw4kgHadLTyo+qvkfoHSA9QTv9J56gwp/A+nWeib+R90lwGfjnmqDxHaVwNYxhiCTr0egNgbxYarE5K8YXmYdPHO7zPXU0EfvRSvtWvWAhmPtbc7HZtbPPIexaZyBcAUv2nX04DZ8+krYDCnfv2p3VIZBtp50noldrAT5ROIomjXC3wA8fI0FB/9IMS9KgD7zeFFzjfIRmC580j5a4HgG3atiP1UqdHn3wy7vsJQSFgvDZ4rACYd8DrzKugC4+CheSs47lMkMUJF2fWOx6EngFP0IPbET70vndjg/YstA+gBQwKGOO2cu4exBtWyddyAAIpWwEGDW1lFAHHpuC1hTYcujoeqt1B2sLpYWba1sqJt3KQx2HpVOlapeyG/ZFOon3ZhWjChcRcLwuc6ZBi9mxdzzySnxYUXuvjJZTZcUWtc7fG5WJM+aPIn3NRv/z86/1bzrnIlowKYCjfUKobcw58chi7W23TR5jHBpCeT4xhhsCMrRPI5s2bMUNax/gjsDobIsgLXZDlpAQbmiGPF144nk6cOEcQ+13pb/3Cz6cNLFAWAIOxaw/3xBPQs3QRULKqXCvr+AqXVt566/ePaAu86YCwIEmJx9V4MHCOywAoSDDflQms9ET5wQrZKUnTVlAv02btbxjklcQxt8oicqphezMCt/JOdyZQ9fb8sedhKhiScwOLfBiukrSW8Mpa19GatmzujlW/Uia3IVrHhCJjUl1saBFVwtoQuUKfgjE2trC/JaEz5BwyyyF2zgg2RREsRTt5jiCZbEFfqTroLBuGb920Pi4uwKh0YtEppImVcDDdXAWedEBa76IuHK6WKk1TulU7NsuepYLaykRIBtpLNbIr4utT9Ts8rs60+u4sLRPEKOWs9N/ye278vAIn47IxAfK8k7ISkAD29KvSISfCDsC44DXTSXXZivdUyudCwnYzPIR1G8P+bVIDdlb3dXVIk/lWNW1cOveAbW3ujvdnQIHUA4C7PFXy9nyojnheaWQh1ayUCE9r+tW89GTkK45dVAh8ZqCFSDxQcfKoPF28qfj2XpmwZgotACntQh948G3pf/wf/nv2jN6WHv3ut1g8YF/GDKAUSUmQElrnd8tW52Ir8sjvsJ8CcJb+CkxdcmRPdhZk0MkaaPvFc+fSt7Dt68MruJbfDcQHrUXqpPRhdHgoJhuUqpD4UmpDMjjM+Qs47mz5xMfSVuz7ZtldxXiKtYyBRtpjFvDogii86Akq7o4ghrvp2d6TjtxzV3r0299N30dt/I//0T9KR+++J4CVDi2XAaOnTp9BqnsJr+ST6RKq7KvU0wWgY8Eg2O76EQCE/MImlTFZA61rp6iUzWDSYaMMfbHeSzuZJL1PMC/vMVap9q1GOzCUiaDC8xHaBKmLAFGTvQw10BjQvkpDXVS1Y0en1/M8436R/m5C6ql0qZzIh5ERkk15wSTqSu0r7RPHuA4Bl0+cSCPUc89th9LeO24PZ4x5+ICSqZBmQv9qQaR9FxpKzy1LSCYDyDG6ysCQfqfPlQqHShetxvrNW9OVc2fT4z8kqDeB1G/v2Uq/Ud9FF9/YAlPGTBMVOiyXf9lBvq6qOe/HLa2vQfKtyhobPnjwHbcfSYcO3Z6OHzsWNtLNLAyUXCsdNByMfHJV/lV6dQZclAbpgDaU/dj0SbGL2FbOIALsHxzAC/Ycg0f7cMAguTUB3miuAH76ay9fvtE2Nja5RIJe55GSecqPPBuLICSPSNzgu2PEBJ2Zn0b704bUljiTRMwaA3BdxHt7EyBpA+rXWDhEZvmPZa6k6mPO+vPVmrXycBwF4Cod5UtmUGRim6Phgt7cYUpw7FyygEfwMONtYszFBDyVPtXhrwczGW3VlRhDOkSnyLsCyVNyu9QQBH8wnTl7EQeg5vSrv/JP00PveV/wOMvhYnJeo/mguKJuRVly6W79/fFrgTcdEFY34fquLgKbboEJZyNdnQRk4K4uDQcwNYHqtPoBj4OiJUwkX0ghZrCLiJU6BJ9XidwCxYufxlHXFeEELl6+woowx1PS1uKlUyexOWGQwUU62UfZ+HqdqA02EGhYMOigMQq/8eRU9zjBtSAdzOyHkAeThBfhJh2KTa4smzHcralpTrfftpfJsCkdO3YqXeobjiHdzATlpFrHJOlco2v/ubOXyJ/Yfu1sLs7JmtoGBikTMbY4hkIwVECoAWDegjpVkYEL8ytf+S/lX8awaDclhIImJXBKxAxkKjDUOUbphyExQjormiEFKH2FtzgZO6Ho3R39EvdWmEbuu8rv5VkhGQb4mVSNqhJ0ElRSbNJWcYL+kx5ipwPUioYDUSopiLScQTjcm99A20SxISZOOOmuXdsAaDBYtkb62fFIezSfd4IScFrumFspQ4sx/orEpTkkPwaali4roLS4QZMC7IugqQi8zOlCxauKaQpTBKVb9u/s9PkoY2b4uVXMRUatg43SNrKKclgkNDyhBtsJaOpCamc/3nPv3ek3fv3XQ/X//HPPh2TQiiptNqRHjgNp3i4eirASvqWUyJfXeZWQMbQVhLQI8Arypa2W6P/v4Tjy9W8/wsSIrShjoRYPTgl7mt2DFiljG2UdZyHTiATQsCPGBnwc24pTP3wy/evf/Jep+x/8ctre1Z3qqUsLUiJm0LDlXWTs6FVLEULlrMONdnMf+uhH0tf/4hvp2Inj6SWAaEcN8eEEs4CuOt599O0PpqPQ/QTjZgDV2DcefhQA+R2A0Vy67d772baOBRvv0UZO+p0gasE1iEDprxKwesbP1YEBJvureNqyg4rb3DGWtNFVqiyNlEcJhdMZaKi/D3vF8dS9c1+oog2L5X7L84Aa9N+MCcAf4ap8p2DOPc4D/DB2amnPMLSyncl/DTysAx7nNn59AIsIR2IrULZF3uXic4zdgZ4dYhcj3rvz9ttSV88WHHrqQo0s7RmyR4m0C405drsJLQr5K3WsTkr6bOdp4su524Qe37Userq370q9Fy+m//eRR1PHRz5E/3QB2InNyIJpiRBWBk0PoEs7MxKCp1XnW33s+NReToNqgZvB8vXUHUWlu3nDhvT+9304nXjxNPc0QzM4JHCvi3YXYY4xmsTmjuQx2cWCJl/P49bdkgZw6gPZh5RqGLvAi1f6kUSz0JjFNpynKWpqZ4zQNVoxROrA2WktTkwCoCZoywWUvF+g7zhV1awtolEf+rH71I7Y8eDcoyQTpVE6faY/1LDz8OYtLNRdyGl7eeHSBcYX2z/S52sJSK5ns/Vz8SBPdpFhCn5SDG/rGpWOS9f9KW677kLRQDFa8lgWvEpPC4sGWO9AGzCJvTT2kPXNmBoNpIvY/8mJ20DIOons3b017SCo+xo2MjDou+YI8mppx8WY5iw1S3UxPw31DaUPf/xT6WMf+wzvYOxxv0nTkJhvivIUBY5OvL7Ut878eLTAmwoIq/hBtJ4Ts6se53YdPsJ2jkEkwNMwPq9eVza0nIQPzM/kNCOTzsNbquXjT75kWKp4tHnSA62uoQUp3Fi6cOEym8UT162jBvulTUgCN0fw6FrUvY3Mxg56PdIoBsDOmFN4w/IOlJBkXJ1yGfIZV1UwPgZbXZ1ek0xq/GuoO5MGLvexQqM+zD+WV/NcB9/E5Fw6zQrtwP6dvK89PBW1zbpwqQ+G5jsdnIAlBzBDvvpt1aW42WOZSkhHmGAEVEqUYqKBYUa4COsJSlEqFerNAFiVtzohVBJ5wegNwRCAi8nYXShs93KqPi6fLB0EY3nFG5gQbCf2SgVwqtrdxHZlSueklyJVSie12E6VJMNuAIAL5lTDu3ONAE7AYJJBVidjmymlFNBps9WMulOJpTsY+F041BTPqJY1hEbsDMBx0GvUK5dK4GG5DU1iuVywMKVCI0JDmLzSDegCn5OgDWnNPlKCfWjbNhYnXbF7w+2HDqX//Jf/PnVoIrblWeqQ1bXzOCUY+sdyOPdIXdX1L8pZ+Y7REtYUizwwhailnUDKY4Dll0+fTY889n12HWGR4G4wTKqqh+dp+xraq5lJcJ7QTjsAVQf3742dYfYd2M+WaZ2p9/zp9Dgx8L761T9JP/f5LyBh72A3F3bhoGy5PIxp1JnXGEMG165jFnebv42EY3nwXe/CKeaZ9PAj30m/+At/F/CmfVh/7Inc99yzAJz5NDrBXsCoD2eQ5riV27rubsYu9qGAbeljmnZYYNyEdA3iUOJsN+j17PZ5res3BA1cAwQHEKZUquNdXLjCKtpsEttT9QXNBJjW2UzHIftD+7YlIhiMEC5nFm9WpVSCC1W6Smc1SXDxtqiNFkzDnSQcKgFMUPGq2la6FAM4SIM2YOxIF4JCweuVM6fZM3s47b3zjrSH/q6Bd2nm0Uifa/LhziXySKXUhn0xBV9yVWGiba1PE0BRW0tj9TkcF6/VpbV444719aYnfvh86nzonSFdzTZ9SH4J1dQKcI2tBYu8co6r/KXwpdeFlx11DPUlaMpxsHvP/nTbwUNInU7DNwFJMlAbgmR/lBvaw2gn2kFeBH2N0a4jSOncAKC2zgVYYzqPec+ZM2egybzAaWWgTEM/NmUTWW/CYaKrax02gIBuTAO2bN0cCywX8LaNe8irZnVha1F812V48aVLvQSuv5CuXOwLXsIw5RoaAPK91Ed0CcL3uPPHxg04DjIW5rCV1bt5Cn4NaUVkBRdh2gjbd8W8lfm1tSUVRFV857Plv9EcQQvlU9cdZMkw4WygL21eFRgMMn9dAiA3NrbGNnUXCRMzzrQE5yDU1prY233bls2pHRHnwoILCHkDbcAcouOjZk8tLAaOvXgmnTx+Mu3csy994fNfYsclolzEv9xfRWHkaXKVXA2PV083qObqN986+yPbAm8qILQVCoKSgGRYqj8Y40xyMjudKeA5nHfSu9nkwFme8u8G7AC1QZkYd29i8l2ow4uxn7AXrPY66tL2bRmIKRXU8NbAv06w62AC2q/pYRYrwIiOZhgVQOFSFYig3JU3c8T/RsCUdl/1G5As4YjSgN3KSwzCK31X0hQMPSdbwdV2LRM+Eye7Nqyp38qzrACxV3GS0dZxA6rPLla+Ml0nPicninDzUsLljVL+FflEmyEdQKJgbK1JVvoyUSWGqsUFttm+qPwY1XM2oAwyGI5UQevBOQ2gUPph5P43MwXA5E2WV4mm79LZRNBK8904VTqFsubJYA1bWWggHnaKTEARKoL+qLo1JAmCR6VOfgvQ8vNOKtQ+o67ye+vpX4GiQE2AEKF17KCgct9hzDR3bSkesfM4hoQiL/KcZZsbTwkK25DKdSNpaTZ0BxPOCHaBu1AP/+zPfi4dOnwoPffMs9w/FzEWHTvShCFJYucG+st2Wj1xnvwXeR8auGg6Ze8NgJ4F6PP0xZfTX3zr4aDPdes3cg8TL+ooJR4NvMh31AC69m7rSQ8ePZoO7t2LunQynX7uhbR+4wbsGj+KavJ8evib30z33HVXuu/IXQBcwBSFiR1BkCapnva/Ku4aVkZKxN2p5Cfe/yFCzDyXvv3wd9KDb38vphTDsaf2VZxRhlBbz0NXtpCOHDIM9xNuZbEmrUqfqucFSfanmoHsZayEkHc6fmkXeYwAfxbQIkAJiYsgb5m4na3NsAtW7SotGzS6RnEteRZe5Zt27449hJUYXkPE1EyIkk1r9qUZgOTE0CAAlb22AXk2ssF/W5AktmD+0YtNpPHcimlVIgivewBnxDR0azPKf/UKC1XA4zi2rYfuvSf4g7u9NKG2nwPw5sUQDmwA9ZDkL7UDRPHkLQE5+98F9hwL4FDN096K0/RSnkbC9gIS4H27tqfDBw+G+tQYqkoFQzLo2LY9fGbVFL3JFb9zCvpDyuoiSy/fnXv2EMPufsIUHaNMeWwU91ayLY5UberEpxMewf+R3BkfT6eVMQDw+ZMspHsHE5sDhWpY/j1HX3euaw0A6O5PO3ZsZZy4I1ILfanZirazM2nkKqpUymR7SG/Fgg4WgjlJOwvLboDrviSYehFQdOHcZe6FdzPbGa5lZJhFyPC5NLNnS9qzaytzAxsY0A8Cx6vEP3QHnS5Mg3J4mmxOpHDD9ng1rUrRHn4H+VWas3SpdIKvCGlEwVyQ0DQAwGHAIHTGIkf7yjNnzuLQNJbcFVph9zakgjt6tqLhUpjBWOchF8V5fmQsM94MNzMEqHzhxZPQUEof/8Qn0qc/99kA+jfiH7HQtbx8yHbVFNdWvXLr5F+nFnhTAWE1LUlAEqSSMGGSUo7sXJAHlschGfPGclr2I3iXeVbnW7kVJgsDGWdlN0k0eyefk6cIPYIKtwNVorHR2tr0ZnXyVb2QtzCKXQKQ0MhQlAjB16OcjPUMkJyJV0lOngWAamAlWs/uGEoID+FNbD61zPinzivat7xkxkA1T+t+7lwfTKsu7WGfVsPQ1DK6VUMOEMZDYKItyFIAUe8mvYHRV3hTOvgFJTLCAEeqLZlYtbfToFtgKMMT8CgJ9KWqh6odIbSxUaVrMhzCMoayvKvinpV/vD8zq5VXlv8Og3zu1dHEibAVpwLLlF+x/EXkuPzh0i8ZtdtWKf1zAtV2LLBb1d0rmblAvKivZVUiUJ1Cksg9ecJhuy72c82dk9tWVbBSWNcBlkr5oJJBGaw2eKqv4eOAHPbHZdLfiNepYFzptFt67djRk/6zX/x76T3ve0966cUXyXohnJsUB2avTIASdGQIidiBo0Qe5TJG0/CHinqonxUkV4ozCEBGOvjks8+nx5/6YUgJa6H7xibUz4A/jdEnAGcC2q14Yt4J0HsbIKWJGWGKcDGqJCPeJZPO4X0H0kPvfGf6w3//h+kPfv8P0joWU3fddnuawRkE003KxjsBgG6tWMt4X+TEHJOq0lslfj07d6MiX0zf+PZ3ACrGcIQX8N3ADiizSMMEHPar/KAdQGjol2kcxLSninoFaHObyVIla2kP6ER6rqe/nay1F7QV/KdUx8lb7+XcM7QNfeEMrZrZa/a7Y9pnBXmeU6pm2WP2XUOMQEB7q6FJAGvrMH0ZQd3pjiRL3MfttGVL1G8aHqRdoOCkOknXS0g9pWUlhY6FWcDQyz/8YYDcfXfdGeFstH1VWl4ngKO95ZXGNy0kUobokaaDrmkbVeGqpKllPCftdeK40k9ffvexx7BB3U4wcGpO3Voo4wzSfVWtOSxSdQlXHtvalWSbyZ+UQCnFnCbQ/p133pW2b9+OWpOYg5zPqKcYk7RdZJFHg5sC9PUPhXRRqbiqY72HL6HSHRjIjn6CHdZVqatbALgtbdrYFTZ9mvK4j7l9M49Jg6YmsXDBXlOJtrv7GCDbF9bCOyOAOeV19I2x0LC9D+7fjW3g+nRhx+X04olTaeDKUPBjuZ2q6EvniSsLne7YtpXxuY7Bg8Sftpqezs5oxjNUMumYdUxKS9UtVNSaCzdO3lT9UNyZn4xYgdCt8QWnsaO80j+M7Sr0xhxx/sIl7AZZbDLHuQ7fCdDfv3cnbdOFtoe9uFFxSx92AcMueHwr42kBGj95+iRS3IF079G70qc/8xkF3CyW2PUIk6dXS9cVtfTATdX11TK/df2vfAvU/dekt6KUmYCW2CD9RPrudx8Odce2Ld2AMz0Ia7CRQhIkNfOJf37HQ9r+qG7VdmUkJkQndu+R2euFZTR9A7LqfeX2cItYhg8PT6Rzp85H7Lzb9h+IgJ3gNlaL67k3ew8Xu2m4b67M28lAhiZQcLybfwwypnalZdWfYM5RDoEeBzAfAVczdleqkrduxX6Jgo6NX4WhuHJllJKnX8xzsUJWjaQzhF5tMlulYu6jqQ2M4MNAtD7jNf5bIH/eVCru92aLFytID0iuIiOWVinvUEux4ncSjYCvSOZUuwvgpwFlI5RJpw8ZeBj1y3FWSZZt5UdI4uQaZc8dWn7SMi2/39+c4bztqxRTY2fbQfVPTOLlpz0onl52svzDq6YA7zJL//nO0idfrfyNNqv8LN0nk80fr1sGwQOnkPIKdPQ6RarFOaUeg0xwk4SHcJJpUmrGCkOZTBMqtWYmtC0YfxsPbTuTTpPhjTjfot0q0qZPf+on0/vf/94IvTHOZCvwlCaVYEUb+l7ytRz2Q6Sq+kQN/V2q5xzIdIHfi4yfFmwyXzp/MX37e0+kc5eupNZ1XUjIOpjwKD/gxV036piJd/f0pLffezTdf/hwque98/RBDWBkLTRqnLirA4MssNamrdx3/vz5dPbl03RDbdq7n0DM2Du5R/giQKaJ+2tYGE0xsU3x/AgA4nmkM/1IQfH+SF04PejYsghNBeCif4WBDHZAHS4hjEnHX7anyuo/35MBO3WSlGmM+GLc6bXqxyQ/sc9iPHNHgCsHP22Rb8ht6H0umKJR45r9KtCiTF6LzLR3RYIMcHTwGhRbr17D0LQh0XfHElXZlrkLU5RZFgR9Fy9QRRa+gBd5V/aoBSlbPRfEnI8y5tJE344NDkR79ezeFXWbpj+KQNwWUVMPeZOq3jbaPxYzVp6U87LO1stSA9wcL/Sn3ugQYNq7exdIC9BN+XVEcSzH46Um4aFoBr9XS95W8Dmvy0NcPBi7T+nndx99LNToBjQWoCoB1RlHxy2lgsYO7MN+zcJ0ELXBHUiMvHC59yLOKoTg4QVNBFbe0NWdbr/jYDp6z50s4nfFftetaFTqMLswxuRihBtCO8FvV+/OAvLUCHET/Nt2gudwzYWRMUHVxPhbIE93xNjrQc16DSeKUcZroehQKjmKpHwGKb57SK9nzCilNSh/IRWN9qWwlldgKB8oWs42krf4jPxelX7m3fLvysf7A9BD46EaFqHRLobbGeP9w8PjxFscx3yA8UQ7HT9xMg32DYpPocWatG3H5nTkkHOaNpSGU8qLdAPluyiSV86zkFjCLlMHlCd+8BzvW0x//x/8w/SxTxBmBu6kw5B1gZvxbikB2rdSN5mirkExN//MTWZ967a/Qi3w6kuGN1BYV/wHDxwALG1Ll86dgqGwgfhabWryKj4GxyvkzzCEbiXeEhHyZewrmaNGxJNsQaeZGPMPtiP9oZLYjkh9PTZO8wvTgMEupDFtgLQR7gNw4Z7vhuaF7VAeGA4Qk2DQ95TeFeeq/zCAKEqUqXRaz8qFGlRHSAuvLdYxaPdTloXw7JphqyEWdzH0/GvWp14+X15xh9e0DI0KaP+oOr17YyeqMgARk4ul8NzNJ9uJN5Wa63owRdmjfvk+71VSY8pnUC+HhMzAsKjDZaqRWdxS3FT6ceMvwbZA2XdpJrA8Vd69WjsLWlWZalOoUb3qsWVlWJ7ZX/IvJxv27mV1vmD4I+rmrgdKMoZrCUhOVxpLzUV4G5OmdNeBraohgFQRi13ckUOwIqC8//770yc/+bGQMBraRWltGaxE72d6dFIWDMbkfF2NpcbcplJxM5LVUSZBHTrO42T16PefSH1XiVXJImTavsB+S4nPHJOOW6Ud3H9betfRe9htpDucHhRwtbDAqWOBNa/kk4WX6qkJFmbNlO+nPv2ZmFC//ud/kbYRt/Czn/2pVEe+C6hLr6GaHgLUDtN3vahXL2MM38fk6xTe3tUVkje3kgTjRIktr+RVUEQ+b234MNA8H9ese9BhPnddExQnSvkK7Io7q8lX0o/8HFgmfsTv+MFJZ3oeoNVjrHrNMoUtXZznFsbl+m3bUCuPh/Rtnr4Zpp7ysWtI7AxTpHTTJKgQzLroamTiDs/iuIJ0SoCJTbEOJQOXLqe1eLlqA6tDjEAhwC72ii7cagF140iKtJcuLwpK+ZS/aEzL24GUUBB17MXj6Y6DB9OezZvSOPFPm+hHyxe7uZQfevWDlYBBKbDgY8/eveHp7yJWDYOSbcs9wSLAYNbuqqG6Xk//BoJXa893DtA8NjJL3ZEGbjQu4FrMJXrY7hMVKG0xpjQML+DYbq20qMxhVJS6R2/kAnNYdGFxIF+WObtgMxi4Hee2fnqsa6s4BZDtXNuaPvz+h2jnxvTsM8ccviUJJEAXD95RBAuC2o1IKt1+VCcmDBbgzZPEAmR7RhZz7Uj5XbAa8zXMTgTZ0Ib9nKW1eTpd2W7ew38Wg/WAz2yXPAsAdUFpSDXnnaZG5qmxqXTiZfYqx0lKJ5iW1prU07OZceq2kERj8H2gxKBSGiHvdoNEmf6vYfxBgen4ybPkM5ruf+CdaB7eRx2NTkC4NeYng3bfSrda4JVa4C2VEDqQVbt8HzXGs8+9lLZsXMtqbXMAHQdVqIwpXXmAR0mVvOWBrd2K1xxgDipXxsZPYt3EymgBBoRXGeoaVa+Xz/emLT0bccdnSzOlMwz8ViZi1V6G7Oju2gjLcuWJmiEGsVw05wl3rxQiZoF4K++u/pfLEUWM8xnkuRJ1dTiDnZ6xzVRJzxIcdQymeC1WbUgeyN9sjSDR14uamPIZ2kaJkDZQRqZXjedkoppJKYkSM9vhtSZ5YzTaTTxoLauTAFHmFCteJR1cLJib30xVld/VD5aOi37KdaBNScXz+ThOVf2JN5R/O4mqMnZ1LoOXqS9Py+9ffm35u+JaNMbKuyq/q8tWOVs5Wnad8tSgqqyjE2Xqc0jCwsuRCdu4dS3tzdg/taX1GMFv2bwhQhqtJdxDBxNRR0cL9qtNHBOLjgmmh0nwc5/7KZ7vwM7pckxgIRGNia+qjjcov3dIUPnO+JXwYSLO3QwOFnigAqqfeOa59Dx7lwrqahuxfaP36nEcCQkWdH/4jjvSh1BVdzBJLTIRtSpBYHETu7pQDtWWdF5IaycMUI3UbMeWHoIjz6SnsXW8CkjcuW9f2rZzR0i4zjDhX2DLuVMXzqWLeNQuQD9LgIc5irfEsbECIwSOkh7aMtS61pey8Icv6cVp1X+eyZf8NgUozFXNJ/gbANpfvoOPeUajlO/IeRSPxWguAb94LNowj/FlL6Tecd17PXQcwnvC1lHJIddV4fvtAlBAoGRVG1sdmfIj2DYC8pSmqf7XtKCVBYJSxm76f1MP8TLhb1cIED4JwNy8dWvwAk0d4t3kr6mHdKENqZJKd0sp6hK8q/TDLz9KgRy7g4BUF847e3pim8FG8qihbaxOdSrnVX2ydBzXaPzqe8zbdloLgDt/7izgDy9spJI6nanpGGIBYLxWn2pCuuwCQDu+M6fOAfYW05btm9n5ZDtCgt1p/+7tqYdxUoe6dw6VMDeE5Es7wQyvBJl+LHeJCrSJgI5zqZwTLJ2zTP5WrRxbuFFOF5bSlDyFDopxq0K5B8eUSfpiAPWsNotmYeBn8+jDwz7sVeE/LtAEUDqUWAbTME4shh+bLjmahRMQ130m9nuXRuDdnvfjwDCSgYBMxzR3dxlFGzNKWwmeBazNjE3niX48r18+dxn796tIBZVSprQPlfcRpKdr4R+G0rIelsV5xBo7FwrKNb9QOuhOTU88+TSxBrekX/qlX0of/MgnKIemBXl8ZNMg6T235zL+xj2vlHIL57+vdN+taz/aLZCXNG9CHSSVEpkFsZol4wGpFyBt2/YwqleCssCgNnBoZuY+4ZM5yfSzlK44wzeXnTMcsN6p6mNeCQaDUECoYa6MyYl6757tIVLXK3lzhKxQxTeHXQpeiPWs0heUNjiu8gDPr47hkl8UzKbq3aseVsprPg4qJUFzMJFBGIaxDPft2RlGwZdY/WdmlTOyPZxrLl68GOUwlpTbYGlTWIeUQSYxx6TuqlS1cicOJzKm1aVDywtnS76WFLUIhprL5PMyT+tjvea1feI435d7KUC5FSglD2OiLv2W4cTm9jI7QO6GrhyDMS7TJzmX0s3xtbzUAuRrME6lGTJ0+07ngup3FFRWnUvluFK2yrk36wg2Cqk0YZPV0uJuHqijAAB76evt2wBKlNt4ltoVCmlciGjzJL3q8FADMJtAPaR0+gMf+ADP7EgnT56OyWUtNqQ+724b5bS8acqniwP7JrAU3wIVaUsnoHVMMCeeP5GeeOqptIhdrdI5Q3s0MEG77unHA38c+6+NgNNGgE4bktglQM0M9pENxNmcxb50gfHlvq3Swjz02OzsxMQ3jG3hRz/28XSGfXy/8fDD6d/94f+FwTrbxwEozxJWZmhilB0z8NxuRfpFQWcBzY2oWicAS9r65QIXNVj5nSdnezCq7h/nfioW/0pdG9eC7lY+728vlHOI95Uei0wLHpLvi5zKmeTJ0RdyPhhO6ThGgCUgJ9pLwLYGk4aJafbGZVG6afce1PGdafhKcxrvvYTTSpbuxy422LIV9NsOEFxLXxh304XeCOFyRrk+jjRotG+A2Hgb2Y1mE2MQ5xiAAsicYjIGoSHV/GvoByway+WNclImx2AMLa7Yxo0sSHVSOX7yZDpyG1JC8qxndyXb8hpxIsvtUZXTqx3aUj5noHf3Cm5D6rdn7570/ce/D/B0u0rsko2hCA9rpP8dt30Dl/H2vUg4n5R2wZe3b98G6O3Goa+dBfMU4wIwjbev6nSBmwtjF9bRzlbKfhDKFJUrnckl4Uf5dz72r+DomqI1SutOKi4stZnWBjMciRibSmcPHtjDPvcXUv9V+Av5A+mwtVybrmGLfgWbxxHi2Q6grVnHYq4bieE6zC305gWKUVY8z6mvIacGiW8YdrZISe1TQ0xVJ89pCyovc+HgHs1u/6fUrp7QPfiOpFHeqXarj9canYIAAEAASURBVF2EJtmxyJqjJII/YDMIIHS703kaUYMG3x2mS9E2NbEDizaDvUhlffKFYyeD7xou6qc+9zNRFJ0uDeulk5cp938MrNJxnL6JPz6Zn76Jm2/d8iPaAm+KhLAgkwrJZCDhQHclffbsmfRnX/1aqKsEOXrIaeTsAMrPeL9HSgdhA0w+hhCRsYSUDAZRgC/BAUq0vN0RjLMfG6d+7C32HdgZEkGDpCpml7EansIdS9qRxqm+NA8HVTCbKHRpsuHdMiJZUM4/jvhd/Y/hEM8UPS0z9qO6iKDLMCD3J5bxOAko7RvA89gJTVuQeu4VUDhxqwkexhPM8hjzSntI1cSGGfEdqhTzqlKnhRynTHWqEgjL53PWTbAR9kQ0Wlxn8jAVUrZCxVS0rsU3f5mKZQeKxrfPeE8AwJCKxJ1xr9eMv+e1uE75q/O1hULaA2NVgjENA77KROe+wzLkZlSqvktmbbmqk2+pTrZdvCNW2trSLUYQ8egTr1FPsrrBhxrAHHPJrY/38bvqEw9KYDfO5MbXbCH62ioY8sOFiNskqgYyUKw2gy1NtQTDbuDDjjEAQiclJUQavBuGyLnqwx/5WPrgBz+Msf0gqiriaLKYoBPpc2OIKZWt1CG3N79LRXZSt79jUqCuqtRVIBlKZZ6FVmfX5nT63MX0tW9+M81TvhrA6wTSGyWti0xGjYDRQwcORAiUJ7/zcBoa6A+Pzq3btwBwAXOUYS3PLKDKdPxIsDom1EJzNYDEGt5Xi9SrZ9++9P2nnk4nXno5NXXgzEBQ7iXAJzv9piXqPIfEYxaJEKM5wL3txg/oO4cEUmrhIkcpSvStAIzk7zxGpfFM52RJpX2c+2PsR1ZxLrqR9ghalqZpgzBZ4H1+01LczMOWnWPvsxz+igx8aSk5/t1GT+Aed3CvZYwnOY4neIdF9XxIW+ljJUi1fLdhf9YEn3G3pHnowvJ7s6rHdaiEt+7cFR7009hGD2M/ONTbi5MGqmduY/SmvvMXUs+u3ZRRe0ylRu6fzGKIf0oJw2uZcmhfKz0UTkdippwoK5JYKk47I7VzcUk/3kbooDp4nnEWeTzqUTxhnW6Ucgv5AHVXJEW+sfUk9LQFe7znnn02/fGffhVA6A4k7LvLAtbxPchuTGfOnsUGboQ4khvT7YcOpiOH70Ayh4YGDyRDpdSqMaFMIRW2/2JMUhJeUwcPs85qTGZZ9MtXdRAxOoMOigLO4iPPcwzkj456LCSpu9oje047cVXaCh/sN20d14DCtDnvRUKo6h+2Eu1vHYwyYWgyLocd5Diex0PsxjM2geaGu4w2oMlHA9+WSQGHnaGEzrJOMcammZOmAYDxwTRjBppXAqidbWMDXuMt6+i7+nThiiYV4+kMIXKuMH+ZB9kSWmd9uvPIbdhU3oFQgD2dGYMNvFPBgJoX+1BhQTdmHsbyvExA90bMCc6cu5COHT9FLM6t6dd/4zeQLt4WXWufUXV4p3zDj2MEiuMjVd/8P4juVvpr3wJvgYSwwnQys1+EwI+ku+8+nM6ePUWw6fkIxiuR3ig5KSgB9B4HtimCUfsNAxSAFGBjFNsTaB3bj/VMqoSKQE0ckiYGj3ZoMhEncRmtgV0rKede+V06yq+Ld1dfy496sZJH5SifN6SNjiKu5howbrYsC6PZ4UAcWgmDIctDfYy33ShG4JvZ+3QLK1JDLUzj5RbACCBdxOcbAxwbB82PjMFJwW+TbSwzC09ijgVrAieDVOcJLW6r+kNZKwWP8zKFIsk4ZTrekqfDDGK9Q3Dg9QWYrooIDelluK7sNZrWwUDVxxghE2SYSnBr+L0J71onCxm/fVv9vuK95e9yUfKOBn0EB96ElFlmthJQlp/xoFyncgbLLr/xH+abQYXMVXWxk5RqIBcvdRCIKuVYVghCuFc1YQtgP8AJE9GdR48EIDSotbZW7vKQcYOqQU0hKmWPo6BbTlO32B6Rw0jMWPa7wXOZ5QBq0DzPTzMhfvO730uj9IOzS8Ql4/1zSJybatekh972QDp86FA6uL0n/fb//r+kP//qVwEKhD350ufTLlSWc4D4ISZ0t3EMiSUTjhOSCx7ktXgKLxAYd11sTXfonntT1+AotoMs7NrXZmcRZtc5CN1+4n/QiuWVZqIO5T6KWpSvxz351Kp/y6Cx0jzl+6pPSVeVMZZbM+gmVI88suz9y34EfxBAGdhXsK+AbhZe5UN5tDouNKfABpTxpgrXTzmR3VrCgtRiszZ88RLSJjz5mdCV/ra0QwPc2Hv+HPZshHEyrA15aF4S/Aww4N67Lzz+RLr3Pe8Oe0MBuZDawRhjkud1aLo2n0Ps+F55UtTfqnDg2PKgiXznUNf2I+kaQrXfhd2rEssW4668gWQUAJ07BJ7yIHf3aIdWxrGFU0p14SKhXCaN/9qU7rv/EKFfDnK/NsV1LDjGAHIWzzLmFHRR/ODbxY7804WRoMfQTC4k3TVFYG/bB8DnXmnCupbNBvglzSqpVKVr+0bbcb5I8iclaj7rHtSV6cC8yJNOiiYUcPO7don9tQ1AP9kXgof1mIQ04OTh4l1b3E761rIJPOV/0oVlKpKgSwmhAN2QO/0IAWZnkEACRMf5jFFeW8MYsWsAy/v29qBd2pK2btkSBZGXG5bJxUFExeCdRmBoNZwUBR3ARMN4mkM48Dz3/IvYJE6mn//bn0ruPW24sQZosTpVSubZ5b+q77t1/OPbAm+MQ7xKu+mJ6eR53/1vS/fccw/GvM9DtKNpcWsXA+R6gswr+AwGFbOvRrMygKwKmMO7c4bI9FfTesT6Dp5pBt96QJXG3drdKKlz9WgSEAJl4vj1/ol5fmWhMi/xBbGiZ2kZjEaG0UYog7Hhvnid0g2lFCZrDlsCRNSz+iRcxrwG14NpuJvdFghR4j7KSgYFUDIU9W9KCIzCr3S1RQYCIxJQ+FuGEkG6YR4heYFZyPS0FzN5Lr6dfUhceh3J1TPAj5ILTCkcUkpACVJRA/PO8D1OvDaaAUZEsF2kJPbnFCoRVSuqj51oTb7e+r9aMZS4wo2xocFRgr58RUAYOf9l/MmrbFchSgrb2w2vgjMBk/US3n+ZqvnrBAZD7gAsCVLaCYb8EJO96uNeVvVSg7u3BLignZwMbzbliYvJ0MamH5b4LEAr3/vBU+ncEPSGhHIBSUsDuqdZwEcHAduPHr473XvbbTi91Kd7jxxO85//YvqTP/k/0+Pff5x4gFfTZz/zqXTPgUOpDjAxj1pricjAs9CcEv46Js9GTC4ofHrm+Il0eXAgbUPytHEv/QudMt1hWzhFOZRc551mwp6vqNANqnZd/1ufVYhTUBoAwOuvIeUxr/2Ykt0sca5+PPhNqcckRoM+e98C/aj3ptKi66iU+wT44QVMZuV+47x2l+5cAqGmSRxrtrAriQGvx+F5qojnkDiFzTF9oNTW8CKOcSU22h9fOXsmXcImc9POndHm3msbWWubRdXsPP0jDdkeKxdWC6g1XaA1sRibZpEwwfuOHX8pPXTvnWG/uIT0Po8+vl5nsjyRKNSJU8dTe+s6pKIjAE6AIO2393APKtn9SJ67WdS7y4/bj7LvNhL0V+a/2OZCS4IYd1ZajybJ/rOeSkPlXIKqkCpyHPRgQTJT9ojFFwIAxmRDA0GmaSsB4spkm88qqi/RUrk+xY0lMOhPgalgbo77WduhlZomkoB0YuxD917GZIm+UBBgP7owLif7C/6ltsftAC371d4B8nSs0+c818bUVMdY7cTkYCsS1AN7DH+jVJC5gbwKGrOs8k4XoF2E0blGewyi2patL9LGL585l3qvXE13IXT59Kc/Db/sZJ5Fnc1WrabXNmrKNbh18GPYAm8hIGTCgjEu4f5uvC7DVjgG9TTWCLlhDV51JWKNQc8vt1lS1eKKyE8Y2ssJS0kGnq8rtcBmD4nG3NRS6t4LE4Z5OIhaCWsjU29xJYUoHW7CYGRwMwiDsRaZvcZv+c6qA6vqpCrcIgkIAzhxwltkaCpDPBYMyToEbFtYZV7Dxkdj6st4hg4DINvaDFi9LiSdqigCSFGPOsKYWDclcLaZKnevCQqdCAQmtoEg2FWrUiPvc9KSqRYM1n7w/GtNBvM2NIzhflSXohVE1QGzhCkJ0mWgMtze3iFUor0h+dxN/KzLfUNIS9vS2vZsl8bLS2XJAPVG5bA9XVD0YSS/EbWb9PBXI8HUaUSl2G2s0HOQcyZrvCQjxSSlisktEm0Twrvs3kMcwo3pCmDQico+U3Liyt/kvs/Xe2XHpfKf6EveG1CAflZFrwn/DMBhZm4xPfncDxOywVCtSv9TI0gu6ea7b789vfPeo+kagH0E1WErdlw/8d73pgN4xf/br/yb9K2v/0X63ak/SLU/+/n0zgceCLurhnomn64NASq0dRtBOvTShZfTAJKNAbwY3elkkQWNoW6kpznBMH0V0kEXHhL6ilQ1d+crK+5ZjSSt8+uh1eLVBSi0v/zcMC+uzQuYGJhO2kpsHZe29vLCOnIzPykN5rjDqtQDEoYvXaJv16Su7T0skEZxEhiI7QAXWTBQghj3Npjeova/SfC8yLs5nU4991zauG1bqOnLr6YI5u/Y1xRlzbzq8NWSEnjLi9qZ8TZCv50+czY9CCBchM4QblVJxVZ7/sbnzLUZj/kFaN7FqeO/jkWCXvddXbuQPjalvXt34aFLPD/S4FUcW+BBtnlh6gHXif9xwyp/XDx1IHl3gSvPzuY91TdaityPtlWRlAKblC4qDDC8mP3sPFOdzNcFqpJ1wefKZO5+iqT9oamehvMN2lWD7dLipKHPplH9s70cXUi3MOb4jrsrf4iVH6mQ5PpT9XF9qMsXUjehyrbiBLlr17bwtF7ExtO6aCq1BG1YB38LBJWYturdzMJ4Aq2EgLezq5toAn3pBEG+2ztb0xe+8IV039H7eAu7mrAoKKeiUqXylM/fOrjVAita4E2dYVfSm8y4FlWVQ+UIauNNxCE8ffZs2k10+A0b1sVk00FIjDx/5OFYrLJkJJWUj12NLSCFmB5hmzqYjeCysQ3JHEzApJTM/UFVuapqiPOlwRA5OOMsy7fyhjfjyAEsELS+wQipv1J7+BRg0LNLbDm0BmCwOcJ7aGfWzu4pekNrZD3N3s3u4BJbbnG/E4YMIVS/AFqlFZGvq0e4kNIZcueTk2xLO8NQswCewqEBjhVqG8CVgDtUvIJMfheTY7R1gMY8+c7Djc3fZFu6ynVCudJLaB+PmdmVemmnDOYvqTUW2YJshF0JRvCiIxbjBMB+8QoqxvWA9HXpYi+Gz+TbiZG0Kh1VHzF38Y6CX8ULq/4IbrWbUSqgXaJSRkFugA5eXJbOVD3zSocC1upk3V5vkp6c8Fz0+DHvxrqCCXMVMd4aJslBVOadSAeP3nd/9KfBrXUsqTdMBO+PRQ8N8WpgsCinNqdOakqUlmifYaRPG3ftSH/6h3/EXrAYreM80ojH8yyx3hahjzsPHU5vRzrfAGDTo1Nv051bt6ahsZF0+cKl9LYH3hFOTd9/9LvpX/3OV9JZFiX79u/HLrcvnUNiNTg4mG4/fCS1UYcxJCWj5LnEO5SFqsJ0ghYkKBlU0iWNek5JvlL66mQ/FsMvt1kGV96T1W2Vu10IlEgwaN4rN6KT4iklLwZ2XpkyH+JsZiNxeUkxK6kYAz7llmpB70jaBCMusKLMXoTe9SwXyAfIB5jl8DhctLv5kla1J1Rd2YiErgHHnfm+S65VuUdJIEDOvFapiWPUjGaRtJ4/dSoduu9oWlLF6SCJZxxrhtqawFu9I2hvFpAuyJlBK9FgOCSBBnkIwNwRhNZmTGoHN5q2EoprCXOUN5LsD+0aJ1mQCryO3HE47cepqgOVuItTaWWaBYfJKA8W3PaFTLkf9SsanUryGrvZUP6wwWWsaEsdelurHHWu6rDccPF4uc8yi6Ke+cB6y2NMSguvslVedYpg9RCgnv6CResTbygRZWhSKiQZUlx5sZ7Urtu81zeFgBG1TeYmvJN6WFylh5YbFmnV41iWAynHs+axaUtXhNvZxAJXEyG3ANQOWXqbYOG4yDwQi0PGjhLGdZhodMd92pjPYTPYnwapl211lcDfL2I3aFiit73jnekzn/kM/W6gdui0NCdSklvpVgvcdAu8qYBw5VsFJiYHycGDtxGJfkc69sJTEaLAa4uAn3w9Ax1HUUgHGYRFKgZ/cZ/MVsmMq6gpGFx7O/uSoqpwNdfJ1mCqNVURCX5iVJYyYsy+5UkAJ7iyzDImDXrjd7ALbIzaCAWBSkjbmw3EsNMjeQ0MQDAoc1xc3BCM1TlAj1GlbXoYTuL5af2KfLORNDeRAsyVambbabwcTEmpHe0UUgkZHh/v9eNkK9B0AjeFhIKHtEtUwpClPJmxmpeTpM0pw5W1OeksYce2gKPEOEx+hO2eJmGwo2NDqEfoQ7rP+W0SUHj63OW0f9+e1IE90FXCUjRhW6kBuokiRFnjR/yxTvZbTkXdBKfa42kv2hYqM43/K/cV97/ad/YArtwVNkmVn6/5qChB7gmpLben7WPlRpDI6UHull+bMcS/ADM3hZoJQBihXfi9Wl2KlrD9S9lC05hF0M4tLe2hop+U5ru70osnT6YrOIgsAjT1YnR3jDpCamzr2Z4evPue1MJ4mEOy55Zsd7MjyTBxOX/zf/qX6f/+f76GZIFgvExISj8mmZAeeezx9Kdf+1o699JJwCoSbOINrtvSk3Z2dhFsGocJCiNlhI0WgHhaVTG0rvG/oE4aLY81O7icMlS0OtK6rVUMSZ+3j727eEI6jLzMLz5eLK5yfINkWxYmEje45Qan6TW6z3Hhosm1gipe39iMhqOJCXhmCTDMTY5PI6HYzzogFBW2/i04lsywJ7RbCLai9ty4Z3fqPXkKR51Rboybq745jF+5Xr5Xh5tLp19Ou1Dv1wKybBfbzCSw9R1hZ4dK37rKZxyXQSduqUdWllE6WANw19nh9NkLaePdd2CiQiZFZpHja/tjP7jn8iQLuiHsE9fDx0xXsYPWEVDb7coLcAyBPpXWmQyAbwQCNRqqdd25ScAtcNNERgA7MyXfz20RD1X/sdxxqVQBK/oqlcmON6VM6FdNPOauodlAtR88tDr/FceCxUnidhapKFXmgHlIBhXTXwJDz4Mbo4weCwTpGmwsm2gnvMsBzW7KsJXIEpuxqZZmArzyogWlxzykZ38GqmjV4MVqRZSYRuBv7tNEZwQwLmiWHl86+xI7sJxI23ftTn/ny19OOzA1MLlgKXhnnLj151YL3GQLvKWAsCBKGcmdd94JKDyIHeEPkAyq8iymg+Ul1fg5B0jOzLngX5kZ6kwiQwQMsjp2xdS+kfAZrC7HCC7qKlWwo2Qp28/xdDGSfU2R2fJXvmm/iriCi0TEt5xKLOTUFqEND9SD+/diW7OO1V0DUiM9U7niql7mEO3Btkt6HlJ+JyENy43XuHbRLYn0FNR7UUYCE+E7bOxKpS+Yn20doE8OQ/LdxUTt75hoaQjfKU8NGxcQnBO8zgOe10bF92SVj8yNicacYKqGxBnBeNntAlUb6dE3O4U3HbxceC9zJIxWua37e69Sh5a0e8dW9s0lkC/bnSll0P5RmyffJ8TMKZe59CO+ChqyPMY6M5Cr28A5qawGpKqf/cs4jpLbjdHSgh5b3A+BeqFRQdnhO4+ESknpTgNqNoUdSpNeLSnEMieT7ymO/W2r6e04Qz7PvvA8wJwdRpRQAgpqZpfSuqZ2dh+5K+12Nw3CIa0BiO+78xDbxa1J/82v/Yv021/53dTGpDKEl37E1AP8rUOFxSBin2LsuHhur6pm7B6bAeH9A0OohSk3hdDD/Zp0Aj2GNzLoXzW4izHrH3RvmUWOK1LQnYiKJKaX/qLV/MH5rPJc8dBN/hTMxSQdrVV5yHea8oKGcjFGrku8nqUQJE4NuKxnfXf3pjQJ2Bk6fzENExpmw9bt2Ah2R/3qGTyW3KQtp+9QVTyN00gLO0rMYVrhgrVz88Z0DRB/BVpIqPVzL/ocLyyXM+fjImoeKeQEkrarmkns2BZjOQCut/MeF30uhgVTtreLPt+rJEu7NKvqwsSFiHEQJ4cH8UA9nx564L60QLiX1VJ++3L6Wu0+AYw77AwPD7EX+5Voz1jAc14AYxzAPJZzjjpfCAqViOuh6w49Sq7cQ1yQY6Bn201bQx2f6mqzzVs8TV0r7WNpoKvoN8+/viQfdJzo1OHWbyZZdKh7JdaqrD2fqYZScFCURv6mOaTWK82EV5JHyh+9Qfu/RsSEaqqsuzRkHTuJTdrRoXMZdMWf2PISUG2oMXRAsQixj/1Iw0r5DGW2DnMi+Zz0anzHISSDaiLWYZt+AVXxsy8cRyK7lD7woQ+mn/7pn2HsUAz4fsEzo4L+qapX+dytg1stsEoLvKWAsHifRCoz20zk/DwglF6x9yencypYkqozxPM3mCzlB27o7fZIBWg0fE0NauQAggw2gWCW/BR5Fu+o/l45Qlb+rr735o8LmyAHtlI1B75xuGQgraz0uje4TyVOEjCOFhiHq+qsosKLjGcEgdqLyDQtvfGzYisvmQVcSWbst+BN5iZIqk6uvj0nA/Ejs9JGzft9TwaSTHulc04sTigRJwtwZpv6nHEifa+g20nUCdJ4YzKaAJscOxlREl5fKUOrExp8VdtCsgibJXdrOXP6YgCHnVs6AZRIDVqMHwl4j/xguHLcV+BaBYPTOH1xwT08WXnDaK2f5YhkF76K1GClGiVW6Pnp+Jsp5ga0cIPTVY9TD35RJ+uiV7wT4daebWnX7r2xN6krdwG+KqsF1Do6yuR3Vuey/Lh8nfyUEDRBA+4rWwtt6PXbx+TcT2B2w2LoUe82ZRqauwC7Y8/e2K/4GkBgM/aL7R1r05d/8cvpP/yHP0ZajV0S6nzjlElG9eQ3ivOPe/m26RmLoXsz0i7DzAyxr7Hbzrk3s1tkQUkxRnWKMZSM9F6HxPO6LlzWZrQJ74muLt3ozhdFm0ub+fZlD5Uaw3Pc6c3Vl8uNU7RZKTdJIjojn8/9Utyz+rc0nrMXEGZYv4Bk/vyxY+kKW4lZz4HT59PBo29LG7Zj4wftAY3ze+JZVdxoBZACzemBAJFq5zzCftEttOem3buQFJ5hYBRV4KGglXg4n+TQVMdi6fK5s2ntBuKnQi/yCceldRdsO/bnUN0bfsWFYSMgoQZaiAqYHfeGtNo+oZyztO2kIJLnlWha1+pmjB+ldy87n4sTfz3volUV7yzvHqZeSq9caCjhVXpt+JPMD3JmLtDX1HcGD7H4AqXqpLOGZZX30XQxN+RKFnf51lLB4tRqpVvtOue8ddntOq3Ms6icwjlvAie+HEDcW2qJDiANeyx9Fo+1txvZIe841Ib9ZCegbo31pN3dNcQFtMBcbZdsaG0HsT5j3Dv2a8K+WBMgg1bPsWe357La2piFRBhAKi/vCysHOkWtUAdBv7tQEatFmSIIvMDTRdIkvFhtDARAvFB4KmGKrlwZTHcSnuaLP/fFzIXVUMEHKjXg8Fa61QKvoQXeUkDoYC8mc8UFDpxZVjSGU1Has5VI9e7NOK2lLoQusxkYwG6GgeZzivUjxRfBRrk+ODAKI+pIL5++wMo7hw+QYboydXDKPxzQ7dgmyjiXJ64IGuSIcVcx9Jff9Xp/RbwwGLTlMe6gEj34JYyyJt3GxuT+drP5tZTNgTvOLiuCFCVoqk1Ur2gj516q1SkmAypmHbV9Kpwrqp1Y8j0y7dxmK2smw1uZfEZAmHdJwRsSFafgUZWUgH0zccRi9e5v6uTem9qu9bAnrmVwH19DywwhRamHec3PMA2V5iXfLxg0CfcuX+lPG1ChCYSH2LdTtelG1OZz2Bw1KuliBSwwuVGSHpQshKQQKarOLYIrQVULDNqVswAsg8Kci/VTEld4+0Wonqpm8Fnz1W41mDIt7ASbdxvIaptyecgr8Gb5RD6wnjZ58e1iREA9zaRp+I8NtCGFi7iDhqqZEszxTmPeFfZuRb43lnja80HaqLxQ2uI9vMjE1NzakX7w7e8B2Gh7sEkzdH0NxxZ3FLmD4Lu1OCrVIK2uR2RrcPh/8s9/Lf3uv/93SKfXsfCgLIBBx51x5gQvAryRy73p4OE7EWYxeaKe6sU71n19R5RA1jRTCqWAIH/qcA3k70Seaa8Ad7ZL7sgM9P2d04KrhRsmgc5KArBVs8Qx074NXelA+6mS8nmaJSZQIZHPmjxnKsZGbsnK9bjIT6fTeIw/tUzUo0jqLh57Ps2zV7Vbwajiv3zsBNEDOlIr26/NIM2LUFbQjECtphQnNFS/LAaVvLIG4MPORISWGrrUh20nwckhGM1BVBFanyKkkLQTdq6M1UGcU9I9R4M+o1i5egCWRQKcj6V27EBN2jS6CAgaDFBT0AoLQkDHDLx0FAnlpaGhtH1tS6q1n23mUn65hSIrTHgIlyUPJeldG5IvjgVJpg7GvW04AE0Y7Ni9dY1vGPwOGtJ2Lfq+lGl2qvO8T0M38U35LGxVcoGXh251aYobqs8tfy7PLV4vztNvsUDEoxebY8ehi+R8jr3S2TqvZqkB7+DRoAyL4+JVWins/zrZUq8Te8v1OPVt3tydw9+UJJkuoiy7dJ2d9Kgb/DJMP6ykdOB1eS0/JyhDUbbYbIXzjUjf5Z0hPKDvHYOOaaW869meTjAo/YyzCGtljPq+EWwFXfS5L7aBtU+dPpd++PxzYZP/y//wl9O90Mk15tf6GqSJ1Ky6xYpWvPV9qwVupgXeUkBoAaoHv+EEHDeuMAUaIbmSSzAw3GlEcJKdCKqAZFUt8oSRwxOoIqlvzBIrXuL8FClWXDA9B2lmGEUGVcNE/lH1s7jjjX7LHKyv73U1aDiCNSzL21o6UJkIhmdxKmllNZm9cdsY8AZuFrw2YRSebYEyw5GnWETzym1oof1Ukp69nloJJOKZ0m3l9l9RX3+q7vNenxeYrkUiZJ/YD9E3MjuYaiFR7NowG1JDw99MAhC6if3Y3j4L82wnHt8ETHgqJCJok6mvMbyQfPIe3yX4vQgo3Mn2VS1sXj8wOILXXJaUCu5k3DfTJ7ZRnvRRNTERSi/a3QiOwwC/VG+/rJsAMhxhqIsqnOok+FaK4ULECb2xiZAeTsocg41od2jzJpK52jNO6HowtjJxjgOQN8Lgt2zewgQ6FIuhlVkVz608f6Pf9pPqSWVpLoH6cPwYZA9W98LWFlBJjXtQv+sdD8YesRdffjlsN/cfui391ld+K/3e7/0fTDLNsSOKAFwg6gRCQ/FKQsiwSDtw9N50O04o7sYxgpes7xthchKAepdjUGleTIrQuskvJ8H8yzbzSICYz3hPuXNL6LcYJ/la8dc3vFLyRa9yncuqfct0H6UuHlr5vTwva2h75GqxWIK+QhK4RBQA7CsTAYWHBvqQ3p1J+7rZeYQFjSrRGdrf8D4NSAcNP6TtZSugUaeaa6gI1GgoOu9g96QZJvQlfrcA1BbIvwwIS1V3oaQNoNO6dAsCi0IKaoL/VTVRAA8ue0p+U518qg6QUcu4cms2IwP0dOLIxW3eShNdlwQlAkGT/ECJp6kYNkZt0IHlNHRlEhTZzkoHbblsM16MGRdjvsSPiLz4Nr+M0HMf5XJLK0UNiqIVv3m4lKrPFHd5KZ9Xg9DRTAxN+Kw7iTj+vaaEzbZTojcIMJ6BF5XWCJGv/i9KxQ8d3BuOHt0bumKRKP8u8wBeN4HtbdA6fCHqTP75ugsI2puP7cr/SIJnyd1SGJPQ81nDpUOL4JCFPxfdv74Ne/J1Ov5wj1oyY1TqfGcQbXc4Meh2OzunGPj70ceexJ56Kf3cL3w6feSjH6UugnjBuG+6lW61wOtvgbccEFYXzVAO8I5YZcrsBBoyBSdgV0WziMwFik4lMsRiYBV5FBI/VZmzbOVkcFRXsQ48AaXj3wGqNEsnDCf6SjK3t3LAZGmU3mJO3Hr7juDdJ+/bzb6dMqM2JgwHvWpttz1biweZdochqeIZpTRKqGwTSxtOH7ZPiSOvbA/vjxplvo0kKK/uM6Ot1Hy1I/NyorK9ZJyCQ9sr3s07bdOifzznb42yBYpZ1XwtnTt/PmzH7LtdO7fhOa4XXBv2ZgOsagmtIqiCT1k8GbDbM3XgVd2sRyQSlGEljg3rQhVaU5r4VivrauekGZNqboGxDNq2q07Zk1qaECBg4xUqlcods4afmHXHEcIgIS0UaKl2DXDKbTLhN5J6tvUgZcCZ5OLlsAW62byin1eQqueKDygFW76adBa1keE9QjrF9RG2QfuJ9743rUfVePHiRW5bw565Penk6TPpf/7N/zWCTrt7hMDZoNXudBAASCqC/jbg9HX0oXendpwFDLhdT5uMo+oSREQbIgFyglppquDj2jvSgOWUKZjzRb/SB8X4M6/Xm6qbZRmosQylTGORE2Ve/pYACJwP3hJldULPT0kfuYhUhGMrvR41e1tnJ/sUI+1T1A8Vb9mL5LV5TTr21OMxFjpxFtrSswPJzvo0MuF4R40LPU4jbW8QaZB94TTTRgw5vcTXIDZsCfW+Xtq0VIiPUBnC11xUCAg1D3Cx47iz3NoHliWi1s0PT1uq4pvDnEoNo7RPgKmX7NWrgyntRFq9IvlsPG9GN0zeoc1cU3rp+HHo+SI2ctq2OWIwN1AqFwGnLauE4HjLGebm/f/YexMwO6+zzvPUXqUq1SKV9n2xbMmOncQJ6ayQFQiEpQkwLE8T0sCEnaZZmiR0DzQNYXqe6ZmnZxro6YYOMIQEGHhoQlaHxJ2FJI6d2E68ydZi7VVS7fs2v9977rn3VqkkS5acmTR1pFv3u993vrOf9/zPux3e57+O26Pg1RKbrg9qmXunBK9rT+perUSof+Yt9fZmAE+jbGDsY9UYNFrRRcs5Nk9T7FQvoVPZSF/qo5tplDb2b0p70NXUeb6naEmXQ2LgRpNNXR4X1EfaQob2hbp/qnxE2fkrWLee0jnLZBzLvrIu3KoGn7lx8NPOONGJufQq0zI4y7Sj+tLnceHlFOrVyh/u8tGnjuMBYDS9+MV3pDe/+c1Iyzj2EvdIquCshbUWuNEW+KoAQomuc16LRMZ/3hlBTFxY/Ah4PPd1bIwdNbvSHH/ldJc7kZ+5A5zHWqwDzpvplvgxEckrc7k4qaQOD9ZPzhtttCu9X4wkxCoSls3oDPZoSUylVahWh1Dv++qV9LHQKMK07LMszhJ+QyEmV8qj/n4AlxuomG1vfuUTzsArZTAfxVc+M0igBA/h5wsi629Fj6OIr85xlvRZjmIy6k4Oj1e36AQgaFzOEguFoFCiBiYGxBwDeLZhQce7qA60e9Qbbnfknqo+cLWwckQEh5QX3H1LfcPAoS6BStGjrJBx1qzljeVrLrrTtIN6qx5F1UXZXUQK16Mkl99cWYJaehlkqAeqw2FUBQDJgkHF2sHpiaWipPYM3yuzqUbnAZUSDC4C4I6fQm2CcbMBa0TnxmbOrdW9k2PrEvpZcnCbUTj63/73/5N2P0VZOmlnxFNwqRqb3XapB0qwIUjzrpe/PG3atSvExALGVqz3leWpquHJCqK+4q6lWiRft7w2BcnUQGGpRGkjf9cDsAx0uHnNYRkAXNmeZlOyvOYUl0fMGMb5YD3h8uGv8fCLX5KGd5zHwfwwxiK9afvBg2mKthnFF+MQIGMMX6ijGJyoStG3cxsAsjc2FRPMiym4cs6XZi2/AUMLtj1EaRbu1RQGRu2AtWg4KmbxdSTumdMCQh29u+ETiAg43HQ1NGDlvLzI+deydi8R2MAhThZwLMAN9pjEHFZvJNNVMlDUbrzOImOflFyX0pNPPhkb942IVhehwZAI2r3EMW03sI4nLisdYnsaBFf1ITZc1cHjkzz/S26rlrR6k4sKzSxpFqmQHGy5s9Ir3TIJQqfZ9Mm9P/P0hRijO/ZuSrcA7tVrVzwsB7ERYC5XVK6udNn6O68N/o5mqOQpKYl73FQX1k1Tqy7WqGopf7wXb0v/8l03sh0c8yhtVToRtIa1wjVAjqCcQdtLC+eL6PT6WotO4Un40ceP4kj+i7iF2p3e+avvTC996cvg6KpehVQDn6BGts7RpJV8177WWuB6WuA5BYQFTMTEYdDKMWMDx4KlpW1H7MC68UeHEDDOAFUMaSjv1VdEouhEkUjKoTI4XbOYIk9OAY7E10nncWLuYt01GrT6jYUvft2cP7UFKk92ihjsfzlPnoupeC6ON2JR8FuRrNzADYiaLKPtYl31TybJlGhINIs7mMIZvFJpo52qBHL1dqt/V3qciVi+W4xgSpzL2h1CKkEyeAqFxKa24Ocdbi/goxOR96b+zXjMPxm7WH1MdqF385XHWTwQ0WT9PBKB3g/hiuYUempydNd3tsJNvIR4E2MjdvMSWXDOMoIamfOnVLN8e9/+j+BL/M/Lar6V/+bnpc6V2NUIcmNKUGF+Hg61C8k0gLUT4C6wNcjlkvuYiXollWrn5wbyr+NTIDlw6RJnku6II6iCm6qOEOPyxkLOV6blEsD51NnzcKQ4uQaAoZhP7vok+lz/97v/S3rJ3R5Rd3vaiN7ae9/z3vSRD32EsqOjSz/Zn3MqTiUMQpgT6rnpJPkAYuJtBw7iGudsgGOBzAgcCSoFBwLXMnRebkc2ZZX2sNHzGHVk5HYIRpHX9gmhcIrKwho3K39Kv5R7KwFDARI+r/ZdziZekVNTgnp4C3WAQxEqXUbgzWq8/PLKfBw5jn0BYZ57edwr9u/c2M8pMzi+J8y52JNuRwMeAlD+375vPyeQDKYRAOHk+Gg6w3iX+9SCgU7/zl3oj24LkCWoU5+sFV3hxSYctx99krGmhTZ6iWwe2uAQ6dMxc/gthwWBKsKRl1trcDNtnSyfZY22KZMzYlz+ZxqAYZCzqJNqfV82MBYFTJ6v3SyLjBDcXdrAtI2rSotgSP+AUxjWeArNoVtvYd6e5pzipyhnIxsLDM6cA+z2AkhTR9Vfcsi9ZT6TAcSyXrjPQkUDumz5rW8RSzub7Ye6njb6dQX9M47ixcDNpX4xdVE1NTSBeHUM0Dabnjj6WNq+sy/t2rU9zniWBluFabjgOW9zz2PEGjhO8q/Li+HwVje0PHfeOy9cg9xkCuAF9brXMVXXKUXuWhDHmsT7QU8jacA7HD7bwvmisc0UBjDs8dg86+OxI504fQYXM0+mXpgKP/BPfjB967e8ibiAUMZQQ4BBE8rtXoaFwyiHUsrqjfJg7XutBZa1wHMKCBfguIShRey+AGkAPqSFEUJfDVZ37HydBOraVPRXXOjLEDayIlgJiOJkxV3Gi2OMclL8zbE1OjA/zwV1h6uRhOIbRaESwxuUAFZzi4v6AsZEhKC6WLDLH4PKbEVfyOnXjWVnJ4TJ83jlGgrCoB1M/soiVGZvJfX6RXB5hlf+tRLIrQYkI12pWCW4GCvGvnqoxY8mrvvpe3K+zFvO3EYWrl44hl986Ms4qB2iX/G5uHt7LDDnLgzzG8ILjldUMzAwFIvhgf07QjR25vwg4GlTELj6Zq1ll+82xMpTK3HtucTb9vRZLYX657W36q5cDepCBohZ0VsxsjpkAniJuYuH7Vp2+rk9lr/vOJU77eJgf69DCf0S4NDNzxzcIbmUNxLEO3IitAQeQDw8ywLinNA1hZyFhx9+MI0AUB594KG0b+8BnGG/JP3hH/wBYAAjBPR353R7Qh0UMTcyFrVqnwb0dODi4rYXvAgfg4AePioiWM8FMlteQ/UxWSR5xv8IgbmIZVs3Rv/4gE9+kCPF3xyngEAXWzkb1xVIdlmfVsdDLkyAuhUlvtb0aVK4NtAOVE0sv32uqFd6E4CJjAWcGSLkuSvw6EEMvB6xnecTD3MEoGcVqxt49skn05knHk9d+KBbj8X2hs1b0sgldUlxTQIwmBi8mJYQGy8izgWdBYiYAXxZw5jPFmhZZa9QE+KUvqhFz+0hPYo2oQ5lQ1PZenK/tiHNKdvX+T0BrO+FCgv0U6DnhunUqafZRFBnHG5DwABATGjcHElWbKMB6lTSsvD6DpXGFFUf/RB64kZjY3dFPUX6YWuTb6nEFap52e0oqjXOZfa5XOxLw0MBCD3eU0nMCJxcx7/j+fbbbk07d24PDnrohy7LM4/P5fnU0l5+P+caAJA0bJs5viUn0gkrpZsw/TQ6jjJTQo5jXm6lE2UeZHpiPtYli4nVt9aQxCNAO9CJPHniVPrcFx5I5wdH04++7S3ph97yVmotALVUzmebr7SFfV5JzsdrYa0FrqMFbjogrM4xxrgLjxPdSfL4Y4+kLz7wRa5R4O3sQqwGS58FzV2kceQeqhS8WpA4mcaMQJB0VYiXjuZJlP86OVcGrZmzuE6XB1m/bmWcm/cbvSwWCP1NCSw8L1M/UusxHBH8uWhHWAFCbkb+hbiog3K1YDzLYijvXC3+tTwzHXfEUiWPSzt826GwgjuBiNJjBHcgRnMRHcA63KAlsG5RhoYvApbWh+h4niObxtCfWq+IskLX/DLk7/LLspfreFz9AxkklzIG8vfqMeuSoOzLAynYRqbDtw53PXFCrkYHi7jgMOsLrXyvloobEfW2tiCK0k3QU+dPsvghNg7Tzlq8Z3MVC6ubCvr59NlzUb5u9AXVm9qDKPPlL3tJeuLBB9NjD34lfeFzn8Pdz/GYM7ff/WJ8xw2lMRZLgVik47zD7YVcqP1H7oTzsCmNscDPMsF8Dp86wLztkIOLGM3C+Ll87BhH0OGSZsi/Y6WK3/lPvJ9Xsbq713hZilG+V3nN/r7K4+obeXNkPRw1OTh29ALQCnfYVHTr4jwOkA/4iSDy8Q0qYl3s6ylojPHWwTFsRz3EINg4dfQJ2gpfoTwfwWL43FPMhYO3MDaaAOd9aWb9KH4B1bNFn1YOMtwyJQzBHbQVI69I7sp/BBb0RwZVlIwy5VmQWyKfqmK/aX2+Om1dmXihD+pA61tSwLJ9x3aO1QSUMKYcR1Ps6hoAPAts4kHNGYAQT7+keX7KnWUWcS8DnpyL6hSCTIGjutPbmCPOJyLlwq8szHX9XgrdQcvsGFcF5Njxk9R7NtR1lNC4afXZHEDVWe74XG3znOvgKLjyaMpzII+fMBih8f21Di6wKjFyP7uQMphWbgfbgw91ze6uuF8GH3EM7W24eMKdz/DQSKwfXV196GmfSvc/8GA6/fS59IpXvCS99Ud/NG1F+tDYqB9XdFtNZJFxaj6mkydgpFf7U82odmvtaq0FVmmBmw4IyxxyCOpg2WOt5Np9+pP/LT35xBP4WeIonv4NAUw8hUNrMMVq+lYz5IEdl/l3bHfUP8MdCkBC2uHZuZ4JGXOB36HvTca6chAUyaERgAnQ/Lgza0Rk1+I5ciVcea6XGNf9rYglQGEvhIAt8yxsf0WPim4yAalLUupdowjxwCl9tbDyeUzzulc8OupqQe6khMoj/ST8LkLXHCKzKxMWid0Y7mD0xr+PszkVOZ3Eee3m/p7YBExPjeIuA9CAonQnnLNJxJFyBntRH1jPUWv61OrCNU8OuVISaxdVg+0XnJNoo9XLkbE2z+KxaZRPJFFZbPN15Q5fRK6wgBxjbjy0Ri4bkBkWPXWTfCYnwD72WVkQ6lPz2njqD7r46MZFEZy6mbqLULewPuRa1t+pXPtglSpmkRJTlmcX5TwCOOfZeCjSu+XggfSC24+kF9x2OI2+bjg98ejR9J9/7z/iaxDQjS5jG2C9F8MHuTaTcLPksk9gONIK9/K2Fz4f45RLqbm3M8qrPpUGAOEPlLLkovh3lUKV4lfjlRt8014lRF3jT7lzfd/2baMnsFCGUorYS/LD7lOn0hAcMRd7r+NvLVOGULkZQ8PnZdH3OgwwoC3e1TrX+L4SIC0nFjdKMoLHcAoNyBlHZGzJBDyWYQ9OvWeZ92NwDadQPdBR9Qk4uFEA8lBE3MgcDMnFPCom6voxN6IeVlYH42ZUDSXX2k3LF9wmsU3Eq4/DfGGcanHtuHHT5nzKc6ia6OoXtGcAJ8BUH5zlNtriITYa93/hC+jccb71DCfTABh1GUXipJmTEWiX9MscqccngkQBYjAC+HZeaBiYuZW1opSmrt258lV+1/5uQAKlWJ25Ce0ZgFMuONyIeo4qStI86acMCNtBNR07s56mBqCKrEo7Xjlf01DlwnUmSxE8hhR3YoxDy5DbAh1d6uyYsD3r86qlXGrbEGBwABUanXZv274zNtafu++BAIMHbj2Ufutdv51e/MJ/xBxAx5Dx1F5dz0yjpFNLee1qrQWutwVuCiB0+kicIjAuCyGbRJFZsZmL+uc+9WmOghpNtzGwt6P8PouVsFauI8TxnFzf91D5MqyXT0mIiBHkjbPYThN/BhogQFSk4wI8y3PfXWLCG9UdoOcaO1FU1p0EfG5GjBeiICIoQsnnh+ZiX9Nf81iFqEocBKp8Rbrnzw3AJcAtDmLqS+z4LIPBBcf8JSC6PFGfZJ5FII5SCjASNYhFyPiZiHhFIG9FzkVHxW85QxI9Qaih7O7jR+VP/Q69iCzKczl6AmjLodhXsKiIxzpazqKrWeJH+1d7qHq3eiEx1Oef/se2b99MuaawOj6Xtm7sTkMb+vHnNhAcqFlONjHfgYGxdLT5ZDp8eH/042m87+/asTX6WnGdOlbWU26ChNwxEY1sB1OOsviUAuRWjkj8cZHwY8f4LgJbCKjjaMoTJNiYjCOaaUcsMzkBh4b6ct5btLkpRL7knwMnBQikEOkJojvgZFrHfIB8ztWRq5GP7bgBblsPC+kEKgsuDPaBfRzlrRWy2s+VTJgnUcPy87Lv9V09aYT2Pc8pFtZDLruW0/2IJTd3b0DRDD9r3Hv5nc9P7/+rv05nTp0M32Wjo3A6AX7qo23Et5qnzUwxZjoAiOt5dwIO7SK7qjHEa5lDBbBdlaNUKV8eptXyOd9zta5e/gyiq68FSKn9srfsr0paJMW6WqUljeC09nm4Vrgr0khiB0fqzbHITsOhmkSPLXpYjpkg1MLwcT5GuaJY/hD+xZ1YuC2P/VOC79br1Qqi4tWV1eK3t+TsxSPybWY8mJ4cQAHY+KQW9Oii0sYdABLH7zRWyDM4RZ5l3I1hia8e4Sw0wlM8mgEo8/h+bEdfzFNgNILYsm0b5aG89A3mIdAU4iPSXkeftcC1nqMdLg/WSXIhzRSA2TJQQ343CYoAeZY5+oKIflPcaChgTG4XYujWS87nLixwjz72WPq7e/4ubWDjBnstWlAJSBhxQbOjDeoLUlkAVs5PipI5cgA2wwAGOc4Txchu1hc9Boc5UPbJZR2pT7r+2jpl2suZzYxdfzuG3YBrKbyXjal0VjAok8AgQLZJ/V2M0vhJHfjL/1pdPMqTDTPlic0gdEh9yKDfQS/RC8evo30s7Yh+ihxsWz+LIfGKMUFZPNtZhoXBcpqZKkxBe8nnDDrBes9oJq0N6K2ePHU2ffa++9OTT59PL3j+Hel3fvf3OHf8pVFO31YNqa6wJhv9svwifq39WWuBa26BmwIIza1MJCeXH8M6DAv88YG/+Mv0/ve/Pxb4bZv6Y/IINlpDkVbCxSSNCVtZ9PPr1b9BvOIXiUHE3GupSzXLQpYnNdWAikxDYLXcdXF2Qa8Re++ouzbAaQ3dYekroZBwX2/IZTE1JjZ5qMsoJ0WnrBMsAupC5sUUQukCX6gb8d2xa/Vn3nJNTUuiKkC03PqlinbMycf7lUvehthhtasIJHQoAcX6CCxBwph7Ib9R2qz2PgsY5awP43D0bPc43YVy9OHLzrJYL5XJVwLI+nevdC0hFBjKKdy2pR/dKv0TDuN/cFu6NAjRHlf/Ez07wDqaNunihYvpOFbGh27ZE1bHZ88NEnd7tKFHYel0WmMj9XAE/1cPpQ0ujyXB9yg5rYjl1rkY2TcL8wDFODLLBYNxEu14+fveCV0hQMDCuFy/mTCgiQHOM0vWgyjQ46U0KNm0aVO6QB6mtxIImtazCQFSGSfjiNxsQ2ur5eqmHZyBzZgax+HuoVsOpHs/95ngyI/BtXKszcxg3c+ieOniQOrAP946wLC6besAK7NsAM6fP5faaRfPzi3DNVqy0t5lDJXWj9+VHy7arm85Dq0ci93qtbta29beEL5ET9RucaXHknZFY6ypkwPjKN2fDvc6Hv/YgghzjLEyD3ACMypBy/OI93JaJuXV1UN9vXLMTDdWfzOX04ove24ifpgDc+i12BxuUqU1nvziJrUBlZlhxMiTbgaZayPoHbYCGuRKNjTheBw6oHN6aRWDHloHPXO+AyjkQimKFAzGUA0SECUnU0tSSgPQI88CCFe2/crfvFgNoUNI+XvJ303Npz/zmTSCukH/hi54U1knEBwYDrYjt5J9pFBplzIiSnGqqdcudAfjgHND341upeJjHX2bfwZNtbirXVl/6Y3Ww9Iyrwu3znZ2IykdFIy70fV0EdPNQ9SCLSs46kg+435OOPwZKg6WRroR3MocKZt615Yw0nFDQVsVems5S5tk2upmFsYHxi5ugr2n+zXXgmbUZwZhGAiuR2hn+7uBsj7y+JPpgS8+lE7hyPyVr3xJevs734mP8rujvMtKvOyHOa+FtRa4sRa4aYCwFMP55KTLsI3JAafhQx/5cLpwYTDdghHB7l0YEnCPOcRuSI6Uui0AQicrhOCZgnOgzANN9edYGBcgKuYogfGcW3fpWXewTPqYokxwdGJGyQOiowVaDTA+U67Lnzv5Jah+ZmanwvWKLPyWOMQ3cxmijNAKdTykL/7xoPklju+IxZyFzcVa0ZHvmqbEzNrl0nJpY1aCC+0ii14GoQJQOJyASwQU1d2vUesJU3n3St8qySsetDwgWepyIRShNcJ5NmCw5FPaR1A0jFhSoteLfpWHvE+Pn+PMY8SqS3AkKfsc+V8YOBd+uOQO6kC3CQfWO7dtjpZwVy4HQVdD0V/RJmUElBzzd621+J0bvfJA324NqQc/Y4ODl9DRGQ5rxE70fVpRJejv2wSoYIPwDPsDibnBtld/bB5RXwmOP1aG0IXVwjqOmDv+dJTZk0DkRq8E5OXda/2Wq90BmBhB3zY4uUwiN1a7du7GmAm9JeZDFwvr3/7N+9PDD34xDJpiPFG08CkJS2Jm+mKclqK7oBb0W9ezQZvjvW6At3OpAELbMvTT/C4NW2n26m/uxy2/42aJeHmNjCfH6UaC46UZ59CNExiK6fNvaA6Auy419cBh68JtVRv1g6njtmdBUEh3WSLrVIDrjeR/I+9afy17Q22jrSk2Jc29UEn6L3TxeK6axSh96znE3RirbOBowQX6eAJOO9OETRF+QgHpAkz18eQiBmSN9q8vHaORuqvLqHhWbpiARsB0NfrgOJUuq47Tvb4z7dixI33y3k+kT336M3GSksdXmnf0IvMpzn0m2+p48NqK1g0Df5ZAyctlfPcKbAG6l/BEoA9GdcvV2ZULJ12yvIarldnngtSgmsS3nwWYIR3idcum5ESxrdkH7aXsi+H70bdzsGTqPPtdgpxbN9pu3kMNiX7JdKXEcIBVQGTllvXPaVAirifYWDfT/oJ46+WhDBOsU+rBe67yFBs6XQ0pvfBYyK888kT6wgNfoD3m08tf9bL0cz//z9I3vuFbyWb5Zr6UYO17rQVuZgvcVECYaYHTwYnMh8n0wQ++P33ggx8IX+pHDh9i4e9A12OMScru1WiIfBQVS4j8eeUAaGSquSQ7+c1rlqPS1OOQY+iOq4g4XXznmUBkT6hNcUV6AtBhdrvqc/VgXflsHXpKpC5iNRiWzxAbxbl6nK/PT3GwFMoSGF8xRr6W2EGwAXje9yMzJnRNiBvF5rt+l+w9nRzorkUgad0Kx6zEM83rCeG/jxdKGbQCvIDujVaxcRg9gOl6gmXM9cvzaPi5AABAAElEQVRpWsmN6It24a9NZXSPglKEvsB5xhJp4Aci21YA9Ww4uRb4bQS0qUYg+Nqko1gIpZ763V3nepbWubxksRhVb+cWq/6kVR997DhpcaQc4Km1rZP2RhGdnfsiLKUtjYjhWh1dtWC7GAL88+3icDXOipbJipc6Wdh0J2J5o/ch9E1uUgKqRJLX/Udw42LWzsKu3q0LqWVRR3fLJlQhGBPrMOH/yuOPps///WexdEX8SD+6sDqu5CY3wUFzjZVjIpexH3Hdtr17o1Rulmh0a1srG+V3XJY7ZXjF78oPF2B/21Z5vtVev9lX5tOBVAHzntTLPnJ+BGv2EZw5T+Drc0tPWlqP0JNycDpmBJi/ooUIcatyP9+5GX/JgPyqDVRN0owNfudMjSY40yG7uoKOiymAXiuNpusgO0b3QZ6TKyDTj+Hf/vmfpX5A2e5DqNns2Z0GLpxD3xbXVcwZ+922N6zANvkmVDFE3nY4eYREgnQjPv0ssFse8jOtyMP9DHT1EvTtY3/3ccozDzjthhvN6R9QIcFmjG1euazPTaZUv3aRs8pZVLPV8bKGPYusATqBll66GfWjxKRswMqcK/OxJOBvNxmCY882l/5LjxXfCoD9rAy2iellbw+VwWEkGlM3YaW/vCWAc664EROc+s8NeDXYttypgcD8JNMhysac7GDNUdQ/jAW0x1a6Xmkc6fx1NdP5ewPxRlCF+Ox9n8SJ/Gn0HjvT9/3g96Sf+umfTs9//ouQ1oxAkzVQWQtrLfDctsBNA4QCuqADTLZZdJn00j9w5un0vvf8KUc9nUoHEAlu3bo5TU5PQACYtACbcvZl5katJFDLKy4I1KXLKGBhDv1DCVFzi+b97P58lV2hVm46It0MZ0rLTrlv9UEwBT8tbk1Pc9wUi2A7O9JugKHcuXo9kPr3vJaWjeHbUH1ERRRyiULnhvvWvRXC5O7Pcklw5GYVg4hw8EwKltV6SOiCyBE3FPh9J4grF1IT/hsKYIv0eK8hI+ggUD6PNLyoBPOuvlxuXsN3SaeZMluvCeqpbqKEtgT7SHBwpWDWLnrLikCB3PVvwFehLk86OgR4EmmU6KGrjcj91SMFpyCamk+PPfFkOrh/b5zmch7laq17u9SvEgDTyPOUyeBuvZQ5bvDHojkMXCQsp/VwV277el6o6U3jf6+hqZ2FbhyryXOAqOa0Dx0pRTbqPrbAXbMSZeGp5uE90qZXq8/4GcYnfhtyz6a0l9M+tjD+st6RGwLGHBVUxBxtk6M/i78K2AEKtEEDnGHr51jZsXNPWG0rgN8MMPzN//A76eijjwZwmGGsZoOIzKG0gVwkw08mi133RvzrUSjb17SDU0zJqvW2lPapCKAuBKeJRq7Xt6t7fMXLXObaY/t0WVjxM/cFMSiD7a9unRaafY34dIPz0j5Lf7DBG5kbSaOA8S237knjHJnIKbZpHBUO86toAVayWZnBstyrP/IYMsfVQzynHHmu1qfpCPQ3nygr5aUMftSJnYfeyMmVy9fFZmeGjbE100WJoL2VA3UV/csNv+XOu/Ab2Z3OnjmTPv/xjzOGGtPBO56XtuBbcuu27SEi1WVQVhWBqkF/7LfgrJGmNhNxpKPiZ35ovBHj2mFjMaOMfhMqVVAEOjI2hAuoreFQ/56PfCQ99thjiIp7Q+TZ7rnJ6hYy/zSmKO2kWLqEWqvlU3+CO0fdpYXlnOQcN7dTlIk5qlGN3LLZefQrAU7WRVdK9UFDLceo7/gxjv/kqPYhfSi61HHfZ5WPaRRwWZ/e8mtLrogg18D0BZeOdcd/fFaMV/UejVd0DM1DXWF1ez2fWHAtc8J1Zooz3y17m07h6as+1Ess9xNPHk/HT3w5PXXiJKAR47BDB9LP/bOfTd/3P3xv+EH1sAPBsUD2Rjnsy+u79mutBS5vgZsGCE3aySD3ysXeifU3//Wv04fv+SgK7ZyCcOeR4KJlMZuTzt0WHyZZ6Lkwsa4WBEwtcNjaIBzrAHvjY9NMuCW4JVPJM5JbdGeCGb4KxYK2TrhNESrErjLNl2WhbsfUFErpiGx1s2DZLw85ASGB9ZMrJ3cziA2THYpQfUWxnHowOnwVXLbhv6v44fKdvOOUM5q5NoqIclsJYKDLEDD+VNOrXZI7EQSTz3UIy0QyceHVFZBtK3chfA5CyK4WLPnKEvruOowwrKvHPalcPQGoN6LcBlozrl1Tzg9OAuIGg0PQCrE9feZC2rp5Y9qAywgXTMVJEmgJq78N0WbmS+bqWtn+rYBXfdxNTc2GDzKNKCbYLLQhIj2HZfN5PiMD+IRrb0z79uyJMmj8coSzTOWOSOBNv6Qd+fiHUOud/Lv8td5yKASxOsgVUBtKGmUBi5vP4o/pC3Q1DMhH6rHhEEjAcZJrqN/DUyefTl/4/H1pnLy3AhwEFvUlVlVDIxSBnOl43m4saHCq5VrEub11NXSBc/Evt2x7x7tcE98z1DuHjhvP0R9zY/alJea/G6UWytDJzRascZtlBSJGHnj8eJrf1pua+ztSCyJkz/VoqEzpXNpnLpz1EsT4r4TShwHsov4ZlFSfEzVzhdww5BFSvkscv9UBnGSMNMAJ61Aku28fQDH7IHTzqs7sNGLEns39gL8jnEXcnnrxX+ipKDqmPn3sKdwKfTH1AvwPP+/OdOiO2yNjRdGTjHHLLB3zKDy5etIL05Wj2Ne3kXkD8KIPyyyuFLVSRHSwAS7r2Rxv4XjDJx59LH34Ix8NUCaNXqd4l/J3dNK+0IGQjAhS0NPz/GzHjnPcUFpODmBsYnG55JhRRFoLGmEpxpb2USYMSlQpcYyZdli4Q9Prg+d2G0p/OE8F17lfGJvk7PwvzxUde225/C6fwunvxKhO+uy8EHC1tdoyppOD9QRKxg/rpB/d+jC/gJ9b6lVUbxw7chMzR9HrPFfUXWxH2qKLIYGl1tVfefTx9NTx06E7OIb6w9DoAi5l/mn6x2/+nvSG17+O4w0Fl1iis/A57SKUjqsvxNr1WgvcxBZYPuNuMOFYMEhDHb5HH/5Seu/73gdAQ9H91ltDXDg7XTzCK5ZgoDPLnKwZEDrqy3JbvusL5GHgigGaw2DhIs6NwYOx4G9COb6tC/DFb/UzOuEWCAiXE7x6El9Jl2x0CyIxmA9u1UpfXSvKwU9BmmDPJ5Y7OHv8NkhgQhQKmBA8qhsYBhsQBBdWQV1ZSE1HQpaJFGlCALwn4akF2yjf8dmKh7Voz8GVwFBu6zpcm7QHYbz+TCx7K/2lCMi6LmJw04VYZgQuyTTnwzJS+EjlrCMcRH6eO30hdtgH9+9JnRxrd/7CYIhaNm/iHFhAogAkxMekp9/KQuRNoa0d4MqFTWbeZ85dCDGUXEi9+T/+xDF8942kCSw9PSZvHq7lsZOnMGLZihi5FeKM2xzKV9InyUrI/Vt+XelbLqNcyc2ci+o5zRL/WKB5wXGWAdeV3n7m+3KY5SoodnKwuBjq92w9yu6dcM8//MEP4trp8dQJcC7cvpxqLr/cCU9XkEO4BFh03MtFalJXSq6j6dYH5NRLC25amK/OU8evYCka2B5zQ0cPujF6joNzeUZXOG0Advpuhs0F0BZdVDhPcH7bidDEiSoz0pUmLfKxoIfhC14MsuL78blKOa2X8zcG0Iou91k8F4RY/+sNvNOhxwXGiO24gAudPvQ3FXGTK/pjgEWkFv7avH0XwBfgAA3p7MMIDrUL8xwf2RFg+OLAhXT/Zz6dPvvxj6W9tx1Od+FUfPvOXWkEZ+VyEmcBEnpxcAyoR9jMWGnXx6flFqTwsVlW1sL7nq+utesHPvRhjKbG0070eoc4B7kL2tbZDVeLeWS6s4uT0NoFDN1GUPEYDVo3qKFWJZi2HLICjgReZX0ocQRsuUgAQsaXJVISEZIc6E9YMZfIfCvFaUMtYh1HMOrrzw22XEd1K1sxLOrlqEEJstx6QV/w+8jA4xptPzds0mG55M7xYU/ioc7Rn4wjRhbv1TIMwGkBK6FwQnP/C7f58DyDwIWglS4MrlFuumxPmQwyKVSVuYjD/jPoR3sm8TDtNoAOLEcYp1e/9hvTz/3CL6Vb73hh6tvYG5vJRfpRnU2GhrmUIqx9r7XAc9oCNxEQuvhXtuOc6Xjvvfemz9/3GXQGu9Pz7jjMxHF6CvpYGBnnApxr5Q7mFtAaDQtdPnqh990liOo4oMWjuBrJ02O41G1RdKwxgmAsk708ochyWXBxk9vQCsdRYKEOz/JQe0My4/FYkR63pRM+VSSX4aFv6jxbI5MxiABEGe6NnEHjSjh68AknUJW4CpQUmZdFVtcovp9LalpXCleKUSvrld682v2oiySuLnlPmhkF2Fgowa4W1Zng5pQkiFcLtm9G5e7ScQ0kZ0QRMJahadL6enqHyeeUHCKC+oGzWN6xeThy6224V2iHUzkOJ9hTbnDqSznUF3Is6PbFPOw7B9Us4pUJxGj6I5uZQWw4odU5HEnGwmkI8VlcO4h5ou+40K3NIHpSu3fv4N1FOJSctIAuYQ/cGxXs5WrYy7mMub+vVl85DZ7768J5BmvpOIkDRJIXkKu9eQ3PbEo+zXB71Ad0wWnAF0sPp8Osp7yKkv/6r/6K4+wmwjrUshAhym//WXqNRzBnCFDYyFyNNKicDpldLBsRGea4uTzBSWQBJWIAw2gIH5FetIkgv/I7OIlce//qIQoTUWrzxiTLaKqlEP1kTG4J5hQZQwDi6D6UNtI09ZunDFNcTzJW23o60zjpeGzlXAf5cOyXIedoIiRVP8DNoAQeh05uuecj7pXgGJNrfllfVuKZrMPdUJLIv7yRrwR/Amu5fcNwpC8unAoVCv0ZNgAA2ujHJsarXMEF6tYIyNe11NJSBjIHb7uNYd4A+NuZ9uzbh5RkPJ0/eyb91/e+J+bAkee/IO275SCAciubKlpFegbo72jtSlv74b7RViXYniuD3G3dwHzsox9N991/Py6gtoeFv+LYY8dOpHPnLoZ+7wRjTB04uXhyID2lhWJGc1WqGkmjwgoHLn9sE4QFlwW71GnmM6exH4vpfYevvw2+7z2D+w8/HYiUdXQvLRBQqiNrYxcOYIDGUDvJTuXVzwyvDrSxoE0g6RqhTrHcOzeojsMScnqWIRfCbzfuBuNpxBj0W9rN5yLH5MkFHR4ZDj1fOYF+lFjN004XBzQCIiqfjVs3pp//2e9Jr3vDN3L++J1p09adGEJpZLgY+tuuXHL/c878WAtrLfBVaIFVpuj151oGbehhMcGOHX08/el734dOxGJ6wV37cT7sySSTcG9wUm3yEjsWmdixEb9wGPLEK6lBKKQUUIIgDkwNd6yb2VUrOjgFIRwbnkot61rDnUxXZxv6Zl0Q23F0/bIOylZEHy4AGm8YJBwlZAMFf5WF33WvMtklPuSr01lBgZPe3aGHnwtEJQqhEM27Eh85NmPs+kY4IklCWeXOsEK4+ydWvHfu3CV2tpMQ3a6Y9D0BbBClQlhDxFSreinmim+JVY1gLV+cfPmZEpBwrUiy/CRZSll+xXcP+n+TLK7qp62DeDYJwmkX6XL2V0f9CsVe9mYui49cZNnroo/YwbvTiK7Wp6NPeGQhBA+AKWOgC0fe6sf09nYH92rgLP4KsbJ7FF247vW9aS8K9eY7AVdRo5CLHOuk0Uupfy61iuS4ZEFXZw7OhNzE9Xj6f5KF7AynegwMUY9crFhkwKbkj6hteiE98sSJdNfzboWzgrNsXBO1ccayGxhF3PZ1UwMK7ivaZll1+eHiKAdDPT5WdxoITgcNIMxxDGpQ9Eyh1rOrxWxI3bgcmQfoarnuApgdZs8CEHakP/jd/5BOHDvGaS+KweCeMXbd6MhFNZ4AoBVwPQVYbmKRbARYycVumKbdeGeRNguORKWeNtUS/RMgiMXOuaGjeYPc4zIMQ3xM/TSYsK0YIsTN80yOkH1UPo6fZaFuPpaBaRuUWM6eko/sHrZ8sYjrHmcCbuGI5aHdkcfhmw8Hylt6E6r7THTO65VbTEK6p/JjQo2UJQZvpRDVfCplpKCVJ/krbwgqt3hm/AIOvOs8j7pBHyyrNEU6UYBjjE/vMY6WYidCGzMmpumDWbhws9CpNriGOhYPDvLFlnT4pS9HDIvBEwB3XgtVuGAaJXSgNqElrjRMALkF10Zbqf/m7dvStl27oIUj6QLnUD/42b8HUPanvQf24wuUM8J5dz1gs0dxKKB/HSitgTnpQQAaj0l79ASwqb8f3dd+0riQvvTQwwFiPvP3n8MqP1sAh2sUgA6vRhC0eY75pq07win6DkDqVhyg76IsO3fgSYK2qW8rXxKQ1YKOrRHqR/tkN1SOF98JDqqSG9psHJc8l/AKoF7zGfQptbC3TPodFJhexEJ5ZIQjA9kIGlwy6mcayQd4JDk2h3CzQZ4aqrnmqM/suLZNM4isjT3TKmtEMB+ouN/1QU8DOXgfTiTtOzc3BTMge9GYRGNDOzUl3w7VF7/869KrX/NqGCTPSwcPHGQjihQEGtvK/LPUjs9mOOCmZTurZ2+JaBHaaXnePLhCWD6Gl0e61jSWv7X26x9OC9wUQFiaS27MHI5LP/qxe9IjLOY7t/fhumArEyk7A5bDIxtdn1qzcPfKgrHoYsNiEgS0JMZ3JqgVIsxEd8FVL2rTpo04t96anhg5DlHFUe/YufBI39as0YKHhHs4OJZdEI/+jX3c6wg9wSyerKRLOaq7vbo5JEEqxiXqVRl0G6AVpyrqIWKGcIXuCFRmGHAqCGEOh4gkXqiQpOL+Js5Apb5d6LBZ/vPnL4aumdNTnTqSJzzTZLWQdQX1lcvCM6QRj1dPo3BrqilUosn5ELhroNCBOFUCSxNRksrFZWWo3DDiZYFOBGh1rs/9uGXz1jjerwmK2SpIIV19cykqPvU0xH+Yo8FGBli8yBsAuGPHJtpNIo6l7XRFh9A8oiiIiFhYPQi+EaOlS4DGU2eO0jcTgFoWvwBArApGrxStFeI7Pb2I24vB9JXHmtPthw+Q1zDXT6Vbb9kbHAjrvwjb0v6GJxfvX+mPG4hwDQK4kjNSBU4mco1Ba+JVA0nMwHWGLxE6YbOwZNRZ1Xnx+cHz6TOIEEdxuL2O84kVo7mgjOMDsoU5KTfQxVefkC2Apy6MSVpZiLRkbYbLWtmy0DX0TyVY4jImqEgGLDSc86PaCtw35EXdN0iJwRybADrTuW5ju7AKjd0aRGf5EmEpD/z8g6ehuF9LPd8vmfEtsJvCeXNTM4svY2SI9Ho7+wGELeni4gx1I8/m7Ch4voNNG3Qn1lHTqHR6Sa6SKbcdk4I2vh3Ylfyr8XhW6JTvBNfbb98pgLCStjXMXHHqXal7pO81bWN81Rc8a10jk1akBbamwMf8N8Cp7uzlFCcK3cA8sJ4WSXGvDpA7iK8zbPt9ns21DxVD7+89BKjBp92582nqyO2cbHEiPQ6o+/QH3o9eXk/65je+Pr0AfcNFQOAQGx6PjpQ2Zav4eTZOXWnH9u1pGLHmO97xq+nDH/0I9dNdjbqC6GTjd3P7rh3pNa99Qzp46BZUgA6Fz1LdK3Wjh7oBlR05i17bh6UNs1SIn96Jts3Xtb+2sm3PZoL6eu27tpk0vKlJAIkrIUCt0hvpsoYjirT9Vk93AgbABHrkpqGPQOskUPTZwMAgniAGOYP5FGLvoRDbCjBdF4JLi7cJ57VWzko/HArXE6yq71SmAS7VdqEyAveWDaxHV96Fg3i9LOh+S9WbnTt2pr1790b9XHuqHFvHBxuc2D5y6Wwx5NbIJVq9/fKz2l/f8HO1kNO+Woy1Z/9wW+CmAkIn8wi7yA9+4G9xkTCc/tFLbg+CpFhBUakHxyuiLYq/RZcjFhkmezEUKN3h5C4EOMeRK7IQIrED+/aEE+Dzp4dw29CASOPx1Nf7QhZERISAxEmOSlO3w9MlJIp9WPVp6VVCpBdzY/kEkdD78Xk4keU79FtYXPytOEpu4CyWqR5Crn6Kuzv1s5S42QamqIg0f5cJig4LOnTGK+5vnjp+Km3btimpA6lPQXfVV57QJR3z+OoGRd+6yBAQXkvIPumsSSFQ+gkDRMOpVbR4YN/uWAA9ts6FLMT7MDBoahY+LGc55URieebUOTh4iACHxliUELOhfN2O/pC6Q4p6dBtUT/90TJ7VBXDvQJlH4SCX3nXBMPg7YAxFkyvm9SygcOD0ufQV7h05fBD9rul04sRA2r1jS4wnqT7k29evGjoh+p7+4obHBb5wvq/60rU+pOAuGHOMt34AnRzLDtuCTdKHP/xhjEk+Hw3o0WfxIV0ULNBNY/GnvXrg/qxn0dZZfAObJntkhnJatznaTfcX0UZ1nAi5JnaKC7SXNmFwSyrzQ85nnkfRojFvAlhZJ/UPK0CJC0ruvFq+4i77LQjKjMVVW0QwKMAbbYTj2QZA7wHooiTYwRjQknhIbhugcB4OUEM7YmXBIP/8z6t5nKzoQvO3jCGJiEirZk0d3bAyTgAh9aHUtdCoyIR+93d8rL91L78rXL+5oGtwC+HcBRikHB30zY79B1K3BlTQFtvZPhZE9mCkpKVpCdZLTmQkbxdyLadvGyJeaVUvPgw9ZWPXzm0YT51L9370Y+nv77knfcsbXp9+4Lu/N23Y2pcunL8QybmJUQfVjdM73ikYvCdEn5twQn3HHXekf/rWt6T9B24JPbi9+28JcNNJfLnLctZy2zhGKBXlMBRQWH57LzeFOoW1TiiWyjme72cAXN5b4OAB0zKeH8ealsd9fXm8CRYrs5l38/w2L+MZHM+KbPUy4KbW/vLEoTEkTa4t1kEaYFvGRp+1pT6U8Wt6uWzLB4k021AYC92oBKnfKDhWxcZjSy23QWthVT1UIxHsymyI9oMeruQ8Os/rQ/m1PPf6GGvXay1wc1rgJgPC+fTf7v14+jyLU19fczqwfy8EDV0uTtjYyOI/CzFogrB1suOV26dCvAQsxFFMulkW4vrgaRlaioZogbkvUVG0KLDaCbGbZUH71CRe9IcQ3UwtpaNHn+JovP1xVm7LjGJdiAGEQkBzEYXnHbhTKITa3WSFftVnWb2WAEgwyrcEV7czigY9ls5FRDa+C7LzV195/YhdFFd7MkfsUuHoCFwUlagzuA23O6bJq6Erp0+xM4hHtYLdzQ5coHxjQdJx88iGhFnQLmFVDyYCyWeCW8jUlUssA0ggKHCAJNJethmnCeC+wjTmUXxHeQcA2B8gWe7HAI6jW+BebMNnIVAcbmoWH8/MwkVhcRybgDMG3e7sbMFn4sCyzAVLYhzXHJuSy4TkMAJrcfjCLMw6W0kmoyTdj5a7FxAta5G5E0DqAnzmzCDuIbrCiEkL97JQRYKr/BGoakDjxiY4HJHjKhGf1S10dOGOyj1QtKe7JPWSHv3yo+nTH/9oKPWvExxRUUVXWhF3ozfWgZi5A4e76kgptlbP9gJ+IXWdtBGRlRxVuVYalLD2EurGD30U//imw3hO/9H2oTfr77gnWJLbnt8tXA8NYOqDSVw1VJ8vf6/6Ds91Nj1F587jgHqpB5E44OASegDWeRoQODk1hjgcH5A4r56Dk7hEhYQMOWlabhlHUnpSAYPVTFZcrKhD2VQYy3fztzlUgvf4n8eYzwU5+Zn3FEHPVfTJHMty+sIzAaBsC9buW3fthAY04R5pKsYRfDPSwjcf3HHVIfSGoAcDaZf2+cHVIoNMi5bghD3NWOXcZPp/ExKUltSflhAbH9i1Pe3m1KB7P/SR9BM/8ZOxKfuJH//xdOcLnh8iZN1L/dEf/lH6m7/52/R1L35R+uG3vgUweHuktXP3rgCocvCcVwI050GIWYOrl1vX/s1AUI6fKjB5s1Caxm+fVzBU3DaOaWWOcgGUOX3BUwaMmVtYgKRqB5bFsSddb+XoyfqQaVOmo47L4tfQ+3INBV9eF/WFnJYUwFDXl/wqfWz81eoTr8Qf26DS0THacpvk9KwPxj3oqOgKTXdn0rc2rpdoJ0MZV7n94taKP7k+K26u/VxrgZveAjcREDohGtLHPnZPGgJ83X77IdwXbExjcAy13AxdNBalDRyP5jmMEi3jS9Syzl1QG+6ViZWy9eQ6RAaKByCkip5cvOQCeUzcbgjd7NyL0pcfeTxdPDcEsBpKT586jQsOFkJEkII4d4Vzs4A7dmRHnzpRWRxyOyqeXBkKEYA8RX7+rhpTAIwkvk5cCXfoSkVxVVBuoRxHWZSm0XUcphoQOvIlKiA2E5RBjhbTak9dORSHwhVKMwv7BMomnl25aVMfoJLTCVgoRjBMUe9u9VAITv3T1e7VP7/+66xDJQGGewlg8Pgl3VLYiAJrGiISzQsg9+qK4C6XpoP4Yf3HOxfoj3GIsZwLFzgVvoPDV4rFu01wfFRsP4sBiETzwP7dwVE9DfducphzgYlL65MvIkMYs+Gct7zPd3CYoO2Wh2GCiyLGENwV3cB0uqjCPXLzIVdG0f3A4CD9id4PYF7mzyQHZJ948niAo107VcyfjHE3hn6qwNayqbsoJzB0j6ibHE43CTAzAtTqK02xlE3jYpeXGAfJ5QtkXdGv4ZI648NzXV9/6l0ApMJxH2aDchbjhBNPPInfT8SPtG0Xx1/JBZSTur67J8a9upDOwwl0xbQw9ujDBsrehrNwj0lzDDrHdKRL61XLokjXxdD+99t2jQWVOPZtriQ15JkufzJn2Ac5FF1Cf+W7efNXeRwAKdJlXBhiYay9HnmVuJEd8eQSNvfBjUd3eJyspylI6xJjqpNTaAC6HRxV0rDO87npF+pNsUrmlIFNSUmQ7wBS0AeD9wW68U2/FQDgHJCGlN9+502lagFZpaS0WLkvKPadoD+MNceBbddIWpdOn4nx1Ub/xfxinG7Zszfd/sIXwoXn+L3YeGXw4gZgY5y/DqcXepndYtHWbF7AihFsP4P90YOkQYfkQ1obk+eFc6fTXujNN73hDWkzY+KWHbvT4488wqlRF9K73/2H6fRvvSu94pWvSC9+0YuCQ/ie9/xJetWrXhGGUZ67qw6qm45mQDZKkCXLyM9xkrlypfaV23xJH3OxVj6zdZcH47bAKTWU8dKEqAXyWmlz03LcLH/Pfsjct9x/uR1Kfjmf0jblTcFhfTANQ+Euroxf/7v+uj6NfF3S8Ttf1+JkrqMMEMeB3wavY3GIH7kO8aDuj/XOwTRL3eoirF2utcBNboHLEdENZPClBz6fvvTFB2Ly7mRBlTuYl3BZ/e1Yb/axmHIeZlALB3gZ8GZ6+aQI8MUTXYLEYg6VkLMhodSyeAjr0wP7cWQMi/7hLz+CJempdOKpsyghn0+3HjwUx6W5K3TH6gLurrwamGOem7kyBNDhZhXcuEhAOFjuAIH626LU3GsEfajncwkdwgv4tBvBjcD4iAA0T92OHogpO33pA7yKIJADHhvGor4nnBfjFJg6y8VcDLHpTBq8OBSEQtcl6vUIwi4nMKXEX2UCQXZyNwU/zejwXUuwhIJbReQ6p9a62mBfuEP3eV444na4l1HnbRdGEp7j6XOBmUBhCEAYbRtcLlqOxZVUArT7dgOGDx3rWkgDVw6dzeiUbkrbcP/iYuPYUVTtJkSOpznPI8LZuhmH2ZTPxc9j2y5eHMbCGZ2jY08D6kbTXri2Hd3r4LgBohCZN2Bwre5VsaiVs6LYyMVfDnEbHG/F/nK98wJC50cFLx9nucbX9zc4DZSlC0DaC8g9xcLuGOmBG6Qj+HWADLFVKMjTOiOXLqEniJkF7nTkvjK4YiyL5b3WL54fx7E6bUsMbkd6CY57+8o5YX3c2DgxCofQupmUnDerqRHN8rC83gGQmR+maSgLslO/uvbVJVF9Xkk0dBB5dRaH9EoKnL5NgKN59HNb6YMApO4U+OSTOeAqE8eyW7Ql5M7LShTtkemO9XbD6b8oGy/Gv4iT9dwy4Ks8534uKrGMY0aVb3XSHJ+OkwY4mNLBBcbHGBsQF3mB9zzAzY3IzltvTbdgZKA7oIUFOOaVNrR+qh/oZkVg6e0WwESQLMBEtGV8W7ZcJo0cPO/czapGYAtsDvp60aGmpJcwxHAz/upXvyY2MXfeeRdt3hAnBL3nT9+bBhAhH9i7P9rLnZUqL/PMl7Bqx3NCdihf6YjcQvyt66z6R8uuS5xcxmWP1n5EC9SA35UaxDYs7XilOGv311rgxlvgWQHCQqhX7po+8Yl700MPPcCh831wB/shZLiyYEcP+QofUes4LkwgJQHTkEA9o2oISuegrxGOKisdQmswP3d5cmrU4VMkpEh5M1Z1d7fdmfYN7UonTz6NMvF5jil7PICi3EJ1COUKZa5kJMX0uvoEi0UQghnEXkLPx1MEJNS6NRm8OACH6UJwouYQV7soaSGmFMAFcg55ZCaieTGN0yoo6+ToTPrKw0+k4V2j+L/bjqNgxVq8S9oaTwgQ+1mc+9ntV4NtU2uW6u2v9oX6OFpUh34kfXH1ItnC8GQQleg03NM7DNkSD90dFnDFTtVAd6xjszCCmxt94mkhPojfrjHEgL1969Kddx1MX/zSUc6yzbkWEVLdCOKc5DlEzRvgwm7jqK319BmibgwpltBdbEf5Xv1Sx1DUA86H+lNtALwGAJYgZz3GLgcP7kK5fgyfYZc4ReAxuMpLobOn6HiDnF3qNA9A1cWSVu8CQsfWDCzJUYCXQCBOVmFs3tzgGMw6UP1wfXQ8/fQFDG4AAVsRN+p3TifHWrBOAgJnPBmBMlm2EE1SZv14Uk3mZAY/s+hReaqQahyWuwEHwssD8Whv2yw2VJUOF3DkhARa9LJI3aA88CqDIkATYmejrwYKcyJX/tuoew/S1yVL+BckqpaZDUgZ3KK0ehNXQ0ucFdzcgfER0b1lnQ2OufogfXHTGcF6+KnQGu8Z39/Gs30M9c/L73hGvOD60F62hwY6qiEITOXoTcPNncSIh0j+j8+GbTvSgcNH4OxtDKlHQEyeSWPkxLuJNi2HkpvRWfTfzCuMT828MsaiD6ijgNFTMeT2ziOB6GBzdWA/IA+jKPu5sYWNFVa5fWzOvuEbvoGNNvNt7GJ62Utfls5hwXsfqj7f+i1vCtWXt/3429KrXvnKzJkEXJIZha7bUJv/WlhrgbUW+O+qBZ4VIFy9BZZw/PtYGhtdSocO9sfpEhOITsUyusnoxMJ2BnN8iYo756wvx8NlQcpdod5cgYsCVBhFouyiq4hOHZoWFrG+XnXzst85ieItB/bD9dkUhh/nL5wP0Z36eYpfe7q7QtRXSx29MZW36/KLfKTWlVAWw/JbcbBi03FcHLBEQrg5FgrqvE6PygDdafTc5GJomTczpksFFz4eCSxJpBXjFxk1SubU41KMvWPbZtoGy9jgzrjg41YFTpWLZx8+5qK8lSL5lctbX4tSOr+vdN9nvJ0T8MczhiqHtC5muNQBYCy2yjkCCFHBstgabWXurr9yzBR1qT9jnTyBxL5auThbNI2AWA6xDLwUeqCbNtOWcPJMeBOgrbsHdyMj2TeXLlIKZyTyJs6RO26BC41+KsBnbnYyjqbbidGO52fnOJlbKCdIYOriXpTOp1hEW+DmtAIm+nCT1IXH2IV53HbQf57pquuLfM4z1p4svG5KtHxWoXwRoGKd1LN0nAp25BKaTw62zNUbv8SsvHD5FxFMTzGlBlp9HCcm18/8gBjpzLFjaQ7l+djIEE+XMUsAAcslh7aVIzs88jHmHWNVgKG16wL6uAuzGXhoDJP7PQM933XkOn8D5NDm3rPdHNONbOgijoOcoM5nfT3qx0Pct1x2Me3lJmg5KMxpREKr/akk7NeiSK+SuHW3BfzfLL0AIKcp6ARfARZJNuoU5TbzWgiASpkMAfSIQ4WqEYILBwCLNrbOJR7fcc14DdBIH0QIMEh6tD0PaF/0CFrUG8QVCZuHBbmxpK9Ydz0g8Mjdd+OcGp+DpMarkao6x13qfTLG8K+d2ugnx5pAcA6xraDbvB0LvhN14I6vX0JU7JFpbXCLpxmvnXCR77r9Tq1hMMRuC663XHoBoaDRNDR+uOPIXXxuT3fcfjsi469H/3k8/RU+Lf/5P/+F9IpXvDy99a1vTc9/wd0WsC5YCj9XCqs9815U9Eov3eD9lXk+l3ndYFG/6q/bNivb56teiLUM/3/eAtcECFfuikudvC/XTb2Ie+65J73//R+AE9iQ9iHyU5SzCAF0idiwAdcQXEHbpLz84VmsDCUlvoNW+Kw2aMNRbiVKk7pDlWtoY8RzQelCYb4dAiihE6zJddoId009PUVIk7jiGIdzo6hToioB1aLM6xB11dEM/T7pJ0wOmEF/X7UFQjDTkrbh9FVQKpfEJUJgJJHXonQU8KkytGI820anzoLRQVwejHNGKOtthPkZFkPyuniB83XZ9e/cwQH2cAuHhj0/uCMWmXM4NlaUuQmdQtNXhOwB8C5A/q4PK37WP6q7ZjG37VdDehHLNGP5r3undmkzCe50f2G8EHPADo3urEQTPhiqpeNCLqnvBtirtHVZfEs8b3stcOlG7812HULfTeCvb7PTZ87Sb41p39496Sn8Ck5jRS6H0OaUx9jZ1ZoOH0ZFADG9J+DYT60t6zBkQlyGyNj2cqyobrAEiFGvUQtdwWB72wL6eJx5zJjQ6nYCa0uBkf3ZpGicCra3bwqOz8rFzLq7qPrtcFanSVCoaxw5dm3oyiqSbYHDouqC3MhoDMpcDVS80iwBsuTmybmUE6t1vr7i5KZPA3T0r7jrwO7gSr7nj/8onUcH8IWvfFWoSnhOru0abSowEjNR7xgrAhdykfNkBMtq682gVzgFuPS9dixHFwETcslyJLlSlbngPdOSq+/TKjAkVQoPnOED5xWfjtXKEK/4eZOLaqq2sRGiXPSneocleC9bZdfumWcJXtnWkX7M/8oTsxSA8d3G2J4Zn8b9DBbIbD6bW6gldVho4Hgy5qXALvL3VedBoDC+7QB/cuFlFNYo5BdcPxosX/Obd7y2EWNDYhzvkT4PIi03CdKhpQbOJ/ZkD/Jaov8WoJWeNKPfuSMv+jrOkt5Mv0IrcJjYAE1potME3v39m3Aqzak+jJtZdKU/9aGPppPHnkq7Dx1Kr/6mb2bjCaeeumhgIgDUYraDUzouDl8MTw4b13XjEaEhHdx3ILin46PjnF7TzBw5Qh9Npocfeji9ltMxmNHWlpC/t27bCTdcWp3SwVsOpm/79u9AH3Eoveu3/y0+QR9JP/RDP5R+5Ed+JE7j8eQfqYUbWN0cSQddC2yboi+3XBRqDxqihfPlM/yNsfsMca7+eOUmY3neN57+8txvdnorUl/+c9VfpY1Xe3i1Z6vFX7v3D7EFCsZ6VnVXZ0XLSsPJkxzOPTyQNm3YHLpbLqru0PW/pH/CRTkWEoOrjsuVD2u/a1dkFnSXOxJgvgQSnZxdGqJkFmCd8RrJna5uXtT1UsHcXbKAquj4BAdwOY1gscsiG4mZFpmVJTbSC+4PnB8BY4jNyDyug0MCIUcnLQBCWRtIW9ChE9hpvtURPMNpGefOnYnFcY7TOiZGp9LZpguh97Vzx2YsCbFkhoNgu41ByOWmbsOnlcdDqbsnV86F25BdUeQ2iBulLssaK55U6PBqDyrPV/kqyZVHEjw5Cx1Nqxu7rEx95fvLFnge1j93fVb3Tdc+Gh2ZjwufC2ucXY0IdCOug554DNBC+7bI+eG7GxB4YN9e9OqwuoXbtY7NQR+LY48Ah4XaNnKBElgJCjVKcuHyUzhUpX4bcJDtxsJ+dmyPssEwjUXMW130BeT1wfawzIuOFb7tX11aODY0lNIqVOMOTw0J60/qdKVgWyjelZM6oT9FQI2Laz52Cz1T8uha34NYuyf9xr/5NxxT94EQN6r0vxnx+gnGyxQbEMuZgT9Tw0SdI66L0Tmlh3LL62h6HqDajJ6Zp5U0MI/yeM/xGnQdY4GZB1Q0RM8mFBw6nggwqTZIygyY3TlZ34igIYRtvIjVb4ipCyCLuVXjEObYxqND60I9oDDtqE/dcy8FvkFbwHpKvN2INsupR2UjRMzq8An1ImJOP4ppXgI1BlFUgQwCI+YaRy4BAqUXlLuAvyijA68S3Fj6sfKho+x44afOn5vAWeugfV1dLamDNppDr3WQY+cO3nVX6sex9IwbR9qi9I0bW8fJDH721qsaw7P3vfuP0/EnHos5f+7EyXBw/crXvyF0VukA3mVcsPk9PzjAWJlm870hTWO81kc6h285BNd4Km3ZuAmpzd701FOPpV/+pV+ypwCEry9VqH7PI9lwHDfht3UfLmb27N1PvzVhIHgHY3swffazn01v+rZvD53cX/rlX05f/yrEzpQzAHIlFd83RH/ly8qT8rXqzfLwOf7+/zLv57hq1eT/IdSxWtm1i5vcAs8KEBYCIBiU8+EO9d5PfAKHn/PpyKGNQST0IWU8rUldkGN3f5MLX6GkVYJkeXQb4sohoNCKVf9PEnR9UakvJNFeDO4E13U6McvKJ1Hjk4lbZYLx1Q3IcIETgEooM3cwi79zm8j9EBxkgKDyeKw7Ukeovu0kODzHaQAnnz6dnn76VDhLHRoYYbFFrANnqQOHu7qyMW3BrAYrggt9kTXzXHBUOJw3vTnrFsOc9nLiIjj1fGYV3ZeWWIyeg2DTy8ETFMp98GxWdanULbRd13d3ppG58TQDAOjCeOTgvr2cjrCNzchgcIU3o78qmPZdQaELlhsCQZogUAfYjkmD1rYB/ti8iC6HAYD0XHC2BDuh40jfBceXjmzoi9eqfxwfjgXdzEyTlkZO6hEaFBm3UQ5FszpJ1ymwR+VdLcgZFAxafp3xOibVQcti6Ya0D47PPR+/N/0/7/uz4Eh5bOPg+XOpHy5qN9zQqQCwiKwBJPr7BK7G4k/lcs+W7rSRIxCDcmr1rbWxvuhWAkK5QI3ILoEJwUHztYZ89AdILJ9g4nPHt5mUlHPygrzMjTcfikRwjvARjAGaStAoyLaKqVK5qf5xNZi2P/3UZSLOk1ss1rS/UOVFMkG/qjOHw2oakXyIRFqN5OmrztX6fExSwBsnupTkuSlYlPMXILCSTkBfXs4bP5/l+uU0uS/I4zQZ0F4YtyxdHEudWM12Me7mAVo9Bw+nnXv2UU4kFXDxcoHsKcAjIK4LmjWjpIPGGsJo6MSxY2kB3WPH59zCRPrCvZ9IL3vVq0JiMEPeo4wX284Nby9GIwtwqD2nesu27akHVYmX3XV7OML/y7/4i/Sr//IdXJ9L3/Itb6QZFVTXGtJ6CNqVyixgDNfE5lka6gbl1lsPpcONh0Ok/IqXvyK4hh/64AfT23/lHeGrUK7hy1/+8ipzIOYZtHgtrLXAWgt8bbXAswKEpYoSQUHYpz/NQeuf+1za3N8TXtpdIGcAP4IXn4d4FmItQQ/iWxK4rm+XplUCN8v6JicmL9KCqbYQOc7PVU5ZAMwIDoJDGEQehXIXirogV0jQoR6PQWJYW30ABoidMyDMYFCOjs/NUzGarnFQzwqungu53Kja+w1wrnpid61Ie8+eXRDnC+nJJ49hvHAM4j+aHnnskXRw/8EwKJnEGIImw11KJzp1w4AXTxRgwcA4Qq6X9cgcLoi6q1s0wqotRBmuJ5Q0Yulc9qL1lAsRC2WFS1LrldrisuylK/yQG3OlEJxCxL4u8IK2DoBxK+LWafJuB4yO0G1dnEpx5DbOOkbXTzDYz6HwGuI4BhS7esRhD34ebSfHo9wqy2/t7GNDEW21xKK+kPbiK9MxEG5k7Gv6trwvsFAloT5YTjnEWoE2t8C1RYymTzx1++SKa9QxCTAR3GpgsOoAjgLlVOfDVxn6X3LtAMVam5/FN6LWw7ci7jt67Hj6bVyFaBiglfEwfhjPYUS1c9ce6tqTzrFxMDguhBgBoPhdejSDvdrv3i2bUg/iSfUIjbPE5imjttw52nFHi9HXfgeXjLazHSMVQJ6Wu26wBK1+Sl5EIJ7gj5J4nzZ2mJJQZdwao37+Xc4hVLxfDVFAXue7Pg/TLADP/pA72iAoc+7NMYE87QMw6HtRK18uHy+9X6mOYC4iUSxvyeUDaeEuhvtcl/a0TPxirIT2H894TkLi10WA4BIbgCWOWZwZ5Ei4vs0J5ZV0CVdK0zhdf+kbvymNozKiw/ymLvRqLVv8Y0zrNJy0O/DTqr6nFvFSojnoVSMbxSXGf9An2lMacBFu43o4ggNDeC/A1dES466T+x1seJ532+H0/NtvT1/+ymPpX73z7enTn/okG5ZLzF8d6o9RdsTZpF8fGuNkEPqXM7LpJWg3ZykDCnUB5Wa6G7D6kpe8JPr0CGm/8Y3fGvPl3e9+d3rb296Wvv3bvz39OP4Nt3PqyVpYa4G1Fvjaa4FrAoR5AZDmSUkloEFagxgI+B5++OH01JNPpn17d8VCpaWsi2RrK8dowXlQ526Ge9mQ5LlrpOI5PnP7sn5jkG4IqO5MsmUq5BegIQdIYlsfjFMflnENWQJc/K25IipdSeTnuS3UYRIEGuTgLXBIeXWlibfyIqBeltavGpLcfuRWfA9u4LSSLen4iafj7N4vY4F8mNMyduJQdnjEo5XmAJFtcDjlxM4Gx7CLdyXOlkejlsLNKv2SV7laP0WhnvFP7tsczTrV/86/BL1aDfvLfnexMJoLWsSuNEXJygV6eVj5e/lTf2WflCyKFS5e8R3omAJ/sFCOpC5OKti2lWOiOHO4oXGB7w7AYA9voyTPYtqNu40u9AKjfJUsom0CKBGrAmYrjzKA55mLpCEMl2jbAAH8XkIXzeC5o4YCQGIDEneISl1PwPXV8lzdT/UI5wERHkOmw2xPKMjjofLCKl9ygcNNEtb5DcjEBy8IdPvTbqyIz5w9m37h538+PfaVRzAWyHqWwrUhHHcPomN5990vSudPn0qj+ACVazaNiL0PjpFlde6pRqELFOdAOxxX09ARss59hzHi8SivLkSL1slxrN6jZ+jO4+C5MUTm9Lt1YKAzDHJ/V41K1JdjDNi+fMvdrg+19s4vwleLeNXxSuRwbl3/Etcr9YwFXEGCSv7EofsDqLq3m9eaHJAj51EDtKU5wCpFWQQUeq7xUkF0JkK/CN5jalbyDa045rZWy3qObxDECwbjN9ekS4+GLm2ug68DCs2cNLXwbsPXappEr29wODVjWNbeOJ0OYTgy7xneQ+dT86kR9EB3pqdnLjEu8FWIC50GOayUbZ75BJQFw5IPAEwG4h0vfEG6/9OfJG82KHBy25l3f/eRj6SXvu51qY+xMTw+Sv/hzoZ31uP2aJLNwp3PuzO96fWvSafxqflTb/sf0+c/++k05cZK4zfCyadPpdOnTrMp3UOxrQ8O6Onz3E/0DbqiSxiwCD5bPYy3LhjH5tM11J7de9Moqiz79u0LrqFnj//AD/xAzLtf/MVfTN/x7d8ZbdWqT0jchDks3Ky4yXLj5YbM+e5HTnv9eDDLlb/rirF2udYCay3wHLRA0/9EeLbpOrkVD/z5n/85O9DPhM+4Qwf3BVHWb5uWvXLlJJtyyxSjXV+AIpbgZf0n7q94XuLm5aryq/ZSKMwLUq7rU/IV9uR/pSDQxauHaj5GM3b9G3lxUVynNbHcQzlJI+ignT19FqLcWAE2ndFuElCJpuJUjz2SW1X0ExUzeqTeFBwERY0CUsVkchiuL6woYzQd9+LbP9YAS1yAs9yF4Bhxr7RKxItY5U9+p/zKCdV+PdOVgK64BRmCCzLDmBJseHRbP1a2Ls5yBnfv2hz+1zTI2bIJjgyAUAvuHKLwXFa+VxaprhC5d3I86yTgclFyYaz/OO79xKaCPhFA2TceVaVLogP794VhwNDQSCyeLrAtFf3Vuuxql5Uy2Z/qjTpnnFcbN2xM+/fvT5/7/OfSr//6v06fZI61IHpU/G3b2Bcj6IvJgdt34GA6h2W9DuAXAe2WZxaOdQbFiLbh9ohruhhriph1eDyFwdUFQOQUHKOpUdKBMx4f2lgfdIoQDYIAr0KsGHf4lRsr6hd/RAneFMxYMgBO2UB6P19Xnhs34vtVnkXC1d8lfvW58QBkvhfi2pImlWoGvLUCrtoAYo3TAF+eLTJPptrgaIMiEeoC2PN7lkVgF+AOwIe9SXyakDU3YBTTRDrN6B+2sqFrxKdlM2m2YLVs+uomNqOr0Mo7zWDJRjiKDbR1o2CHTxuc0hlUG2aGR1ML5egGhXYzDHc1rU8723CQ3gQQx0FOM2C0DQ8Fjl9qFW1lA8sRtp39CBB1rr3nwN60FfC1nRNDXvvN35he88Y3poe+9KX0ec6u7sOjwhzzfAaOpFb3UxiA7KJfv+/N35UeQGLzYz/0T9LDDz4Q3HW5mW5GZWNOsllwzL7mNa9lM6RzdXVB/UTOlRJ4TTtdJdiF0oKNzMedO3em5z3veTi5fnF6zWtfw9nan0k/+3M/lz71qU/GXNhPPRyLjkuD3/ZtmUvSLwFifaiVp/7u2vVaC6y1wHPVAjcECJ2w9913X/qd3/mdpIuZ5991B2LjPhYTzuxlcVnfpUGJhI9NNiAlG2JcT1UKgbqGd64QNUSTPrvC82tIuRqlCnwqd65OLs2TTAuRNX8paCkL33IZbROBslwpPfRvR/dnFMvkY0dPoZeGZSqcMoFHO8RSHSctMWOxJSEXRsWbcs8EieqAafgg4fV84G5FUACXaw/WqPJhQaotCF5bFUXlEHKu5fwWgm27RIi65ri5ot6tPMsx6v5efj/EfZU3ytMQUbPoeUZ2OxyObsRstoEgRVC4YUM3OnpjLEqc8oI1e6OGN3AcbDPzzsCikm30R10RVlyWknvb/EsZVkSr/rT+9R+t0idR4ve81QMHbsEJuVbhAh7SijLX51BNppqROqa6BDF4vuzefftis/XOf/kv0yfu/SQAcUP0uUcntpOHJ+hMAiIFb3LHdx/Yx/nPp5iL47jcyee/yvGbjbnXnNbBFexDRNwBp1ML5kvoqI0Py4UG6AAYjUuF/B9jU0jsgm07hB4ebR5ccb4zVqA+Vik+XhdwV/n2N6CH1KK/TKOkEy/5vHLPNjIUAHjZdwFx0Z6+lz+i3EbAXAsArn2CTSdAzPIsIeacxC/oNJYmC4LBuMkD3pPzF1JRQR5gUjDYyqlCLbzfMQWw42zrdXyvR3WvexZQByN8/XxD2tzK6S+oBXTjwqeLz3pA3XrErF0NramL64241urvZEy2d6W+5o60qZHNHizK7U3r0qaGttS7xBxHlAy7LrWgg6vTZzmNAlZVctUfrAbKPMkGqBXudw8nGO06uBerZI//XEx7MBbphjv44T//s5gXew8eSq3My+420odG/N3ffiD9L7/xGxzFeDo2mR6jKe9bg7ROaLJHcLrh+I7v/A48KbSEIVSAsdIJ1UJUOqX6e+VFbZbI9XPO9bLhkPN4G+oc6ioePHgwve99f5p+7dd+PT3xxFGOqdyOriPutBhkji1plSod6s2uDMZZC2stsNYCX70WyNu1a86vEIhYInhrCUD42XT//ffjZHlL2sH5s1MYHcxzGscW3aWwCIZVrOlXJ/dNmuQ3KZlrrvqziBitdBUiqwg9TsCAw6P7HEXRba3jKGrfClBM6dTxs5zdO4qvwp2cMtANSNDQwkPZYVEQPEZNJ8khvkbs09qaj2YK1zcs8hNwiDzirDRV6b0rV4UYJXI1UnkrL+w6FlcfTyDa2rhccTw4SdV+9r3LEqumGqv2Ks8rwueI5/GDo6S3IADhe3wMvSuMTATO/XDPPJJOVzg93b3oGXbEAtvMwmzZXGRyuFoZSnGMU+pZ7l2phLXn9Velth2IYz9/3xfSbUfcHG1OZwFdM3CVPJdbvcJVAy/bbHKI1mENLSh0A/Wr7/zV9Du/+7tsEDjDFmavdbK+ew8cSLcdvj1t37kndfX0hthuwbGE+HHztm34ahwNwNfQSgUESAAAQABJREFUigsj9gNtjAv93nUDKDsYD6OAwHMnjwWokvOpOxQBvlykaUSA6tK1d9G2gEabJVQxGMeCQfXxXPwbYK2peuF4kPMermjYfZFcBo3lnqeDWDlC5Ys4gEz7FMBZguXI1srljvF9r/JuBdBlzmO+F8+YCki1EQ+TGnOgwY/v8Z0/AEc7R04gX2FwAwhsZq41APz0XdhM1BY5fnAIWwSMvKDYtgNVjWCqIXKOJJByCN48ClBx9jh0DvMVpMuIPfmt+HYa+tdCO/S3dAIy2TjxrwvllDb1WAHczlA5rZ76097Uz3nTWOki45/kI0jFIJu8KCkEoIWxMEnfSAvc8C1hqCenuQXwtGPfnvSyb/7mdPzoE+kjf/qe9MrXvw7w15b++k/+JJ17+uk4nUTx+SRlUmTbzryZpgxjI/jn5IDvB770xfS//rt/l37lX/xy6C4uUAfg/yozkgKvGtwsuOnKwTFhyGJgnKXDhfZz5MiROBfZ4/IefPDB9Ctv/xVA7Ej6/u///vho/V84g8s2bznZy/7Wx1kDjJc1z9qNtRa4oRa4LkAoQZUwZvLI38VZ3IA8lPCqkDbgC27Hph6U4M9AKLJitMd8qbuj3pKLRxC6YNldS5nNiWCmzxgqcVeJF4yuVe5765qLcoX3FdVdLViq+uKvJGAsn+juZLGup7qsX4/+E1yEbds3h+XnLAv0maexNJw7nU6dHQjxaB+6SBqlGDyPtxGORT6PNi806hyq59e9Hv+MAJD6El65lSK5q7aHQE0ff9Nw4zyJI/xCsshYw9CpdEGgssFByskRv772lZtX+cpgsFZKX1cXT8tmdRbn5wDALPQdcMf8NAFIu+GgaDXcAqABK/FhFS5BAHPNZYBjUY1bKcMzFL9+bBlVDptW7oPoEb4PS+Dv/MfflfbuOWDLpaNPPlVd+ErxFIdvgLNp2Sfh7spdGcU44Pd//7+k//T7/zl9+eFHA8xYrGYm1TdjkPBd3/1muCw7A5RplZw7DZUMAOGHP/OpdGHfbnQPz6NXeI500S9taE8bt2xLvQBoKhhco+GBC/QZKgXqSQp+WjC2glsmH00u8IwcRoEp7y0xlqb4nVEVXyryOe4r4mR19LQYtvMDGHItaIt2120NhS+6w2QVAS0y7gsogm8X9wRh3HYI5RBxq79y2YBj6gEGwIw8KQecu0Y+zegLdjB31sGZmyPOLIBvHm6h7nqWQkePIlPn5go3sA2OYOc8hmaAsDZAa6ugEDRmjnLr5iMfOFiMp7H56TTNvIJZmKZBn9PqZPIbtj7GxDOoaszgDxAffAxA54h+EYdxEo3HwdTSyZGNjF3B6RJAsguQPokvQDQY08DRkbQ43pfa92xObXBtp7BSb4QDrlGbmz7rqrrBPPWzZVrZAGpYNcLpPZPjIwD8nnTkebczHjanz37kb+GOIhlAH7TXTaDNSXkmKcs0G6Qmisv0oBGwrkckbvjwhz6UfgIjkO6uXn4J+DOoi4f8cSxcOdT6xjhy+zJYUwycOfj53YYqOLz11lvTy172sgCEH/3oR9OrX/3qEDe/4x3vSC984QuDKy5oNhR1lxq33yFYGUA54ct+X/tcrySw9rXWAmstsKwFrgMQOhkD0lX+pvSJj388jjsSF+zbvRWdJTgZ0AlPEXERqKwTQeXjOrJeTkiWleayH8sJwGWPb/CGRLNWrqsnZtzaanX1uOXp5TX1Tl2dIHC1OCzGtOO6TrgS6NfIBTt8261wehbTxfODLFYN6enjZ9K58yzy7PzbEF91o6OpSHkdyuTtiH70w+cJG6YpUQ4i7bW5AsrrMuPOamFF+VZGkYsBEBALKJIOjmS1k82DFypAIb9aq93KpK6hMEHwdcGjOKkbbtVF/PztxhBCDprGEG401q3D5yCiNjlqGoWU/rS/nvMFor65uFYHsAsQvm3b1nQeC+B/9Wv/Ou3duz997/d+f7rzzjtDPFbfDuqDjo9PouB/CkX/p9Pv/u7vpVMcIXbi5AncEY0h9mXxZu1+yUvuTv8CTs5ttx+GYww4BjAoim6SNRYBMAYYuuuOI2kMwHAWAxTbZ3KMc7NvOwz3dF1sEgbPnUsj+JOTm6OKgkMxgznbykUYJX9QWQvAo50xpZscxdgLpOXmJUau3D2AXAM7Pf0UyumTO2jDh56lMU2MT3ACva63Fra87hjpoKW6sWLaAsn66cEd7/oGQYAkkBEQ8r55uwmZBVjOMCf4NGO92wT3TzBn+k08a1ZJMEAr9QMMtgsEabZ1AMh1xG2jHdlSxRxxPM/QpuPMo0l4f+OMJ/jxaRIDCwSbKr7F93QjlujEmwcMzgEEZ9gYLxLHYyidBExV4jZgCd+VNvZiqEM9BwFx3R3daQhff80AtkVE2U0A9kvobs6exuCjcTPp4RkBLmA3fiHbiTNLOWxHYpIgnFyQ6jS6ijpYV1LQpToJfbF39/Y0O7gv3XfPJ9I840OVBeeMHGVc2rPZwKo40CBNYdPD9rRv7r/vgfRbv/mb6V3vehcGUx4rysPLQmn/yx5c5UaMFJ77brnWa0N72rt3b4iWDx06lN70pjelY8eOpfe+973pZ37mZ9JLX/rS+N61a1eoMRg/q36QSh0YLNfP+fy+Sg3XHq21wH+PLXAdgLBW/UIinjx6ND36yEOpZ8N6LM52hY899bs0jnCy+tG1SxYxSSxradycqxtP0LXjWkOp97XGXz3eaqlYCHgG7OTzzrgJsMW5vBy75hFrD0HYB7Fa7OnRfQkWjBzfNsOWf5yD7BXLGxpYLLfiwLq9HYtGFjLdtcSiL9vlmsNqZcsvB/Fl0ZejucT3OGBjPZyFwAIU33t57a5fVK6c3mpFEh6XN6JbWKBc2Bw/rNsYWCD6Cl1KdI4ALALDDr7n4IRonaul5Fcz5DLWcvQoO3WiGtHf27VzZ3r86In0H//T/5X++D3vC5dBLnT1QdGZ5VZnVC7oxOhwcDmRXHIOrWLClH74h38w/fRP/iQWpRvgRE2F8UALq/p5znneiA5lNbBgbtu8JX3di16YLgwOhqqGPi8VyY1wLvMYR5lNIA4OjgtgIHT5mJ8GW922nwNMtqN3unHrdnzidaUJ3hnDUEH3OW3hgom4dLiALETEgJQGZNIB/Mr9yrwXyOivMI+b5ZymYo3se5VBE/2url+NRli2MhospdxLGoZNiRxXwWiT3EFB3zTjcoZvQF4TUZooSwuAtQ2up5hRgMYxvqmzAgY7AYYdDCi0UakL3FW4nryexhen+MymcUDg2BLW1/MTzLMlvNcgFrZggLU55ugsXEPnqqeEyFX1jDkNNppIU07nAmmp+9eJlfci7TaAlXkLDs8XOF/5EtdNSAKmOgD1XThR39CZJtc1pQlk1+oCW48JnNPrNLwJlQkDKUez2BfTMxO4t+I5wHMWNYT1gMIhOMLHObt9I4Zps2wW5SJOkYZus1Qr0QBsFiAqQJQeewSlPaL05i/+/C/SC+66M/3oj72NOSytqG9zc7+REDOkkkB2al/Ew6pHqGd44MCB4A668XjggQfSO9/5znT69OmwVhYwGm8zhjJFJB06rfRZAYU3Urq1d9daYK0FlrfAda2gTkonpEGy8fCXv4z4YSlt3oN+EpadoywgnhaiD7WYsNCD0DuC0OeFIV79mvhzM8niNVdYUEWA3gUTpRkuwx52/5dYCEY439jTJNwo2wfBgYV+u1hnxfzEQgJggPOzxBEJxULU9II76MUzhgwMVouWoVpe4E1PkZbOn9vR3as9U2xU3ubiOhvRxbn6Ptcs55G24mEBYbG09vxVfTIKdjwqzrHW3SMnZKpkfoPfFrxakWtMi/LCpXTBm4at18vi3IsRxzjgfWxkIA21DKTjTz1VTavUU8DilJJzo2F0/5b+NABHuI26/fBbvy/9zE//DFaaG3Fpc5I2WICDjOsbGkPdULknAjy5oyJz/QjuZWP2ile8DGvktnTi+Mn00OcfSBNYvSrm1xdgC+84j3VDo1U2/LZcU+ao3Nge9Aydy0OAyuFBTr9gTOkw2o1KdKfoirxEWTonFwjpizB0ABExZq6gY5j7xMvzfnlb5jiAOvIsT0JcL52otpAX/sp3wpEyaI9UY4yAC9H9wyBLLh/t1gHYa1cELGakLU1J/doOmGwGOYFyBAWCbbY5GTegPAiGTFPEn0T6fnz8YpqGIs7xcBa9wTE2WfP8XgTwyeTUalt3WnIF1eV0c+Y8lN45B8KAiLZVFaAdN0gzGHmcnBnB+nc4NmnDgLlv+Po3pO4dWwH3Y6mttzMxqwFxcClpe9tjnvfdHHiyke0XxjOUNc9hwDBjQItiAXEnuoALAL/Hv/RgGud4zC7K0YGfTseSoHAegKkXgw5OQJmbR+WCOesc8lhFxcmz6LaODg2mf//v/4+0f9++9NrXvd7WzQ1GfW5u0FVVvcEX7c8YcVypa+gc3ob+q34O3SgpUn7LW94SImW/X/va1zKG8zgsoPDmlm8ttbUWWGuB6wKENpecJ4n/l750f/oCyvNNgJZdu3ZUFiZFURzOzgLuTrr4/TK+E16i+TUVXDTqClx/nW8X4lkX6UqXvLw89uWpmVuAbgilRiZxri46QIcOohfGAj14fijEyYp8bM8mRPOLcC2aEa0sQOQlsIqQZxAnFR0cFxIXLvslVsq68jWzcih2jaP8RCgsMvJfLIPpe8KH3y50xmsifcsYUVlUh4dG4QbrwwxxNYsNK1XU0Xcyt4EkubZcAlQV4732xJPgNJFPfQMLWown0HGhbYHTpl6TXOdujCf8lGBJ5HQodjWZifEp0i5Pyzc3SqNf9qzEudL3db9AWdAFxAVQCyJazx0eGBiES0P6ACXWcfqOlbouOJdamD/N6npSX9TLAoi1Ikr83u/+3vSOt78jOFH3wzlRxDaGfqEGH/a/YNiOCCBGr+mMewy/lVvQKzObY088zjOdW2NEwtihxcNwRGfq1ZrZPKQRbQzo24g/zF6MT6bJZxwduDm4NrapPunGOSe3jQIKfhrlxNJPVmpR0bEIRE611WOcBDiVi0jaJuAtg30f35ZATl9dh7kX0riidFdciOxK4DKDlRxDQLcA8F6aBGiA4noWMd4A8HXCsUTLAmBY4QA6nojryAaOML64wkH0DPcFY5eYP4pxh+DET3bwLtzAWXT9gNlpqY25Qx0F3OrlBpCi/eKIOsqlw2arILfO8ssZJBNq15BOjpxPZxbOBxezSS4q/xaxKfrC0PF0y96eNEEZphtx/9KN4Q95KKoOPWv6luJzj7oBdItI39qrnxg6isRvoQHmcF5/4isPp/MnTpCtDYJ1PfXqQO+2lUEwigRh5OIImwu4vvSr3Os2+q8ZVROPWGwDGc/AZfzyw4+kX+Youv/53zbiMuYNzCePdsSSnc1e9EOlDyr71cqvy79K/17+pNxxbtf61LFnKN+KiHfs2MEGqD8+r3/964Puvf/97w/OoXqGP4crGw1Vim6husUlX+95Leh1Y1bSreZeN97KvbXvtRZYa4FaC1wXINRFSiu6bRLEY5ya8PBDX+IosV6cK/fHJDRZJ2R8IEy13WYtw6+lK2j8zQvSvmUJ1t/ID4JLkmkkAK6RRV9iBxduvglHzBvDxcQ8hNr2zcQODhqrXXZsmwmr4M8gcZQL1IYi2iIrVYDyeFL7Yzp0E2m5YNlbGey5gEurp+RSCBhAXPnMVoEeixWLbXyWxjlJBTcriG21RJWjkS2cWVDZELj4CgwLOCw5m4b3aiclcIO8BRqW07QEjXKfJPhynf12cbLMLip+D8N5EegKxMwrIphUJUSqxDPk2lUePEdfiuTCeTl1UBSsJSlrMJwN0CBCOoFJCQL1MOrghm0hk88zrL33kz/90+mnfuonAdDossEt2s4iOTxMXWkXg1bl1kcOqmJB22mahd2jFcexMP6bv/yr9NmP/V06eMfz0oFDt2BcMZvOnDwVRka2r74G23E8LUfTRV7OYBeuQPo5uUTjliGON/MYvNANNEObkLIrolyYA1DA1WkCWAhg5PY1BiCiRHL4AIb2DX/ifYGQ8SKZ3BWME/UO6S/ZfJVguXTuXR+8Vw1w3aKRoiwUBm5gA+y9Vj7qBPYgPu4FeHXArUSjL3WQloJRsBNjHNUV3puFw6hO4ASvj5P0eUTCQ8QeZY55iojcwXmAFry/DMjI07Z2LEvzFgGKsckVjfI/Sss37LvoC+Ww1lVdvBkApB4RMzfUSJnD/anH7kvNB7ekXUduhRM4mibnaVMSa2R8y4XMc4N0fIUMYtxGXlwxDx0CbQCnNgbTUw8+lo4+/GXagZNyiNsOQJ1l3BkERBsRWctB18XQxcHzcNV7GC84lGc8KEp2o+f8acWy5isPP8RRdL+S3v72sfRt3/FmxjHtnYsd6X01/1j2TZs2xcexdPfdd8dJKIqUf/u3fzs99NBD6c1vfjPqFD8chljGd4PkRtJ5Jy2Q/mWa8NUs+Vpeay3wtd0C1wUIMwtA+reI8+QzaWR8Lu3bsyFEY4vssg2CxlhIarT+a7uFvqqld4mpUGFWBLmEWg23IXrauXNrOnvuIsdVDdG+Lg4WDGV/11WPaxDZ8a4+6gRMcuwkjl3r9Avp6RMsuC6qdUGxr6AgAB/ZerJGcAwFCqxM+rnLgFCuiGLGfD9bFZMQi+/kxAwcCVyqeLKFwMB/fvORIKtrVdylqCMl9HTdr4KNeCMXqr0dxXbBniCDb+ujqxbbQaIvp1CgLFdQfUGtreV4Kb5TN0qOVICRvFRHosvWNJvoOQzWs1WuChVUL9CyUdTg4NpfWqGW0FDPLaTd57VaJfzIj/3Y/8veeQDoWZVp+2RmMpNpmUnvySQU6b1IU0AElGJZse6urIqurl3X365rV2xrRQW7qKigCNJ77y0EQnrvk+klM5n81/W83zvzTTIJiaKympN88/bTz3Pu87ST3vCGN0Tbub1ZORO41uTGaTsZQh2A/iFnVrdEgudaRNTlbF/3s19fkm677obYOnLZ/AU8K0uTp02JtDesWhM79gj+5erJxRQMjsTSuRquURtxrWNcdyBijnYSoVBnWR1mJ32Aj26BbwEYCi5BqmSKtwQ0lGUAEBIL+Q5Oofm24Ql9vOv+uxSEq+xeXBeex0vRT4paj/dLRM1+QWUO20RfwJCkAv3Buu6yNJq+OBoRtgoMmsB0U1c9xKdlsPCZ11IL3Lu1cL/WbWpP6xkbHYJAxLWbyunrFGMT8QokFMvaVopcA3xHuuSZMdafRbLm2LAuo4Y4t+zCdC3/NdDVWlmVGZ1i+5YWyeW1I9Kjcx9O3bXkd/Ik9h524aQBGICR9EM/00IWQlY7kRjtzRWgtI/6dxebOQ8+jENxfHCiQlEDSFen2P3QDYqMXSgpQh5OX1MM3YZlclkpDt3hPjq2bfsy3ONY5h5c6GhkooGJHNGzz3pJIQceslxEOYvuPtOnef/O480BnWBP34b+NDwx3Hjjjemcc84JMbLb5p1yyikZCIYTmtGArH3yuHYfd9fA7hp4+hrYRUAIwWRC2MxEomNT6GlwbhyAir8kkJk+WzYpZGRw60xIGncUcuJTeKfw+lZ3eThEPLwkic7CEM8LTzzkbxXdenadwrrRN5xilHZ048YgCpw4cWxqbtkIwCP//WW1rpl54DPYDgIwXZS4+rdN5MJ1cT8nksWFFDBmgE8gSJvKEeE7uSE0JXXJuRNa3KPteUdgIy4RFNoP1q9bHTqO3Zs60UliMoSR5xaAZXCS3V5PYKrFq2DJbbfKmbB0EyPHT7FVhEJj1NWNYmKEQxigMNMvUm+omd0f5I7VoDdnnbitXaanaj1YtgxAhpWq/SL+b9vC294ZqA3LmQOWgbu7dmZZRyB2JCY4M3CfmjAaAedVDhPskc8A7YU4qdNM5J9xngTm//KKV6a3vOUtoX84f8GCVI3fSSdye7IuZhQHmk+v1VPr7kVnlPvuFmHb/PBHP0rf/fb38V3XnUazi0Urbkweu/e+dNhzn5v23nef9BC6WX4ffvQAoGW0Ra3+LQGDpr9q4eLUSp7L6E+VIzFQYIwrsjQ9Q9QfFx4FJT2UoQRO3WZ08bSMl/MnEsrahLcCQKkuIPAjz3ZagtcZ58y6yu7Fo8Jz3/HuYLcn9E06n+AXzBV7BY/oQUzcgToBRiK1gK4qvhpBHJlGX0H0SgodPGsmj7NbVqYmHA52kM9OgGAnR3UIFfVSlPAJGuOBsknHHAc54HPhFWA3B4VmkHzEKOHbvI78XkAVZbbuSLvPeiGUovNXwm/9qmWpZE5ZOgwgro9AFzoaj4UrHhdCxBEgmqM423NqOQ2nbnWrpBugB265JXxGjkQloIdx3M73LpLyHXrKOVdE7DiTC+jCyudrsTSvQKdwVP3owoIAX4WMz1E4dWcPvHTPPQ+kz3z6MwDLqvSiF50R+e7/IzuZ8mTBCnhmgzSiOIRUgBv2J0GrHEANTKzbs88+O0BgI252fvazn6WvfOUr+Ds8IL2ZBZUiZReQ6sLuDrtrYHcN7HwN7BIglECWMiG3tmxI9913XxDRWqwSHaCh8M8xODkQnt7cz0F/XiQkUrf+G9ueSHAGhcHXQZxzejToPS54NSxdixMY/PnWXwTRd4KR4yRnU4IfHC1ErU6wuQ6dH0pcXakKsiTeipHybdWKI5aIlRNfgGMIud8Yt/vbBsoqfrl/GincjPz6JyskkAFCXkUcTAKIfkbVjwQYjkX8ty5cViAg41WAXCecE+YcV/2CN7k/uqUYPtbt3dRdc8LRTQbvEb3vmD/3Rs4msAzsKe51MnOlzmMIMNt/YTiiOxcBmfWjOMzt9VavXo8lY2tMWObeSa1cy0lS3Iyo1N+yRTx3AmWOM13hn+dxzbniPNPJw9KeVam8SlF5bQAgORzqVzkZ5D7SauCGTES0OQlF9G4sNmvof9aB4NP3VKJ3AjGfOtC2AmxLyxTK/upY0pYC7eBcClQL53k+duZYLM60zqwbRakCrrHjxqTH5sxNK1YipoVh08WWZzUj4cSYnzxQLzp1FpQ1tTelk08+Mb3rHW8Po4/ly5eFT7bhcHc6mjHqoDwjynAjQr/MOKdEAlKwf47DGfzipbis+f5F6fI/Xk19Y+VfWZ26cWejH8o+uIhPPvxIGIvsd+jBafYjD/EtTD36ZN3Y0akK0CkHafqU6WkSHMY1y3B7s3hx6oJLOAILT7mUZXB/baYoM3npD/Y56xX3KIwKAI+6kOoYukDJymcD55yfjMOmGgGx8eNJxJsPWdutP0ALgmsYN4SNvE8963hcS+IytpUbgQ3RmN7KNL0ch94oDg5X/46+0NFDnnHLxChNrYg+l/S2pnka9lSjZ1nWAwgECJJ2n3TL/POtgLins7uQlaxT2m2zYH4LZ+gp9ueXWwFoAUlZ3s1z3HQ48p5/uWfeOStlf+o+VnOKfJvYf/oudhQ56Jij2T2GHXZcyLHjSQYEyQ/jx4XTMPr0Fp4NgzNYW1KJe6Il6QmcSrdh8FMFmJRrKhgPPUbqNPQ5ScuU1cl1rBtiZyH63Gh2OOnED2Ij+x9XVdcxTl1AwqGkzerrxzDW16QHH56d3v/+98euO/9yzivZY5l3kFIUChXxPRN/BrW3eYR2FofoJ4UbzjFe+41H3eRogay+ofqP73rXu9LChQtj16x77rknveY1rwmxsjv+TJgwIealvB8al+fGlechTyu/Ls7H7vPdNfDPUgO7BAjzSmlGTNHK/qeorAQHysGV+7BS0T8mLgZbgRbln3GUOGUEquhm4bRoMtj2YXaHTwMUDvE8c3tSHEeBMg/xrrfkABhXTARwGIZBdHXXkhMJJ0wneoGYwEGwsXrtuiCgOTjR6KE4lDIhbdzIpA2BlZi7QhVAliDSVVwqgd5hCEBs/ZD3KIrcFbg1IzBSAGC7b+9aREVry9fzjpMuIM1vEJdtwU1GDxOzYLWyQpCODznAnPscC4QsmxOH4E5/ebZTOL+FuGYiYPJIGd1xIbi8ZEMleid8g0f125YsW542YPWswns95dOqOawHrU/SNN95C2/J/GfH99arVtCGrYlufu1uHptRru9A9LUZq1GyFuBFwyWkcEySGI+0ssvGqhXpXqKaOmNy2h9drFGj6tKSJUujrvXNKFd0Ota29exkouhWsFrHudahbYBZOWq6ZNHwRh08XV64kLEv7GxQJG5dCnhDh5HJPjPQQTQJR3PDhkZ2BOlOtXUIMQHevbRFP4dQMEi9CXabG1vSkUcent79rnemiVhZyrU1PvelLgUsjsLqV5+PG9CXtAzDaEMBheBz1drV6ZILLkxXXHFlmg0AHYk+7wDaRteSOpdj1EmfaGP7Mo1O9j7wALh/gGjayW3uqtDPfO3rXpued/RzY7/ezbA077j77vSzX/wi3f/wwzhJnwyXE8tUFzSUcesQ3ZSbNlUv75SgL1kCy83FhOLW4iBYkcsT3EH0/egI8TjvL3lc2TdO1nl6vEF9qxmBYJVdRRCRw9obi5x3RnltqqB8VYAp9Ztbe+Ca0v83MB6W9bJwoT8t72PP5jKMRshbF+6a7OP26ujfnLsIlIbJGc3F21ke/Eva5pPOGPksyuTAteMvqjT7rOidrGayZ9Gfeab3HOt/46rV6YEbb07jp05NRz//RGgqfZK+KqebkZiqAf3S0i7Eub2MjbtuewzAvix2kBnJwmcLY7iUSDMQmSVdlIvCjYHMSAMsSx3cXxeDzVgYj6hyB6SaWCxqvd+XJqQtuLF56smn0qc+/WnqJaVzXvVK2jI+zYszRDnz9J+5Y04X8hhz0Lb1teDQRd3BBx+cvv3tb8cYuvrqq9N73/PeMMRyV5Qzzjgj3qnD8t9Feh6KQWJ+b/dxdw38s9bALgFCV1aGDVgtNuLmQN22bCLNQIPP5MoIShQNFoeM9kM1g4oWPyk6LxDeojuDTkMkuJ3vfTboUT8dHHS3Pz45LczLEPIMAPWx8lfPTqKpzpYcT8FUGFMIdqIAEv6MS2ZEcgmLQxcraVfiAgtdxWhxKvFxlSpnSw7d1kSu+Pvs3IyTZ4Ee/xWZSuw64fhJuMfhgmQpXJx23JmUI/YKfUKnNwi2RgidcDnG4J9vGM5z29v1cdfO9xVMfgBB3bIwyQpMSgCnvXDY5GzJRRDMBKBRFMy55RQICzgFgwLaFauWI55Cr2/EsDQO0Y2I39zKA5HLoMuMWAVkjV0omhO7p1tSHVtrOSkOeuz3hRv1OOUWZHXJcQKMDmcHDUFBgAjAtiBXAt7O5NjGJL9y8Yq0irowTjPSC7CvGpktRFTJ0/XL0Ucemo466oiol2hryiNY0XmvbfyXBP0OWncCis248FCwNwodppUr16ZFi5eEta/1vXWwTIJuOZUzZkxPr3zlOen5z3s+TsdXB/jrpU+WwS1pAszKuXG7uakzxsVe1erG3XvXvextfGu66aabYmHmYmXsmHEkBWe6qHLXwkVSzFyPix7zdRpbnb3i1a9KS+FcXvT976daHFGfceqp6YQjj0ybWOD1AhLqa+vTi7iniPnz6JMJDmvgHKpv5gJpRyEWWKod8FpfbBY88HZwB6Uf9OdMz9h6yXpP/1vmnf/5iM0AITcos8w2/VJrQDECi+JxfZVpAnsFj0VHAe+c1DzqC13NcKH5Gs7qCupwTndTWoVYvTGhL4io2DHQSyRSK4eXqgwu7txek0vytm1bZRnKO22es/4c79xJ4bNIo+i8EkfYbXBiezrmp/FnnpXuufb6KKsGH3W4UVqBQ+l29h1uQZTbCaAf5hiVpjCe8YojRs5EypF7IzaFQgJD5Mxx5hhyYVZTXQNdmJzWsLNUD/rfdXWu3nT0Tp3iz7KVRdnsx2ZjxPGFEDef/bKXRHpDRPt3vZXPSdIIg2NKzuFLX/rSECtLg3/+85+nM888Myz134HBljumSFflHEpPcvrzdy3I7sR318CzoAZ2CRDGTA4VakUXSWtEN2fPLUWD+1EAEVpX6v4kZIL9hdw+oep/RWJWNKEN3OcsZv2diKP/e9/d/vuCgza4RII3gZqTahvE1y9CT4v0FCcH2GFSlpBqJDDUBJ/nU9AnR0aAINdMLqM6YBKlbsBJLYRKAjZAgGKKyD8vOhbuR5kBMEzqigc7iUdu2NixWIO2ruB9J2hznE3UmzpxsMukFxMuaesPrw2AKDdJq0fzrli4BxGmZc71PjPQmwGbECdTJyad10MHE4j6fk70YzRAoG0Fzj062SVvcg7DMS8fxSq+UO05RLcO8+CZ5fe9+Fc4+jwmZp5VwXouqaiNTzKgisiYHRr01dYDm7AarlY9ulOKyFtacebMvTJE63I+1jeuo+4rUWtogVPXnK655ub0wIOPpMMPOxhu4j5pDGLSZrht2YIAowI4coL23Do7Et3OnwByzsIE60YrbkMYu7A4su7lmD78yGNp8YKlGISg0wmwte7VBwyRMfUlh2wz3LSq6tr0in95eUxeK1ezbzWTfrU6YVR0K31REOeuNG5n99SCBYiEr0DH6560FDcjcnu7OrrQB8PxMPF1BtindqP/Zw0wicXDvvvvl84466x08kknmelYAIzZZ9/0zrf+J8B1BXuQT2cHD/QJaY1S+uyGdWtgOJekQw46ML0DEfZywOOaNdRpaRVdTRFvUVsOnPZDkVzFrA/90gjUk8G/JQAujTViP2rAa5bXgUjycSFY42H0E+MTDModHI5tTTleu2uBf+PoI1PK0CmlH9bS3u34+OtxUQL3d3bzsrS0ry0t7m1OTXAEuwCngnXdMWV6juQjSyLS0NH3joMZysqx4/d2/DSvm3iL6NQPrGNhsn7DhrR+6fI0irZcMn9eWgUYG0Ef3wJ3M2AzyZfRJptpp1r0/+xv9iUhUNSPWXNMcbGjXAqCHHc6d++A9qmHO2Xq9Ohf69aswrhoDH0281tYUlJnpOnhhx9K3/jWN3lvalj77ij+KNff8E/eX/IkpeG5uy1BYa4a8sY3vjH5mz17dvoRerYPPPBAcAy1VM7FyTq5z0FlHt/u4+4a+GerAaQNBYr9tCUPqhNvXXf1NSi/n4f4rSm9+NST0vixIyFWiBchWOo76SakGm5WBSv1Ugi3OmxSKsUfchGGDnB2Yg4ZmCByNxu+r1hERfatCXPO8pd4gQ9i5Z/H396OR/+B6OAS6VhWMOSWTlnoFxFxY3DOmJCKbgwQH1bZhUidlAVVPsv1XxQ/avUqUA4F+EI6RlUFYNRZsTqLim3lVJnvPAykkd/xmIEnrQbXMll3AcIemz0/zZ27gLLw1Dgio07WCHzYraRh2hS+w7ISAFnL3qgqngt63E5Nx8Y6lJb4hQ5dAET1CwF4tE+224dgJ9vtxPIJaNvhVowbDUAB0DhJbeE7k+UyKi7atbjCuL11KAaGPsumr6JKjnvZE6MFv0TIQUjGMRq4Z33FK4Wj3Eyv8xitkeaWRgAgDoqrhqX99n9OesFJz0sTMbhYs04fgSxaCm0p9ytv1yyFbf+avoYWcgYFg4pR9fOnSF4uam3tyLRsxer0hyuuSXPnLcdvIi4+4LqNYHu9Hri3UaCosJRaOzall519ZvrExz+epk5jV5N586KN5DM6UVepE0lB7nvwgfSb3/wGnd37o91yjoYLFBcX9mnbTFGYixtFvIccckg64MD900EHH0h7V+MrEu407VhKPu13w9A900VQn4CDNEoBegKurCdahywciLucvvLd71+YLrzoolTPhClgz9tim9qJj/mTRZI9FoDyzxALAEkNv7Aipy5dUOYfBBnyVb4XENpXtJA2fyUsBspRIRjZU5LGbB6e9q4al/atmZhG446pzHJR92XDK1MLZGZe58Z0f9PitHoY7mRG9IUVcR+IUstmWolflh/zFHk1vbjgkr6w3S7MgyhLcfkK38WBSLb3qP95npA3OO+GVtg+SlXc7vDcf31t+tr5X6Rf6R0A7jMLa1opzybHwj/joR6HIyIP4z76i/1CKXwGpvOEigoXmaBtbQNCRmu8zoC73zWiZ2nbVyFGHoGaivTNbRVVVzn+hBPTT370UzjVU+P7HqQhw+lHkbm4k/+JzOUXWx2toR3W0lbvP7OX0n5/GqLcfPPNYYyif9dXv/rV6cUvfnG4sNHdjUBSeu74sr6CzhTV2+A6HMhjVqcD17vPdtfA/7UaEJHscnC3g9gRg0EiIXKASFhC7w7umANKVwupBDci7CYwrEdACFGHwAQl3E6KxU5LfUX/WXlwmlIBuh/A8UDRhyBTjqQTZLccvEJwnnfwF9OffMCq95XrEObkKSOT+dd+5p2MAMddyujOB4pG1ZVztU3Ro9xhXEL55BpVQEiAGeH2obRkQGxuOgIrwXENE/SurkYFxwKYDHigUA0AaG5sJosSdPJKfSNJpU4QjwlUAC2+24VO2HAU6UuYPASDcgg3UU9us6V4Vq5nZnCiu5pSOFPs4sp9608AJHgU4I7Eh5l76Nq2tkGlOnfRHtaSdVWYMDnbbiiAr/7nxJOF/GhcAyGzGi6epLPJy7ciTWYxj32BIDw3DMTgs1EjR6XxY8rY6m1teuSBuTEJn/GiUwFOE/Ht15zlmnwIBgdyMZCHrc/kLOaK+upcGayTajgScl1vv+PutBAwWFtjfrS+Z8u0WhYOiC7VCbTObJO995iZ3vSmN6LrOB0w+BRGJzUAAUT49E1dyKwGvH/ngu+mW265FbF/S2DJ2Lca1zx0utQBN7EGUfBBBx6YDj3k4DRr1ix0EY8McaLV7JiIfkGpOlrpJ3DsSkCYckKa2VdX8KyYtYS4Yss13svrz7ErD02VwdNeeHK6/LJLUzuc1GEscqJjRKn5M1DVcSeWCkWVKATLX8n6k1f5HcYzlROTK3nIJ9l4TrrRmrq9oRglcLRL2ad45LCq9Jy6iWnfyrFpHHs392HZrprC5tKK1Iae6RysiB9qXJrWs09dK4NQS+LecP4oh5DaIOniyT0yzYO8W0qystB/kt/4y4+kncca6XBdCR0wP+pfr8Xdzxh0RMfhD3INqgOy420Dx5o1Fkfe9dyIsr7VjT/BzNBN2uPdHQXpYb5wzXSbqd+iMGrUODjuWMbDbTVf1WU16LVOTuvQnb7xppsw3vhA+vRnP5emsugoZ9H/fy244FX9xp1RBIH+pMkXXnhh+rd/+zeM9kal15/7+nTsscf2G6xYxnzeyM/z64E++3+tJnbnd3cNDF0DuwgInZC1ygX0MDlo9RciRoiRR+YyQCGWexAeJ8mOtfhRg3DIGRPMhH+vofMRd3WuW8zi0yAgD07Xct+KSV4phNQQvLFw6+91/gYTXYiCcjIcrwZok3hm+ohBWbMHRX/zGIpuxWlY4xVWjZn+WeYVPwNQiHVZ1W/CcMFcWF6tsgcC4kPAQF4mOYUacwwVnLiywEnQebglAFD1exRxam1czXkAwpgdgncB6AN0drI7QUtbAPbSMowTAHSxzRyTbznWooI7wbO6hnKXFFNuREepbWMXXBbyqIENyZZXyvV0mw2c3HLUbYVcSo0QnJy6NX4AINouWXYzQBgLgch0VoLiv8UcPgs2dOkLLUglhMEMsfdXRyGyAehmHBmwcT4s1p+LauOp7SA3bzL6Qk0jWtKTsxG3lt6Qzj7z9AD1LgwscJ6X/Fic7/xcDpzid+NzQdRJH3eC8aeo6oabbktz58+lP+omBr+MMQGzMOE7dxeJRQtGD9W1lenlL39pOvigg2grdMjoF9avgHIsupmPPP5YcOVuYBKWWzhq7CjAfmcsiNatW5UOPuCg9DoU5Y9n4lJMLifa5730vXLQhv/U+XSvXYNgV+UHOcXrMUQZgX6aQ8OFTFZya5Hxax1S7w6rEuufupkAN1VDHfU2fWdw/Qy0zMBZJBl/trlnI/U/IS7i37LNGDBPfMn9YRiPVGA4Uts3PI2mzx5SPy3tUV4PZ5AxvwlfiRiBbMHquBG3Lova16T7AYNN5dCe2nJ2HsE/I3qyISKmnFmyxGvnzrOR3R24jgzzMD/mz//CY39yJk9cMb65qTpAjxxbGkNacB+izKOPOzZdefkfY8yWmVcbQy6epy7+rEPueSiDQ9dNX7Sd5Vq7O9RAYbbNtGoschQNntvfIuJChQhwwoiJRWUnTrPt33UYKtUDUu37l7IwmIqKwac/9SmngR0lZRLPuqC+e3FwPnGv9PPOOy9peKKh5Ne//vV0/vnnp+fiquncc88NzrsAsr7eOsiYH7neYnFcu89318A/Qg3sIiDMihxiYMUUEJAQVUBwJe4YuzLpYWAAUFCPDnyCqAprNn7tEL2wctuGGufV6EpZculvqADAgxBmE1j2PONAAJa4X8aE6wTcT3w5i8m+6I5fbS/27NnA1/FmTK4+8T6uP+SKAXzlqKkvtm5dI0cU0ym7sHQUE+0Edm1xEtcwJd+JIr4nYafT2H2iPeMSlqhHVQgS41h59mewcJJfkwW5jxIj9YuqADo+8hfAiZMKXLZ044JGa8XYiQKA0AwXzD2QBTIj0D+So6AIcd36DWntmjUxP1rtldWCTutXIxL0C8Hmm7cguoIzWF1VCbcI4dUwJhHKbhvI7ZWDYakiD05W/IpdhRSK1n/IV9ZxQ+BReDJQ69md+EumMkDIS5FAdsgjy9/MQEoWg0DVyTbLlUBI3bp2gCv7uFIHY+C8CeTmzVuUbr719qT4uDj4neLMHMgPBrDWMxw1nst5FTz7PLdYvPW2u9LNt9xBenCy6nFtw2TjxD0CHTG3giun3t3pwjXCfvui14fVo+Nk5cqV4UKns7uTSboCruXGdMmvf52uvvbq0BUdTjs30lZypDU2+E9UNV4DZ2MUQHDV8pWpC45ONm7QR4MD3NrWwmKMRQnjTVcmgiInf65iNxMtlbvJh33WuvOXtWHWjvYF+6kLpl4WABoxCXhdXHl/cCsU1152HtyvOOVd/zNe4sSvaZ9gdXKw9eVIh8VxHo3Ax35BHQ13d52O3jQW7t+0ivo0BVc6s8rqwudgJS+UwvHu41kLfXZJ+1p8DK4C8KMmUV2eWrbAjeW4BZcz0ghYoBEvSXKd9Zw8yexoHgshHhdd5/fz4w4e5a9s7xjkjYdWg+dy7LQ0D+8D9KvLr/hj+tpXz0/XXnstHGCs4xmzkeNolMEJ288z+suiJ7iEAsvisnFe9IlpCgBzNZwMDJrTgZfs9xpjSVuqaPMW6EgTlsjDyzByUT93w8b0hz9clo5/3nHpjBefEX3MGLIwEE9+59l2lP5Y5/Y7+2IOEL0ejTW/XiEEgwYdX7sryqpVq0Kc/LrXvS7GvqoZctn/L4T+OWUXMhtjtPD+IHq9C3HsfvX/bg0MIJKnKYPDXT5DL5y4KgZOORwqZiJ2SmhL0yaNQek/iyADRy4gIUg5feLjYVjx6jB2R2EAIgz1lhOw97cTBxOP/KqBYGxeF98beBqEMIswbjqR6T/QVaPEVn92cv4so9w5J12tjhX3NTd3UG7cggA0etiOINzXkn47XDeNAcKBMhNxXhem5T9ofhDxcH+Cscm4MeNj8h4O0Asxu1Q7KjqDOWYsn2DzUsht7UMMP4pVe/2YltTIziXqegni3FlBMNq0cQP314a+X8HeJNI2Ludc50i5ibUAWMXXipE2YdmbiWgLwACjQx1PW0UlAMsMagsirBK5Fky1RKYPuw78EVYAOsbi91DXO046AqeN7HXcjVGFQS6je6xmImk4bLwTxizEYbHFDTXVteEjTY6ZRkrDS/V/J0BVhE2dcBwgWPYH/TSOiLpzUhUExa4epKcPPsXhlfirkQtlsTW80Dl2bU15ehQLykns3bv//vtjzdsSXGwnCNO2z9h2lslJ1zRz4tqDPhtsp9g7WRFTN9bFd997X7oBnSSyBwBkMYSIU91O86dere2rX0Yr3zn+X//1dRi47JdWrFgRnJ1O+oLNXldXA4dxfmwLWY1o2El7He/UMxnvsece6SMf+TD7Wu+JpXd3WrtyNY6KaYcom6XDzyPGCLbPCPIdwYnPinXBxgPr1H5W2IDErh3Bg+lHIKoYFkRt+q1sYedCyDbaUfB5OEYGjKpfWobusJUeXEDqMu+btssoFhlTJk1JM2Y2sA/61DQasb5qKLyF0+Y1qX1VU2pasiYtZms23cscU7dnGjesItXRlq2bNtDHAKf0rw2I4TdyfKp1dVq+qTm11+qEvQugaLXYjgB4RMm2p3sR0zOjfrIC5qWxYFaOxx0XslBd+Yc7fczrd+s63KwjTtpQ2DqM+mrrbEuPPjEnHXPC8em6q/ApSTndCEDAImfPdrUds2xmUF4Q6OI78z9YKIs526oo0abeLmQiv/ZVg9Hq8sbvttjHCSMYU2V0FsdE16Y2OIV19M+nELFekE497RQqOVOXqEV1IXMinn0XHz9L/1iXhhzsWB+5IUp+9Plpp52W3EvZ/eR/zQJNv4ZyCTVEeS4ummrR8VXdQzrnmJKGSjO8zmlFXtfGZ8jTzK4G/ubfefSbPI/5faVCfmsa24sjjy10SnnPePJ8FOfP783j1mHrvPp863tPl/bWce7sdV7unHvt0TLrnUMO7u7wt6uBnQaEZgkeIFwiRKNsJVbPPplut6X4TAKd0Smn74wSeZ0TpTgffOHTbUL23ja3d/pGBmgGXs8A4cD14DNyWkQ/zawDRy6cZZTLor83iWFbiOv64N60YKghl0exeVVav7EZVyyred4Id3B0OmDv6QNJ5EjOO4XKcALWKMMBoG5e6D5K9Jm0o9ZId0dBglDJCrdpYxucyDFp2bJVgCq+EAySRx0Dyw00vYoqxGzkyZ0QbBN9xBl9N1wfgzqAWi5rFb1ZFy9MLJmCedZ+vlMRkykngooIEhLOqTjj7GYLsC1bhgNk6slPPSJpgCD0VsKhGHNMfW2APj8VAAZAm14Roup1G5oiRg2Q5EbIvewBSOgaRHcrTYi9m1vbUx3GSR0YZgj4ygB/xUFuraIt62VzLwZDiBiDBUfuNhNPHiRs1nk5aThx6texDWfQjzw6J02f0RAcMLl+it+sPEvHi1wDQG2bIuLq4qC2ZmRY0W+gDHfcdTeGH/fhGgRnuYBB94WOzxVn0lZWuqoS/KHNN6czz3pxesHJJ8FdXkNaeb1mObX/ae2sztb6NRvSuEnj0qwZM9OJJ+G0Gj+FcmWbcfekTmGN+0cLOok3DzJpIxTR+7D+96bAm7LYw/L3yGJR8Ikh3oiD9VoOh1MfhurvhnFY9tI2f/2qiz5oOT3fgoWDOqedLJz8VrHbMc89Np3w3OPTSUefEIs31StasPhejyFODX2X11PdtP3SlPLRqW9te7r3+tvT/IceS5UdOBwHbff04XIFrrot27wZlRT6zhPNy9OK7ubUW4WPTfwMugWd8F+sbFttQs9QsBduc3BAnfXlvKyFYhSP1bg1UKeFN/IXB1/uwlXUyRCxCOhiucIL7uX94x/9OH31619LD9xPn4IzLAhUl1qwktUskRSyH+Ri66xufb11HvOiD/He4Akf40DS1DejYL0Hsf3KtRtYOJWlJ554Iv3ut79BzPqv0Ev0N+FmOnGrEvGPFARmcg3f8IY3JDmEGqD87//+b/rBD36Q9t133xAzT5s2LZxju4NKXn8etwZTO6qXHFSqhtSMZ4RwU4ZOck53fG5ecoCYpzNUnNFPHIPROTLA7kI354z6jeeqL+Uc0uJ4ivOdx1H8/Jk8l47JgNG7h1bvgsAWFrWha095GxoaQpdT4O17uTTmmczD7rgG18AuAcJeWSB0TgfJ5CmTY/KWI2OHlZNSohKSk9wgYlN0sQ3hHZyZv/eVe8OqhyMfzB1ZNFZoB4xsBAi2YWwhN6iKXTRaOF++YmlauWZ90GYZMpUTCmAlypiXmWMQYK+zew4y9fic/HXnomGAKyJFZzsKcgbU6WPfEwYGjmppCnXCNuDaxH2kBZpEhD869pbGxYlEXBCgs2pBQ02lXEBEiXDpzEsZyvYI2SE62ZaDGTEv5LGQkVA8LxCWDPJTnLiW4DDhAq4UTU8cT5qAv065gYCfzXCD+cs7iKgALQato41DcKdbnAkTxvaDRa+dwY2zCvG0eqe1lKFibSP1L1evIk0EANehy8Yr/cF2WbUm051TVcEqLsN3oZUu99IFgfktVh0QenuvBi7hcnaLePLJuWmfffYJX3+brFSeCWYlwF2A6HJ89amfJTjqQudSTnErXIPHHn8y3X7nPWn54pWMCdqiHlAq4CAbGh3lYufgkBXaHrqM89wD2clkLFzARTGZ9heG7wTvtbTpXnvtQbv0pWOOOya99GWZrqHcOsGgx9FsO5Zx3rL2Mk1DtgDiXuhuFJ5ljwrPBy7iabANt7rngsU645k9ZNXateFTM0ujkNDAJ0VncDBot+DS09/kiHYA6O0fz3vBC9I73/bO1DC5IT316JPp2suuSS2NTXAU4erC4awBdGwGdI4EEW7CUKqsma3YaPsewCTuA1NlaSXAhMnNSYz2baWPbcKh+B0rZ6eF7XAGawDfgPE+uILmOjoCeeihr5XTduZ9E9x7+zhF47HvbK8s29bbQCF39N3AW9s7GzrFgfRUQeggn3fdeVd68Rlnpl/+9KeAAGOzP8LpjtXfULEPxDHU0/57kYHCu1bE1p/1X/uiKjyMSSQApk0Np5kzp7EIXp+WLF2Urr/hehY3Z6aRtaNjrGSLyX8sQCg4EoQZVJtQrPz5z38+wPntt9+evvGNb6T5cPT1cagKSDWLp+n4FVWsvKvB+C677LIAR347c+bMiPfQQw8N2uN8kdFep2Bp5ba9SUBlPgVYqphsDfiMw/vSNn9/7yCO8CeYNpj/HPRZ908++WS69NJLgzubv/P3zvM/evq7BAgV8dkNXQ26ZZBSsHAlM0TnzCqun8I8e+uxP4v4pINbpj6OE2EHHLyV7PuZMeB4qQSxGQBn/qIV6N6thTOl7zbELIhoy9iyzY49EPojzSYfQKL15l0HsoBDwODOHNUh7kVMUIQH86/jm/5xn03QEurRcGeb8bVWG5zaUXCTGhHjV6Spk6YFh1C9zW4ARRmTe7nxkr5cQCdpDVMMHYopYadkYhKNY+TCDXQHcW05YqzAt5F7PoqJtJA7HlRX1QAEa1IdYLANcXp1Nf78XH3q/BfgYl7zOLu6FN/BaeD+FgCjRM1g1yklLgGcREqdTEMNwHAz+zeXbExpMtuzaaw0OGwBGLGKZpGykZ1BJITj2NavosJdCNAdhPhZx3IbN8JtJMXgyA6Dg2f9V7BXawecpcfnPIWi/AwWAhSP+4p3y1AFcBKsxpG2AExdqt5eVq6sYhcvWoxLmXlpGTuj2KBkm7pXtK2OHfqVgkE4ceZBcBwr7kIbHnDQoVgCHxF6pJn/zrwus5ItW740jcdt0Bc//9kQuZJ92gdflrGShljC2RRkVbmVHJO1blSynmVNF+KKtqI+tSpmMh8U8le42T9kC6DQR05+9k+ZnIJCRZGzH388lO3LAHtFnw+KNrtgkWGbUh+6TWmHazR96tT0xjf8B46uT0sL58xLNwEEy/sq0rjq8emgGQcj8gbk4H5nIvqBZYyF9YsXpcUrlqX2detif14BSSn6a619nakd4FjLgmgT7dJKm1dOGJOmjdwvPfHkvegMdgH+WBSxT2BwTK1vfurNqvPqxXCAfQ7Sh8j8X/lWXnOFjjBkasB5yqau628u+W36Fr7/br7hxrRs8WJ0Q6vpR1lbD2rnPNoh4/vLbzqWA3jQR+Q0yyGuRq2juakzzZkzJ91xxx3pVMSqlZXsfGPDbxWKuU0+GgrEbPXJs+rS/Bb/9G2Yh+OOOy4df/zx7Ei0If3pT39K//M//wMN7QmR8j7P2SfNaJiRGhoa8te3e7SOmpqakjur6CPx9NNPR3qwLvyNXnzxxcGF/OAHP32zytQAAEAASURBVBjgzvEpZy+vx/yYR+6zu3Ekf9RRRwV9lRMoKBQIuqDNAaLxmO7fGxTKCDEPOcAVDJovf96T+2oZnFutW8uwO/x1a6D0k4SdTcJJ24aqZJX+4IMPphuuvwErxFFpr1nT0XVBdyh4a1lsxaQvP2d47fDfzuZje+9tHfv23hu4LxGzA2YuY6oAOALBdRua09r1TRBodJK6cKMDWli9upHJcS4+rFrpnA4mxGlMzBqJlECsZ8yYBhdjC5ysUYAX9QdxEO0Km8JH+TnJJm+v+EHMVfiXQxira1/cYWCQAIrUaZErq4FOC4SkCR2vvpJNiGcRsyGCc89TYYB5QRpFSpSR/ClOFyA6KbrDiqCI3BU4TbSr+RPdOBg5D0Lo4Iz6ceZB1waAYTZ7N8Pl4zh18rg0efJ4OKhNwUVTF0+fZWvXb4QIaTnLXrxweQSFctvkrHbCKVTP0cGvy5BeJvpwlk15BF8aTsh5DD1CUq1HV0ejCOOQgJg3g5OVOn5ymQS5Gr7o9sjHTp5ik9EASkGtqE2jDUvRzT63tps+7ky3BSOM1pbOtHLVWkCyvh7XY+ixOi3FYGPevIVpzhNz00MPP5oeeujRdDdOoec/NS+tW4O4G85VmX42YV3ZFrpQGaaboQBY5tEfdQ5QtS472Xv3hS88BfcW/0q7kSYWjS4mDFntotOJeLy1pSnKpt7eJvLcDRdZVzXqt1o+9VM34kdNEXyAedo1M+SirwLENBpSLSAmi0LE/WJjU4rq409kMS7IQXZUDzWmdeq/ErF4CVzy//3mN9MCuJk1EGWlAFHBVnKhHaIAhRhC34373Sw2piAifvc73p7OZoJ74K47001XX58mjpyQZk3YI42uGIsIuCqNxPnxmNL6VNXalx6+5fa0BPDZixFUCXVZwRgaRpnnN69Ii9rWp+Y+dR+HxbFkdH069ZxXpLPe9O9pzMzJaWXr+rS6EYfaoTeY6YTFxAIwz8WYdu28nAPHQu7zaihc7viwg5dte+oyDnFmTDZCcdj6+4FrqzcP0orDjzgiPTH78aC5LkbCbRfv5Nb00rtdDtFufFeU1rZxGK80wCfZua8rPVG1ohLVi/mMjcceezQm7LFjlRDU8z6LFPrQMID+ZmiE1zsKWwOaHb3713gWNI5Cbu9omvkzz+1TecjzLnPELfMUKcspvBld4q9+7avUzWNIa8amKVOmRBzOm8XfG48gR7pmXFdddVWAveuuuy6de+656ZRTTklPPfVUuvXWW9E5/tdYrClKlW76fs651KeieRD0CRy//OUvh3qGYEoA6LuCqoULFwbN8V2vjctF9FokAMZp/tRpNj45oeZVgCkHVDrjO3LwzG8OKBVvaxRnGsblN5bJa39eKxY2bcG04M9vTctQDAbjBn/yb732e3HG4YcfHt9lzIv8zd3Hv0YNDLCEdjL2cPXAu3YA2jwm6XB2K0KQKfR/INjpDKx54xjiRu41Amxa2tBpaEe/T2V9OGpNTe1pGeDAjg2WgYPopI84kcHRBdGDOZhG4cy0DGAwogJ2PEAjiz2i7v9TfC/SZ0xkFpjZK4oAn05s3AEXJLgegK4qiLI6nJ2dzXDKcBoMGNSq2XQYitE2gsE45ygp8xfPOSlUQZZ4/BXwIRjimURdLpfvBgArZL6XdLVwVs+vuqouHI9rVFQNp1Kw1ohuo/scy33r7uoI7tn0KZMQra8N8WwwzYh/AvVVDRAGj6UNgKMNiA8laBXlpQBb/AYigg4H2BAQJ9fYUo8ZXT3CfD9k3e6oc+gWb8PJk+51tJK2lAKgEYCZZsCV5Rk9iv1uEZnPW7os4uju2oTTaPY0RXm+g90rHn9kLuAHn4FwLgNNGwt5q2ArPY1CNsHdtGvrtEK9u4oK04GrikhSjmApIu0S9Cc1XBgIxEUQzNnOqhWMxWK3Cm7YagwnagFY6tYJuLPgES4YitSK9psasSwmsSpEowbbfjM7btTwXDcwXZRBIl3K1m35vBscOt7VgbQ6oj30Dw1q+l272I7FyRlxIQgyfOTOJ3LKdZh894MPsX3ZYwHSAwzmL3MsdImiO3KUh7MVW1PsIa3O45mnnpou+80laf6Tc1MDRiSlgOgRW+C0d9MzYUNWlY0EEI5IS+cvTMueWoCfQfo19VnBDiQ9qJ9oLLKkc31ag67q8K7haW1XS9pz0p6pnPa85oHb0tiOpemQYw9PB554VLryJjksPwDYr0wltGklnPfo44jPBSZOLlmm8wooznpxxRTf34XzoaLd6c+z2nR/axc4XSz6brrp5nTBd7+T/vC7y9LcJ2anBritvZSL0ux0rEO++Bfk03HlYq4DJ/XV6CgfhNukhSwWPvjBD6d3v/vd6cijjoxFi0ZmVThj1/F5ccgMT4rv/GOdjxkzJn3sYx9LH/jAB9LjLG7mzp0bC3itkqWPTwdonBd8T9ClGotGLW5PuQpLZ3+KlY1bTplg6pprrsFP6S3pv//7v0Ov84orrgiA9pOf/CSA1Fvf+tYAfj/84Q/To48+GpUt99C2Mq+m9fvf/z7uq+OrCFwQ6XPp0PXXX59uu+22uPdJ+EaHHXZYzHuWwx2TFHE/+sij0SfcElBDHPP2rW9+K41GdUkpou88zJ7obiX4qle9Krh+O9vqgkcBpgD26epuZ+Pc/d6Oa2CXAKEcKhi8TI7uylBDI6kbtonJGHGWE2LxfLjjdP8uT/tpoZMDwQGoEr+6cjprXrDE3SXqQ8etixX5wiUAweYmOiUGFExm5egptXdC5NC7q4Y71MfELQYYiV859b9GILJSxCeXLMBehjf7y2p6haT77+X5iAlr0N1tLwRNOdhT5OtOLC62tN7tZPWufDcDGFn5Mk6F58Ee4VvFmoUphVvbTC0ALMGx7SwQFGQG15AYYvVPubXVKIdDPHpUJiLXEhn6BVe1CefPjRiB1KXDDt4/LVi4JLhtbR3dAL6NaTw6gDW1GnNgGarByBPzw7I5DCMAAaNHQzRB3Opl9sLhmzRBkA0gJJ8CP+tz7boNaTWK7YZJ48ewAh8FKNK6GFCGE2L9Yyq6tj2Ho3wmQBdo62+vDLCofmVzWzdt2IaeDd8BuEbWjMF1C7qgsWpVLJcFj93kXTFZ+QiszMmjDwM6EKdnFWHxTfykp+VvGZzHwYGxwjPjLscIZOqUqf2r43DiDiDMgqlpdNIV9V0Gehyj0RZxutuMQVdBbinXiIhKtYZs/OFwe/WaIPqxyqfN3APXhYF9pVQOpC5XCIJCusc2ofiWHLgY46S/EufIF//yl4ztzjB20LDB/a+3H3CADVCow0fmO97+9nTKySela676EzqWi9MB+zwHw5EN9I0pcP407KlKtaWjU2dTb1rZvCbNgwtbk8pxMYNodxi75tDP2vs2peUdGwCDbWktgJCCpE6KMn1UVTrwmKNTB2oJjy9ekB5fPi/tedA+6V/QuTv9tFPSV772FVyG3NRvOa7YPHq8Y89xEA1oqfPezzHAYjzYfvH+qk+yvNj++s0cRn9eTbv+/rI/pDe88Y3pgm9/G6vylWkUdObvGTRAq8VtkRxxDZ8cn/ok/N3vLk0f+tCH2JP7lellL3sZXLFp24DBv2e+/5ZpS+MFRQcccEC21R99K2vXjIO2o7wIfAzOBUvYnlLQNXny5OTuKYqUf/e736W3ve1t/W5v7r333tjFSKCVA0npgNw/0zQvV155ZcSjn8X77rsvLKaXLVsWxjGKYgWcgjb3d541a1boNgsIBZxyCuXsySV8/etfn3540Q/TYYcflv74xz+Gex65ws97/vMCfL7kJS+JuM8++2zcb92cbrjhhtTQ0JBmzpwZ+Vekbrof/ehHI96dEf8KBi2HRzmbu8NfvwZ2CRBmZCvrsJVwLhTtaWXs5FMD5+NvF/JpzGN+zllksJDLXG7TT/iz3GVvZ+8INNoQaSp2bQWo1GCV29LWhcHI2rRyxZqIeRgcv9jZA+Kn6LgMpbwSuBtuNwUGBHTg8HdkFTqFbWlM7ZghqiDPD484LVwFwHLgZ3yZ7L76T3JqfCcDdkaXf+FNt2JrCWMSWf0tiB1HItpTZ6uCyT/0pwBOfj3wlYDAX3YnQEGhyryT3fVGH+JIXdAgzmVSUhy7ESvqAPzsXCCwUgSuYcWUyRMgFFoV8jU/jTs2NmMUgDuR09nZ4jgm7F//9rLgDLYAWieiF3fyicelI484BP96N6Zb77wvdTDRV2OgM33apLTP3rPSrAbUDgBIl/zu8rAok+ulWFuxsqWRWK5HnKGLC8M6zmWNTRgPCOcoR7ejqw0jk/W0J2JH8jVjCtubAZA8l3tVzyJm3YbGVFluX0WkLpKlCFQrYA6dRVyW0DARf2a04aVicjlMvpq1VmwXyFubqAuJ7jD6hivYHDxHBKYAmlUMPpw+o988V9/6CZRot+I/0G9MzdrPj67MBbACvwp0GTPCmVm9WxcC9RrKoVNxie4f2d/4scdmRx7POuNFMSG7bV0znLrYe7sQs/FnJeMkTzGMT7Ir/1qWHvqPgPP+e+5Lt918S9Q7FQXXEW4zleA7hqgLK6UQtFweBmf5JeThpWe+ON1y3bVpwVNz0eusT8sWL0rVpXA1GSNtw7EKZ5eRshIcdCdE/QBluY/DQ9yuSHJz6gIMdm5RlxSACAe0DPDXRdnXYzFciT7p/uzIsnjV8rRnZVlatXFVmvvI43BIHk8nnnpy+tgHPpJOft5J6cIf/TAtWrqEsYsxk0DWfJPJqOtCGQoEI9LJayEvz64eBf2xCIwPraMhR3Dc95W85rL6NG8Zd9av1LXV7ZX+KL/4hc+nl7zs5emH379gILtGQPDb7S4kzUJxyBMsvrdT53yYZY/+i3QAWh8+SBmfcx6fQz9uiV0+5B69//3/jVrF3en/wcU68MBD/ulAocYcAihFoo51g22kNE1gk9/Lq13Qlb/jUV1CAdyK5SvSNddeEzqa7qAiN08LZ0W4/nKRq/RDumgfeP7znx+AXBc5Gr4cffTRkbacu/e///3sfrMmnXDCCQE03ctZS3Gdb5snOZJf+MIXgsN31113pf/4j/9IU+FIfxN1kYaGhnTRRRcFF/LxOY+nAw86MH3lK18J7p9OvLUAVv3F9DUAcQtAg3kyTrmcglVF6t/73gWhEyk3MuY+6mZHwbIJBv3lZd7R+7uf/eU1sEuA0OR0PaMoayYdpaFhj7Ri8TzEWZ3oev2tV6/OQFK5DPCI/yCljkA6GxccNQ5Q9CmhzucurUZ1LN0ICGwHBOrMuhc3MqUjRqY5Ty0HTLSF7zXLGpaWTM5ExkBkMqS29LEm12oYaXRs2pIO3XsPwAZ+ATGsGIUYUo6ZIdddigspKsG/MU1EZjLgp/sZB2T+3IxG9rmho2IHg6BbQiAHTRFiO9xLQY/jSZ6fjrlLmDDNk/wQg9yQPkSGckAFUSapOErxqwNNdry/zs72AIGj8WvYMDUbqJnIuA9fcWOD27ZiFdwyBrVb9+kGRn09AZaDVLC2Cb97Gxrb0r+9+uXp8EMPY4XanRYuXk4dd6XDDnlOev4Jx6Y9Zs6Ee9eVFi9bCbDuTPshEjn2uUcACKdE+8ht0EJVvbqWVi3qVEdwz2WBbkLkvA7gkNJrznkJ3LHq9L0fXhxgfhqrcbAgoLQVg4QVoTc5ftxYGy8tQxfQepuEAYJx2w/qAaHtiFt1+pvt1IGIEvFXN2K6LSxwsj4VVVgQxdp3CqxvuIT9bcgrJQA9g3Xdz32KO9mfMoitlqEaXm1JbSwacKNDWyxHdO3kmhP4UXAuBfgjMGJRhC3o002KnPcSwGsp6apTOZK9kgWnG3HV8o1vfCtd8qtf0t/oJ4iwexF/X/iDH7HF2M3py+d/ManYrk6kfVLjJT6LvEclWheAZMeGTod1/9IK17YOLq1iSy1dv/7Vr8V5OVxX+2OJBiB0bTmmm+yzch/53j5g2t0YkZx+0rHpEx94d7r26mvS4nlPpDpATV8vu13AGS7dDKjE4r27p52xVpVauuDKDqtNlaQ/fa+G9EjjAkTyLLhot5KSEamKq33r907tjfNTo32PPFTjWHzu8iXp8huvT0ccflQ6cOLkVLt8If2xJq1qXJluvPyaNHHa5HTyaaemYy+4MH33Rxem31x6SVq7Ec41uqhlcPDtQ4NE6NlwjQbjUYQc9BYutzrYA7YO3HPsUafGkS0MsnGmvq6uWezPhhCbcu79AHM0zLDYXo/vInOMKPphKU7gt8CJ++hHP5a++50LoEk4LP/lT2OPY99z1yTHnjp9Lt7sSwP5zkuSpZklzF9uB8ksup2fRr77ixZXPMpvmBLlI131bqPK+LMOfdu7cbv0spefk/bbb19EmNfhzPnzbMn45nTem98Ex/Z0gMV04mHhHWDJxVwep/U0OJ8D+c9z9ew6Pl3+qsP4Z6BMxe8LCrcOPs+BkQvBRYsWhshZFyvqAH7rW98KIxXfy4GbgDOP16Nzh8cccErTTct5I1ukbgljFYGm+ufqJebvm7b3NJA55phjYiyrDyln0G0w995778iyYE8rX/Ol6pR6hnIHf/GLX0Q69j3T1yrYZy5ifa7xo2mZH4Ghzr7d/91gPrcGeb5bHMz/bjBYXCN//fMMiexEOnlT6VlfTpEof+KE8Wn5onnRqUpLM9PxnYjqL3jFXBSIVVC2/LwQJfckXQZpTQ/yTcWJoedFnnsAa02tbWE12gEo2ATBVcuuEQfKK1atg9O5BT3Clvi+XKviUFLPUvTvMDkqhhjzWrlWw+2pCL06dfpKEHkFyKBjD3TuvOb4iP8ZQS7kEQKbP80izUBinoRW3Q5aJ4Bw4swgUo/HQazLGoNjyGnIeIQncc6F36ljOBJCM2Hc6AAgDlQBqwYZgr6ly1YD5LEUhos2Ab09JynjU7wq8BAwu4qdOX0Se+s2YiyCAnM9u5YwUNVhq0BEuppJYeGSFenYIw9JM6ZNpw43AdQ60uRJE9HjqkrHHXt0eg6ERb043bqsXLMOp8z7prNffHrk1RzrANy2amxcjw6ivqnUu5OwAejBYj0YymhII5dtJtZ7+qrac48ZGPnMCe6kOm9LV66IbbYUVx90wHPw1bgxXXb51WGBPHO6LpLwl0nhRpB32974wwdcHKk5O4z1ZqUOCgN31MkcuBr00pAXAknbK9qcgshNyfbdxkk27TcGIBhbByJSnwAXVe5vB4Y3LibkwNaNqI92Viw+c+bM6Ae33npb+hwr70cfecTspmoWYm3NcM7wwyfIXcAuLD/56c/SRz704Wj7DRDoGqy/BZmZ5bdZzUqhcY3gw75eU0vf5YmujT752U+gYL5qQARupyA1uWButRY+/WgzObiC1Q3oah5x4H7po//vvenh++5K8558HEtoFgwxugrpyeXraU1rm1aQn540CkvjDlQxRsKRrpuM8v3MvdjqcgXGNy30UY1oKnFDU5lm1c2AdQaALOlJ5731HWn05Cnpf774uXTn/Q+kl5z1MpyLj4/Jp2pZZWpsbUSBfXG69Be/SUccd3T64Hvenw457OD0jW9/Iy2YP4+yZtzIALYAX0FcNLvl42cpdz1kdeN34XGB+hA0a5DW29see1yHHirgXI50aRlj1XpjXGn8E6ZdLLAV1UdHyfsh0Y5g/LQC/j/60Y8A0L+MesDSdMN1V6axoyZkC1PedUzLgXEh5SSbt+1Q5choz1BPbN2hvizu7ZxTX9K1MmiDkgQ5WooTNaBzbLq4fNe73hXWt186/0vpnrvvSe985zvgFh5Mf0ZnFnrkey5Ic+7Y0Ln557mbzxNK2Y466uiwWBb0WT85WBRsCfyy9mVxzrs5QLSmNkI/lDr4nt+4uDzkkEOins8999zgNArIFNt+7nOfC71A3x0qFDMLTMf+ZR6l+V4L0Px5bjqKtiewLajpnXjiiSHaFehtzQ0dKq3d9559NbDTgNCsl0K4wrs+53aCPfbYI91zxx1MZG1BkNR2+vOIqrE/fRDuBdmKRPKUnMy5HRQNgiU7QzIL0fK4ZTMTHYOkh8l5FXovAja3nVM01oS7EgHgxqYNTNCy47M4y1idO5E7cWwbIOhQVonrGMRhlRgrCFzq0a1xP9I8V9t+t/07oa9nGbYKgjbFfq7AYqBCSHWb0gJ3sBVgm5WwkKITSaF+Mg5FH4B9bGynp16j1aHvQcVm/rTunT4dX4DUg9w5dwOxfnVX0o0/Pc+13jVvgkPfcQVcWyN3kG7DxJetDGXnD2M7tn1jH9RuuJi6bnn+845nEkAoCFBW7NwBiF29dk165b+cxcoRdzLE68oxrJ3hcG3YsD79/oprowZmTJsYcQpI3f1CK2O5kiPh8qxDlOpC5LCDD0iPzn48LUQsKNeiumpkOv2U56d999mbdCvT+LGj0zRExkt57g4z7RgL1cBJ0hilqRXLXeqLLADQ9JWoZ38ceht21ICUM+OwZa8+3V8NSmLy50VFx4/Nnh26YVOmTE0LFiwIsBeWxXBPrDfrRCfftnUb+bVep06dEn3W1ff119+Qvv/9i5gA1qGrNxog0IkBQmcaiZFFD0Y8nrv+VterHW6k9b+94CLDFX83iwC5gqUAuHHjJqRfo6d01Z+uTsPhRNubg+vumCrUS383pf7kUq1ZtzbNAKT99/vfG8Dg9jvvoBu6IwsLKhVsC2FLCaKtcjjSvU3h3L0Po5GqPriXlHMMfgb3O/rY1IXeYhOO3lctW5rWNrPTDo6dqgGF+4ydkWYCOPeaMiuNhnPyw6//KP3kkl/BJf5BOuH458MtPITt/2biLH8c/akiLVu1JN1+/a2IyVanU158SjqEBciXv/6V9MerrsQQbDP6v+72o8qA4xwwRr0XjZ48y7t8LKfOwoofYKZ+sSCtB9A3HBBUSf+VZrQC+h1p9mcaljP7oX8HFI6jjqnvDtq0Eo78EwsXpPMBhJ/48PvSkkUL4DAvpy+jUzUkfdrlbO/0B1leAbPQgnJULFqQsixcuCj6q4uYStSGNCg57rgT0mXHPDd96MMfTu997/vSW/7zLTglPwbwPjlAy1Dcsp3OxD/Qi9JPAZdAT70/Ra/6MBTUCbhyyZHv+K4AXLohF893BGO+Uwfn3LEsCDMeLZulIT/96U9DP/CNb3xj+s53vhPfyOnzmbR8qGBefG56Hg3qjHrfb0xDfT6NXhQZC/5yUbnvmi/zsjX3z2e7w7O/BnYJEFociZqTgxPK5MmTgoPTgUjKFcRfPZhuJFKYnfJZynsBBL3vS6784XDBhdH9iRaacq566NTqf3Ww/Zy+65avXJ7aWhCrQlhHYC68BY5FeVhtAoLo6FsHihwiSe8LsEahQK8rlmpW8pEuuXNyKQ5ZfrM7Pim+dvDsKAhaHIiZPlvGLaRggCuAgJNF+NzLUjZm/zlLxPQG6BuJqE4/gRoGZKx35yBF5Flcbi+mZbHBvJhWF6s/nXAL4saOwSVIiB+64SCOBfRSV3wrWNa1zgoA9orVqwBnh0CEpkalyMkTjKgcP378uCBsPYgTjbuBydyg82WrqQ0CKGdwNSvN226/OybwehSdFb/7foV+5YC9PQBUOZLVNZSQIkqQ5K5NhyO5GPBQUz0ynXXGqWkS/XEMlm3NzY0hXpco+b6i01DWJ1HFd4YQlwoESCd/j9UDNTjQ7vnqPT7wz46bq/+1/MS4SyX4EFe5hTfedEs67LJL05vPOy8WUytWLCdv2dsSUbnvgm8tiSdOmEhd9wan7uqrr2J/2+vTnbfdExhgPCJwdQzdxrCKd/UvOZy+sGULrknozMcwGasDpI+0MYh/NEAS4g8Lx/GF3DFGSuHy4LEoLNerMQa6i90xvvWt74S7mRq2y9OJeH/vouz2EbmD6k6qs9oNR6geYPOud/5X2mevhvSHX/+MtNhFhzYIJ8pYDfcHv63GaS5gXPF3b0tfqi/vSWNGjE/tvLceQD4SLvX+M2emaWueAwfwdjh+gP9R49Pw+hHpiCOPThMAFMvoK12bhqX3vO0d6dgHT0zfuuib6Ql0FU97wQvgGjekA/ZkFxkMV1asW5YW4CZq/ZpV6bknHJW+8rnP00cnpZ/94mJEyE0sGMijtIKQNWt2tYtNXFQ8OPKMHYNAPlNJYLwwjk584Ulsd3Z0WrlsedqALthT5HfR4kVRD7mngy20Ta6bmsFTap7+KRdxNIvN++6/P/36kkvSJz/58fRfb31HcNUrEOfLHRwsMt6ayvRn8Rk5Mfacwzl8eEmAlAFulmMz0/GV3n7xC+ej4/oHdM6+mm6/7Q4ME84NMGOeBTn/7CGn/x5zACh9llbb9tardFD6tOeeewZg/O53v5tOPvnkEM1q3JGDNuvT95QeXXjhhWEEMmnSpND1k4ur+xYBpe5w/GYjEpShgmmbZtBfxrr5ULojfdLNjJbDGsyoqyh4fTX7qhvmzZuXjjjiiHhuWXz3mQrb0OFnKuLd8WxTA7sGCOm4wXmDA+Bqwb1cnV/lYjnIn+kwiDgHJeIPNzOghGsN2OR2XEXBzvxuNVZepo4gPu8AfC0tTIS8r5iiC2DYyzvrN6wLw4JmjCC4DL1ApkUGpCBJbiJKWUOsvIGIMSE6h6AylWZMHQunS0truDrohalr1bdpgA0/KO9RMRbAScdjFgbO8juDjwEEyaQTqMrc6gC6TZRAV65WDBQLUQjqD+oDTA6gwCoIBIjD3UI2o8s1DKKhHqIiY3cEERRpaSv3T7FtE7tFLF2+KkCioFmL4IlY+04CDNq+JiUYk7M6HG5PB2IHDYsOPfhAiANWx0yE5kYul0YiGlAM53kdoEU3KPrIM8j51Pmq+9suYZJ88KHZac6TTwXAngxXU6V19dqCGMnNDXcwwwKoVmKEoEjadnU/52VwlE44/rmh3DwKzqME0Z1NHp89B/95iwPe6Q/RurE+mgGhGi6EBS55cUcXcNGQISfY+UPbY1CbQSx3FEpYJBmHVqMVVSWpFW70T376c8BpJTo1L0CsPgWw3sGqG107as521vpYY6FlS5diHXhv+tNVV6cH77ubNlM8jHNl2qkdEW0lnE77k8CrD+DY3toV3MHjjz4cZfGjacMygDL7IdPWjhcBaebc22UD7UTWBZymOxorxpWA+6997RuoBWDMQv7a0QPVoMo2sE0tqsBzM+BNbtdm+mMPC41zznl5Ouu0k9MfLv0N+ehm0VDDBIKxDR8N8LwcUvg+kwtKnWiIheZhau3ekHrxz9hWVpdaS6rTJkBtZxfW4ez6Mg0DpANGj0wtiJmbN7em2U3L09In2tn/GNEy42zhotVYRcL5+8y30+8vvyR9j0lwv72fk445+qg0EeAol3zxqvmpbcPGdCuGTBvWrUnvfMub06yZM6Kc8wBk9SNHh3sadTUVnQ848t5xuw7V5sWTVgxJ/rg7ipKUt//Xf6UVcHP2bZgZ407O4Zy5T6Z77rsPtyE3Y7G7NnXTt+QW2691pWTbluKGyfqWo9bR2psu/d0f0kknHJdOPPF56TrKNBzxs43jBC94yMFB5I8iDC6FV7z8FwbVYuxzgtA24uqiD1jXLmQyyUSWgH1cEfFpp70oDA3e8573pc985jNJK1QtkQUw6qPlu3pIx4vr8C/M5t/l813Nfy5WlUbI1ROwGXIOqvelWQZBoE6rdS2jtbEcOq2PXfg147vTcNJJJ4UbGh1cL1u2LLiCuqlxu723vOUtEZf1PHPmzOAACtyU8ulLMKd1PndbPsGkafuOc73pqefotUYl73vf+9KvfvWrAIam7fc//vGPw4m0hiar2dTB/Z6978849ttvv+Au208FnjuzKJBTmdeB6RSHHHMYT77IMK08bu9Znrw+i7/d0Xk+nnb0js+si7wNi9O3H3i9NZNsV/vH06X/13i+nanwaZIq0BXBIe2VTSw0xF8lQMeMWWIjgDGUMFEJYtxabhNcvU4Ir2BwI/pnToCSwuEYlAwDNKkA34welZawa3A+LHYU74ER6Zwq0CvA0dkqvvOIh9j5DYEIuWvqklVtCaqq9AXFtltMjiFyKuSNxzsIT0eUi+sQwkud2qH9ea6Onx0tI/xF0DLSNm5Fk+y2AneuFj0UDT9GMFg2ItpZu24j+n5LyDNWqtWlTNz1aRxuWxSf91IpDqqNTYguQbuHHnQAQL883Xbn/QAo9QGpb+qL6gK0YFiCwrDWvI0tzemAffcLjpbftwLURqKPKACU8yiU0ABCsKmYWa6WYhHbcsmS5ez4MR9L0MW0HwYsAEH1GN0dhCkuAEg2yAqrVECAbmVUotdHXnlrG+C9Lx2w/764TNgLcWFdTC7rEGE+8vDsdMNNt9M3NqcGxMYCIcXOm9h6UF1CZjQ7FAAmq+98IvX2ZkXqhZAToqxm87t//pE5OyxuP/eFL8ERvSOdfNKJgJpZYaBhv5VgSMhvve32dD+WgMuWwEWiPcDZqYpFR3tLa+hlmoNO6no4SLYDVQcDzZWmATDfAujZa8+9wuhIjpVlKIUTXIIV7xYsdy1y3su6MPIYP2EyahPN6fNf/FKItCsA/A7lckBIL8ZCctoFg/a/EYyRLriCFaTbQtsfhX7em97w7+meO2+FE7ciYZtDmw/Un1d+a5BWON42o5bRA2AU8FdVjMIN0IbUpuib89Ly+tTYuZH7NWlMw7i0obst/eRPv0o33nsTKh+9adrkaem//uNd6cB9j6Kf9qT18xfjzmhies1LX5uOOuio9NvfXww4vBxO4cx0xNGHpKkTp6V1TStp+5L00L33pxa2uXsJFtBTAYyf/fwX09yn5iOypk4x1lHsVY6BSzbCI8tD/Nm5npC/VYlRzTS42BLZT374w7jXeRKu9lQm4VnpjLPOTP/xuteyi8up6YEHH0i333FH+OpcgTWouq7DEcFqACaob6V91M9r72lLv/j5L9OrX3lOuvOOu5EUdISRlx4PpBGDgo2cV/6gB8/chWk2or+2YsVKFmQzot8U158L8e5uuNblVeHjTgDx85//PN15553hRHnmzJn9mcnHWv+Nf4IT9fgEKy6ytSYW2OXcVseb9CA/qrOvf8E76CeKil8AR1xAKJgTvPmdHLqLLroo/AcK3nQro06nBiJ+p1sg4/F7gbhpn3vuudF3fNf29Pk738k2kw0N0QICHsGgYF49QUXSpmteZqMCI+fRoJX5gQceGPTmw/R1rZpnzJgRz/zzile8IgxlNGCxrf1Zth0F81P827qPCLisIx1qz3tqXiz0cxBmXq0Dvzd43Pr7rdN2vrkfTvzChQuDI6sV9o6CdZO3T/6ebSqjyvnw6cqXf/NsOv55gLBQgmpEf7apgKwNzkxxoJ3iWfG9nT0v7ib950QowDA9gZFgsJndRLoANDoa1rBgGBOO3A8ByEaAzNKlK3GUi5ECGKC2FlEXfcP4/Klr2AUYdJKTM6gbDy0Aw3WLoLAIGOT5VplasFJRiauZumo6IA6aa3C/4qo5f6lwzCeFre8XXxefZ59xJz7MvrYTC1Y8Chi0cNbC2PLGG1tFIIeplIlfUfII9KTUl9wEoFi7rhljjVZEwHVMMBghwGFcvGw98ZaErp0cxG4mf7mok+FonPi8E0IvZTFGJ8sx1pi3aFkAX0W95kVuXzPcRJM/4ABXkxNCsb9hZgNprQMENiJCeIo8o0QOmukivY0QOzkC6gU+8tgTgEcmYvTWaqvqAG31ma5jWO3K7QDowxWMRQANLmD3n1wxB5mD3jbWOEXRsaJT99ZeMH9hELuHH5uDbltjmoDI291K1NGSYMqNc29krc/VgdxEP2LVQB1l+oOWZ6sqjWbxXtYicfln/ymrcCEznAVKEw5hr0x/uuJK9P8AQoBnictq6hqaFAF6QhnxMck+vcMxsJDwVdJ2AkGDBjvdqGqMrFMfDpdBgJqPfPhD6QVwEpwkvKe+kOocbmXYgxP1cvRd84JIJkcj/tGq+ecX/yLdeMMNaRh50DI6s5TPFkYx6qIC4J7Tv1woCExVITj39f/GSOlNjzz0QKqGm9W/kBqiEsOYicWKIlLFzaXo3bYD0EYgqhaIN7IbSXdXUxpdOyptYRx3dq5JDz7xYLr6nuvZuxhQAbhYsHJJ+t21l6eDDzkubdlUhlFXbWpkV5xOuP01FXXpvW/9f+mmO69Nv/7jz9OCFfPpm3uliXDy0Yql/1anp+Y8gYPfFem1//bv6Rtf/Ur64Mc+Dhh7KHZWUcy74/B0z4u+lj1Koaz31agFlDP5TR43Pm0AOA2nHefOmZMee+SR2KbwZCb2U08/LZ12ygvgaC9J9wJctQRVRGcf1+G6HI8a1SHqMdJiQl282EUUYALOsrrEuolysssXNkU5+aueSovXrFkb+Z0+fSZpZZNvnqgTrKDDsjhJKl6UQyhI0dfdf8E51RWKz7LFH/3znyjkbWb75ha9tqH3c/AivctBh++deOKJQQukB45xOXwGRbTWo5xGQZ7BOARwxx57bPxc9EhnFD/nYKWhoSHuye3KOWk5EDIv0k3T8Z7f5O8YvwBQfUaD75ieaUydOjXy4X3zafA7824cgibfzXUk44Uh/hinefBn2c17cTBud3JRRF68D7QW2p/97GeRXpwT3yxF2iIjYv/99y/+fJtzObRf+9rXwrBHq2sdcz9dMI/23UWLFkVdzZw5s78unu7bZ+PzPxMQZo1cj2K7GEmrzSYMS+pR5h96Sh2q6FkcxU+c+sFmhZCdZHNLBrgEQ12InTKdQFnJAEBeCJ04JhoNRNas3YCeDlunFSZW1Fx4L4UrEyPOSZZuZMIFDSDINNT52ULHgw9XSN9Dnhki4EvfMz05ZSqFW/Zsdw9jZcXD323DwN2BM9/yKv/5ved5epwSsgHhoAAO8ZN93l2YIORKxttmiOCVYhpdm7ATcLin6e3TGkyw3AswGpXOPvOFGF3sg3XuE+nq627GkfT6cElTjTJ4Iz4HNQ7aGwJju8oxPejAA7iHg+6lq+EKleAs2V1ExqZu3mtlAbAPnLnxGHgIyMbieHo+Cs+rEBWsX78urcLly4OPzA4uRjt6ZZsLBjfSB92E1LCTxFi4elo4O1krRpajRSllc0IAtGYtD+IhOFRpXUDqUYZoEwN8JGJqt/6bCgFYxCSpy4OHH52dHn7sKcDgyDRjOmIPcQp1pHi0pVV/ihBcAKGtGRbhgLHNvV0Rp/W4o5BvGRbvkAfFZNFsgz7Ke9igm3HR3tYLJ7OCPkMLwcHtoB6b4bCUjyhN6zpYaMCggqZHsFlr6yrRn+xm273MAbkLFncSMfRyn22ACR1sKzcqfRQweDo7Bbhw0LLeyUHibFA8LhiFtOLc2lFmtnFtA2fi0l/9BuXzn6ODWJFK6Qe2kwYDneiRlgqcyYh5CQt6uMO9uAwqJ/4Xv+hF6UWIvb//rW+k0bS/YmwNiPI+bN/MwaTnfl8RXEr7NQrr9MlwvdOHWgf9dDi7wnThE3Q5XP7qnjrE2ONTG6LiXo1RGJLtm/FbOAxfhnw3nIpaTv/asqk01bGg6GRx4g46TWw5ecRBRwMED0y/v/aSdMvt16cp08alPfaansZOqAcQj0rL0Sm86AffS6e9+AwcPn8zfeH8r6TLfv8H2pLFoB0ry3ihWQsX5D8v17YNbm0afHdwcCLbCFe8nXZogFuyADExq0j8dVaHuKkVPa5f//KX6dLf/jbtt/9+6YVwC1/50rNibCxdtjxUCPSRqo5yN8B91ozJxLc2ffxjnwxwvhnCJicik5xsv98NztX2ryxBXprtvZWBk+ypQF5OsRzCoYITvhO/ecyD3LALLrggXKHIdVLMqWNlxYn/bMGFrTResGRfEeAIwIpFkd6zzv1JM/KQtUMmmjSOXPSeA+s8jhzAee33pmMaBuMQZPlNDtzy73zufemIbWgQlJln7/ud943D4Ln0RtFwHozT+Ay+bz6dw3Jgl3+bv7/10bz6jb/8XY95XgV673nPe4JL6W4w7i3tHGAa6jqaJxfHn/jEJ4KbqWPuHQXrSi6r3M0c6O7o/bwu3UFGx+yCZl0FmV/LXdzvdxTPs+nZLgFCJ/MBijkM7tjINHnqdADAMm7j0BiQtAmOhBVCqwXnQyBTCxdNUZ2/TJ/Jx0bGSghCrB6a+2QyX/At0xaEWXGenLuWlnZ00Ywz6wjhky+sF+lsiJpcIa/H2bDv9TLZge8gpANVnJNJYZ5d11QVNw8HTMq1kAsll0jAV8JuF17LOMqCmmdZFcnZUESsc2r6KQODnUngcMm1ciJTzBPVk3+6nWMwGfNn6Ad1b4L7gYhMTpq5E2S4NZyg13wJdjcDiDpR8Ffk2s7kZ1rmjMyGrpZfkvMAVHLTTKMHkZwPPe8ijWnTJ6N/1cBWcc3p4EMPpb5TuvyP16ZlK9bFdmpOiG73pp6iVaK49cjDD6eNa9NsdpJYDSdgHfqXaxhwArpeJnWNirRwm4Cz4MefmJNWMPgUw91z34MAzI1wNLCYpd3crs3JvxYOl8F2aAEMKca3HhUxW/+hC0qefVYOx8m2qOabzS24U+ANxeAq3rvtW7b13eY0kTwoVpvPN8sQHTz4yKPoItYgNpxmdQYQVE9Q33puTZiJTq0lgQ8iLZXz0MUqQxd0UwEQRN+kjqMfk671az8K/VnbiHNDOGomY9kd+1FGOLOn2/6trsHqFHFpCWXroe8OBwjmoZJdcPqJHjcdHoJBQ7YlX9Y3tFp1sSNncAtjbdKUaemD/+8D6VTAhCtvf6oK5HH5vXXnuNPano4furSTWcX/6te/TV//BgSMvqe+oI8dk/oKc4GkH0wJm2MSgS8iVbYOBPgdecxR6b1vf0e65vIrUh8GO32AvSqsio0goiCWvI6M0RB5EOzzZAvcdw2T+tiRZBiAr5Qt+bb0waGHg1mO3LmvrBOO4Qp06fpYaNSltbgqAiqzTWRN2mfm/qzGF6c+XET1YVxSx8KihTyVjx6L3nA7XN8uAHJ5eu1LX4PD84b0mysvTlddd22aucfUtN+Be2J5PgHRcSdOn3+VXkCdfeh970ZHdnz69rcvCDF0NcY0rSwcFJnLLZXeCLDVL+z3X9hfSktmoHQWeGA1G3dDJYUF2qIlixlzByNavwO3Qq3R1+yz7j1t/3dieRLx2yMP3h9puaPOVDg9Tmrq41p37pj0g7lzQzxm5GNHs8MObR31yTjJ2i6v9bwVfHPnA0Nvm3bza4tljPZuj1pSq75hEBA6MRtigRRn2Z984i4GIN7z+k1velPs1/vxj388fO+p43biiScSbyYGLIrmH/Y0rwsLaJ04Zv1tT9xYPKb9xuucy5bTKq89z8Gm7+XXvl8M4vL4fDcPxWkLkPJ3fJ6/l79j/vM29nkOBvNv8nR9x3sed6V9XTwIPqVB5tv4jMe6EnzqrFuRtfmR6yzw8/5VV10V+pZyTX/84x+HnqPOvW9ACuKY0ihGcbfAVG6m+uyK0QV07hstsFR0bjBtDXCeRN2jG3psHhTBG4/5cDeZL5//5aSzb0XkN990c5o5a2bEPQdJgOJ8warSGtMxXX00yq20Ptzi0DLqSNytDhV/my/zIgB3NxrL4ftyf/P6K673yOgz9GeXAGGW5gCx0fGkYqe1a5YFaJsE8R54mr2t2HAjBVLcVAknqIxKkLQEJ4IJJ8BPGDqw8gdUdsABE9zp3FjdNq1Znad1fiy4FFSql7axaSPclfYgUk7WTjUCSqMXW9FvIi/qTBnyfHmUANOyED+Ik9lJKMsLQBHRGWHoy5GuafrllvA/KGggAV4qZd9iQZOuRMyP4qbo8Ea1oxBpDbxgB1OM2kdk6nD0h8J7Guu0tQKc4N61KaIVLAtixR7+ozADUTJBFq6dxKKM5N286Q5iOfvnLl2+Is2cyfZES5dH5501a0a674GH0RNsY0cJtimqrgXQLUQheF3aa689AXujcJZcnfbYc8/YJWQ2HXw5HXYlPht7yYRWmwLCFRh2CK4efPjRdOsdd0WbTIZzOBor7EqIihyOfCArYpK7Y/4NS5cvC67n2LGITql7xadOkoJ2yyAXrxMOtN83YKhifXstp7ASgjF+/IT08EMPh1+/6264Pdp/6uTMJ6buV7SkVodyNTqP0QciWc8kvlbkFjiV6KuVsO8xugXqpPqMFjV7A8Hv6Fz5Xet+UHDWzIo06PZOX/g5cRqt0WwdfR6P3LHSUsdUB7p0e7O36fsBgy/EoriRfpERzPzdbIKmnPyLhRgV3MlYmwCI/tNV16Jv9GP0QFElYAzzKYAxb5UsBg1RYiyRIQ1XOhHz74kfyA++7/1pJRzZRfPmpZFwknvgAIPTs+8H1UFRfNy3DfNOa54SCyK+isQcW8NoK70X9PRBeAG9M2dOxF/lqemOu+5B1Ls+zZq6b3re8c8DsG3ESbIQtQwL9SWIqwGFWCTr+08O84bGZiyUNwH+pqZ/f92/p6tvvDI9+Pi9qa2rMU1vmELf3htu7Nh0yw3Xp1XLl6d/f82r8KE5LX3qM18I4qv4nUoOwDWCRUhMBIy7HRPh4hbz3IkLOsdEtgTANGMSrpS4lj5lfkVxScRbsbjjfhkVXTViJPSvIzWjctGOQdZDD7YyrvRgAP1DF6+2ug566EKULRrb2+LcZ4OBWHE+fPqXh+iXhXY171EIoi1jceH4VJdxRyHavfBCfm5dNjQ0hG7hL+GSnn/++emhhx5KboGWi08FAbvD364G8rb526W445ScGw0CLecC+4zgSSAmtzO3lBaIyhUUHB4Ks0N9Rd915xR3W1FlQaClL0Y50r/4xS9wh/TeAGhvPu/N6cKLLoy4rvjjFel73/9ebAfo3svf+973YkeX//zP/4y9oI3HtASEGtaop+g7N99yc8xXpnfTTTeFOoQc77e//e2x9aDueQSYF198cezeIrD7wQ9+ELqj7iJjORXrK6LWA8F+++2fznvTeelJJAp+o6HkWWedlT796U+HwY91Yj0IhJ/p8GcAwoEsTJk8JZwRP/6oJu3NkMBJ/Q/lAOhjTvclTYA3B3cN4FAdKi1kpSttiEF6UPRXrKmwdsOyFjgG+szTIAHRIFyrdqwO5Rg1M6lvWL8G8CALWZ0E3iH39AOnFuIFy0Es1dGRAyPS2wKgKgFcGJws5XyI8MFVHLNJH1pMeoED0WtiRxKAoXhR0bSTXBbgEHgip0SCToIdyOv0edYF565aOR/PxASRmeyjwX8LBHXwTTlx7BLBqsZOrqPsAQ6h9dZC3QhSsvvWk3nfwmRo/URGzA//Mt1H3JxQt74nKNSQw/KOQiy7eMUqVvIr0qw99ggLQd2HHHLIAUy0a9L8xYswMBlDBxuOrmFjmsNqyO3RpmEtNoNfh5yMZeXo6U3MAOHKVazOGsPf4KxZDbDlV4eT6Nlz5kbbHLjf3uEMW11H87Iezqb+DevQ+eqiI7vjyfHsUjIRtzR33nU/rmtQ/EenrG5kNe0HJ4qOXl7hhJwBQd3GuFOGK9Y6xMzukuFKWEKxButYDU3uuucBJslmtqcblcaNHQNARF8G3Sqtst1jWSBUboPmoMRaIx/qhbpVWG0l4phhcOTQuellBxr7RN5kO2zXvEHpd3/tIMHe0puB/QMAg+9977v7waALrmLAMgASyBeTtt3F8TGRleqDDz+CaOO7WDIvjx08HAuZONyRxM8DQXc5wbnmWr96rIPSq175LwD9mnT9lXAHHXwYmMhBE1zngDb7mr/WSSGu7N6gi/7X4qUAh9R/PsD4tHGjPtXGpDe/8XWslB/Dcnwh+2CvxKIawgxXXRdRPdCHknrcG2EVX4+ivJzePoxnuhA3b1jVnNY3r0qHHnJQOvyo/dJv//Cr9Ai6e8tZGB16+BEAxsmxO0TpLWXpGHTzPvWpT6TPYvCzALA7Cdrmajxc7CD5UHczdmcZXKCiMnial48j+Y/iUy+rV61M+++9Z2ZoRcdyAegYyCY532M0Cxbpc5UA/sz9ENxPrKDDYTUxqy8Y4BHaKHdOA6G/d5CG6N8zn7h3Nj/Rj+nLTmpySzSocEJ0n1uNql7+8penk08+eWej2/3eP2gNyCmzjzz88MPpoIMO6gdBcsYdm3L67CfugPKlL30ptv3TcEbQd9RRR8WOK3Ln1A107thrr71C59JrOYly6z7z2c8EGNSC26B1tBy5hQsXhv6lImhBoHHKtJGL5/Z+H/nIR0LfUA6jC2pF085HWlh7XLRoUYie5XIqgjYsX768/55l8Jn5kLs4j8W1C6ExY8YG+PwQKkACR/UhzYuW5YJdOemml3OGI+Jn8E8/5Plz4hwNiBg3blwAKF2hDAoxizIXAcqam1nNMul2IgqVwKn7p4iyB7GkomHFogKxHjhx3Uw8bucmJ2jt2vUQ5Dauncyy2PmMiR7KCeCrrqnjZuZbzp0doMExgVlZAtDMX172oaBBwxd3a9DtiNw9ldq1QgaXRvzdnQABXhckwmyIoCGH8Yr2uph0Ig2sYtvZ87iKlbqi1VpciuiuJjBBvJx9G58JQOIkI/zZRfZXn3hyH2RLuxWdYmLrRa6phjpyJp00ernuJZ1MMR8uUHxOJkOQySGfh8idk4v6d35XighuE3keha7dSjhzDzz4GBaoewAK9wpfgQ0NDTiMPSJdiuhv7oJFaTx6hhqc3P/QY6kaMe4IBsI6Bo96g4cdegguYpYCAjEEgYOy556iaom6Vsq9WB2viTaeyj7HinnVSVSRdx2GP/rBKwNNjO+ewL0OyrEpHXzg/uhENTDpjUw/vfhSxNEbYZVjFQ0wK2PCc/Ltg2OnyLkTUGm9OAE5Ga5HR1SwOpbBc+fd90Q6T8ydTz60lnbHhKwvuu/ycECQfamM/pIBD8ARQd6Vt7zqof5HysW0dZmsu7Z0Ud8ZKPTdrHr9fugQgNxvI9guhdDfLlznj/Nnf8ZxC2J6ujGGKGPYb/T16dWvejVEZhmAY1WIJARmivPsA/Z9ihJALU+8EvHqwsVL0ve/d1GoAYyBw6+Lk1a4hNZ5tnjK+rvZdRHlWNIoRwMcd515LYDw+qv+FIuz0azSJWiV1LlKDNZDXltRvOLyP015NdDqgzMo5zdzfEx+EAtvYqs7nFZAZCego7ow3XrXNemQAw5N61lkVmG9OqyvFL+CLhhw69O1BppAOyKG7upFbzXRjn1dcDBZyNFPX/uqV+Cz8Il0/4OPpN9fdlk68qij0157PwdjpKeCJpx+5tlYOg9nJf7ZtAi9uNHUs0BNS+RyFn3W7UDIC5c1rFdxRl1l/cG65yZ/1F8VMNs+0S7cU9ohTYrdXiQ4fOU9Q+jJuliRY1qgH+oq2xbucKNRXdCaeHuoP9F6Qz14Ru+5rSRDDlqyYw7h9hJ1knbBKrfHCV+/euqEyX3RElnxnTRqd/jnrAH1ImfNmhWW0+IMuW5nnnlmiFStEV06ffKTnwygdssttwSHWfD0Y8TEOuKWy+ccdN555wU4VGQsqNO5t33Pse3c+7a3vS0MnmQg2B8dX+IHAZuA03TkMBrkZpuGomIXL+7+IojUel5Rs87AnQ//P3vvAZjXVd/9H08ty5Ytb8uO5B3HToIzCCPE2SFQKATaAoUGKO1LWzrYLW9LCnnLv6y34YVCKbO0QAk0QEPI3jtx4njvJXnKsmXLkmXZsv+fz+/q2I8VO3F2eF8f+9F9nnvPvffM3/me39SoRTrs2JbZk5PMDuexdFPwaDnM573XXnttcDSNAS338z3veU/6oz/6o2Q8ai305T5eccUVAQhfKO75swSEBfkbSAOOghUKAysIVzlE0wD2Vjh8qkHEpGfubnVmqsVrNx9Do4mQu1D4ExDqykRAuAFRpZwddckGltNo+N4CF2Bp2Td2BFrOhi5adeEx3cbWpYgRB0JPDDHLYaEeBJpFQuJqkhs0bvTQ6PDodN6pv0LBp+LYPQyMnXRSYbCCj0N0uuReko1EeQAjcicLwg2rgOAeAABAAElEQVT3ArGUOnFdnQA1HCYrylE5PqdMyPNvj73P+Vv/hXJFBKiWy4XDWMsRO5h26Ad4bkdXTGAnQN7TARudutQOGVasQLSv5N9PgG0GV+fePYh4sdgcOjj6wUHn4t+MzsWDcOTqcRFRDThwoZo4eSKRHmanBx6eG5zE0YC/tQz0O++5PyxZRzIZXKDl7M069ZQo14oVREto2hiiIndx+iN0gMuVrMHAwf7Un11LSzNubyoBfuNjksjpUy9Ogx4X8A5caRjLeFL9eADp6mjDdvQxBwwkTjTcQd3LUCuwOGNn/x44fyO59wBuZiYzaQ9gSLIuFPB/et0vWZR2U/5hcCvQ/2IhHTUC3SvGXF8WaEPXbW3GIh3k72RXN1UuTH+iYMhZdXLtA0QOoT8jJBc6bju2EymAt/N6UjGqBOQ0r0Mgkj4We9brOCkoKk105ZHpyMtHXvMX40AuWyTyajFemhyPlvUiiNSbsdbcvr0FDunWIJq2v226B31RYx4LggtCVMy1CtQB2uFmf+Pr30oP3v8QIA7jFOaGTsh1NSOX0GcLAgXIlY4P5kaAeQjacFQDPnf1p9PKJfPxqbcafVN0DmlL52MBBIuSHiq/P22rktTbafvhS/QH8A2yQXsyh3iI80Eu9c7W9rRxcyMEfSQGIkPT2jUrMGiZk5YtXYGRCj4RMYBpY06UqcPIC/cQvu4gYfKwS0TCwEaA6aWu4h42lvi0SZNRkzhpwrj08KOPI2LCtU9jE9yEs9IS1CHcDL3prVekz1799+mTf/2p1IzBTxVtqQpD1Cs6O3dQvK6nCkVFe/bAh6oVeoe0TgAf7pXb4WKhj0jbWp+TBT1RPtIzkb2bvNIu2yAnv/nb8459U4zF+Fb6Jw9Qj706wHc8j0ndUumzbm8K2nbk+3L5XPBMmf7l39I7Uz56XivPm2++OURx6ia+973vjTi7kZE/jnPpvps+27U05eeWnvtN+v5il//5ft/TPa/39d6/e/eV40UgKGftwQcfDBGvunSCRDGGSSt1OWeCPYGgwHDVqpUxjgRZimoFfTm/98gs8dnOo7PPOjtdddVVYZQjJ8/zzjPnqmnVqlUB7nTELVdy7NixwUGUCyhX0Pw+XyaMANLfgr78Xe65wNbnZWt6n5uBofTA8a84W3qtzqH3qj8o91EA63eTIDGX/enaLm54Fn+KVn0WN0rI3O0aK1e6ZoQKP6FPx+Ji6jnEdxfhHSh9t7Jg2+BGEGknbinrcnzU4esLx6wT7ptEpmwAURhG9IVjhDECVnmV+KcbTjgyY8EKmgyn0w8xk0DP+KpdNGo5QKB0QQouWQ+NOsAi381i6SAIi1bKoAPkisEVaQQOppUPt2m4gWh6W/MOlLh3ICpFkZbSS8/aWRzLWEBDj48yq+PYhrjEEGNVlLECK05e/yQa7AKbT9pepUkOgR27n8XbQeFHjpsgWWfKgr9W2qhp45a0fWsr3A/88FHvSvS25Kbp1iJoPoPQ/nCRkeNoHFjL1wIoHAR43sc9cv+283spOoKLFy9Nr8R5sSC4DkD2Ghw7a8H92GNL0ilYZE5gIK5cuzpd+/NfpXOJCXsmwN+YuNu2Naep06eh4DojuCcb4aII8iqwbhbECvItyQbK20xeI1a89pWz01RAp3m+9f0f0f87WAh186NbDUAwZZ81a0ZasmIFGwJc4TAg9qFaMGRwJZaZ48JBso6DKzBk0a/Z2NG430DpftPmrQHen1iwAIKxibB1F6TJOB3+0U/+K4yMxhDNQzzlYiVonYKRibGbd8DxLMYAwHv/LtqsIjYUAhwd6VagF3UAvUnHVGdH8Ax7uuzJaM66xlrHl/jek/P5OihaLE00NcRwfHr729gljhgevrcUkwYYZBJ20fcCuTwOhgyuCQCvJXZ/NmVfvuaf0i033QLnqYwNF5s36qjxhP2gRbeRTKy3lszduOIZyEZAXb79qAy85/f/OPVnw/PYww9CUfchNubZcNxLN2BFWR3jtkYe9fH1af8UYFEgBDSSKAB8JLKWSeC0nw1B3wHduJDalZp3NGJMNBh3McTNRrdO91d79+6KfvTdGq2on9iXj66G5PbXEHd8y9bNATrdbJ1FuLtp06ZhcHJH+inimLNfeQ7Sgb7p5htvSJdcfnn687/4s/T5L3wZULgt1TdMxHl0c7TVkytS1PVotVW6EEZVbGx0LL+/Z47br0GbJJymmL9CYjeEnjiSThz9jGePlZ58/7FyPpfzzkeHaLjEouCxSOXm8MHPohib4HbPmTMnve51r0sanOhUWc6InJJh6jkDBk0uri6+J9L/vS3ghkCxrlw4jTKOlgRxcvDkHOqS6corr0y33HJLcJgFcHIIpf8mRb+OGcFhbMy4rluuPJYEXHlzknX6HX833HBDiIG//OUvhwGVFsXOX58nWBPIiWk8J+11bfM9zgevGzFKAGh5PGaOoXn97lExtdf0nSggFGz6HM855s3j+zJHMT//aG3yXM49B0BYvLa2djgNjq4fu2s5beUsIjb2kcnGoaHgpm1t3oalYrHQucQGhuKa1KMb0DVsWA3EuzpA4BisV8NFBZwIgUIXHCUbRi5OOYuajWKcULkU7rpVzC506Yq3y9kqojOoRoXIBgIluLCh9ePls+xEuVaKq/sPKMcvXy3WsUNDMV09uV10JsyqVBF4gF1FLIEHUzv6fS3ovSlqrKD+fbH6HAAwFJAeySkooYrSr56ffhXYyk3TwbIcHbmAcmr2cFSHcRPAyvi/0r3hozDwoI4u0iHCY8GW+1UsgNZXHoO6hcUSvXdfR2ohoohGH+ogOphOqhuXlq9ei5j1EXYiY1MDQK0dbuIwANaFF55HNIftSce449kFnUE4urmArdvvuhdwtz2u+5ZFi7AmBgieOfuMNBrXIE4iwaCWmeqoNXLNEkyd1IBbkvPTBPS0bGtdyhi9pAWuyx7ae+Wqtez+RsXknMmu7/a7HkDsvIlyAvyo45bmloITQOM72U6bOYnJy0SjDHJxm5gwK1euTjffdhc6YjPTZRdfhOh0c0RDEfDbCQUhcMeHQ2/eL8fUcai4346wXLaaBhNF+8Hj66MfRyemgAO9WF5ofQR+0bY9v83vwh7XuBt2FNa6Rff6jkjebArUWHx9Jn9DR+/QDb49AQbfilLz2ampsSmIl3VUJ6YKoiGxcLcqt3RIdQ0gv4hvWgYX7Zvf+W762U//i7IQOQYL1R30g7q6Wl0XI6ZQT1CfUlGKQLoL4NdNu53H4vwuXIPccsPPWP27UJGAW85cjMahTHnOSQBtz6IVeup+qPxP8UUAd+i+ghbYfxJT56jzaR+RdiYB6hub1qWHHrs/ve7Vr6G96b9+wCi58/0Aj3z3/QeZF/Icu3BmXjnIxQD1EDZXQ4l84vyvguAqJh8ytCa9992/l+bOW5juwXBl8Lr1WMsvDXWJt77lzcQ+35q++Y1vphZiIldj7as+7DPpywB+jAHdIzl2rY+SE/sxjDOiSSyrKQZWfPtN+eMCx9415pfi7sIa/vhLHwCyJLv0XA5JXuz+8R//Mf0UlzyKyz73uc+FrqFiQxfJ34RkPUpT7/qWXvtN+P5i18exoCWxdC2PCemb7egY8NoXv/jF2NgJolzL1fGTG6e+oPn87j1umlVFULewvr4+mtvxKwDM40lOnvRG9TaZG360PhasnYHHDUW8uq7xPT7TDYrlcm01qZ/8y1/+MlzXCPS8Jhj81a9+FeXQ6bXliWha1EnaLWC1DL7X5G99R0qDMwfce8zjOiYN8f1+crnjxufpz3EAwiMH9aH3FlQMdigh0hDZGhKtEwXvimp3biFDjqwFaVZ0p/jWYO+AIK7oyLazSwKuV371lA6kEaOGp3FjR8MdKuLvdu5pi4YxXrBWiP362YggZkCYotbCao+Fko6XwyB3o6dYxbtZsAuxzGFAqFPlPnA3BGMSbLmaAgONDnYhrlScaeizCXWjEDGPTGvXrg8Q07Zjd+zwWS5Zavx3MLUBuHSJU16BoQxlHBQ+4ljcbLJDzVZaIr4zSDJgNNqCHe1RzqDK8qGoDbjeRFSVjU34CRwyEJA6MgaS4Lm7G/3AANzsRhh0vqdY0Pnq4KZ9FI8pKlfEKSgYwORxMRsKOBwBGFi6fEWaz86rL8C6fmJ9gDK5Zm958+vTtT/977R2Q1O4HZkFUNuEGH/uvMcAa5vTWWeejq7PTFj327BGXo5bj2mI5OBUMjgFlQ7S3bTh6adMTZdccG5Ybu5AN9CBbOzYStpHB8mC9IguA/A9iD6oFsqvRT/ttrvug5M3Af3AMemmW+/EAnlrzwTVAGZW+DvUqESXNvo7vOve+4JDcfklF9MMhc8rgbUTzr7duHlHiPV9vhklAKNH1qYuYjIboUVDBMurS5oufBH2ERwRmcO2q9IgpQrQ2A7MjmYWtDDJ7c7ct4H+/QkwjAnNBTOUdjnZDyVAYy+pMpd6HuatjI28aKgzeUD2XEmagbHORRdeGCJM6+icCOLBRsEx4cammvm4f6fcT+oHoBs6eES69fbb0w9++GNExnAQCSelGEPwrqqFlthyCRWlC9or0cHbDyFkOjHmFNMPT1d9+lNp8SKMMSCOaHJAXAlnBZfaah6rqiXFPs6vPIm2z0nH86YY4xz1VjAYujAM/5JLli1Nb7jsIgg1yuKI+dUFlji6XdM4RlAoJi/Dhc2+btj89I+6peonu3GUwFZDxJtxZ9N/QCsblfEodE9Ov/jVTWkrHKp/+eevxUbnz//kg+FU/dvf+i5jAg5kiKWdg+r36f3A96g2kAeEJT6cPC+d0Rp+D1zWgpCzwYmqFdeK3MX9MU4P3/6kb+Z66vbuXY7DuQ9/e9Jjn/ZE76fmG+S0WPWCHuWzz/7o2C/arJgH0kadC+vM2ugZV+O38HK4t+pRZb97pW8rnT+l5098f/Yt8FK2qf2v0ZHuWuTYxbxjzGUOm+BPQCiAk2kgDXBuG1lFp+cm3bcUz9iKIcjfII06Nf3gBz+IfDKGTAK/fK9GJKaQujC3DeOn9a+GK449OZKCN0GicaHnzJkThireo5uZtyG9+chHPpquvPLKeM8S3LGpV+hHAxeTz7bsAl7rKDC0nS27QNNjIUVVZYdAFJwzWd783bXshUhPAwglBaXkoBdZgerWN9RDTKenRU/MQ6yyM41WzwugpxGBhBmkhosSFfi1ruMM66qi1T2IqaT5nivHKGMssv5pk+uC83Cgux1QWIQsq8LPn+hfPZ5oBPLbiILBtrbCOrcfK7ZoWqJfmkJhmwFkUiHcRpdT6FHjEjk5FaxwFeWwkiFGwym3Lkp2sNDs6yx0AWZMr0dptBKDik2pefMu4sUy8HiePtmMK9uE9a6AS05lZfkeFhocdiISDVE475EDqOuV/Yi6TfpblKMWiwNl6WLhDq4lnLD+WC23tnakteuaWOTa0CEYIUqAm7GTBbgsFmy5g/2NYerSYGPaJbmLuOYpU82QoegKFtw5cYv+BV3lRyB234ru2bz5i9DJGhd6guMn1AHS4LqS57JLL0g33HxHWrpqBWHpZgHQx9C2ZVhersEwZSNgrJUwRaeHFZX6jepUWAj7xv4+qW5MeuPrL4r4zsHyBrirQ7p+PaHqEFcDt2DRV8Nl3MzE6EhDB+L4lLY7FY6kMXUnjB8L2O+L9TH6XVhn0kTpsgvPJzLGyDSKiCiDAYSKl6OOANxJDfXBZhekrmtqQsTXQnt0p/uxSq0QbPKsOiZeNaJz6+jGwVBmbk6Gw41uRw67fsOWdADutY68u7u5xriQ21w7dHja1I5eK/ub/ogu9VfIUlW0OQVwHNr2DEV/8d0B7Sn+kHhVkfdQ/3g2MvuFVOTzGTn1o72M7BIxlnEXtB+galm7GTNXXPHW2A3LlZXIZeKgmoZvldMsUByOy5+1jU1pMiLRufhl/F9f+mJqxbCnmh3wgZ5CFfxGys6mQsMv7zeGsfNEYKhFq0D+z//qTwBCB7D0eyQijPSlbbWqz1xBix6PjCfwJ1JRIef2caWc7dCDija2rTUAy8ly1rKhGTRoC1E9VjOmcb8C509Dp35lBUfRvD7ODVt8cfCT9lEvjSBymToVr2M97Dt08i0H+e1XvIkxugor7AXpW//89bSLsfT+d70jbYXrfcttt+PVYECM1QyAYrHkCcbk1ijHuXoo0RdWp5yylcNR3bGlld+OH/8VyfFjz+XUqSFZT3nzuUODjRO9L8VGmMVJVRTHtZtfqW5Opc/2nFd6n8t5j3WMpx3jJseHdZTrKT1+upQ3Ozmf7dc7mSfnywu/C6buPVxUf/GLXwQnRmfWWibbhs4D83hffqbnXLhd6KW1clZc+J03JmmTokIXZ0Vy0ZdW5jkk3+lzNY7RTUgWO/Z+ZGk5/e59guvMJcr5czvk372Pva/nuvfO92x/5+fr1882UiSbk9d6vy/nL82Tvz+boxtX28W+tQ/zeMjPsr3e+c53FlKqnv62T/VxqQjZpA6hnOaf/fRnzPGu4BAqllW/UDG0rmNMPss6XnTRRdFvupbx3eqwrly5MiQKzlytfi2HILW+vj7uu/CCC5OuaZYsWRJYRd0/OZS+V+MW+1fwJ5dx1apVYaAy4+QZ8Z4LLrggAKW6kY5V9SMtu1KfqbjHEvtYVp8xefJk1KVqY5wHBqLMpal3+5deO97vTwEInaxPnrBHnuoOQNDQUJ8WYhpu+LMDWP2FlRwLh1ackqDYtbPIHqJGnueDfQnAYSCGKSNTQ73gpU2/ubBgK3E+TLQNuRAMPJMNIAfEQeinLwu3Do3L4ToJuCSGOoI9IrFA26kmOWAunIX+mOXU6rijEONALETkBmwfCafLeLrqzOn/rxNuWy2iJkWvy8sb04b1m8Kyrq+olnLsRC9SLtoQFOCN5eu9FYAcRUSCTy2JVVYfQP69ECT1+Vx8JKJ+5K65OO3FYOAgXJBtLa3RDoPQmbPu6oVpxdkNoCxExD1gg66JZhSE9JB6AbA6U7ZPDW0zUI16JGbWVRcuvlefg4K3JcvW4Rj5rnQJYl310erxL7ePPCcjktHy9Lpf/jrNX7wAX3cz02gARgX1Wr2uMT3y2HwA88501uxXABbHxQJbBuDTkGEMuhxnzp7FAJ+YdiOSU4dqN326ds369CBGK1vxladlsIYj+kW0vwTlw4YNT6vXrGZCEnuSem2AOxpgACzQMGE81mXTYwwZzWEPAE5fhhKJ8887N3RYbQl1A+/H9YyGMiN5x1DGj2oGOr9e07gxTZvE5AUg5kgeWpTtAjxVMX6moTe5Zt2GiOkb+mvcp5c7jSYGEqawG+tzmK28xVIV4zEGVf6Tu6AH3+XTcaQvIsVt/MmKtQHiuNJzWeYYr+WyroOKW5xHumhqbd2TGhrGIxo/LcovccicsyKnf5kTjJcy5oL6J0Zv2bStOf3Lt/41ItL0ZxxqnFMkC5M/Rb3iN2WRy27ajhXvOxBPv+qcs9I9d9/OON+eahgXBSjpKXTkPFSFnl/P5hCNw4N6jj7CV5T89JRzahpE0Sg4j8+bn970W5fjrB0VhHATUNTffL1u8xSp9wKWX1DUpQ/t3tK8FQ51Q6pjk/PYEwvSj//9h4y3PWkOBHn9+sa0cs3a4Kr2B6DrRsmNn/q/cvULUC2Y4VU9zePC0cFuX1CrDq19FpzZOBYW4VG0XJRDJe95wKHfketJfxwr/Gekstm2Y54OlFG2/OQnPexZnMi02brLmXdOvpDJ0Hf6KdSCU86Qvy+EY+6i6ZwQDMhREfy5uLuo6htOPTQNEyyvC/of/MEfBBAQZJjPJFfmmZQ/g6HcBtJYv8tNMpbv9GnT0xlnnnHU5vBey+g9goAMeDyfn3fUG1+Ck5ZHly4CkVJA+GIUxfkjUMvH3u80vJwGJTKD7D/bMveD5c7tq/6pfe713M/6BjQ5blwPzSsH72//9m+PeIbAToMSk32Wxbi5/z0/c9bM5PPEGpY1p9e//vUxPj1vPRxvHn1OPqcRlWVwDLhhESBaL5+TsYuW93LI87MzOC4tQ37ncz32QlDP7HHqFw0DTNhoYJvgdMWgtvIAGAFKTocGukSphyohaUWvaxhhxoaGw+pyJrbGAMrkbSQ7ycoLrPxukjuh9angzdBzgor8HkFdaSruKZaH0CvriTpiHpW9azG0CNYsg0kOXgfEX/GxBEZCMWJEe3Dr5ETqoLn+pDru7AMnFI4SESf8Lk+ylYV3A6K2fn1rQ4fNYigqciHwPepWuoO2ThkQWi/jlMqxCLc73KRLll0svIMqB4eo08VZS1ZFrFpku+DDa+WNAhOTf23MAqYo/i7DoET9A8WzipC9R45ko4Ye+Bi07Ufg/6+2Fs4o4mUDqi9evCQeU99Qz6MYsLgAueCC16Wbb70rrW3aAPd2BIvk6NjRPIaehJy+MwAnuyG+LkpVWLAOxUXHbEDi9GmTKE/BZduDDtf8hYvSr268DTB6ELExsYVxVq2eZCtcT62eh8DJrLCsUQ25UqgOwClUhK8e39lnnxmRSWbOPCXqo3NsJ3Zz8zbGTk1wDtWn05ejbXvWK2an6VMmogc5moW6X1q5ek364U9+ibFQW6oHJHdgWNRFW9MsEAJiOLNrrIQLPZyytSFe9/fBbggRYogBLPhakh/EoMHyy4HLLW9xo8wcxXiqwfV1dY6+KIhCMWGPn8j3ZSx3swHoB3hzbu3HL2InxkEUEz2+c2nfM4IDURgOPVmPyjEmIBYY9GF+/Od3f5LuvvPuEOtXsWHRiMTyFR8OvZLjRWvdbYSAe8Wps9L7rnx32okOzKbGRmZOrnmvm17En3LlnfvV1GXBwiWxuVNcJA0Q6Gsk9tTJuvekGG/5R9EifenQrXClNbp55ZmzwwfnY3MfS8tXrAqQ2Ni4AQkGHFu4gXJQe0hSMQUPP+rQt6wnKDAZh76tY875aBccooeHcv/mfZEz6RxwzLmYPRNAZW2faRs471289Vf47W9/OxZqOSuK9Vxopfcu2NLvRx5+BGvxzwbXRotQ6a3zUcC4evXqAIRyOPMimxff4+2FXHZFhyZF2D6r2PCy0cTQKS/YOW/pb+vhea1nFUMKdPP14y3DC50vg6wMXmxDU26rXN5cv+e7PL7Hj+16rHfY366rjg3LYz5/e94xkcuYx2bpc6xPPt+77Dmfz/B5Psdneo+ALt/nmDOPyWt5PGW8Yrlyytf8nTcEbmJ8l/nN69F8+T7f7fXSe0u/52c/X8eno6BPfo80VWJKisIjQA35PuccQLlTiuNhQFjccfivj5HJVoMor5oFmVUXR7FwnAAjst3zBPdoKC6JzxD0nxT7KBo2gomLgERXJ69HSwKy3LFFQ7uI9xSeG+QWer3cnS0ffeJpHCNYUZRQUV4ZIslmOFu7AQuVgMJp0xoYGAPSyqXrEB8TXxJRVQf+0ppQSC+DvekzFXPLeVL3TN+HslU6uL8/C5pESE5d6PdRT5NF8r6w8GQxGgK4VCylXtcgnqWFoi1pm/k59Jf7CihY1EldTBf1AegG6ox6O4YDvlNDDt2HTIBtXd8wgXCDY8Lppa1WxoDU6nL+goWhJFs3YVxES5g5U07hAMLb3ZSWrV5BmbvCRYyi26aNTYVxCItjWEQzUSSIlYi1Bw1Chy24J/3SEwsWpVvRCzRNOmk07PuRwamsgXun7t6q1WtSQ8PEmHDhd5DKyUHR5cxYjFF0MF1fX49SPsAv3Ad0Ib7fAst9Ey1/MHQitbLV0EXu6+WXXpROmT4V4xzaFYRWTWzt2loINmNHECoHdyuGM/aJE27Y0Or4tNMPcnCrqzH3306vMgaxVkBMnOA0wmkFAGjt3d7OZC2EkQXXm3rZ8g4/+yVGe3SFv4o+Ka7422SOYmMTP4/yhyGNc27GEdccq+K7obU17M5fHWNV4KuoPs+z/AiZa75xB2KWiYgafnXTzenHP/oxqhn70BsdGrqyR5Yll8nyF9xzxdR72nCTwIL6gfe9NyzTr7v2P1MZ5/sxnvvIJn0Jk8Cjg74rrE2rMDBpCl3ASsafm6Fnm6K3APNygCvhHKsTvZ/NjOPvLW9+Y8SKvu2uu7lWzgYK7jTBQyqhFVooljE2dF01AD3VEtISRXGBqGLTtY3NyylTpsTGIUTWdFQpHSott314uGdKr7z8vkt7LK9qBtL+FyPZbq43ck3ULdR5r4umC2temP2tw2EdGn/84x9P73//++NaXmRdC8yTF/UsNn6m5RcMKn40+V0aOGr0qBBFqtZxPEkx+H333RehJwUcL6dkO/mx3fz4Pbfx8ZazN5063vvMJ/DxfccCQKXgzLL523LmfnVMCrxNuRwCzFyP/Nz82zx+fGfWKxQfCN4yJ9l78n0ZMPv8/E43HH7PeXy2z8jjTWzjhsVkef2ICSy37za/ZfZ7Bp6eyyl/f6b9kO9/uuMzB4Q+sUeZRXGfi++oUaODiClilZs2kJjAgh4NQNShUwHbCkrqqH98WKNxiTIEi15cYuAeYvyYkRH5QHMNU+4YwZ9xP514xTPicnANff9TkU85iDmFGLunYb1P3bLeSVCmixsroyXiDrhniplHwVHbjxHDluYtPXEJhwUB2KHTZcDgoErqCfdl7dp1dG5dGjliGKCGXUqZHCj0kyA+walDb1KOpJys8IeHkYGRIAS06g8dwIKzFsulvdyr6LIcYKdrGUXvusQorE4FN4LKLt5L23Fe0fPevfrfYweDNWYlkSQ6GXhyVByMRjzRQOZNb7iU2LdjI+xcJ1zDPXwE1bVwaLVEfpBd9evOPRdnvVMAiIvS9JOnx4C9FwvMNY1r6UfiCNMPleXViNA2wEFpCIA3BlcwCxcCyrq60V2k7oCnluZmxMtP0IYd6ezTJ4dz7Bjg6O+pQ7gejuXyVatwL/GatBMArlGK/g8HQVT3wFG1HJWoDqgmMH5CPf3QPy1dujDGk5zVwXCJbCs5v/aVEVV0S9QGINrHYl6BBfg2gPC8+QuDS7sLILUZy+UB6LbqjqWV+Ld7sMQeCLivIUKKIsBRcAlVKmaUMibVBITI0M5lcKGG1wxn8cOROXV0UddVS4A2B1HPUNIQQi2uML3kIBC1/SPF+HdsOw9ImmcWjMTid8/f/nA192N4U4zr4t7xdXXok44PouLmyORcOPRsT/AetkeI/0fG2Pv1jTfBFW6kvycg9uwA5CDujRf2lMd7SD7HT7gw4rVtu9vSX/7pB9M5Z8xOt/36xtQJQKyijWwH++ClTBJg6zwR9YZ1bMAeeujRdMVb3xybt2dbrtwa2uf3Y6K50aCyMe73sjl0U3XJZTPSO97+O6kGndLHnyDm8PwFqYNxVoYOoj0qR97xI3fdVHR5Ib53t6C4cuLkyahdVKTWFgyl9AFZkiyDo0JQb5IXm8tVnDn634L+UVwXHbPYPSU3ltLLoz/huZ11McspOJ/5B8eepig58/x8LV0IJ02adMRD82L8H4Qm07G1YjaNC/Jc8ej9ftQBM98qaJDjSpCp0YD+4KRTnr/77rtDhywDNR0QKz5817veFSJUAaA+E3VL4jXj0bpgu7hn4KDOo9alOjYWjMyePTv0zQQGir295r1f/epXQzLyjne8I+7/2te+FhErtFLVslony+q7ZaCRObKPPvJoWrFyRfis0yJb+mW7GHlD0aNARCtX71OvMbef5ba91JkTgAhi1H3Un5/Wu0rprrzyyjDK8BnmzWBlK9b3tt3y5ctj7qnbppjcZwiMf/BvP0gXX3Jx6DvnDrJ+unmyfe0H79dQw/oZceRjH/tYAOqc36NlLgVXpddyX2YgJV3IQMp8Xvd3/p6Puf5ez8l7/Z3pqd99br7Htuid32s5T2Ts+ZPBXj6X3+cY8hluXPKzcl+W3pPze3+uT2m5Sr/ndzyfx+dE4UMvCXAyAq7R6HEEjcdkWv2yk+pGshYWxMIKBgfCXTdgiAPghl0lnI9RLODDAIR9ATFlcGj6sPC2w+mxweTaqRtYg4jRxhREPSkFBS2hgE/K8MxOqFcmGBNgKDrU56EcQ3WX6saNQUTaDnjBshEdwUk4uF2GRXJX807ysFjyqr4UsRlxm2LimiGDuE9uXWGZupdnHehmt8HCoQ9FiangYR8g1HYRY6szeRBwp69DgSIzkBwuDyQAor7YPF9eVgXAGgQgrITIaN6OccreQejebYmFRV1DYCM3uXPfH6DRfLW0tw/T52Af2JfqSu3jHdvpMxXzpeIrEafMOmUG1sSz0qLF+CVEVOuCd9e994feXzUgTctKgeQu9ASNUjAaFzbDhwOaaTOth7WQve/Bh4kfvClNqi9EZVQmQHBwFSiv3LutEIOtgGytXM/GL+LGrc0hHt6GXtiw2uEQ7a0Qt4Y0ecoU9BDXYMCzEUBHPeB4qWcqkdIPpv1lO6nL5LipxfBk46YNxMB9kKgr8xhHlJc2leifMn0Kyrn1QfTue4iQi7sIcQd3R46u43RQxSCscXFiTLvQEfQr45d/fRlrtTjd3k7+dj7Gs5Y7ansyXIt250ss5iICTzIO1A0sJrG9yLmnSKG/2HO9j7sAstPU+H2cmcbC3XUnmZPzqiAsxTP9q5+7anRdf/STnxZB32FlxVVZ1VGmfHfvo2OlAIXnsqi97w/eTZzipWkbluWD6Ju9tEcRjaT3fS/ub+mByYVJ7waNcIrdELigazDkPDjelMFX7/yOo9xP5YwLjVYU3z+GI+v16BB+4uMfSzfeclu65stfSuUAgqGqnajagR6tdwYQikYv9JM8sXrVajZSg8L9TNOaQncsOOKH8VRPMbjx6YdJ7yK/ZL8DPPN2RfYa1kWy/C9CyotqPvpKF1bHxnXXXRclyDFt/eEcLF1MXcwFNLoVUUXlnnvuCafG6qTp106unaLpOXPmhKK/wGTRokWhTydAu+CCCwin+HDEqzWUmPpnAi8NCwR+gkW5hFqTan1qOQWFOk7W8MsoLP4WQDmvb7rpJixgZ4VepJEz5Bz6DnX3NOqQ2ykYzeAhg9Qbb7ox9Ne0phW4mQTDfnTXI+hQvK47E40VMkfKGLnz588PsFlfXx95BXXWxU2/IEhRtm3m3MrgxaPGEpbHNvS3YE+fgf/wD/8Q0r1rvnINa2B3AEDvt0++8Y1vRH0EhD//+c+j3bLhhm0kQLbNjpZ8hu2X++9oeY73XB4v+Zml9+V3lB5Lr/+/8P05AUIJp+BgytSpGCOcnB64885Q7p86qY7FuXDOqLFHgB/xBh0LbQ1RahmWxVrddQKyavEVpmPgHXBxBjDxgnhCQEXTDnI/Wsm6E34hk2La0MECdAkuhuKP0F34TrgBXYDWoXDeuvHJtwcfbFUEmhes7oa71Z6lVX0HpnZ01ZwM6nP17X8g4SAnuFICkgM4qsth+gQTLur7AGy+y7bRx6Cir/A1aNvGhxojTtcFiRyM4YCdUSNr4WphxKLLG/TNxI5yYmuqK9IqDD90/jxiOCJcOBL7uuSGEt4LUekDDz+aJk+dAgBCDE19WiCIRvMQSIwKw5FKAF477l6aUn1DA8TiZIjmCgDUpNCNvP6GmxC3dpCnDUMaOE682ImsOFaiWsX7GtevxR/gVnata6lLN5a8QziPAQecJ1qEXY+WnroTQOkb7pOgswY90oMAzMFwjLcDqHlcWDOPBgQJFOUgbmQX3Q0oFixPmdIAkSKSDEDA99N0tBVjC71Dx9rChXPTYwDBNesR6wPAJW4Sr7e++fWE7psI8a6BO7ky3f/ovHDFErqBEBxjPw+qKg99xAP90dm06fnIPbI3KuE67u9m0aE/9iDyzslreR3MY9S+jXQEKMx3HN9R8X85KgO6+hlJ/2zFmMbkWCmOlC/Ah3+wNKVN9PF4GztvN2fq2zneCgMU6mA7Rf64vedPccInjsaK+28/9dcA3tZ0M4tQzSCMtai525KBPFtVAOv6UqWCy19waOsQFW6Ey7xs+crY2AgMjzdlMJibwhpF20RvlzyFcXqAjVwZnAbVWT7/5Wvgvnamz3/pf8cc/9o3vg53Z1OAgTLGhlx250JP98QGQ5dZOnBvAwRMx6n7CgCDC07RbyXvinfnEpWeL/3+0rV9aSl6fxcw6ImgmC2Hx2fvfC/E7zwX8rOdd42NcMahHVoUC0YEXJlbZH7bX9AjkBHQ+JFTJ2ASGMoplF54j8BLMGhSbCi9cWMp2BNA+bxvfetbAawUPWu8IJfNfIJERdZ+9zkae8ml02L6Ix/5SPr617+e/vIv/zKspnWmnMHsjTcWIO8DH/hAvNdrWtMaz1brastminWVsnvUgvUzn/lMnP/gBz8Y/hsNr2ZdLL9gy3pmzqJtIF2cytptna+66qrgLMq5s93M63NNu9t3p/qG+gC6gjkB6tVXX42LlbdFmb/zne9EPa2b73ODll2seL99ks/5XoGqfWI71NfXH+Jaeu3FSsd6l+fzGHmxyvJyes9TAMJMfI7dSeqlqVdXN34Cir0z0l233hmGJYJEOVMDEMvKmVI8yryJCYZ3j9SfzxA4XMNZmFUE1zhAkalxat2haG2qkYfRTQYiXnHw6KhZMHE48UCLeOziHc56nN8EO+7u3LW56w1LYSaFuoWbIPzWZRiTvKUF1zSIkiSCVYgfu1EaR/oKMCwidfRhUVYci8A2DcAYQRGjumAu8HIPFU3LjRoA50YiYOrP9xC7kNEFXL0cDRvkGgkG1ZXUd9oIxJq6ymmGuxYgwHYlnwti9eDKNIVIFluI9SsAE9xW05ZabG+Ezf/Lm29PY+YtCkJQie7mLjhdrYhnhwEyddI7fnwdOjljiejQTNjA9nTKrJlh+r4BzqVi+yvhMP7qhpuJB7sstezYxjt2hx7XqDFj2UXXo8j9cOrg3L33Pwig247PP4JwA0YFSfadvirR/qROBwB/uhIamB7Hl5P6cU0bNyD20NK8i7beHONlGuB1F25u1InsxHp6EIBz1KgRQdBdhESOGwCviscF1YrsV8PFmb9gCUCvjQ1FZRqi5RLA9Y2vvziAg6BmIw6s1f2SU+u4VB9VEX8VYtVy1BwUK9sfXQfgdsLHBboXoBC3NJU4Hz/QpxrwiYifvnX8ZeDel650SNJ5nAbkB2eODJRT4B2Ehgz2pWC6D8dA8z6Dew8RI3tWMSRs9IpKDXaG0lbU44jETZGK40Hc4viOFWvWhOhdNYIq+l4ONC/hY8midHFX8YdySABjEh1If/6n/yOdNG5E+ul//iR0ewdSIdtW5+vPBHCVvOB5+2rbyLWPOULd1B0dgnRh8eKl6RxCz62i3upAPl06DAYPt0VPC0YrFPfbXoUhl/GMp0+bmn5x/a8jYssN19+QxiG+/wBuJjaiS/vz6/87pApGMqqGThQupxwIjBr6UDqyk7m4FhG3nN7bb7w16NnRFiRLlHv1qPXoneFwFZ7mxqM+7bmfjLEjh7AQ7R2tTs/9Jcf/BGmp4MNyCHwEbQJDwYjnBFI5j8wGxaaCLcXHmQ4rvvWaAE5unFII73XuCpCci7qlEvwJuIw3K8fQfALGP/7jPw5wmdtCMKhTbUGqomiTz7VMJl2rZN93vkMRqs+SayaH0nmvvzs5fFowCwxNPtdyul7pPuXtb3t7nPe9iox9htxPk+XO786cRfN5r+3kc1esWJGMoeuzLJv5zWu7CCYVI3uPYmnbVW6oBjE+w3dpOOU91iGDyVxG7xOUZmAtkJRTqh6oom0BrO98Mo2L4sd7fYbPfjGS7zL5vvz9xXjvy+EdpQjrKOV56g6wg0NXkHi16jgpCt4FwBAAaDm6D0tclf316XaAwcIhVUFruZzGAhbKAAmK/Pqi66cIZQxcEP2kKVaFzPBsjyaAJXmOSiyfsoi9LvYaUPl5AjU5KQ5uRaH6xQtuIYBBIrKvHwszvgq70AdUj0+x5M5duJgBJMmF02dgH0W6FNextBsw2Ae3HTVYyVrX6kG6RYAYcFEwEDpHXNAhsguyHKj+EDIaLFWo60UeiY6+Eg8clHCg7A64qZ8wBiAR+CLeGxOEvLa3z7QvKrGKHQaYVs9On2aC1BpAZF/A6y44ihpzCAL7tUAMEHVpdLK+fVPas2ollpvL0uRJ9ejCnBmgTDA+E2Jn3OOlECj1OS++6ILgBt55732cW5lOx3+gOpJy1yynIFTioWHITKyTBV0RLYZ2sU7tGKKU44LDdh0MKFUMbzzeMWPrEJmcnm6/4x7qWpZOA4xqDOGm4iHEz4qFq0eWh1GB4MRY0upttqK3auSUFgx/lmP93AIQ1e/gULi3LeiAOoYuxkn26bNOhVuo3mVlvG/uo08AdjoA2DjMpjwdbAbse52euylpAYjK6e3EeXUFoFIAF06OaS9F0MNwRdSybRccWgA57aR7mGKAFvAKagLRhlvMoNDZucA+xGr0lf1iHdTJU7MixmEMVYgpeqDGAx/QTzcExNo85+QAwbvg2pnTPnee8Tie2TM/gu3XJ1UB7H8NoVVto9t5JMfK0RXjvpgLjj+fo24sQyn6q3Vna3rn77wtXXb+q9OtN/wydewkTBuLfPhCZNzowy9Sz2Jb/AjMk7++4EfroGWvPkfd7KhXWcmCqI6f1urOSRckAaOgr6hnUayCQ3q4vaK9uaRus20kiHMj4OKoRIDZSN/tpf9TesMlF7MgL2YBu4eVdT8umEakn/zoP8JV1sc++pG0hY3iw4jPdOljHHZbtYpxbZe4UXNBqYCLf/dd96Y3XqCPsxoW1O0x1vQgYB+4OXTTrJU5cKYHt/eiXVEVzh3tNNesk3rFA9wo9SQB6QuZ5IaapIFF8vcxCtiT4/k6FGPaPi3K4HP9LrCYOHFiRIxwk2gSgGWOfY4teyfSLP3V6Ybm3HPPDX916gwKngQyghpBn9wy3+WzFd86RtR39rf0X/DlPa4dnqtjXJrH9wkuP/GJT4SOoe5xtIgW2An2pH9e99muo97rPRmcelRXz3eYdLEjePJdli3Xx7J6r32fwa5ATnDlveY3r3n85HbzmkDOvGvWrAn3cdbPZNlMSuYsm+1ofp8ps8TnyO2Uzue873//+0Pkbf28zzYQsOb3e/Q+k5zYtWvXRrsoHlfMbng6gWcuXy5vBrJxY8mf3Cc5f8ml5/Vr6fNLvz+blzzd/U93/dm885nec5h6HPPOY01wgY1iQ0HLAfTTRkBYC1FfCzpgMHUg3sVD1WfTz9d+AJVPG1pbyQLPoIVgutDqp7Cmhknm1Z4tvIfDgrhjFe4wMThWjqc7H9w7CLKTqZsBK2fFwStXUm6eYiA5eooou/YWemNGeHBytLXp1LQqde4blnZvakYHkrdRJOmQcY71V9anzyAWrV2IKHRLg19BAJoOmY0CoRFJWX92o4BdlrpYRPR/HKmn2RWRlqMLJpApA3gY8cBFkeKmrdtaeoAmoe0AKLapImc5alo99qHMCvmcXMMAV/sQU6vfp1WxdZV7UXBw6R8XQso3f+GC0A18w+svDV1J/Qm+GuXkhpPqiQW8DtFlF6F5ZgdoXru+CUOP5bhaqA0LcEP7LF2ym7iP49OatasBlc1pUv04CAqglg61rUfCZWyHC2jkFDcDGnoIjNUPdHEXdI/BUm883EJFtE+g59IGEdqKPqJiUIGUvgh34UDc46o16yjXegAA4vnyQWlqQ+GounHjJuq5J110/pxQjG7ZsYvnjsBKtBUQ2ZoefWxBAcZpb/0i6jjdMtnPGgXJ/XUctO7cDcDaFUDbTcMBDA4kyFUYEvUbiRiGPnYx8FxY/8YIZ+zSlh17AJr0V0cn8bvh9nWia+p6XagTwK3AQOXQKI9+Zy5QPy3pY4Xnau3w2mhfI4oUA4RLtGOBJGKkxB9vV49tAXpOe3mnagExnyiP2X2gfiGNZOMJrWjl5DuQpk2ZnN77B+9KCx6fm7Zt3oC+JCCeMcadxbOLB/C9cIBsP74UyTmnE3c55RrKCOZ1P7RixSrUCCYFIMzlsv1VM3Feu1GyzWz3UqJrf+tDkK6PjYpcZ/u4mYW4rm5C+v13vov+35Wu+V//gOP9J9JANgtu4HbDWf+373yXcV6H37L/md7/hx/AvycxUymf80puiRbJboqDg8J8m/vY4+kDv38lRj8j2EhsKzZ00MQuNm6OaS3ZQyUiV+CZHqEXArRuWM3ZDdczfcTzk/9YY6OHoD0/LznqU2IOMg81+pAD9bn/73MRLcLzOQk6HAsf/vCHY85ef/31wfUTSH7lK1+JbAJI+83xJmjTktnr6hB6LoNKgZYi1I9+9KMxrhxbGpgIngRD6g7KUVM0rM6gQMnwaRoZOUbkNvoex2gel+ovCrKMl9vQ0BBjWs6jtEhwlAFY5rbF+GIu+D7XLH+b1+cJygS1gj4BZi631+VYCnZtC409/gNRsTqD/vZey2Rd/e3GWPBocrPsedtKYxKfaT3MZ/3kcFpeuYiCR79bV9/px3yWVYMfDUnUO/zUpz4V4mcdMJcmy2De3Dal1058f2FaQAhz3Kn3VHeK21kCJ8PF1E+clDY1rcYatzk1jB/dM9Dz2ga4YqHqP6APC+5wwMAgnOiW4Vhah639w6K0C87Wi5kKUa4iWWMKa8xRHBXXes0J5iTU6EPwVEyUgtXu4rEDjsAQ9AzlKklzuIUlE8IscUZEvGtHW3D+DGsHMyoW6n17d0NcgGlWFTzQp9KoFEU4rXINCeIJh1taIi9nThHZPsXP+wEulLNleys+Agm9xT0Fo6hvuGHpRrwsh3U3YEk/fpVEu9iwcRuOhjcTxWM75fQdglaBYiHuCStnIrNUVkIE+5elxcu0vLs+vfGyS9lBj0sPPPBAmoauiVbHWv4aleGss7D+BtDpGFzRsYvuaIDchg2N6WTGwsqVq3Ag3JTGdY6AgMDtjEL2Rb+xnQXYtuyHHt9qnlUVYfIcB5sRVauLOG3aFM73i2gUTRsgnjt3UIaHQ69QwqwbnV34bNyPhfdwdCXH4yBb61vbcfiwWqxrAZc7W9Jpp56WZmEcY9/VUQ8JlFzRu+99CIOXljSiVuOTrXxvTuOwctdQJ2L5kr+WKCZuBgz316+pH3GhW7EOxdoMiG3fKiYr4kqzbbEhARLGzjVF7wFI5Dr1B/Br8axIOh1sBYhx1fyAriJn5uLI+UNPD1WLfiwI4ceT2VmHCL8OUb4ENljsohfaUg5YvIenFBsnF4C9acmixRhmaTWpuCePJ0sFYFTPjUVCoKcfz33MR4Hhh/7sT9IIVAbuv+EJXN4U1nqCUudDkYox0/PjJTsI1k0uSAJDDY5WMoYWwWE45ZSTQ1m/tHCqfAiOzF/QKdrNtjMTVQowGAtnEYfdk5WVg8In3EkTcLbPgv7Nf/02UUpuiRB5bgTd3LpZ2Yme7lf+6Zr09X/9l/SFL34+/cWf/wXzmw0FfSd3sJux09rZSt/jgorPWsqpLtYZZ56ZVq5YGQWQI10ON9yF0sVUrq0tXfRr8deiFilfOXZfSCsOqnsg0H9JUu8y9y7EscveO+fx/u4NFmxHRZKPPfZYGFu8733vC0tauXPSjnvvvTcshx0TtntTY1PQBfUJM4jx3erWCYJ0gq2+n7Tjs5/9bIAbn6NoVd+BGmfouPktb3lLWCV///vfZ2O7PT5y3AwsoOhWYKaxi8YillEdRoGq5Rd0auF72mmnpXNeeU5UXf3BD33oQ+mCCy4I4w+5hbrZsUwCVpPgKiefKVj0KBC0jB7Vd5SmqpdoWX2H9PyOO+6ImLvWS86j5dZYRICntfTKlSsD8E2ZMoU5VPjFcy1UZC2IVtxrGY0Wow6inEEBneDZ8n3ve99Lc+bMCS7ij370ozDgsa6uqepYmjQqMZKITAkNbXon12XBte2UOaK985z4/fy2wDMChL768BCE2wU3R7GLyt5OoJkzZ6X1q1b1cM4GMbh29OSXSyGQIrrI0EpEYMO4ry9cDBzNwmFzJ60VbkEu8huOh3iYJ+fv3TBPf7+s8ENgkPIJCv0dQBFi4fecRw5SZr0r4nEnJsdBbozHIey2JPj7cCBNNbkXAEjROnHBMhjnyzu2FwYBYSU8EE5LmaIpFiVEg2Vw9Cp4nhbGpck2U8wq2DH8myBKrmsrk3Y9od+MDHLOma+A4DSmhUsXA0zL4IINBWgjKuBBAtntiFQN6dYJCNWqWIOKanZtvtwFxP5zYeoAQMo5dFGzHZqwgLv19jvTeee+OtzuhGUvfTWxYSKEFH1G9NPKyhQJHAAEbuK9o0OUos/A0YS70xmsHMWtGInUAbYEM4qztXAuQwdy3uLlqa2jO73mnKmAzgmpYdLkWEzr2CwYOWVDUyN6V+sCbK1YvjI9MnceCzviFdQTXGBreL/9kQHzKHaughgtn9dv2gDBrUnnGcmEfhkKV3IX4uMdgOhHHnk0zVu4iMgyVRjmVKfJxLE1NvI66qAPOgGuRiZgavoVkAU3UyMeodEuvgffzEUXi3FVIUwCpxjfPUMumNx837cXgxfKqINrXbf068sY6diJ1a4cOjg51CfDOrnkUR84kPqTFNgLLIxj7a5cvU5j3bpZkUB2B6C0jAwIO5sOfYLoGuriagByADF1cBG91JMiJB1AWwfaWoTvZ+yeddZsROpz0i3X/5L22Z7GUVcXSkWvdDPJSsUXf7ykyTYWYDmuHbNDBg+JhbV1Z1twjC2cbW9p5Xhnbop5cwoA0dNP7SzSqluormIbn8oGooHxLef5WhT4v/3d76emNRtTVU0Vc3hIGBvZ5VofVw0ak1avXJY+9YlPpq+hHO/i+HWONF7E7ZZT4lhxUXaBbIPTuHDBwuBWy1Xq2N0WqiS6+7Fecm7tn+earE8fPi8tl/C51uLZ3y/QM8l5EnxovSsAktPkNTllZwLKr7rqqjCEePd73h16hvaR/i0NlCCYEkDKaRRErWJNk5umKFrAJWjyWVrOylUTSF177bUBXlwHXRvsU7l9l1/+hmQ0CsXRcieli4IfwZXvEUiqw/fe97436XJGYHrNNdfERy6hIm3LLPAy8oX1yMmxLLAUVPk+k+USAHqfXETzeJ/cyk9/+tMh0q6vrw8jFMe8IFiDlKsxErGcHi235wV9toNj07w+63Wve10A429+85thVGNey3f++eczf04NAGr86e8BCG0/yyF4tl1inANasyse9TvXrFmDoczvRUi5XK98dP2Vu3kCDOYWeeGP/ZgYVz2b17iQuRjZyQ7FChbTpezUb73t7jRmZE06CY6M8Ywlum0YKLi71x3KYECFLkcqEW9qTWxEjX4QZEPDaUgS608PwQ7i/bSFM/PRPk99o4ueYMajA896uHAECOQoMVH/Te6Z+j2ed2AqUlLvKESsTJAOQILlVBevuRkuEq9V90pThDKKJezbswufgOV9qPvgEP0OBsxUVVbhtLYiODXqRvGCuNeaROKLz/UjcBkKQeoLIFS8unrdBn4PS791+aXpwjlz2I22pqXLl4fu3SAsQw2FZ/n6oY/YtJFYvHCOzpp9Wrrit9+YZmDpOOPkqXymw8mblqbC9p8+dQquZk5Ok+onpAkTxqWZfNeKUz1KQ9LpWmPr1m0BHgVY7nyLsiAOZccq100On8RBB9Jb4LgJ1JqxbG4BkNYCQmOBhkB17cP4o3FjWBhPZfd59tmvTOMQNY+Gy2cMXolyM65omgFAiordqV5/w41EVamAEzgGN0VDQtd0KPpynRDUjZvVHyw2HlpLL1+9DlCAEcnlF6eZcAcHDaGt0eFcvXoNujsr0m133sOCvy+dfsr0dOYrTkOkfC5Etgxu0NIAEBqNGObPTYqc7wECKHaw9n87zsUFf6o+aN1dGGTQx7zPfvdTnAMwkk8rejlK3BTXjAyjGgG8cto2TsdNRUg5uUNsOniW3EGtzyuZH5decklwOrdtgxsMMRWsC3Ri3DJmvceyTWiYmL71/X9D320R92IZi15kyNV96QAAQABJREFULBE8L49VVQksn3qw+2BZ6+j97z/9d2k/nLQn5j6Ck3VAK2W2DG56Ch3FYqFxTLpROvyrmHWef8HSoclQvCHPT+eqc1G9T9uipQUDpzZUFfBP6LgThDtvnN/W3bBqbnxcqAWTxcYPYIdebkN9A6D4zHTWmWex0O+G23Ff+sfPfzn9+IfXpXa4HtXDBgUnUd+ag6r0fMDmlfnkONBoZ8niRWx8mtInP/mJ8LAwF86UOrOODzkrbuj0Z2p0mboxo0N/6jYAgO6Wyii7bW155Q5G+1K3YydH2LGTYDXf7fFQb/EOU6/mjHPP9I8jjkbl2dA1wK4qKq9+9avCeta2Ntn2xdt6H+PyC/ZHgGUfC8LdNOniRKDi/JA2CUrkHmoJ63e5WY4fI50IwvTzN2nypAAwPkcgJdgSDOmvT5DpPfoSdPxZzze84Q0Bysyjnp/iY/UIzSN3TlCUuXfve9/7QqdQgKS41Xfncgg4zz777ABVgrBZMFeUoMkhs1wCR/UVTb431l3GiqDP8gtyBYMmQaLPkNMnrZbL57O9T9c2ch61Vracvl/QZR7by3ZTzCsAveCCC6L+lkHOYkNDQ9AdXdz423y2k3nfdsXbohy+X51M32+7e01jFetgGQXFhjy17r7L/tEfo4Dc/Lar/eh3n61rHOshgDZ/abI+L+an9N3/t35nfXhKCnREvQsiU5zKxCYrb0si/vmr/4cd818hihua3njJeVjdlaN8ugldsm2FviB59Fun1W4NC7ucMw0MhpFfcYwuHkqTxPSFSBJeOS2Z05BFxA5EF1rBoJzBfazagiIHp0nuWQdGEe1wEDpZsFlv4C7hp4yjiusbmjYAFuDgkFfl8INwaeT5jRxRQ51VDi7iEWcyyQoA1ebj/d7D0XYMss7C7ILMmA9r3VEjank2omL039Y0NWJ0MSu97S1vigmxEBBww823QggGMNmGAWJtR0AqBgoLFq8hT7/0nne9ndB7J7E44biZyWWMZUGs+XKqgIPncJDIK272vg1Y5O4BCHlNwDUWLqPiY/VGdHuzgbiyW9GJWgrYuhCDk3FcX7p0Sdq8oSn0eO5iZzyBcydNQMzGwrhm/YYwCjhlxinpNRCLkewSVTWYYCxlyiUHaNmSxal500bCiG1KP/uvXyBS2QKAmxbg1E2I/iGXr1ob/WC7lENc1qxvCp2y9Vgrv+L0U9Nll16cqgGiEyc2pIWLloTLll9jId2KMcqZp8+EszobVyKjWdw7MErASe1P/ivqoTW1ulyGSNT62o/vE6Cta9oSYNHf+oIsAJI919OH0XX0G30X0triSg/XCi1RCJyi+j2Mo924LupoR6eG2w8CHOwHjUzU87PfBXUjABBXf+bvidn7W8RaXpP6A9gcm/qMLCykCzBYWY41NQ6pf/d9742IMy7WA+hfhhMls3xFHxvb+eB+wDvt1YEIfM7rXpv+z5e/lH6C/tDe3bvSQCxc+pqH91s3wUpp8lxpopovaApO69O8QWOrO+++J9QN1IPUwCQmDXV2DjtO9R7QiQN9gaDjezTgYDIL/7Sp06I/FQ0/jo7gfVjHL1+xMrW3dqYhtYPDCEggaL9UIUp2jtv3LsKhl8j8sI33MF/e/o7fTVdipPB3n/4MfgpvSWNGjIr5Y5xluXV7Ad2qGHzsIx9Oc+FSP/rwQwH8BXHRQxzdEBdA36f2TvbFkf3xpBzUTfphNwky3WiqS+miaV+62D7blLsaihTt6xZny9bNqAF1p//xp3+SvvCFL0W7xLt7jZtn+85nep99K/gS4GRwmJ9RWnevCS78KDKV6+a9ApB8zfsEWLad10x+N7+gxuRmOOu45Tyez/d4dO1wzvquDCLt4wxufJ/gyHPSP/N4j+/2nNdKU+l7vNe8liGvUd5vnvzbZ1ivXP/8bq/nc+bPZfaZjm/zmXI5/e653L75Xs+bfJ7P8X7LIyi3H0z5+bmucbLkj3nNk+vqOzW80U+kvhoVUwuuT6QXvgWescj4qYpkvNn6iZNTEyz2zeg8VA+eUJLdwdKJ+BNdN0KGyeFRd7ACTmFZzwQuyfy8fS1dxPIC5+5e7kEsEHzPC4UDPoNBB2gWBfI1UizGTC4nj0mldZ+p7qMuVBRT7treArBlQrN4HwSYacwxil3avv2dwXEKrosE2wfIzfDou+Id/vKiP1Dm7ZZYFCHwVOxVxK7YXZ+DclnlBgqwBxDdwnuKu4qy+Vh9HQ6By7QLA5clS5Yh7m2I3aNK7AOCSByui/m1ctRwQ4tNgXAHOpIj0KUbiH86iYpiVd+nyxvBoVzOsePGpGoIZBfgtxVx7ciRRJ0Zf1JwUepPqk8Lhi7i/e2ALfRqALOd+D88/fTTCjA4emwah7h40tQpEEOIJu+QI7gNEURjY1N68L4H2VBsTg3jxmKpWRD5TsScm7a2oMS/C8fmRl+5jLbvn776L99Jm5o3Y4AxIr3mVedEvOYywIKgXu5RJyLSk2dMI0xiZTpl2tRUWQYo6tgTHFoBg6B2H3UQo+uGZgeK0FqG2362qACxhu+bOpppOzk7jg/7EUIYOYRe9oC/i+QxepQv5glLewi2nMI+gMDOPTuIGhMXyXi433puhxs6FJBbWDY61uROCwYFi7ZVPBzkKTdw2bLlOO8GJENcaxDby930mQEQzEh5y9Eh7NzdFfNQ7sMf/uH700oI7w7qboi1GENWipTnSi7Ly/EYnPoqfHPSRuqfNjdvC6mFY3Sooj+AtyoKuseyvcbBYdbhehh2MIZvvOlmwOR9GBjNCzdS1Ti71hp8+BgcuNN8exH5D8QJvfrCLnj9+hXtmTdt9r0us5wP1//i5+irnpY+8lcfTtsZn4/PXxAbFLmEtrWDZS/l+m/cdehRYA8LZ8BJAJtAU9AYQJz3HBpAz7LRHUpB42LwFcBQ7w0DecdzSTRJAEz+Rhn3AQYrMZZTRBl07bk8/AW4N4MWQUwGOYIN+zKDMLlcnhOsmAQzrgPem+m85wVr3iMYzGDH+zLo87ogzmtyu/K9HjPQ8Tkm78tl8prvlr4KoFx3TD7HspgykMrXPOd33xfrFN9zXa2b7/QdJo/m8X0m7zGP+T2v+Dq/O5dVkbhcxlwH28Pn+LFuJp9hMo+f/P58zGAwvyu/33usj+VQ79D6Z2tly6KoWm6ponjbWq5ofpb3nkgvbAs8Y0AojYlUjNsjaNfprzgdceMpad3ylcE5YziStSBC3ueA0v/cIMTGEvNyDBj87gBxUAXBKZ7+gv0Nrg4TwUFeAMPi6PkjwCCF0Q+iivmKoUz9+gIEmEhVlZZ1D+4JGNgs1PpcPEB9qlxwETGqg6a4fCiAZVCImPRvyA4LICZgEO/xup6WCfIaz6cJSL6reJ+GGL6vn5wIJqAfwUs5AFAx5862nTGZ9wF2CuDrA2xviUCfMCzxfAvGLQ888gRGJTsxnhgd3Fk5TOobHX47viGZiOMBX3sASoMRJ8rFtc98r8rRJyFOFlztAiypv2hyssoteO1rX4Ne4wZA4W4skieg12ic4nq4MJPT3MefYMFuwTlvKyKXunTxpRdCoNHZQcwymvcJlgQ6GxoxfNm6hfBzO9MCFtTHHl+YpjWMp73L4a4QBhBwtx0OZxPWy6edMjVddsmFaWJ9ffgVZKXiKf1wLzODd4xh49GfkHfjEBHfjai1iBwwFeIyHIC+DQfPO6nHYETJjfiH+6/rb6bZ+qYzZ89IUybVh3Xz/IVL0vxFROtoaY33Vw9Dj4yxuo1whbaJgMuWtuzFyJV3IijvIZRcszeKnvQ7HCt+eNQQqALd0fKqgSiba4HNvYyjmAMMEcHiATYTLlaD0ZOTG8Vt5OOd9geuiAYAJPbBMVbd4iBc07lPzIvx61A1z344gT4n7rMU3KvjbpMi4xmoBZxM39yMMrtcwcTm4+WeXMAEZy6+sYixcVG0LVd6E1zkuTgj1y2SbWCbKcJ0g6PI66yzzmBxmYjqwNr03e/+W7r3vgfS2vXr6Utjnw4MoyM3ALqy0QuAKQx7GDu6dPIjzTCvmxLnvUYphvSr1UE9UoOr4Q5+53vfTx/FgvUjH/1YbCqGwKHULZPjpJJFdvLUaTEGVa/Zb78rBXFRFWxCa5zvBY0qxpHliDwcqf5xJAdKPLLIy01aPvsOby+uFpee6d/e9zu8NFobAXd6IBzp4unHVchn+urjyu+4kB4JpgSAghCBh98dOzllgCG991oGXN4Xc7sHAOX8zkvPe9178zs8ZsDj8/2UPi8DqXw0r1xFy+T4NX9+tmURHHnOMeAnl8vzPsNzOXmf132fz83vt5w5Zfc53m8+U2lZfGcGePkej84Xn59Ba36m78jvzAA4t7F58jWfYd7cNv72/ebNz8x9pAGOwFedW8srGPSorqLPs52st8+zTCfSC9sCzwgQlnaHnSPhypwErw0dOiJNnjYtHUQS2Y4Hai1IDx4EvMDBaAX5D8eqc/ToMQFEtCySS6hOU7ha4Xgo8dXnFSTs0NnQDTv866m/FQDpyDyeC1EwhMOJIYWMOnGUI+bHMy4mhqfTl1sXfui2A4A8p7Pmw4kJwzknBhVikSCkGVwrDRMG4gha4OtCf+DAXoAkxIL3DeD9xfuKumoson6TXAm/HxK/817Hfh9xgEf+KD637KZ+cLD0aXeIsPFsjVs6AQcWp1//8tBb0piknfB5OrNWj0mAtXjJcgAlLH24Hz7Hnb0uL3SzYjgwiccQFjitmuVuKlaug7Oi4n0lgEwu2F7cqDwBACnHeGUc7jmG4nJIwGhM490swPqoqodLuBux5Bno0mxDx+vxBUvhHg5Nl156ERzNsnRSQz06XxNZCNFbg+u5BfHwquXL035EbPMenZvmP7EIsdvQNAQQNnrkiNBXUty9uRmXIGNHpt+CM6h+TDP+B1sYW7rxGTu6Lp37mldFG52Fvsotd9xBu7mb3Q+4QqkcIK0F8gCJLUYZu9EF3IEu3YQp9em8CecCPuvD2lYl6mr0PRctXoaIaHeqpV204JXj5PM6O3fTLuh/0mftEK/93RhXwTWsAcAZlUWdRQmZ0Sm0VFb30NjRxlge2H9QMb4wAKqFi9XRsRnr5WKnL4BrpzyDhxQh50aOGhGiEjnFkQANbiqy2yHPyWGsGj403fvIQ6HOMAjiKkjKICLGuEYwJjYJ+kvUSvvK97wHjwDrUxsOxvd14jqiCtcRIKnSaVjcVPz1GlV/UZMbpyOS85W54OJgvTzshvuscnq/fgtiEyqoKzabWCLTN4KVt/z2m9EP3Jm+AxC8FUOpdY3rGfMV0J/aeJbSAuehenz2s7CeN8ElGRqvt97mMbmRcq5qSBccvR47sHL6X0OR//nxT2B5/E10xT6ePvPZq2M+qPspCBCp3g8Qfejh+9PGpsZ0A9aaO4n6Uw3oV1dVVzUR0o45adnlTpqizn6hwtbdjZybWceY13J6yh7ivj2ou7i4aiGvONmNg6nod8ZMCeDIzzzW0YVdclnFmJ80cRLfoW9If0zRPxxLyxYXXuA/0i5TposZBHnOsmRg429Tvt77vvy7yFX89d4MTErvzSDNd+Z653y9j5ZBsFWavMd8Oa95PJfLUPrM0vv8bh6v53bO9+Z8uR3yMzxf+p4Ykz2Zj5YnPz8/z2M+l8uX29D7fV7v53hPPpfv8Xe+Tx1Nk7rjpSk/z3P5/tLrJ76/MC3wjABh7yIcJkXFle7uztQAcaioqoGLsxVjB/TrEMNptWeYt1G4JZGQKvpycLigygWTaxJgKB7orxcmlYJBd0e+J/QIQVEajuQFXoVwgd7aNY3oybSkTZuaWDQhKoc3aJSXmxnYJnf3AoUquGo+QyvEQhdL0BkZg5ukkYH3MOcjqTPkORf44lnFouOklQD1MA94gQStuMf3uNg7+QtCUBw95wLhjr0RC+R16PAZR/lVZ81IDQ313IyPwQXL0EVrjLi94RQabqMcD9tgeyvACnG3upGKxqoJI+cCNRSRsYY/I2qHhZWwOp9VgLQK3lOBXpX6cGMBg8NZeOWW6ED6AG05CK7epIaJ4WT5vPNei7Xv4DRl2qRUA8hsmDQxxHbqY1Uj1tXSrBFx5z70+e6+86407/H5qT/tMhZAZHSSFnaRgrRNW9VFLYuoIxK7NsCAnMzGuY9T1yoiVsymnilNnjgxQKmuHkaNHI6OauFwVbAqMHRh7tNnMBzHrjRj1vR01ivPRJ8PC3GAWxPxoMeNNv6yfuwweOKoWyHD5LlBsQuz4Uj0BRxBNw81GK8IVM3jgq1emfqNWm7vAvDJnd23T1CPHhv/9tFmjBp26HA05PDS9fr+c03NBFCDHg1BIrGpcPMVmzAWdB5BGbGkpR2WrVpJdJpmu7jgIPKwWBzixmKM+tWZ1QXQOO3UU9MpJ09P65YuwugLK3gArH2mzqjPLBX/Wd+jba7i0S/iH9skxjtH28HpEG0R9KQb1YWxqXn+QjiFm0PPdX1jI14PZqJLemm67dbb07/9xw/TEwueoC+xOq/BktoGj6ccWQnf4earFBzZgvFu8gsapWFxJK8dQcniSVq6N61flz5COLLPf/lL+Fn7SPq7q/4eemj7Fn4/dZx+7bU/S+8hxNmDDz6QWlvU2W1L27cdwDn78KAjDE/moHpchYRATovvz1yiUFWhHNKwQ+1iNShOD0ny1xHJEqrMoJ/LA1i474fGxAY16tCTlfeW/jziAUf5UVZuXPFaQh6OPgQUjpLtxKkTLXCiBX5DWuA5AcLedVSMduYZs/FXNy09RlgfI1DUEE7NHamxctVNU39N4pZ3GhIqd7umPsejRd77pU/zOz/bbII8iWphZcg7Ka+uHgrrRQkzzqQRSelIc8nSFWn92o0ssIVYpF8V3LfMqeFZEmnBnnqQcl0UKVUDXkwuqAdxH+JiAbYqloyg1C5qxS7fpWQ/zxuI4YfiUHNptefRdkQqGN/93Sc4PEdbwHxKwBRz8RXdJDgkOnuWg3jZReemsxGVCe4M46Zj67XrNwSHajhczOEY85hcgEZ3j4i2kSO4G7GG7moMT6dj3g64VoJEXebop60GjpmgcNLEyejlFZyKrWwAGiZNgjNajYiqD5uBlnBDY1g73eT89pt/C8vineHLcNIU/AzCGezs2JvWr1mTVsMZ3AWXb/GCBQEGbbvxbB5q0TV1ITVtAxTK6TtpQl2IpBWnyqFVb+yxJxamU2ZMSefPeR1l3QN3ryqtWL069AVrKE8V3E/1BTUeErAriqgkZnHZgQHodRFnFA6p7j8ULVfji1C9Q51uG0WlsDrGrxfAN1pahETy+06ih7jTHV5bA3dyRIxtNzjm0BpVwCrg021NFaBgzbqNaTfcVbmLAsx+uBLSiGXv9s50AB9FB/pqMII42msAw1pAeMF5EBAA1BgHPtte96/cQut3+4P3I25virP2nxsfjQkOpaLIvBN/exizXHHFW7CE78uGZ02Ij8urUarvmYPe47tMwQE7FsKIHC/eH3XsBIBZVOUmxjaQK6HBTwMGU4YkXIiof9So0aEve+5rXoO7j3vT//7K13CUXkRjsMShixlz7sjyBxCHNrmx0oVRaXJ+BQik3WKzVoKcbGlh4UHm87Chg/G2sCh9/atfSX/xsY9HaMevffNf2VDV0q6F/tSP//PH6Wtf+2r6sw/9GQBybahIqIYx95G5oe/Y2amYuyZeL7c3A0LHmmVUhUWwKB319xGgsLTQx/geZWXs2IQqWpgK4xO5VW4Kjn6j40HvAkFrerKMhHtfV1d39BtOnD3RAida4DeqBY6kes+x6Ioep03XBH52AEJDaNVPABDsaEE8Y6BxdqfoPZl02msKzmB8y396Vq/42YsyxeLU61yvn/kpRzuWgkGJbIiJAQl+l6iqjL9g4SI+C8JXXO0wRDksDIIcLW/79cV/n4l3RlH4egQxFgyIrtiLQ64hnn6HfEbm4ry/iw9scowGqrHeVdlfwt+33/Bw0aMRhgY4xt3tA2cof/Q3x7pYEGwWfN2rKAYsiLgRSPbjzmI7osoOOIOnp9NRoFe8ZWSEIdRtM06Yu7o6EB21A9J2wM0bjHuZUSEelqMlR3A3XDKtqRWdWXyBT33dWOouSChAawvcqEb0BZs2bMEdTXO4Spg0ZWqa//jjqWFiA2oBo+A64aGe/p+A6FifhtsRvY5EPDC2bjxiWOIM865dcJC1JO5CtLoCy+R77rkvOIOCwfFjR0Wba0BTgRh2Y3MzQHM/xihnhVi1CgMPfQ4+8NAjaQeA852/d0XahG7gzFOmk78qNhyjcO/QBgdsKwrKuj2yr7SW1iFzfwBbFQtsN5y63YgTVWGwhpvYxCxZtAzx+vzoqVoiwMg9LsePYAHY7dmiXRSRDYUzKIdNnRgNpA4CYPcjfuyGCyP3Nbi/5NcRdC2xd/c1oyJAW3bB3elEhFdJWXcBQPahmnAwgByWyIiy7Vr1B8uIYtMJkCtAWjF3eFyUTYAkYFyDq53tiM6NVBLgoRQMmplkP/Zh/k0cPy5dcuEcIm/Mw3cfkQR4vzqoGrroEiiPzbjJofoyScENpFHUhyu4dXDRaEdjUjt2a1A/sX+bid4jcDvvvPMivvHVn/t8WrWsMZ00aQx9pMPuajZbvfUlix61qm5QBUeOhwJ0Fg1gf8i5L7io5PEEyXeabF/bUeMVo/Fcd91P0yi4lh/+8F9gsNScfnbdzwGLwyLe8aOPPJr+/T/+PX34Lz6UNsHJ72auy6Ge+8gj6Z6770n3YUy1aeN2uPMatOCqCHUN6UNINQDrmUspl9PzsQHN7VIU64hujAIe5Y+bgOhx5zlDSyAsjT42KCwenuu+F7WgqqpBoV6hKN2N/4l0ogVOtMBvbgs8J0CYCUOuvv7vyuFCzTh5BotTn7Ri5eo0fXJDWKHtZcFjTQ4ulBw5OU/jXIxYbF3EXNhCNwbClkGihC5IdA/xzbQuvy+OELOjMRazbmNB8IpdtfklqhK+4DTAReuDop5WiXIv52JtuGTp0uCejB83HPAKp4V7OtvbgvD3qAvF+3LdiwWBXBJV8hbvZafNCXUDBRk9DJcg3C4cKtHqhkYDh2xdqI6ihhCKm4egQ9YO52pd4xbaBl+IiFblGMkRcq2HPxCA0aXI9UgCrnLwDuInb9u+LU2b1IBLkVfHAqSbBK24VxApYd7CxdyRMBwZx/sHpZVr1qd5iJEn1deFsYngZScgq7W1LVwHuQDq5kY/huMRh5ah56Su1T501vbRNk2bWtKDDxNBBJ00uTMaKjSu7RMAzGgj+k4U+IwDFG4k5uvJJ89iAYM7jL5V+6528q7FPQ3AEgfUd991H2Bqb/j5MoJIG20eonP0C+Vq7dy9E2A+GD3E4YgExwVXV93OueganomPxfCDiKh36vSpaRXjTutSOYHrMBzYsmVzcDiLBd5WI4F25Rjafnlh1aJZyzcjBzgG68ePog5sBgBuZWVOFXVFiSgBt7Qd7qYxqhULuxBaVkHhXhZG50EjFtkj0a0MnVLAVhUA1LwaIG1o3so9+OKkXzrpd8EqAsBY3MtYYOVWdgEs5YIqmjcsmiJMbT/k7hxwwFNur7dhxPPow4+EjuIADHWK5EgkUQf976nSoEunNqzGP/nxv8L0phvO7KooWx9Atlwfxx8jKW7zT56Dh068TL447w6BML7LxXUPZvjBMVitb4FjrPqCBlJ/87d/H2BwXP0opAKENoTeqNMJuQk6JHfR52m5b1IvTtqQ3yHX3+/8p39K2sZBc0QCpPLP2OzOlYpB/enrkel73/5OxDUWFK5esyY9/OhjcNUnMsZ2pp/85KdsnM/AZyuh7Jq3ECEmpUsuviSdPG06PkFn4s/1dlQ8Hk+7W/ego1sTHGc3adIvOfuqIvRhA9FfIM+ctNzSCTnqBZeaMlFMx4vJv44Ky5lTroZ5/G6f96UtBJym3M45v+PUOdQPOiCX0nZXfO0Y+38hORaeKj3d9ae698S1Ey3wcmiB5wQIe1dAXSoXzeknn5ymTjslLZ23MEDKBHbKe/YYsk2HuYWlrkrTLugaL5ShL6MYN8RCPMEFLIgRC18Qqh7KVUy4gsAV7+6ZoJna9SqQXAWfI+D046In4fTdcgDaAD8+04VhJSBiweIlcEqInoKPuf6guE5cxQjsJKdBSMnrwh9nXJ1JwQQU8VGU+M7Fgm4ojsa/EsS1L87muI0yKLLGCADRstxHQZ4Wi+7KdezdDfjzIYKP8vKCMyWAUNfOfGUQX7mFB1jEBbRyjfrwkIE6uAbQ7sbqWfHlOeecic/Bep4LZwvwqR+/e+97KPztTapvSJddPCcA5DJiwD5GH2l8onXwNMC7BgdyLF99zlkRoWTeE/PDLccmRMIT4CYWMagR97IgWeYt2ypDX89oH3IO1duqG1+H6PeJ9IrZr2BBHMLv+jQRDmKUmTaTO7hxHRbJvEsw+Osbb6Gt2sO9zEhC0TmGuhEb94U7ok+/wq8f8ZgBiuoS2v4ayaxctTbCiCkWLwNwzZo1M2IiL1+5MiylDRk1b96C8E0nwC6WxaI/o7/oXQ1CBLf6B+zqAoRV9UvD4dwaxm4Q8Yoti3UWWG9BFO93HW1ruFCEPiMLJRIkdsMxWb5qDS5F4A4O7Bv6iEMGVWO5PD4WW4dJBZxCHZe7SwigTwBsdQcdC7rycZw6ZsuwUi8sNykBc6NPjy6hpXfUexwIR3AeenM7EO8b3SS4iD27I5/hhqSrq1DRUINs2sT6dCH6nCuXLcHYAYBN/x1OzjWQUs/9h8+/fL5Zp6ARAHk3XlkPUADj3NbZ+srVqxEPr2N+P0h0m7lp9ARirDP5Qi0k2sT5KQg8bOWZa5iV3vNvuuKI5BzOybIcAQD4rTugGjZaLYzNCjjY5v/ed74LV3xCuuYr/4RD4L/E/dMS1BAqg2v+7+g1/sPVnwkJin4StXqWs34peo+zmTvXXfeLdO/9D6R1q9alNoZMNSBXVQTHcnC0eYE0dSBjSqBmNCPBYIA1C0+ZYjyJ3BgxYUiXK8BRuqP/V/0juqnMQNAs1q93ilMOYpL0WhytUUlIfpg/cjJPpBMtcKIFfnNboITEPT+V6CZI7xkQM3UJ+7LtXbuuqYdI4SIDwiMBc5crkZaDsw0Rz05EfqaCwBdcNoltodfCke9HT08mWqX5wuE0RG8/XEi5awcBSEG8+F4QQ0V3e3n/TuL3LmcRxz3JYLh2LNi7EWP6W65YOeUuh/r1V3wLGIN1yJGF1g8LLaYCgD5FiQVnUMgIPggCPRCCq+j4AABHIKDT7pHs+AVrckcriIwhAGzDAMLFTqIs4ZUbIKesdpiGKgYsBxRwzTYqnBsjVuR5xhUWGKgjWFnRP13wulfh5X5G6P0FkIS79ehj89NyAK/PHYcodvKkiWFR/Mqzz0y//abXI1o+BU7LLmIjb4TQd4dYTf9qpxDJ5I2XXYzfvikAoh2IWhGJ0RfWdR/clMGIX2dNn4i+33BE7ER5uP+hdPOtt8JlXQIHeHv4Z7MMivnkqFlW4cw23MY0I97dhrh5wfxFiMva0hR0wGwXAZgcUGMZA2kKQGin0oZGtlG3ywVwDxFbBKWGXnNRqkOsrePmNXAd5ZI+9MjD6Y677iWCy9LgyAyhrIIxnTJX8FFv0IgSgyoGpdEYA5yEk+qZ0yYgUq2jHManRseQ/nfzIDh1Ya2BqysoHkt9x40byWZGZ8W0B592OFUrASKO1TNOm5Z+/3ffkmbNmJp2UTdDqwkktTSvQPRc+IBkUQ3DksKVikPc/tmPHqvHMsrrxsF6d+FCxgW9+NgYpkKf89777ocji2/EnrYtrnGVByq+dEPgdzm/v/e7VzAGD6a1q1fGuD3ymT7flN9ztGOR46X4W1AAN2Z+ipSPzlc3G24WTj9tVnrwoYfTt7/3PTYZuoXCXRHjVglAuFoCuNge0h+PJo/5nOfllPuRc+gn9Gfp45yveHvvv/QjeTvRt9UllC5rlABoyPSlL3wBkf629PG/+WSqxWef4FSO76233ArdWZYaJk8mhCfqBAC3rejeSgsmMB8+8IE/TB//2IfTG950mfsH9At3hiqEb5aOFqBf4N/zsW2oi5w8AaN1F/gWBmrWhfNe6/koOVAqYR6vmXyWgNIx2DsJNm0xOYl74TYbSceoG9F27mhOpBMtcKIFfqNb4Hnb0kmmjW3s4llZOYRIAFNSPxTktyFy1DGyYGc/C2CE74IgKfJoxS2JYjPvaUeHRrGnETR0NFxwOwoCZwsX9OlIKuU740peGXp1RQH+Ch0bdW1MLvADIH4aCUjgFNY98TgxYNl1j0PkpA8+Fe4PUsawCJVA8q+w0SteEK/rKYrfWV7ib1GeIo+EVVcoEt3BGGJUwHULC1dq4qIjONwHyNgGl8zQfnICWxGjCgIED3IrXK8ygJFIW1fLvB/LbfOb3NlrQDKAxVAO2axZM+JeOSi70Z9bvHQZenYPsyDC9cQwZhXWvIvgUhg6SWV8FcLPI2JFOW3/AKJH72trrwiOiz4PNUSZOnkS/tvWw5XbFSBKfThBqv3ZBWAZBVevZkhV2rB1e8QfFoC/8x11LIa7QgynmxutkTUa6kBH8ZFHH4Wb1pkewzpYruw4xMBaPQd4BCgH98P2pw312VdoOqljCfSmzYyhLGdj8qTJaSgAW73AqdOmhjXyRnQSHSwPPzIvuHpTiVWsuFbuVxX5vCgTrFTvKsCBvRggQB0+9fv2sOBRbizk9Tep7pnGKi6UOuDWMEGA6sLuWG1t60C3cT8RZKalN7z+4jB+kWuzcePW4CwORxfRvuPtjAXaFxGm4k65uzoqtq9dWEPsx1DVjY2OyAXIbh4i8W7zmKyD7kyMEKNIWVBcpOK69dRwp6ONjQZApQGge/H556VF89AdBHRUwx0U2PelQoWOazzVwXz09BJyDntqfLholpmT9oHjwLlmWxvb+PLLX58eZlwtXLQQEfI4aIvjRR9ouAyif9lTRRvaZ3JQo9Z2KsnnlKbc1vlc7+v5fBx72s2NQ6ZdiqCHYxik490//eCfpM9fc0365Kf+On35C1/E3+ZWNgu7089/8cs0+o8/kKbPnJmWLV4cep5ULO1ApUawdtFFF6YGovhMYb7++tc3oUaylvNEpsGwy3Eqt13uqDSzmzHl+LKcPcVxGBRjhqPi3dKkqxurbJltv6dLIVJmPnrcAzd81NAqpAhGZCnG79Pdf+L6iRY40QIv7xZ4XgChZNTPABTg1UHx+7nnX5RO+uF/os+1OK3C4fCpcEvadxFWClIVyscAQqNGtAkEDyq6YuFn57ybfzm5CJuCwMaxIHOCFileWCp73kwkIwK4AMgNLKxTLQllCzAleDLGqBalcvhYMFnkli1dldpYIEcSRm8/iz8CbViVgDbe4Xqh41+qBKDpAMTquBbACmGNXTbPU2dIP3H69BM4CjS0PPZcX8R+o0YMCzFucCi5JtiR+2dUkA5ES80tOwHGWp72wTgCP4cUuRaH0OPHjcClCKIgwECh34W4kQVtMCKptBnDEbgIAmmqG+LSVyHiVZw8AgJtwXUjsnLlqnT9jbdT75Qm1I0Mp9LrmjYTHxIff/p/QndMlxgNDQ2AC5yEo6P34MNzEXVuDRGyCuNy8ibWN+A2aC4GK1sRpQ4megfiafpNILMvLKPpe9pr4oTRtkAsZvMXLMC3VG1qalxHvMxpGHEUDlQb164PTqM+2+YvXBqAr+Gk8dRF3TzcsACW1uM2x0gvtRgKyH2zbVycNSJxAduLGLQSg5jaEViAA/KMPmGs2OUrVrBYDkg333grYLcrTawbl4ahkiDzohxun0YpAe95SPSVY4PvB8MhMP3SIcd6Z7R3hCncTZQZwKqe+/cSlcF2lbsjsByEoZHOtgfCgZObvA53NZUAkpmnngq3ZzBtsDt0/Mqpt+Jlwx3qQsZ2oDZsgABxFUbGoBuo28AKrGX3qNJAm2J4pY9O/Rnax/ou2wPn6QD9f5A+dv4IGB949BFC9q0LTpBDvL/cZWeDz6RuewCcAgWdvn4cPbZyrq9fsSyOFYy/fY5DCuBdcZN/82Ti+8shFcUpAE4GrmFMReFU9QhferRLG3rAJ6PD2oxYfw1jzAg/toJ+Cs1nPw9EjG+DF4DJOh+ZegPAI68W/eS9pt55PduPMcu0DzrDm1A7KSQNbmLsBzfFv/O770i333ZHuhEfhKPhFv4SQLhm9RpiVl9MnN23wnlrT3so8zYctFczN9c2NqYhjIV3v+ddETLyjjvuTDfceDPGXBsJiTkm3hXjRw5xf3jrvKvQjT2yfupDej73szRVVQmGXnAQpRG9RcpkPiLJaXSOtrGpE1gbH/i15742Ntk5qsYRN5z4caIFTrTAb1QLPC+AMNdYIqgZheR79hln4d/t7LQcfaVt24nugHsVAaPiYnX7FGe4M/UoiJJA6dFfIp6JbQviZJNALhLcKFMGiC6MxVIRpw8R/uxWRotAOWsSOj9yDH0Ea2qk7SweO+FgauRQBogrdsle5KmUURGt57oQg3tuCBalQ2twPhwcpzgVf+QEaJ2rk2L1+zpiYe+TxhLybTBiRSOXhKgXYCBHSSVsy+ObdPFy0oRR6dKL5qRlK9ajY7QSA42tPK8tTaqfgB5bGdw4ADMEuIuy6O4FuhxAVM7iYKyHfcceRI1j8NunmND6LEcEfvPt9+Bnrj3846nbpEWzjpbnAdaMDHLh+XMoATWjjcbX1QU3c+SI2nTTLXdihLImnT17dgR2l/hPnNgQunibAEHG962Ek9kFoCjARDyGOuEWBpHqlq0L06JFi+HgTYoFZFvzUKxAhwH+Bkb4sN2t9CvcZLkna9buDACpaLwvpo5yzWxnLXrlKgpigiOJfqogTR1MF8KlK9YRL/hgqpswgYgntYS72wrXpRmL4V0YkmyAAzuA9sOiGdAtN1YdTNtNKGi/WqfgpviX/mFohGPjLTxHcaHX1m8g5nD7Xizlx4R4V2X6/gMR6wHiV6zbBEcKPU90AFesRS0CXvPJM6anSVMAv/RvH56pWG8nupmhLkB792W8ypmW89m3D3n4V+xVKExOnHC41+L/cRj6oLsRzalG4BxQZ7GTMaTofTDteRcbrl0A6/+fvfeAr+sq87WXq2yruMq2LNmW3LtjO81OdyAJgZCQZEIJDHXgUj6++biXGcoMbRiGGfguMAO59DJ0mKENScgEQirpxY4dd8tWcZNkybaa+32ed2urxQktgPn9tOyjc84+e6+99tprv+u//m8bwvlchPR+Frw6Q9rUk9t58cIFeJ2fmep2bAewmOUkZv8udjCGVpz9WcGgD86z7pBfwHP/nvVO10ObtZSrE8jgcMTz4zi58MILYNYL04e/8LF0SHaNxZT9rzrUokzJ2Dtqw7FpEODpty0ycKqlLd5Hmde8WJsORe2MWxlJBhnakeY0eUp5uvHVV/N6TVqD9/p73/Wu9NADDwSrrzaikzBR9z/0SHqK5+Xhhx9Jr3vda9ISTD60ta6vqY3FqIvQ+vpd6bzzzsMxa35aesYZ6Uc/+jHRENbCEBYRd7MqQnz57Avaws4S2dq/aM9sH4Ts6ZK5DMWQcQLD36S4f150aqoor0BFnoXbyrdn7712jA2/4Qn6VjLwbaAHBnrgj9gDQz5Aea7OpwhwIlXNNYSJsp0o/Pfccx82TruDWZqIes/8oO7iql3mxMk+C52QWY9ldWT15BO27JqAKn9XrSZTo72btkO+BG6HASidCGqBg+8mlhcIGJtOVu4w9nTuI/D0Vb9rLyBnT6ZOdQXdLUSZWkN+qaLF/pBlv1k7JpDwfgyA0NhyzqkGTR4FYNMOULs2BbGAr51zCBrLiE1nRRkLlQli2ypbIJN1EECnM4cx9J536UWRgqsU+zVZoV17GiO7gp61GqG30/aIeQgYMMixsQqnw6wZB8xztgB8Zs6cwbWTfYOYfb+86x7A5WbA25hUgfetMQRV1wuEGjm+uflgTGiqnLQz836ML50QE+i0ivKIGxlqatpv36surSbNWyOxCW1TEeyuYTaEE/lk4oTkfVE1V7trdzBW5uK17jElY+K6DXKtqqodVk1zAb2TG7CvMvC1bKxAUNbvGNcXhv+cQSZ4b0Mz/Tgo6aU5Ers/X2ZUmTNnFpP0UJxHnggbvZt/ehvBievJclJKWB+CT3MvtBWMRQcDzzFnXwrgjUkY9lWcwzG5Z29zqB0vWHUujPaC8LCux+NYYKWjk0bzqvW37awPoCh4bSB0jraM2s2ex3HTsf06wjUITp94cn0weONJX2ZbZLP0tj8IKDcloqCB5UnYjgkmIuwLwMthuALbyOc/j6wuss3Owmz3/kdnu3hh06c/cxNx7uphF8mMwvjrZq+4GIevNrNDOPZ1r3tNWkg/Pf7wA6mDhYbhobRn9Jrdz5cl8F7+Jdt0ir+/dodTHPO7b+rdvj6N9QvjrI1nfCwx/s459xzUrzen73zvezCzMq9cHBfk2LM4Jl0QCqxl/10U/LbFugLQ03fh3ASo6inUyTgzr7Jp7BqaGnCuWxgq4jOWn5n+/evfTJ/97OfSHXfdFUy9+NqF61jGhqsCwes6VMYb129gjB7nWZ4Z5hy2WXnmON3LmHJBuGTx4mDFuZII6l5XX4NsmsDQyGSNY0SZ0PvldTvcPCY+s0//copNvXZhfyrwHHpqa/qx5Iwl6bWvf0PsE0O0u0ouzsH1tNK9w9N+Gdgw0AMDPfCn74HnFBAexfhdZkYQpp3eOLzitm7eTPiZLQC/4RFb7jjCRIAhKBKUmTtUMKegCZUEgluBbbaAzLhbAe5nf/c9E2i5UPO47OXEJjvJP6STAkohayw/bW1Ul+jEIqtlPsk2wJjx8cwTXMyEbzDfEGocT5UUWCPaaVBo2zV96uQAMrKSCmntC7WDFFy4n9dRGI4IWWDg8CKmbq/VeF8Ckf0trake1aIsl8yoHoPVtQ30U3GAOePWTWBymzp1KmBoMIB1H+Cmkf1PhM2QwMgYgwafFjxNwBliSnk58e9GpokE/va6jUe3Zu2TpMd6PEZXOazhONS87YAXwWIxmTq8Hr2Ja3Eise0ClgCEsE56fQsEMyN9wC51C9KmkB7MuIL1tMfQKyXYz7lfZF+h52MK4Pxer/mpm8l80kDeX/MfOzGZF1lbR0GH46KdiVxDf0Hqug1PcY7DBGImlWHce8YAx2hr59gw2PKO2nq8N1sJp3M+fdAJU7IQb+gC2ltCfMXdacuWLWkf3tR333M/4HN0qNsa6QuDhdtGw/nYP+0cu5+wOnqCOr5ckGQpvAalnaiqp8M4XnPVlbwD7FBDG2vRxcV4gLpx7PZxTcdOHImsKAUjRqXthAaqhMk1Zd6cObPDI1j7w00wtPc/9FiEe5k9szLO7Zh3vBzARMDRKmwzhIzgziDbR7ivDGHGS0qrqO/S1ZeEKlwwq0lCJwuF4fRJB+N6J0DwJ/91c+ZxyjVETmP63oByDl8Zyv3E/1wwd05621venDY+uSbtqtmBMw25QXmefB54crJ92T/AoCPmWefsqNm9ouTfftP3/Ljf5j1vju9qFriZ2eGMDxlzhiBe9ecw7galf/rnjwO2DrIIwpmDBUc8lyxcfH4yZy3HayYvvNDeXrXP1iaPsWT3AfmDHJJls+S/WZ+mHbKV+wn/dOFFF6d/+KeP0I7O9P73fzD94PvfTy2YeQiqxhThKCaLyPW4yLE+naVkOOsZy+vXrYvnwbEo0FNe+fzo3d4M62h6QzMGrVi2LBY7D2Ej3MHY9Lm2PZnWhQWE7ev16gaFyFJlZU/bvRKvJXs/9V9+jL6j3wMQtqMFWpFect31sdj2WcpAdkiCU1cRW5/1JM9y3MBPAz0w0AN/6B5QZjxnBbHGZJmHQTgGWJmWLr7kEgTzMdR4ddgytQBIMrupY9hJDUONrIOE6+xQAzsrKfRDjPGRCS4yKLjN/0j/WPm7R5fcifeuK9BrV5W0gtmYcAIW2UfZtAAvCl/Cczjh7kNdrMOETiwC08yDzpbEieJd71+Bko4eskOqWTOwikBlQjJNm+yRddvmTpwPRgOUyonZJwMo86aQFwBWc/019VnqtYbG/cEA2pZxqEdrABUGjW4FLLQDMk2Bt2rVSsLDXAroKyW0S1Nav7E6wJihSARcDY0NxNdrAOiY7YL8uFzDPuz9NgGM7rnvoQjIXEFKqRzsArGCidC2bjLgZvG8mWFP+eBDD6U77vgltkvtqXrb9jQWMDVvzpw0b+7c6EudXiZhb3iEe3EGLFgZdRreRnAWUyITmfaQgh2B8nCA7BBASSWhho4f7QCg3YfNZmcY+R9q1T4P21EnNxg83+fMn5POPnsFk+XBVAcA1m5RZwEdIlT5a0+3fecuQNkJgPKU1M516l3t5CZoE+zvxFFGr+F77r2fNqu+b09bqqth+A6kTVu3R+YW768skd7L4VXJJOwk6uTmxNjOZ6/B+2/9LahiF8ASTgPQNjLBa7c2HADfSKik8vKp6Ybrr0dNiTPOCFm7wamysjImeRcdzZghrEM9aLy56ThzyMgJbAU0qpANOh5j22FDcbHU4+CgaUAK5lcmNi+Cch0oWgEDE/DsvPPOu8OO1EfFawsbVR4Gx6eLJ+0dCxmD1197DQ4kwwGDNaEqduIOtpT9LPHIZR/zUz3Le8+O+Sffn/4S6vZ92a/5s5O/Zwu3fAH39HcBXaYVwHZTsEsxm8xhnnPbfRS5UsIYMszVN7717bR9azVgsBQQrRMOpgY47JjbWPDlMypgsgjmZLdVAfd+xY/P8Mcx4usY7J3jyGK9yg8XCi7WDIi+e199uvwFL0j/8JGPRN7wd77z3enB++8nSPU0QsqwUGEfn5NIhci4yYLjI58UO7xG0ubdDfvTt7/1nfQf//GjcD4ybI2MtmNAcwSz3th+5cB1116bbrjhpdi/tsUiTNtiF37KH4Gwi7c8qoP3ycWAz47qbu2ZXWRbHBO9i0PzaS82WKeMpb9VzZgVh1jn78K49j7fwOeBHhjogT99DzynDGE4byjVlDy86YVqtghXvE8+8RTgZSgx2WYifDLh78QlQFCoKiS75qjoFavIiqLH0rWl54dsc9dPCnxZPlWWCkAFvSqZTLXs90yl7CQjeGptbQ8JjCiLmvNqYyLji99lEI4CalSFlhQT1gUVp8ep0tm7b39qxJZMta9eqIaakPESZBQCBJ0OZX9s/e69jWHcfv45y0knd1EIVAGimQsEA/V79gEUDoaHsOFj7EeN4idOmEjA6DLaOQgVbH3ata8lPHFtz348fgXRc+bMxN4oS2nVgDfj48Td27xlK6rPMTh5TI0wMccByMFuIPt1hglmBPlve72eOtS226tx/pg5A8apPQCzKivVkLJsgjA9WgW4MnkbNgF2mKDGAlytwz41BptxCVXNO2kU4TWMBwRekbviGssryqMfS1Fx6xUr8zia47WVnIjjzS5UzLXYSckKGkIli7+Ily6M5D4AcSm2jS95yYtSEYB10sQyVNplaSST3s6dO0JFvmnjxmBFnZy1TSwHxJYS69EJUXCkDWUsJhhkggoZ3RLCyKjy927rMLQHtbTBtBcvXgjYag+j+SYYmW3a3gHqzUSyZx/qbcDsjBkzuMbRMH56q6d0CR682io6wa95Yk264+5fhYPMtIoyjhVEADqxGduPqt783jJCdBODDDUyY1NbQRMZt7UbuDyla665BkA6H+cT2UQmYibsEz4vHsRC4uvf+GbaBoA3MPFw+pInivsgE248TxxwAK7Lly5Jf/22t6aNa9emmu3bAM361Ov45OjkqrvGuZ+7S58v3VtjDHY/g2yO4/05fzx77Ro/9vshOCkASG81pnXk4PBU75lNnOxZxsrZ4E7HGQuxI4I6+uKqq64K4PWZz34xOyP7CFjMYOKzb/MycJRpIfo0k33tt/yfVxXi6xn6IHsuh1O/GhAcvuhr76nREdpYzO3aW5+uf9mN6V3vene6/4GHeX8vz/YebFxx6GI/mTuL/Z73YHYn/J51pWy4izgZ7Lra2sjDfQ622Ae4n7ZWEw8XQR5vZAavzcxA21kUuSDVU99n1EWxtocjWTA61mSt47ycOwAcX4IpjvtHD/CetevUt9TzCYTp0rDTHQNz+fJXvCItxolKrUl+bFzIM/7xwp+hc5/xmIEfBnpgoAf+WD3wnAJCG+1KUeHgBCi7NppE8gcP7SeR+73YTh0Km7YS1HxDADOqrWQ3BCmCCuP19RUZp5htTiFPMoYkCz3hCl6GSdVlAEPOIRi0/szLDoGGo4UG3U5C+fkCuvElE2yeV5WxBvzDAgzKBiqIZXsOEUanDvvDg4c6eXVg2N8e5xAcKfA8xuwPAjZDu+wm7p4hMV5+wzUB8FRnbauupa4szZV5f83VKwNQhGepQLCosJh+GY5zwQQmnMLILjJy5BDUmrUwXweZGgR39i9evzg3FMMmeU0God4N2xgqe1RMJrOXA5AdKSAMkNfnxCYQ0g7QcC/GCBTo7NxZB4tRiHp6NN/3pYUL58OQTSVgLp6OeGFrwzYJe8Rt26sj+0fEj6QhhtRR9WpGD+0qZdoM1zIJdXUz6lnZ4fHYjxZwvmLqlqFwEnV8eJ8cK4KmOjygZdJC/U495v5tbN4f9Vz1wstgnKfAUJanpUuWBjNbV1uTtsKI7mcfmcjdZCTRc/P8lWelK694XppdVYWNInXQtwbflV313LZPo309zmX3jof3MOp2JmFVcXPnzWUzsSdpo2YBGzdtBxQfCVCqfZhtFtDOnDWHVGSjOYbsPIA3FzfV1dWkHrs/4jZOnVIWk7v5sh3jjTDkBwkDI8DXMcR4krKrh7hvba2wLrA2BseWAbz+umvTVPq+nbHqPTuCuljVchGA9ZFHn0g/+M8fpP2wQaNgi3RW0YPaANYxs/tMcc9f86obCfZdntY9/nhqxtPY2IqOa0vPuM8+x8b8h+4vvT/kR2Tb+n7rvR+f/fFpJQNb+WLQd/ux9/f+n71XfQr1hkMOfaaN6ZKly8Jp439/8t/SOhylCnlmssXg0biPBsP3GdQUw+c/e7b71Njn/N3Pvgs5+rr3yweOYcozgBZE0K3Mop8dU9bdCuC67Mor0zve+TfpZ//98/Sud/9dhNUy9M1+FkCjaEPQmnH6fh0UJwaqU48LExd4xTDluwGTrdzjVeedF6k/Tbnoc5YVFo2ARxdfPi+ahGzevIU+IG0jz5WgWPW5N0NZoLmGi26L/WwRnNvF/dnB+PFpf2AUkTdmHpJ5nzN3bnon12pGmN+8eN39rv03P3hgz4EeGOiBP3APPGeA0Mc8BE087wAthI7hXfSw1PlBm6rHH3ky7LJmz54dq2zVZgo4Q4Zo+E8NXa/8qv3eT4D0+uqvCmUFqTJOIaiAVE3sNlkrgUZsQxiqKpQdbAFQCQ6dcASCVplXG8AwJk3rOBrOABPw+BQ8uELWJrEW1aaedResOhM7nkVMDgkbt92wUUdhmDIbPE6fsQjsL8M1Y/o0UqydEe3aj0rxUZg8weUEPHa1i8xUo6j1qExHDG0bFe7mIDanraDDYMjjqF/1VAMTvGFqBHTargmwilBXjzYcCnZI9bvrUdmSEpCJSDAra6TdnsBPNanqJtVL1mt8RBlWnTtUpWsfKEtnXthx2DTOmjU7m8top30p06FDxm7S0TnpHCMMjI4+xk8U0Mmm2Ub31blGQNYGaK6aNQPmoyXNZTLR0UfVbsXUcoBgPcAXj2NYyj2owVVlyUAK8KaUTUkvvuryNHnSZFKCFeLVODX6Q0/SWoDqvsZ9ALBfhee0o+aK51+Szse5wzr2ksP4UWJMhsd21fToe8dJ9wKCMSGj4iLGsdvWBiijH+aS/m4M7TGGpJ7jNZxHIFc6EccXQFsNtqdjYXdnzqZaFcEAAEAASURBVCKgMPdIm0/BvTmR169bnx577EkYyRICWJcy3o/EmPC6zFGtU5UZWMKMAaiuGril7SAAGhtX+m3oiMFhF3rllVcE8xPhZminloF0MyBxZvr3f/8GuZafiIUCIz/6XkzhmPa6j9LmCvrtQ3/3nvQIHq2mBzQYN8O3e/LPx3w+7n0C4kk4FWqyY/s8Jf2/xQ7Rh+CvZyyyVoLAXA1s8OZYFNLu7N1nN/+cgRefY18CQe/dcMCSdpjDAGJnnbMywPEXv/RVwHtRgG5tX2WZPU8HDJqAO2ex+1+a9fV+qRL2u8UxkgMn5ZKbZdoE96qKBZ4CKvc3V/Gy5SvSv950U/rWd76XPvqRf+F5GYRnPQ4mjHHzRR9isTec4y2ex6L9oB+7ThlgUxOQo3jgu1hSFrTAUC9YuCicrlx4tWFaMVoZw7Plgjbsqul0PX5v/dltUa/HqnnQhlrZqlx0QSLj2rtkC2Ku2ebQiJ7r7b1X9tmx4SJGe9oWxvEZMINvevOb4/q9r467rPSMqL61uP2Zfuu758C3gR4Y6IE/TQ88J4Awf8wzgZKxbj78yMsQekMJm1I5rSrdd+89AJK9AYQqCbYa3sI4oujo0MZq3iwYmXhURCqETyFEuk6mPZaThJOFK3a9/wRrmc2gDiSqz/juPrw70QsGtSnSsUUA1MMQZmcyrp7XcOw4Dg9MPGWTJkQKMyd79x9GOBeFuKBKr9sbX3Y9eXXLUHlit0TdW2D9zCc8FhCn6kcAqspyF2ybrNsZeOUJlEy79viThIxA+Ot5LXsgIDYYbf2uXaj7DgarISizJ8ahAq0E0Ahs9HauwolB71rPuaMGlSzHCyK1zwzHFD43N+E0Ul8XE4PA0qDh22EAG1jdNzUfAqwZyNdgxqqhYAsBuIa32Vm3KzxXi/lNsChrqW1UBWzVSNhLY/IZcmYyTiyV0yvClrOmLgNMnYdVZREbkLpkZgSO2qwdZnsd4FHwM562GV9vFDl6ZbdkNj3PNlReY1Ahb9y8jX4wFE0L4VIWpktXXxTxDCdPLoOtrOQ47D7plyfWrAknly1bt6GevSeyvlz+vNVp9uyZAYBbAN0/u/0XqaauJk2ZNAXmk5zEjJGjLFAOOkkz5sLrl8nMSZXbTgIaw950BhCrqKhgQh8bnp2Omyfx2C4h+HYHnw1MrZPNcsJ/yISWAMLtyx1btqTHCYq8HW9ss52M5trsZx2KDh46FMz0kMEyPIa1gbkCqLczHpubGfsjeViYVFsBhhdcsCo9//JLQz14FJtIGRyfoRGjxtGe5vSFL36R930RhsaRG6keeQ7CK5tzyYB/5P3vT6WYDQgIj9FmF16ZAxDQ0kFF6X6njngCeP6yn7KHrOtRi33tn7yEN308q9QBmPajizuBnp+z716hrBemGgATK9YTXzX9ZMwGtEWdxmJgCu/ZqyxAfxn32RiZvmS+XcgIaDIwKSjDjpL7t2zZCu5hSfrEJz+N449xB0fxnKOK73qGvaFm8Omg3zXdkBXuanJ+GU97z39XBnS/eO599kPO0LcucgRa3lefZb2cS8lb/LH//+Pp7vsfSh/80D8Ge2mcSp8dOijkj+kJcyAYCCzvT9/jxPZjpsYVdIaJByBOEwTNR8z8NIpYlTnwUmV9okvz4XPktf/qV/eHbaLPHy0GCBuQXW3NYMZfC9cgm5+ZlwhujdKgbJTt1Kkp2kcbfO//kh6VoTZtnkyltuEvfNGLom9sUxzb3aP5yPG996t7h4EPAz0w0AOnYQ88J4DQ6/KxDy/A+IxA4T1UPnwwBM2k0klpN2DnbsKhNO5vSGUBpCYgXHGk6GxHoLifR/UufHebm3nFSpaPgrucGQwbQQS0dn0KxXwCDjUxQlu2KmMI8ZxFuCpgZREUuFnVPbBTwXgMgKr373gyS0yaSMgUV/VIVVW/ZtzQVqgFhwpj5S1cuCBWzcUAmUkApFEI2z3YFlbX1keDXaXLZMi6+X4GNl0Z06EHaAuArR4wSCYTPX8R2rJ7ncQwrKOf9mBXqPCWidSgXqZoNgybQWqdaARbc+bMSVUwj4bXkSFQKGujJ7gUxKo69hwyGrv2NoZKdOmiecFyqYr1OnO7P5lEJxLVS/uwRdy4eXNcu17Psn6qoiczeY8BkFq3IMk2zKiaBtifCrvWkWrxoG7taIN5xEmHeyRAFxxre8lUnaoBm+abFSCUAagKOJ/2Thr/GzZHB52nNmwM4/jZM2eRT/mcVEWMNUNzTJlSHqBXcGxqMlVpOwhAfAvqOSf7q15wWai4x8PcWTqwhXzokScAjYe43ycDxAmUDnLcfjyg9+5rYiIcivdmcYANGRRDwgg2yqZMSZUzCG8DEO7gfjfCAG3fsS2AhWnxKnFmMX/yWHIeT51awVxJqCGAh5km7n/wkWjPVFIECiq0j/V+7YuwOdkiB26HGIpk7sEztpXrF2TSVeQrJqMGi5urXnwlYYgujfMKVh1/2iqOGV+Wbv/5nenue++OdulZHIPY0cbz4Rg6jDnCOcuXp7+4+uq0u7Y21VRvzxyLCJ0kIMwhn33kY9W7ZM9Xz9aeT+6LU02ASnMw67yVhV6RARX0RRgWwEUODLx2r1smupxxI8AeT1xFQZ6LFoGefR7PICfyOOsXXOQv2+b+etOP5xXjEMepaXjfnnvuuenHP7k5feVr32NBwYIKgGR7bWfvdgNT6T6AKoDM8/UuPef2/Fkbev/e5zPXY+3dLw44inxpOdic3vq2t6RSGdkPfzTCLenkZR/xCHDuqDiOy1rG394N5Bdr9m+oo5FNxpsM9b9yjnMoq1784hcjH0Zx3w/FAT4rjgtloeNYwPr4Y4+n/TiBuX+EKPKp47p9/u2fjng2ec5YHAXg5dgC7Ay7VeAixmcqNLqDe20wdu/HjTe+ggXusmBJQ9PS/6J691WfO/JMJxjYPtADAz3wp+6B5wwQ5heiYM9e2RaZIiWegmnZsjMwft6WHntiHR7HjYAuvO4AMj1p2HJJ2SV442u2LROaOmpkwDNjBvXWEwxmjJ9qIusKY3KEomDQ/XwpJCOGGBOZYLEHEHaL+JjYjh+HIQIIGm9QoSnw7DR2HHaDsjPG8NPgWwCqXZxgRbWhNjoyhRMnECQZR4xdACiPcXJzZa2KUPCgYBYUHYAB215dE+qvsdgBCshUbQnQdFKxjnBG0amALnDCNeSEquFlZyzFwYOUf6AIGRq3KfQNC2OcMhk31b4CQ+0XBUWdAO8F8+emy1CpzppVRcq4zcFmTkK4CwKN16edXSmAb4QghqwddYRh0RhddaMsWB32eONQn0+BvZEh1HlGVsjzz5g9I02pmII9nMb1AEPeD2FjKRs7kvoE5btR7xqjsYJ+ENiZGSUDFln2joaGBtpAOB7CuZx79lnB9pUACKYDelWbC3i2bNlOMOud1N1KOKOtsHgl6QWXPy9VwaAWAcy5acGShHc6Q3A/jKhhQMwUYh846WqYL7t6AHBo2JoCQtJgTRUM4X5U2gbRng87KSB0kbAXcL5jZ32w2I7t81aek+ZjZ6gaW8CiDWgNXrwP4kiwjXs6FS/zicR0lNkSDDfiVb6fYNyyW/JmIgIBYSfj0PRl2rweAbS2dh5DHViUrrvuJVG/Y8TnxrAkgshRxePTv33mJvpgc7RrEH0V6m4GiOP5JOznYe7X29/yZvJLT05PPPIw97U9GFkdIei+PlNz9mTlTy7v/Tb0/YrKGkDgM6FKUnbMMaO9m2Pcz7bTHNMCr7GMk/lz50YYpQIWPQYtF/D5PMmAaW+pylhv2exl+krTBPa8tH/VYcH7JYiUcZ3AM7Zs6RmkZNycvv7N77DI3BdmDV6/xTZ3t5t+Vm64yBvMotTzP1vx3vYvHh9bu3/rgtRsPMSzqV3r37zrnelr3/hWuuX2OxgPY2L/Dq7R8erReb3WldXHwfz3c5Q4QbaAdtzaf75zZPxsv7/ixpfTz4ZPQk7QHy5qHZvaYgcLD/h2oWSkgdB+8JvPgvt4z6xTWasjzgHyjOvwFcCc7TqCuVjO29nVqr5vXP9xwO1BvOSXLl0cjjOy+4LBWPj33Xvg20APDPTAn2EPPKeAMBdwXfKN7vBTpgaRGyli8p0+rQIg0ohHKDlVD7aE7Zgr6qGuclnJZ4dwHAJIAYVcVK5ln/mgsMuM0c0W0AMGXSkbbsLJ1X387n6CQcFY/I7gU9CqJsla1nW6rpYeP0ZYBya1KThDFOCJ6jFHMdyS9TMkShOqPVXJAsFSQONkWM4RqE9l8LTfc/Iy3Z6hSkzxtqcBRw08Z1WND8IzVLC2AFZR4SurdBghvmX7Dj4TNBqAp3p5AoDMdGna+2i8vXkbKlQAqOnSFOw6pDSzfRIT43TU7oalOWnsOeqoB4QKwFXJ6WggpWoA6PUbt8FkDkHFuSRdcOH5Ae5249Wrd7Fe0aYQtA1ZvEYcJphwRnM9gqmdtdUBDHfV72bCH4SHsPaXx2ATR6Vp2IYWA4icoMzNWwQIKIcJmlpeAWon5y8q8DpYQwMxa/tFcmtCajQSiHteMHETcZ7QWaUJ8KtNXjVqY1XrMm+l9EFFxVT6mliLsIn2jeF61q5dR/9loY0E18uWLsHRpTT6RVbGcEMCDifTqRXl2NJNxtt6elo4f3ZavGhuOmv5Io5ZGIB5Z21dMG8TS8fGGDvJAqIBx49CJrrF1GsIHMHMLu7hjh07CCnSnFaesyytPPfsqNvsLTqt1POqIYXcgw8+GmGEvH8xdgF8gsIGrk+2VNZG2CIYPMmrHQB46EBHMN9q2zEbDVOA6667NhjRnPVW1V40ely678GH0w9++MNwIBgGs+MzFc8G1yr4OIFZgJ7if/3Wt6YnH3801VZvZzyNA4zpCe2Ezznyh9Qx70OQl96fY5s9yMagDTX/8ByEGOI8svAyV57T5ylADOPLxoQqGMY44lnynEVYFe5XHIOTVjg5cWKPDbDLewYqMrVuOEAwdn23Pp8R40HGc8w5dYRyMfHoI4+l/7r5pyzEzGTDs9NJ+kcANwd1X6PHKFeyxWA7CxdYta4S/dbvmp8NEMWu/PH+xb3lc1v7gfTyG18ZIPVzn/8SYKwB0F4SwFlvcG0A2Tv297Q+v3nxo9+iPvbxM10M2B4eKllZP59J+0hTgL/4i+txyCuiP4yOgFkGdpLKJ9uiJqITLcHNN9/K4mR/LBLcR7nnM+JzoaOboFwtgGkPjW2ow1QsWpBhXl/evq5bbtO7Xy5ktJGWQV9B/ME3vP718aMLrGfrN3YaKAM9MNADfyY98JwCQgVD71cm8ugJtyPtgHepfFoVKc2mk+N4Myq2DdiKtcbkNwZvNVWfqsiCVWRv49DpTej3YUzMqqBklJxkDC/iRJSBvizSv5OXQtDJR5sjJ9RMhZy/ZzZAwQ7aLIRmtoZX7nWtohGOY7AVUzh7LXv2NAEIm7EnnJhefOXzSU82B0BwFqrMykiZ1q7KG1amHQbGLBV6UMueGLLFkDAKdQMpN6GmbGfWPwthqvAXOAJv0waYDveXmRPIBgvj4OG4SQA7A9ua9aOG8C2NOHmUwjyZH9f4gLKhY/Ek1htVmyWDJ+/EAcIMGoa0kREw/+8eGDtTnC1atDACL1u3sRXrADq7dmsPabzEkbAPTBr0bwfXYh5hs5x00OYdNXtS7Z66+F0vZNuoh7GTjU4nYwFtJew7FGA4mIlHECfAm46zhUxiM/vu4FwqLNs7yeGLyqpE4DdufIBJ4zGqxpKl09NZcL1wwcJIS2csPkP7yPKpThYceH4N+mfOnBHAQ7XkeEBCqL6YQDXeL6BtmiCU0j7ZwxmVlfTd2NjPdhehfnNS3ItNK3CHPihMJwFt+7C9LMJo/wzYbJlCHX+2bd1G/9eGinwVYLAMZlC1mUC/GsZbhuv2n98BcNyT5jK29fIU5Ah6BIMG6R48eDiAz6wkTPowpq2wzk0NBwCHPiUAK/Ipcli64orL04te+MJgQE/C4rRhQjBk6AjyI49OX/7qV3EmeZSxBWByZ1ou6BHonGC8H0J9+fd/+7/SZID5Q9iTFQHCO7HNHUo4G9W6nMWR1bfkk36frdnGQb2QgQAmvOe5JoGa40QbwbBxQ3U9BtOA6YzDEsZcFkFAG15AKPv6LKki9vzxXHEuz+Dzy5+uV/bcasfrsyjoNzezC7T4zvXZpzK7ssPa7o7DaWMfKsz9zQ0sYlDTso/nzouA2WdYICSA1QZYVkx54rPGT32K++Yl/+ym2My7KmKPHcniLOyXuaK/f//fpTvvuivd/os7I4e18ie/91ldPXX2rzuvuOe0WR8oM7xmeyxf3LzoqhdmoZNQgQvq8v538Ra2yjCrX/na15F/OstlIM1rEOTZHt+VwTK0jh1VzmpXOjpbA+hlNoUCR4Co45T+F+zlQ0AnmQNoKGQaX0G4mQsvuqT7PPl1DbwP9MBAD/x590Bft7M/2LUomhWsmbBedubZ6d3veU/61P/+ZPrZrf+dbr7tDoDSkrRoQRWT9EEmWG2UWM0CUgY7XyDMBD+KSF/hPILgzdm/TG2ssM6cP1RPqi72uFAb844k5HPGZuRTRo+ozmpmTd11hqwjDGGjzZlsnzZqk1HDHUZQFmE/KKgZM2EczFjmDSkD5wSqR6GqFH9vQpUo8Jm3oDE9SaDibdi8bdy6laDPc8JObcjmLWnmjBkAnQ1MpIUR188JM0JPMHEd5Rq0j9NLuImVv+ygAKOKHL0rzzkr2A+dUKbhZDK5vCxNmVqWpgN+tm/bEeBDkDh16rR03UuuRs1K8GZUsdpAGmuvsmpGuuD8VRGuRUcSASFQRU0SastiVJmqqpmM+V5WNhabuWWpamYVkx55k7Fn1ENZO8iqqkqAcBW2heNTAUBuJKxaJx7FJRj8twCuJsPuzZw9CxV4Y1q7/qm0o243tn2PA6yJsYdNn/ekBEZQm8mJOBQU0zZtziZiMyhLephxINNqTDYnOD16Dc3jGGnY1xg3qv0wmWdorxOj7K8QYjDewB2AacGjHs4uAgYzmNqwo9LBQrV3xZTJac26zdRBp3Pvgl1mhMkKMlwAH4aLycaZwHv2nFmAykmoCSsChG2v3sq9OpzuuufetHkrbBwgWvUplUW7zLMro+LCRtWdo8vSybgynp59fZJVyQmuC/jI/Rmazl5xRngl19JPI0YWs2RAlT+qOO2EzX1q08aY1H2OXAipptVUwTiTR1hMLZk/P51F9oot69anI9yj4djWjeKlja7q0pPaLvwexb4UWHofvE7T32kmoT2tLJVgQcDm9Qu8DBSfXbEn9dy8fBa7ik9z71LA/RNcW/Ri91wWiOkAKTpGjYCZ1pt7BOPi6hddEef/0te+wcKmDrMK+sv7TPvinsbRPX80JXG8ZUDJ91wS9OzzbJ/Cu5jjTTN4iHu7VBaZ50GPb801xk44VU7fnhqRPvElz6XuGIsOivb27BfDkX5SY2IfDjupp3QWV3EkzlgdLPjCcYS2CExHsMDZCUPtYknwpwzxGvsWZBzbDJPjolom3TR7be0jkCn7iOXZyiKJRSl1ykpqc+mi2nFre7wXxjk8d9X56aUvfVnIXs8Vl9T/VHHivvf2VPejb/sGvg30wEAP/Kl74I8ACAFmXQJD2CXoUohc/LwrsEFDgEOR3HvfvekeYrft2VeXqipROVaUxwSuEBrCxKAqU5Wh02YIdUCiwtQ4bgEemWAFfwEAmfR0LpF4yGwI+dwFDgWQuewKeRmTUy64OCAUOHyPTahrEIbDhuKBC8iZMnkKYGhUKoM9cobijOH8IWhxd5lIvXR3tHbFF2SiNKRKTQ25ZgtGoVaalM7Cjk31r959BwBDeicuWDgfD9anAhQMYpLtgG2UOTHkyW48SVuw95lShgqWBldjp6aKUiBWhwp33qyZ6cyzlqf6ujr23R1gShZwwcJ56SgMVCeASAeJ8aiVjannRNAASFMVWgogqqyqStrt3Qtw3bitGnariivhapiEDJLM7JKOo44uGVOYzkFVOo56BDmqPp0w9N6UtZV9PEmf6ORQhhr46Jij2FLBMI6fSEDd5rBDHE1g6VIAmNduzlb7y4weqkNVgY9gohMYzV2wIJxHNAdwEmyHDTJYt8DDNIItB5rTod0HApAYt/IAZgd68ApQi/C2tPl6dAouZJcEKjrmCDA6AYOTYFj13NUes4k0dLLE7uNQcKHBW4B59bfaLaq6HION55LFC4IJnYb6eTysY2PDPl6NaQ3x7x4mLuDQoYNgQ8fxrko1CwUjGDTNmCGEnIwlxAZzvbKuHag4AxDY412DcsG8hWk5zGRb60EYL1TCNG4S4Pgk9+Hmm29J27Zso+9xnoBR1VmhgH4R1HQAhk/wjLzyFS9Pg7h31du2oq6UZRL0OK69Kl+/aena13b1Osw2tXM9gmtDkFQAznWkktX3OjuJoeg986A2QIv2oD0lb0NPhf0BYfY9+93PoZLmxgjybMpIzDja2g5xn4uDld9DsPZV557JL4PS17/9XZ6NPXEfGVRs6zlP3gZTax47lnn//7ZgMGrzHlJvaCAAXzNmz8RmtDqeyxGwhlnpupm2oF8T8q/5/e7bRH/NOzzbU2ZzMPfvTBZjJdiWRomDYyXB+B4emoBDOIh94QtfijEmGJThUxb2L8pTQysJ5rUx1ltaz/uSEnLMo3E5zJg8fBiZB2g0zqZmAoK+PEWn+HnevHmpasbMnqb2P0nWSP4+/fzZQac8YGDjQA8M9MBp0AO9JfYfvDnmOFadprenHrXLzzwrfeITn0yf+/wX0he/+FmCy26NgM9lk2rJBFGJWmgysh0JB4Y8fAx1MsKJOZtVMZKJzUew+RPkhHcz8icYQwQhi9xQNfuuYAy1M++K21CbCQylHSjZ3/wT9caWbKvs3OEjTOhM4oNph04Jx1tOwLjg1Qtr2AZY0X7Oorfs/o7GeFfNaEgIbXyqqioBEuO5rj1pb0NTCFpV4wI/U8IZVLmgoBAWbH+0X5bJFHltgIm92MyNI7D3S656AddwIn37+z8OAc68BCNQAyDBoxkHiyVL5wewNFxNLU4NSxYvQgVKwGqYSh1QdjNR6vhRU0c+YJhGY+yNhvGqmFYZ51Tg3//gg2lLza40f/b0ACBOFiNohxkyDBnz87vuDts+bQ5ncE1l5eXRz8bW0wFGdaJsoKq8CC/DNcv4Ne5rCFaulIDW+2EJD8CkmGliJOBtH4BKte0IAKqx5Zykp1RMZQEA04EBvVlTNm7cFACpvGxiaqHtJ2BoTbPXBODYsGETXtS7Ii8zt4CxkIXOcIwJAAVhskWqon03rd5owp6ohjM2pKp0bUW1S/O+H2OMOEp0EhL02ueDjgNN6G+zkxTSp6bL0+5qPeYOe4mTeM+9D7MAOZZm0Sfaf3bibW1dB1Bzy7Laf4K445wfmE07CC3TcZDJmLEJVRQqY+oXAK2+5MI0jes337Uex5jcpSMnYWo5/s677oRZJH4kIPU4ziNem+U4IMfP9vsqFgc7tm5J7YDkAsbuEMa448wMKzohCBGfrQiO84k8A2fZ05Afoz2qz5Nx8GRYTReo7drxw3gZuzDiNxdu1pHZz+VH5u/9zt8PM9hG753Fz8F28czLWAlCVfsWqgbnnJ6vg4VI3c6d6cJV58S4+ORNn4u+OXmSYwdl9eRn9v3YUYOK49GvLOjXlN779f+cSQ6ZexxheKa1z9VkoaqqKhjgQ5hlRH3+6bomTtFVsg/+FayxVsh36epcx1x2/+1z70G88/kY93kE/XHjK16WirEx1gTC4O/a7zqGzQZ0gvtv1ponWJgIxu2zHpaUc/U0JH4zOL1nNCqA6mX71nfNLk4cH8HC6hDPW0sw62o3ZLf5OR2AQZw9dy7mDC/qanfX5XX3o1eRny/7nI/RbM9sW9+Ds18G/g70wEAPnB498AcFhNkqHEGAUFIcaPyt/ChGnSpbIvtXNWt2+sAHP5Cuv/669Kl//UT64X/+B8LnEKvuPTHB6oE7EScPjeNDTZUUyoTpQLVUzMr2IOqjo0wQnssJ0zhvg4dxFgS3YFH7NEJUhyA9BkM0nNWzQCfUNl2zQiaE9ZTsgFnCI5K2HYWh4m+oVxsAIj+++ea0COZNda5qV9UpeufJAul5Z3wu5qwActOnlaeLLjgvPGz34vU3BfC0ZOGCiH+3dXs16tE9wSQtmDsnwMciQsE89vhj2BrqhFGQZqACPgTQEmwZVmY+q3JB1ONr1qdfPfRQmka2jhmwjzuwt6vDZnAvbOHGtRvSmWcuwzN3Vtr05FOAMT1gx5ITd1KXbePYiCVoSJn169eHmm/+nDkB0Faddz4g5XBau25d2rxjF04hk1AhE2SaPjRlXCfq+nvvf4R7NyjNoX5t8ix6rjpZytI6WZpeq762FlBXEexnIRPKOBwsSgeXBoulh7IZFZyMduysRfXVEvUY0sfrk3VsBsw4A5lT+bGH8ZrcR7YGWMY1eMx24pHbChuoE4r9Y/gYi0xK4ShzIGNwT8n+AoYAKoJ62zeya+ydBGU5sbbhRV02CW9yAGKhOW8Bk3WE6RmNXZop+pxI9XDW01fP11JsFOdwv6xv2/atMbmuXbue3w+lqqnYFLJAaGcsOCEbjke7Up2cjIUnk6ojyRHGRwGM81H69cDhk9jdFdAXeOoWDk1zZ89N53EfHL8FI8h/DYiVFxMgfxb2ZxPAWI/eiKtJXREknQWK4Gzntu3p/3v7m9MQrqF641PBpNkn6aThWAC2tCMewO7JO7qp158M8vhMuCTKdvZvl/2Zz1KAsRERB1PHH4GEoESnjfCKZfALADIg6NPev3Dybmos+63r8eve0bA4qnQt9qPgQVu/vD18ZWhgA+dv3B9VpcYZrNm2OT3/wpXE72xMn//K17A3LgxbOBcUQ4Ygc2hrYfEYVM0tAFZNIbBzRA7o2HXq0tVRuXzwxBRNDVTRHkb2uDDRG98xL8g3S9DIUdjRxniDbWOcjUK++QxZ7Bvvne+xJarkGqizFZbdde9J1OAjuV8yc9pFzp4xO737b/8m3XDNNdz/jQA+cifzUjaVT6tIRznnJz/5qfStb3+H+5P1m6YEFoGrxUVpXnQKywtLkVgMeoneP8G2MtQFqBECVFUfaHEBAJAGmGrnXFU5I11FOCPvgUUmMiuMFIVfv9IbjPpTX4DYb+eBrwM9MNADf/Ie+IMCwuzqMiHUI4q6rpkNIasQfiOxwznz7HPTpz/92XTttTekhx56IH3lq1/FbqweFskYcBj0I2hHKhARoApFmR0nkGImdNV7ggzDnAjYrNgVvJOhEk3h5sQyDKZliOhPGemLNmTtyr4MZfJQhaIgixAVqGsmThxL+jQcGjZtwAawNiasYwh71dKcCGGZfQ6Ai3w8isq6tbUZVXEdNnor0xnLl0W+Xb1zp1dWpgsvWEngZwJY482qY4Y2YMa0mz2zKq3Dxm7L1uq0YcuWMJJXDWl8QVU4qpCXLlmIzdsGgNDB8IRegoPLfpguY4/tqK5Ou3c34OG8Li1YtCAASUkJ58DTdyjHL8O2rJ2JR7tCA9kG68IEMBlwaToqnRnsjEdIc6ZaeP6cGTBihl0xuHZ7pM678PxzI2CwbFl0IRODIMV748GmfesEJDRxz7Tpm4DzhUGxvV86FXgt2kMWFXYEu9LQeCD6c2KZk1AHvam6FlUW6sedO7ZzbahlYeEeJLhyDQBSMK8nuAb1Tnh6Whejxtf+UYwwaJA2Z8KYDIDtrN0X6mxjE6r6VT0+Dq/mMTArE2BITVnnvRbcd3Df28kiMgaV8nxs8VSJmhnlqQ1PxWS4dOkiUsphc7jmycgeIXOp7ecEFiyTJ4wPZkc7UsdFPWkNDa9jf2ZgkPbwxbR9OwHvbcRptMeGAA6PHccujv0uuvhCnJDmkWWmgZzFQ9MBgHMZKtkNnOeWm29JBwGlYwNccnVM4E7ow2CEWlD3mzbv3LPOSvXakbGo0TFDA8XuSZr6f/1kDPijTXnpnsy50R4raJiMOUA4ZbBNZ5KsxEjgo+9dhfP53PUtbsxffX/JvuX19P/NY7pKV5WCGKs3e5B2jINYQKg+vmL1xenJdcSCfPThAIHGDRW8aRPqPXahmAXDRxUL8AYSPQsozE+avwPkOKmtcUGhp65ZRFadtyrCHI0GcPocaOtsX5SwqHAMCPgsHcglNRzd/WT7uX+yyMoyDU+GwwK2wdC1H2wDeF2Z3vu37wJ4Hks3//gnaWYV8TgxMfHa97BIuu1zt6YH7n8g3Xvvfci8w7CG5izG3q+rZB7InC1WvtlG26+6W1moNuVURfnpM3oUVYzp+ATxamXKp1akf/nYx7tvYQbYraHvfesec/zSd8z1uo+nOvHAtoEeGOiBP3kP/BEA4bNcozICeRIqX2TlGNioa1/6F2klcd7WrH0i3X3nHcRVI7sIuXZVGzezuyIVbBEAYPgovRyzjW5TtXG009WqwgiBW8SKHgHtd1fgUwgVw5TNZMEx3YLMnXnxX3vAo0fbQgVZNjljJD3xvNmVqPEaQ4U5hIlAddXg4XgbIoSdKBXEejfq8ae9YyM2caaW+69bb8XZYFs66+zlqZLzNjY1RFgWj1uyZH6wVi7aG8grrPewTitnrWhJW7fv4PrXA7bwROZCjHdWymQsQzUPz+VNm7dFoOWxo4siLuAEAv4a2FmGawuhW/YBEA3pouPGzBmzQk3VTj/OmTs7QF45qt1mmA0ZTh0+CmADn3pqfbrwwgvCSWbtk2sBwNsJwFwRE8iYknGoRKcHy6k3sCq7Q6hEDVA9BNBs5gJB2kluhpCMyHkBTNpRDzsfFQAqS2AHzacrEPV+CzTHEb7nJI5ApsAzOHUbzg8lALyRI4bBTjRxn0+mp2Azt23blkYDFMcUE/NucBEAjQmUepyAZWQEe05ETvJOQk7bJ1kkGOtOe7Mbrr8qlaCW/j+f/xrnPhGsZzEgUmAt66xK9/BRw5IURb9pc6iHsWyV+1dWTQ0D/FrU9JF3GvvBX5GVwjKtfDL9YCw388wywQP89Zxnzg3gxl/20lCBINQwiKpC9fo9zCzbASPMIQC6Rem6a68DIOA81EBGiaEAbdSC2g7+/I47SPu4Kbx39frUhs2FkIyO6mhVfM9/3qWocCelOx++O1i74YDweKaihdnwthk06TcsngN1NW21jAc8l8NyO9az4O6ZyrpbA+Dz01171+fYFof3+mNf/D6l63hOoQlA2NjRR16rCxCDsl926cWpDlZ+X2NzLOqy/hLMmcmF+JOM3aOGl/IZRg6cGhR6Db3b6neukPHgQlPxIRj9xe0/T9e8+Or0vNWr079/85txz71vhufRwWMkY1PzAovZiPTc7V1aYL5dLBUhD44wfhpZAJXinPW3/+sd6QbCzPzq7rvTV7/8VbY3xkJMEJaDOrcdgh11fBoNwHFsiJ7uwnZLDuyVgTkQ9HPv4r3OrlcWM3NUcVnlAs64hgdYIBpi65FHH4l3Y6/++sL5M0Gb7drvnL/++IE9BnpgoAf+2D3wnIad+Z0ajzBSk6RQEkwJrvQu/uUvf5k2o/4qGDk8BJMprzTYHwayG6LrMcZXx1C7OTEUkPZLBxXToZXg8WhIkWGGUEGldpx9kPp4apJbFDCTwQWnL4/NWqwq1O3xnfzF5tE1TdRIzu1EIluowB2O08gYjLFLx49GhU0GDgS57FQRgMqcvQLF0bBPegx7DccINrxrL3HqtB/EXs30cgdRQSr8W5nIzYIytYIMHDBdhoFwglWdPmnSpNg+YcK4SPU2fnwpDh0Tgj17EhZxI2yl+VrHwU7Z7jx+46TJxL/j3wEYhl2ArM1bdwS4NSOI8RPrCV8jK6nBeOkEnDS44N3ELiyvKAu7KD2YDQIto1JbtzecV3SUkfUyuHIz9o6bN20OFsaYgesAazuxYdQD2HzEdrQ4QObjCB6JR1Eja1/VxOTVgC2hKi/70us1dEjkVIax1HHHydL+PgH7up/9d9eRZWN7NezggxFGZvG8KuypzOZCjERAY0kJsRMhRIaCqL1vqgC1e1S1qbORqjNjChp4+hWkGCzE+1vvzE1bNnMMeWJR51lkSzsBjpu372QcDk4XEaexHM9sGRFBno4UldwjJ++tgPsW1NS33XY7Npy70pwZ09JUbBtbuUbT7qlarqndG6yxGUrUrHlPdQCRf2sCgAoIOztIGziuOEC04WTe9ra3pvMvuCBY0GLCtzRT39TKqrQeIPiFL36JDDC7w1tdpwDvmf2sWvEIE7VZYt78xjemfXU1pM7bGOpigUMA46fN/HHJp/yTq4utPX95PlnBSbzCXINnQSciwb/fMyDRdUB+Lt8ZBNaht3dPyWvtva3n1+xTf9SQH9N/P79jr0hbvM6crXJsL1y4iLG/J23BSWoYY9cUbzLjOXhF+R1OWy4evFKPt/ief44N2daej1xX5oGbXZUMWxMOWvPnY1d35ZXB5NbU17KwwJzF/uEe2H++y46HStbz9Hppu6r6+wBp5VyZTwV0f/hD709Xv/hF6aZP/1u66TP/B7tbzCI41z6en33IkBYWco0w3dYpk+dzrWe2AeTDntqFAs9Q5lFtjnE9q7OXgDBYzu4bl11e9pUxSvdrC+xzpJ1kEwyopiAXX3xJeg9RIQx8/ZWvfDnkU1VVVXbw0/7m99BFRda3XWfhu1C697anHTywYaAHBnrgT9gDfxRA2F/Y5t/zdySFEjlbffPuyv/rX/8atm6bCOGCes8YfahOnLS0AQvvUcCD9oWqjIsAgqqSZaxkMWSMBCWGZjBmX2GR6eGKCGHDDM1EEqiFT8cI2DsUJkkZdeRIRwALjx9L2BWNr4cBQG2j6hfr14t1FPV5fuQxL/5Qp2or7alsYzu2bYIRQaH7a5RtHDpt9zZt2hY2dLJgR2EO9hFqRXVvIayCqe9ckRubzxiGMmbG85OpQvqjrpzIb4RnYcW+fsOWUBPp/WrRw1ZVngBVW8b6vQ3UVcx14BHNtOyEYNxGgaAC3nAvsgumpXO/VlS0qq4FnUfoezOICF73A6gMtquq3RAse3BOqa6pTvWoPfeitlIFq7fzztq6AL1Prd9M4OinCHuznZAzmZOMrIoqNlPdGcB5B3l+dW4ZTXgZQ/Ps34+nL7/TkwHwaGzagU1YG7ah9917b9oF0KkkpM6oAu4pgJCbASAh/SD9l8e4E255jRYBp+ouY1DuI81cAcB5IZO2Y8F7//gT62PRUY6dpIyd/bGL+9BABprJOL6sPG8lTkDYrGJ7qZ3eBGwHj+B9+QShRY6x711335sexZZzxtRJqRwA7r1X5Wf/1tTujthu2gEeZ8HicNM55TBtMSRSlpVEMIUNI2pjbbpecu216Q1vfAMMF967tFD1/WjsZYfT3s/c9NnI/60t4xBYyMGMb4FFAaFkjgMCZFHf8NrXpYtWrkyP3n+f9Hj0T8zszO751Gy/WOzjU77Y6FTtGNbDXSCjfZhxMLXd9bmK9lGnDG+umrSueJ7Y3l0vH/zcFwy6W/ceHvQM5ZlafOrdjSdpWxw/AuR2xr4p7krIFvIUqnbjV+r5LgjSdME4gsfwMPe+alus+liQZEcFo2oTaX088xzjD9GLXdfn8977pXPYRmJjLlu2NL3+da/lng2PFI/7GnZT95FY8MliC9gco1ksRhhzQJdmGAbmb4dNrsTm+NLVF6f/c9O/8qycTB943/vSj3/0n/HcjWIRpV2mx2ibqnwKxxua5/0K1T3PRN4uW+0N8BriI+/xfPke1+adzoq7dO3GBhba1K/KWKcwTTJkwxcvWZo+8alPpUtWryaw+yLk5JH0+c9/Pj3yyCPpkksuiYWVTLy2pIYFygKB46wypIDuszW2I3tlbcralbVg4O9ADwz0wOnUA39alXGvnnC+6IJr4XnpT0WFw4JV0nEEsY9QRA0I8+TkOH6MOWvhXZhUjVkoa5EJHo/MPpnuLXIRs18IQ5ijTEhl+zhpKfBDmFKPAM58oSWwUEOIP2f9zuqxskXoWmR7csHGIUzuCGkAqHXpXKJNmxlLTBGlp2fV1DJAxZhUg13ZQQIHP/rYE6m2po6sIYvJTTwr2q5zxqhdRbANCwltQ0gI4vKNHdsEuINxqqkFJLBiR+DyJ5UCHGcS/HjduicJV7M5zZxeHu12smjGXnBnXS1AZWJaffEFZBKpxAGGtFROhFy7E72eooYOaQCgygRMm15BAhEDaRekyaiCDsk00JVjsLUbiqfmgw88BFu3GzayGAYPRmOYnocAPI6VHZXxMkSMYl5v405YuFauc0d1fTjBaO8mC1cMUzcdZ5nZc+cEI3f3Pfemiy9anaqq9NRsC+byGEGYga84j5CNhfYJLAtRo8rAah3VTjxB1cUZ+B8WMSIFKgcOtYfNpOr8adOmcP8KIxh4wXDYP9TietpOMbYhfWfYlzYYI223zM1qDEYXGQZGv4Q+M06bAGwELKmlYd8+8gEDwLlHDz/0KDEUH02lY4vTdFTFoLOYOIsIObKLTDYyhIMAg462bCwzNun3YagqGwy/08rEWWiAatSVqKgvunh1+p//8x1d6e2aAC2EU6FteoH/160/C8/iodwbHRlUx1uCGYT5VlU8b87cdAlqfp0qDqCOH4lntqW3ujg2/Lo/2WHcWyZ1zq8tpCkYx7MAEWjL8upokzss9K7u107vXXX3PuYP9dkcwDJpk3FCm88421F7VywIHKey0dogp5PkriZygCDRl8+EPTuI5/zkCZ5iGLs8OL7agYzVylrsQlMVsNfsuYyUsHPntvTud70nXfcX16VXvurlvF6ZHnv08fSLO36Z1jyxlmcd5ymCPx/tRB5gZiLD62LFsEwrzj03XXzJRaicL8FLfGL60he/nG772c9SbW0NKmJCb/EguvCRzZZtV8bkxXYZ6Nxr0Es4tAT8noWcYS927a+1/3W3QlZRUBgRE1hMzZk7L737ve8BFC6J8xjC6m1ve1tavnx5+hntfMELXkBO4xvTX/3VX9GPR7k+F5zYsNKu49jGCroHykAPDPTAn08PnBZPrGJOYQWpkok83gWIHW1HcQJA+DLRE2iNNF/7A/wYF7AAxki14zCYPG24QH59J0IE5VE8CmU0LBIBClTPJQCMmIT8lk0KhNIoHp0mYtNWiKp4MGDQkB1HsQOyODF4tDZtAiFX0bJQFvMJq+o+RgoKwaT1hy0iwlzbNEOXyN7NIL6ibFQjsff24Cjx05/tYeJ6MoDhvHlz0nAm3fpdDWkeoLBqZhUqyyIm4lZC00wB8GCL52SNwJ4BiDz//POCKXhy3VoCXW9L42BE5s2qjHYcIRacE+JyWAs9HEcVMuHxLkgRXBho27A/Mk3VO6oBTq1xPjONyKjMmzefQNRT0rq169KceXOxkZuafvHfv4CtXYPasgjWkhehcVT/WmQpjgC6vO5JqNKP41TjhNJuJg4AasRcBNAb/3Argbmra+vS855/aeQz9m43AWQOAeiGAfRGwxhuemodzFczaeAexH4UL2vYwRHcWwG/8fzaDnWkPa1NcQ5TsunEYwBvQdBIr7ULONkGJ3btAGOiA4RNBCibZcLYhXV7GiJLifd/CczHBTCDQ/FENt+w7KUgfx9gsL6+Lrya6wlv8xATvfaN0ysmARRg0rj3MtGq0w9wr8yXm6mH6Q3GWJZpZxD2gmTXaCFAdTCDgMKhR9LCxYvSm/7qjfTlOBwi9gIah+PYcjiVVUwlhMi69KUvf4lFxK6IeZgFsHYcZmYNxxl/2qRde/1LIu/27T+6D/ac8fjrZvy4Y8/8J0IAMUYiaHcFealRwVo0fzgVGHzmmv74v9A19CFgHzX6JMbvMtI03n3/w4wbPL2x7R3k+GEMGF5lf7NRCVhgAv5D7ggGqSCukX4UGGb3T/MU9/BeZvH4tBN1rEcAbsBjOcBtP7ayn//CF9NPbrklLV2xDLODi9LbMQPQqUUmXs/4mtpaMn0cQONB8HYWVuY1N+ONoYtuvfXmdOsttwbj7nM5Ac1AsLUxvsjQxEJDm8V8bNu7AtkTjH0XCI5V0GFcg8+B7fPCbHnv4vb+2/Lf3a5EU6bKlpvv/L1/99507Uuui106kYV6VVtWwkgv4plZtWoVmpyvpx//+Ic4BH46VVbO6AaFht4aKAM9MNADf149cFoAwt5dhjjOBBrvhvgbBhgoRBjWV5vEHpYKdZn8SyvAZjhgELmO0DfgLMyhLFpekHBD8DrN1StHWJVnQFDRFyKT/WEcAY2GLCnFXk9V7mE8TQ3yW1CQTe4hQj2J7eJdULefnMY6euQhHfzVV3kZQY85j5OL2TQGEzjWSd7wIwZu1inAdHLurVOH2SiaWw7hwLEFD+KlpGtbjEpTh47NxGGcEYb8Y1D7elzEDGPCc3IbBTPx/Mufjyp0DnHw7g8W4tjG4xFCZRielF6zDi67US/LSAiGDXvi59ElmSOKtkUGuK6urqaNnWn+ItLaVVbC8jUFqFsGC7ARj+aWoU3p4tUX0/ej04OPPhj5nJ0cJ05ArcRkq4ox1FhMSqqHh8Pq2o8yk6UAbMHaQVR5zYDQ3XhETyhdEWyTqc5MUXdEIA0AO0IbmmEYG7CTMtPJk4CiyTBlZTgCHaUPj9Pvqi4FYENQ5ZccHxUTuEDRSTDi/TFWaBp1oh4HuHkfVCEbMsNxJatTYhYWxs5uVN7jxpamiy88L+w1ZQbNqzwXD2PvkeFx9qLirq3ZmZr27k7/+aOfYrSP9/XsSq4Pxok2qeo3/E1Ts7aBgOJBIzgnI4VxIjA0rJJep01ct5OtNqVgVOxbC9JLb3gpwb7PDhtPnRDoyVg86Ejy7e9+h2DXj9JXeJWyvyNW5kcbtpN6RtPn2vZdsXp12r5hQzoK42s8ukGMj9+naLJQjnOKpgiCQZlJ77HgP5yBACtZa7KzxFNB4+Lx6D6xWy22+lTlmbb339d68rr6/9b7e1afSz35flWrAnmdqmbiCLUF21DHg7Z2YVZAY4cNJZ8v/alDR4wdrksg5vX6sPDNVSMnYSEFOAybTO5DvtDzPNraOaaaMPkoxn50KOeordnBYq8hPYzDkekEJ3H/Zs+ZTVD1CcEI6o0usytbvAZP6DVr1obtrcHWlU2O0yGMb4GjgaMdC6poHcPHAIC9+1QgGGFzaKZxMO0FJafPeNZv/fsZOeC47NWnvRlH966p2c01Enwax7WP/vNH09XXXM8zpiNMFrHBxW0u8+y7yy+/PFVVVcEW3ppe/erXwBhekd71rvcEKDyC+YIAfaAM9MBAD/z59MAfxYYw7w4B1TO+EFQEkolJXPZlE+E+7rv7voj/NoaJSj/NiB+o6OO/Xr0xXSDEfQ/hyGTpVsM7+BrGRKudmbO057UIEmSO3KYKSMFlHuEJUJGKS1WvniDiAMKYOc0o/BTKsfrmvIWwTK2tnQApw1d4VIpwJmNxaNFLT6ApM7anoSltqyEYNKBPB4cmBH0LrJlxDJ2AnOy1YxQcbti0FXBGaJUAJqMjFZaekwp3JxyBpXZ+MljaEjYTG9FrPHPZkmCLduFhLNCxHAJQ6QlcgbOIzNtwHGzcdwQ2hjIArXjC2g+TYBLHwAzKYhjnTiBZAtiUPTX47VgA2WD6YzDXXjRWZnAMmRl2pL1NjXZfBHQOwM05vR5ZC/tZdi6YFPpBL2CZlzrA1Swmx3NXrQwG0uwrhuow9Z9qulEA2J07t6dWnG5uu+2/UTsTdgUQOpJ7NIT7WqD9YEaEBCBUrVmIan8EdlujigpgQoeTjUX7QVRr3F/vybaduwB5JWnFijMipZ/hdB58+LHIDa091ItfeCXH4b2M3ea8BQsisLbxG11srH9ybfRTA2DwnnvuAbwTT5IQRBMnjGEcZinyzICzZ28T98p4iowT7BWNKacNljmd9SRugyk9cBBGiubr34QTfHrbW96c/sdb/keACRlnwUUngHLmvHnpH//po+l73/1uxGVUvX3SCT4bupwDsIv6+zBOTx9873vTNBYxj9x7HwD6YKjJBYux+zM8ZwKa3NZSNWRmf8e9AwQJcGfNrCTwM3ETuY96GAv03cex4stmnOoVDevzJ29w/7377HSKL/2PO8Uup9iUHyVw1bxCJ6HKyumRAeehRx6ClTOYtzEpfYZ5uvljqBaBuM+2YNcx6rXmDjmKC58Dt8c7YNx7pQwQ3LtAc9yqZtfeTjnhM6O9rKYNB9QE4Ay0GcD+5Jo16ZGHHyFMzK+wCb0v3XvPvWktYFCvexezyhxf+XXYzgx4sYX6HMv+qHc5um1evuef/c5/9nOh1lOQp6A7t3ktcIkAXWJHhmUN9tHIGTUHLti0FYwMSlR19tkr0re//a103vnnc4xyMzs+q59HkGtW5tlX9ouxRRcvXsLi5txg9f/pox9B3a1TXEXIsrArDGCYy2AaM1AGemCgB07LHuhFqf1p29ctJhBQ2sacddbZaRor/H0Ne6R8ugSmNj2926mo5NU1WWWST3tCt8lcySYqJP1roF931xM2UyOHBzGeiCNgHZFzOA2wGqauPfuayCrSgrBXzGNPB2MyuRSbOoS/K/VhqEOmYRvYiGpFuzk2YW9FHlt+P6RzACzhXsJeNAAAldHmpFXFZ/DYApgrs4aoRi4GfNk21eNeyYED7cRcrAYwtjM5zwx2pq6+nnAak9KixQsj+K3Had+3auV5qWHPrrRl80bC2pwdIWtuu/2X4XTSebQl3fvAI+kxWDaBluotWSzZxqlTy9NcgFl5RXmwodq4jUeoT58+Fa/ujRFbbcWKFTEZaGtoANxBqOcbCJQ7HxClN/TPbrs9ba7ew/HH0gxs9rTTNI5gMQ43AleBpzZbw7DD29/SGuFwilFrn3nmcn4biUqsFEaWzCOo2gzcLNiQ1WmEXamrrYuA28eOkg2GcwneIQR5B0zBhDgxOVk6DgQtMitOyqprDwOuBe4a4asqHgXLax0WnWIqKqalmTNmhJfz7FmzyJBSiHq9LNL7yQpOZiLbsHFD2oHntE4b27dtSbf//I7wEK8oI/8zjiQ0J1gbM3K0sSgweLiAyriFHZxDlq2ddzWNR2jDAewph44YggqdccOxV8KivOWtb2FcuA0vZhyiZDerZs1J//6Nb6Wf/OQnTNJOtMWAFpw86BuL7Ktj07zdK7nfZzIJP/XoQ+kIKn/7R9a8z6MRR/X9o72nYMOSf5Yp9hzT8FYWxGsrafGzE37v8uvq772vLfrdyu92nLBJJ4/jXcysfaV6uAgwKKsfTDmIPAN5Ll4Ee9m1Z2AnY9wEQbL5GQC2Vv5xf/0uUJb9HcznYGwDXfVcZdgTo7odxv3OxmmXhy/37Ai2gLLgXt1QARULGhevgsreXUXVTyuxiQNtS+/eic/xo39sq6Vnj8ymlefHh8cXOwyHKbWYj7kDFr+9DZU2Qdpd7L3xlS9Lf/3X/2+qqqriepW1LAZi77z2nrrdLHiWCVcFvnjx4vTWt74tPfbYoxEs+9vf/nb60D98CHaU9JWYaBgkP6uzbx1d1Q+8DfTAQA+cBj1w2gBC+yLEmhQHZfUlF6NGXZJu+9HO1D60PY1H1Rkedd0iysnKI3ixWo4JUUGNkFKQiRgM+aD92BHAhfllC4YRn439PYWTgZOhE+QIQFouTrUFc7WsE8U4bOWqa+sJ+0H+XADPTOLRmVFDZw+FrEBKlWCWaYOgzAj9UbCHjbCBMoJTYejOOedMVLFVrM6ztF46WcQqm3dZTVueCV2YBQS0E5UsoOnrQAHSFDg27E2PP3YkTWXSriQsjEccR9VqLllDT+wCNGrAfeONE9Mdd96VNm/ZgR1QcxrRxmSTVc7vCbBH+AoYrw04o5iBZPGSRWnmrJkAojKYObxs2aYn5IZ167DDKovJQ9bJGHdjis9Lax57jGDJ09Lwv34FAABAAElEQVSVL3wBLMd9aQu5dQVeMwDHxThinABExfXQ98KTIzBkguZ2bAHPXbUKRnIy55sN+JgGk4cjCo1yYuVDgK42wM2mzZtR1x5Ks9gnQmAAYpygxSaCLifmsPXizjvpar959DB2gqi2dAry95MY3XVyv7TvLIS1G4mxe+HIovAEXrhwIaF29qCOr8BOiriMbDdgtEDbvMRNjQ0wgwdS9fbt6QFC3kS4IO7ztPKJ4WU8CHbQEWoonuaWNoCVjCRsGwyPsRHbGQOmaByLPeT+1gOck/E2DC9QhuSZsCgf+cd/jL4y3I+M4mGurxiV+ZPEgdQeqw5Pbu3LtIWzX7L7lz0Tx2C1hnLNr37Vq8JmcCeLB9t9AgN+VdbBktO237SojrSU4XBjLDsG1W966Gm5nyp1na98l10fB8NdOmFCMMKaC3CB3LssFZ7MlxlsThR0MYN8D3Ur48xloOBL9O+7wZ1V03tMAEPHGPff+noXHU7Cpo82ZParWRgtx3EBdQnCHbMWWcmuj56pu/hr/t1z50VC0AN6Q8L4Pasu282VZYzO7KvRAlysyI5GGkbapXNKtpg5yHMGUOaQS1dfkt7393/HwnJFtEt5plmDp+9TfVZtn785mLZfKisrY8E5D9vj737vu2EW8Zd/+ar0pje9KY7Jr71PBQNfBnpgoAdOmx74o6qMf91VH2MCD6GBWkT1TyMM2MMPk3WA1arZJbJctUrGXq+QlMKPE2SNGI0dnXECx6RJE8aikszC0biKzYWb9jaqUox3J6On+m80NmGqjy17GwyXciy94PkXk7fzCnLXTosJfkc9KllUq2MAD7JQehILhvQw1etVJxTtlGTjdgAi9Vq94boXwyRODdWMq+jRAEyZqBJUwBqXFyOwVdEW02bZwvLyKdgdTQAo4FkKWPW6rVNW06wIWRq1jjhGG0HVV4amUfCbh1fD8onE+HMlLiPW2t4abNw06i1jezHg0Rh8plVrRO27fUd9vB9nojKOnpPFcK5LkKmqVbDh5JFNZCkEvqyDpWpaZRi+V+/YAdN3KBwPnDzMXNKBJ7gOLOZiNlj21GnTyYRyGfZRI2En58WkrZrNQND5BLWWQOQHUV3ddee9Ad5l/ZphNVsA6KrAVbvv238w7WuCleW9kfSGehc3H2wHrMN0AKaNvxjOPvRDazusDPimoqIcO6652CnC8NKmWsLkBEuIjVkZ7OB4QLAx3DZv2RTg7xAx4QzS/fM77sKhZC8xCCfhyU3YG1TTMkTaMR7kPHv3GaMN1T/9PmRwpsrnkkIFPgL7sU7u337CwggqDsFMzZ4zJ/3N374Th6DzyUazNewLVSuPLR2H882B9PcfeH96bO1a7i22Y4xmc9YKJAQn9qvDXFW/au7XAwjv/Plt2DbuTWNHE06FQMsOcAG2+z5TkcHSWcFFh/ZdLoq81/Pmzom0e+aQ1izDxY6smouDntL7c8/W0+mTYWh0sOjkxpseUEC9Zds27nkt27M8vy7GAsTQU8oTF4QuIr2Pss2Z/PFQoKMLlvxFXbHYdLvgke6wH/vIIu+V23n+BKX2mKDNbdarE0teX2z/LTsvGwkeZM2+LPlnFg+A3eyVbdN2WRnlLjLSjSx2mrFfbON5co8l5Dn/Z2wFP/iBD7JQmxFMu4BZ4GuMx8x8xj0p8eafru+xseeP12d/eH2my9Qk40Kca771rW+lz3zmprR06dIwFRE4Rh/3HNr9yd96l2far/c+A5//+D3wbPfwj9+agTM+lz1wWgFCBUCIBADhYF4V2HNtxOvU/LjOTUPZFiKJPyFk3ZttGj6ba7Z0bAnhaIpDsCvcZZ8KsJ8zL68BhjN1WTYRaANzFPtBBdgk1MHHYQs8h44YxtC68IJVTNrDUyHhIcwSYuiKnXV1YTNWhreqLZURMN6gceWciNwmY7h7b3M4lZy/8hwYxUIAGiFTAFZOEtrweQ2qS3XqMEC1eVA7UDVrfyQQlJFbvGB+BhyZsHXO0L7L+Ix7Yfhq6Q+F9WRYvEbi+Bl4eizA0ElwFIDCrCfa9h0CuMiGjWAynIi9md7YxbBoEwCmqo/NBVxL7LxqYgOqIjWIs/2kqliQZGxEgbKgTTW3k6pxC7VzFDSMBfTq5LEPFfvO2l1MCKjpUMOafq6duHx6FReMKIIpuI40cCV4SM8BaI4LljXYGQEWgHwLYOxAc1O6/1cPYKtXRx/iJIHLeQvqVhm0AzCH9l8HDFkbfa5Ktp1Jvy28md3WGU4sx3EAaBasNbak/QcPhc1UGWDYjC0TSkuDeTVOo57Utt3rdYLctn0L8RTrAAiHAaR3kg7sfhxI2oh/iC1UGQG8WWyYCcZx1EJw6camg8E8O3kKBgUegjjV74bv0WKhE7MB29jadjzUsW/7f94GKL4CcFIXDDMDDxaG9GfYK970+c9FIHZtRE1fFvZs3F9TAZp9wpiUh3FymYbH9d+/629SC0Dw0QcfSGPxaj8GGMxCjghoBISOrlMXBbnjy+fAIM4uRuZhPqDNp2y0eVB8d0HRFwxSX/Zgnrrirq0+SxbP039yd/sfeoIXkLjQyJywzEVNuKe6egKob8Apanw8fznmyJ5/2GXGV7boyoBKyCB2Crax63rsU7cLEvPPdrN19H7F9UU/ebVZl9mX1iVIlKnreWWyrEuQZQc87a/3sucV61raEU5LvMtK559d9A5CSxCLaulofte0RfMb7ZaVawb2P3zkeFqKB/aHPvSh9L73vR8zjhV43hexe3b9GWA1BqvKo+x+RrNiWOVteVpD+2ywH3TwKyubhIZkJc/86PQBQOdWFkIXXHAB7TBuZ5YtxpBQnlO22u29y7MBj3yMea68juj/XhX0/97rpz/JR9vc/zr97hiy9H9mTpf25/1rFAIdn/J22j6fOUkQP+fP/5+kcwdO+pz0QN8n8Dmp8verxIGVyVQ8KbFrk/ESIBwHOAzTCCt+zfZQFewAHY26UmbQSSy8BY+RfJ6HL2x6EDIjUBkKhDqIcydraG5jRjVsYBNvx4IBlOk7hk3ccEKP6HwgABoyjPhxMIaVVbMQmiUM+CHp/gexzVuzIS2YXYWgKw7VlOAoHmwmZAXpGLZrN/Oz239BnL/phDuZHMBQhsmHRpbtMJPwaEBZhKGA7VN4G++tE0/WzZs2pe1bt3E9TPBckzZMgoTRqPXMeRxhKZgABJUlCFtt12STtPHb8NQG6j+cluIlrP3OXb+8E2eVrczzx9PUKZPCaUA5P5yJcOmCuZG+TVb057+4m8DZWwi/ci7nmElGlQNMloex46zCaQPPaM7fCYD2fDIdhlzxZeDiaRXl6VeAuV27agBxLaGO3by9JhjQyy+/lNR45BuGxZwEIzeM/hU0c0nY+jFZsb9Bru0bs51Mp65JE8nK4jGAcPtTJkehOao4C3+SGdzDmAGSFEYCavu/mdA27ajzDZ9zFHsy1asydS1+B+to9G9YH8eYYF77THMVHwMMtwPM/+MHP4EVhE3i95nYTsoyEwwO0E5atHElMS6aYUO1GxR6yUhl4zFji8J+zTEIIjQ3svEZR+Ls8pev/st0w0tfhqPMAdpKPmkWGUMBg4UsXj750X9K3/zO9wDWZk/BQQHgwNDMxglqzxH2F9dpCKQbX/bSNAWwf8dttxGKR9W1tnA6NmWTeRwYAOLUz6DTuWO1g/HtgqACsGxf6lAyDIY75vzs0TpFBfkPsdcpfj/9NunFbsicwdymLPRQNvHmLbW/tZmUBc+LoNrFnf0U7Fr+A+8BBn0e+TfIGFn9isceJ7KBE6YgUK1B76INcV78RVY/7BGp00UFw+4UJduY936+g+fQcU15IqM3GLBnvEvi6wQLrNOZmgCvUW2GDPfqS5+f3vyWt6RzsEEdbfo5z0s9x3nOrU+NSXehzt+2hOymHoty2e+ah7yUsb9y5SqynHwlXXTRRemd73xnuv766+OZNU2kIHlEODP19I91GF/WxYv15EBamZ5dM8HdeT7y4/8cwIjX4ctixhkdmmy/RfmVERbx9bT4o2zN2yjw0z5acOi9FRwaGqwZzZUg3+xaA+XPvwd6SYDT5GJcqUZTsLkDLLSh9nSVbRiXYwQ9zSfg/N1V8jiYQT1/jwOyMnYD+zwEkyyh2UM6Yf8U59rtyPK4jzZsc2ZNDUN07X2cMOI8/L4flumxNevS0mUrqBfv46EFZECYSEaCZYCkI+lewM9O1IkVyVRxqN9g3pSfqvV0aChDDbiz/ki6/+E16QlCtwwfQYgUfvNBOvvs5YSLmRe2TcEa0I6mJgAvwl3VczATVHQUdeRugjNrN2mIlilTJqeDpI4zhqGp4kYBKkaNKgGw4XyCirQNANQOoJ27YCGxC8vSFpwjhnG9l156CerFk+HBe5K6KmC9Cg2J48QGKJyAw8woVNQjAdxNjXvTD3/8Y5wnphM0+fwA2Hv3NaRlK5Zj5zY2DOPNyFEMo7AE+85dsHm7YLwqqbe8vBxv3Lsjhp6xBgthn1auPCvNmm3+5OI0f+F8gNBYGIpjqHKPhKBxsnpqwyZUwrCmAMJXv/KlsFROBBmLpUpTplPnCierIYAmnXp6r1D97H4izOFcr04XMl4yi82oWA1pc5QBtR9mtsj8xABpJ5fS8RPTvffdHWDvCH33ne/+gGDde4npOBZ1eFkqgilVhRrMKcDCYwSBqlRH4mRz9AgMD+PIkoWZ0WmJSZU2HD9pGw4R8HtweunLXpFe9cpXBsBWmOrV7FjQ8eZbGN7/8D9/4NAMNnoIDk7huECdqvhO4CQzpICJDzblTMbeZZdemjatX5d21exIo7hfpigLLNE1yURjnuWPfSV75sRjKJRi2O2DLEJcjNiHp58weJaLeYafhCP5y+wkBQANMYrBzzWzsLO7oC8AyrBABprOHJOcrO0jme5j2FNqWnKqEjXY8f1Kph7O6hAYCmi4id17hQMJ3zw+b6Pn8lkcROxTQWjv4j59ihRhV8kBkIDecefCdu/uGhhqPN1ZzDkyDdpfVj41ve51r4WlvwHHsekBSJR1nJQ9OAOCS02IrbKOrPScp2vDb/WWq459ZlzIKfeqqqrSO97xjnTZZZelj3/84+mnP/1p+vCHP4xJR0WADMFG/+KxOYD64Q9/mG655ZZ4DmV1PceZZ56ZLr/scmyhF8ehuVzoX8/p8l1WVOC7Bq/z17/+9QGq3vjGN6a3v/3t0UenW/sF3/m99DnpDQ4lHj74wQ+GtuoTn/hEuuaaa06Xbh5ox+/RA6eWeL9Hhc/lofsaGmCddgOKMN9WuPYpWVw5QZQgT3ZwMMBM2yvtzIz3pVgbDZiagMpVT2Jt20awWnaydTJVYJlZxEwehpQYwUQ5BtZmF57Dd9xzfxqNN2x5xXQmzRYAxPjUAiiRQRsOU3knasWNW2vSrKryNByhbGaLQTBDtlM2smrqlNSIelH1Zhus32GA39Bh43E0mRLtkQ2MiP44RLRjm1hPEOLaWm36siDHMl0dHcRaHEauZMBuEXaOEyaMT8tXnAHYGo3QRy1JSJMabOKmVFSm2ahB22E7DmJTV8I1nwkL8NhDD6JWnpIufd7q9Kv7ClCdPQVjRnaSqTCWeAQLQkUBIwFapmErAqQ0EAqjtq6G0BM/JMDuuWkRwG/d2idT1cxZaQz9YVBwj3M/bRcrZ8yIzB7V27emc1aeS3aD2elnP7+TOIqVEWJGtnUZgbfH0n+H8Mo1hZuQX9Xe5m3bCNhbhw1lYeTlPYkAMm+ujIeASaCiENIe0tyqg7i/x1RpcqxFARoTuO/cw0OsusMOEsF7GNA5DDZYJx7VzJ38bixGmTl1ujs4bzP3pwnnn+//xw9R5bNiJz6dk/VhQS+C2wWFHr+yeoG5YOLKJo2L+9HQcBDQh+NHFEaapgvHfc+urbPtZLrymhemd7/73Yyt4wDCg7CjjEHAatXMmelHP/2v9MlPfIowNTDFgHtBosDlJMyTjI6LC1XzR7kWmdQ3vP616SQLou2o17V7dQzKXmYTpv3haPf1zEX2XNZ5LEzzeBgiz6GzhGpi+22odfavwqr/bIqN5eWFRXdkfXKkw+eSkE/IBUvcS95HFOKBz73V9raAzhdkZeyTLKEgidq8Kc9SerrLUc0/5FAsDDiJi4OwJ6SPs7HaU1EcR9VW77PAjeDe8DB2Na7nrD1nyC4qq8O1iM5LetofJuwQ/iGMCYPXo92A/f1L7ExvfMUrQlU+nRA8qnA1ORnMomNYLKCogPaBWGMRkrfMZ+/3KTmoto5cFSqAi0UIz/bq1atRJZelX/ziF+nqq69Ob3jDG9JrXvOaU56yG/TSSV/+8pfTHXfc0XV/6Gf66TaY8k9+8pPYKl6I+vt9ae7cuaes53TZqCxzHMiqbdiwIQBhHYvqnInLwe/p0l7b4z3Qse72228nPNH+yEojqymhoulSXV1tN8t5urR7oB2/ew+c1oDQJO7G6CsEDBlfbCiCPltbe8EIeVbxRaNwFkCw6fUniNqPI4KAULu+DsBWU2sjQZFdmRWkiYSGcRVv0Gm/Cwi1uclW6agmwUfGkKvA63Lnrj3phz+5JV14/lnp3LPPTE0NnWn50kWERNmRzli6GOapJP3k1v9O22t2wahNAVUxkQM0mMpjPhJo6hwiCDHeV92eJgDbkbSb2GQL8cLrgBW78867U82OOuztsCEEOB3FW1RB7yRhO50UDh9uBfiRPQD/hLpdtYSSWQuIxWmGNgpW58ydT6aLXUwMJwBvi4OVOIBasxAV0aLFSyKe40n6bfUVz0snYazW4zCxYft21Mc6moyPScLeFAyaKmtM8TRS4LWmPRig3/6LXwJQW4hJtirtrN4RE1dBhcBaJtY2wiyOKia7Bp68sDHbtm2GTR2aXv+G14R95Akmx7PPPYf4gNoUYmeCQ4vXNARQeII2tWLcvmz5ClTLhai0UJ+gHu25v7aqZzKMiYr6ZHEFhNbj746I7BOArFznCjoQQebv+7GTM4c0M18aActnYF5fQwA+dXj5CtaLiYWoN7vXZ25m8xtv2XYg7R4Bu8R+UwCA5ohWLSupIkPpvS1Cpd2Ec0s7i4yDTMiqtU+eHBW2k/W1Denq616YPvihD4dtahMg3/A6eoLPnjGTcfWT9C//8jHAId7IMq8sIsIhBGASdlR0rs5Pw7je3c2N6U2vfU06Z/nidPftt6B2bgw7TVXimZ2fV+ok3tNXfOkqee9kX52YZaEM2GxpZVFSwuJFm1HHi6A6qyvvXb52V0vfdQFxjz1VydjczHNZMPDrwNSp6vjdt3GtjKkhAPOTPHNOZqYtLMVsYgLxNpsZz+Bynknt11i04YzTfKANljCFR3djyIyes4uZijBDcVESdoaq97DpVGZ4jyLmIWp8z5OBKMZdjDplQFbiGfFeCgh5Cfrjwen6XTva6GC2UwvyKmPUBJUWzydjnKuaPbdq0lbsWT2bR2u0IK4bNaogXUuwc3Nj60mv3bP2vNmdjKcins2wN6X6OAMLAcvvCwKjkl5/7JPe914gZLEfLPPnz0+VlZUBDj/2sY+lH/3oR6T/e3daSYxSgeNBnlud8tw/r8v6BCc6Zb385S+Pem666ab0xBOPs3j9doAqmSo1FRmo1ywkU3m6s33ndrfJ0lnivlCvv/nZc/tZRtPiZ8ex7Jjb/B4sP8++7cn3NW5pznC6zfaPVSVPUbWq+ZHFY2SNVZt///vfj22mARRg2S5/t6+85vycbvO7583Vy7bVemybY9O2uZ/fc5Wux+RgTnWu9Xt9+fVbv8fatvxY341Ja+pOi8db3vOe9yQZWm2gr7vuuuhj6y/FnGsHToV+tk2WnAX1WM9hO/NzuJ/n9922+O4+ttvP+fm8hhw8O97zvs3bmV+L+7vN4vF5ybf1357/PvD+zD1wGgJCb3AmXNuwnbJ4r2UCtXU5VXEo+NLGz3AvVdMr0vNXX8TkndJ9DzwCG7QL5wuYNzICaJNWgnpCW8LRpGJzypRF8pSuoh3YhajSZpB3d0v1znTXvQ9x3IF06cUXxsSvQfYjj2KMzn43XHcNk/ttaf3m2jS3EoCFENOyy9YblkRvZDN2mBJNp471m7eQgWNDqK72Y7f38CNPoNL2gXB1XwCzaPgTGE8EhIA1i+eXhYnwwWrBq/ZQawdApAkP20MwfhvxiN2MbdBltBsP6V3jYQQnMyENwSu5hQCxpQRcnk8GghGs5mrSpZddispyFEJ0LUGbcaLA8cFAy6pCO48ZTFqPyyERfsaHcDdtfHL9JvL+tpOF4PJgywytMxcQWsA1HcDzV0DtpDl67HiM1VfA+NWkzVs3B5u4aPFiAl+Pg62DvcOOb1QReQi7Jk0+4HE8FyBkv2eCR5st+7/n0e71iUHgP6YFXr0BoTVZYGQCUDL5+pVJtXTiyDRu4mS+AwK5LseD6uvDACCBYScIYTjnPuOM5em8c89NB+jXGgD/U6hD9uzZjbA6gWNMW4yX6cQgdOKNwcib6eRKS8exUsYTvKUg1ROgOv1f9t4Dvq/jPNMdAkQjQIAoBAkCJAGwN3WqV6tZsiyXuDe5blwSp26SvTfFu9mb5GbX2V828fVmk80m2WQT18SRHduyJMvqIiWxU+wgCJAEAZIgiEKC9T7Pd3BIkKJEucihtBgJ/Ldz5szMmTPfO+/XcGrpAXi85W1vTL/2b3+VQwsQ4KZJK8BsgLbUYP9HWKAv/rf/lnayMahgUzHE2BYrMFx8abj3WdBWBgjdjTp+KSD/jaT62/TCOrK47GTzI1g0fImdtDgqCpvsvf/mJTskfojjZQdbYItklbS7LHJBVegJQJxAUbKzsvuU1/QaeQUQZr31X2yEiW152223pbe+7R2pkuDjBgrXxGTHjg42L1twJtpGrMmt6cEHH+L+ZHbHChM3HbKpCqMi0gxqb3qocCgdSL3cHxxDqN0ZW8x9Ko5nVTbbzEaCDgQb34eA485EHmrG1vuTAY18fKmjMB9zp5WpMo+G6coJNneCb+eO2gNVvKq3tRd1c+lZXt8IBrffdmt6y5vvTTe94ZZg0MfzDFuCqTx9qfjunP9kA3bOn0Z/+UqqGn38ud7nQttnXIGvfeHv//7vE97p6fR/kTP52muvTb/0S78UgONc5wsULrnkkvThD384xuuWW26J41Ulq4L+0Ic+FHV67saNG4NVfOCBBwJ83HvvvcFuCXa8x3/0R38UxwhwBCV/9md/FkyYto0fwMRDYClQ0Uv6W9/6Frnj10ab3/nOd2IT+e5Tqu7f+q3fChD0yU9+MhhLwens2bPT/0N4KcHg5z//+bRixYr0pje9iRiPvxipKHfs2JFsl+Mg8PXvS1/6Unxn3wSYX/jCF6KP9uldqPsFg7a7CyfBb3/72+mv/uqvwg7R31Q7m5lHoJSDq71shP/iL/4i+nT33XdHH3/zN38zbP3MP20fBGqCqq9+9atxfcfMUE0CVtuqM9Af/uEfRmxUWc3nCTtm/3/nd34n+qgdpGBzJ7bYgvG/+7u/CzW+fbjqqqvSr//6r6Ph25Xe8573pNtvvz0AtOPixtvxFzS7IXA85syZE3myv//97wfA37RpU/Qlb4v9sy1GHfHeOK6WDRs2xPeCfPNsO/bOsxzUx0Fj/7ziEbjAAGG2kGfCiIWZB0bDbJlAJ262n33pvrnjN4Zf84yZ2NxNjxAgd2Fjsp8A0W3tbWkt7NjB/t60q4fQC6gFt6Gi1TGgBPbGBV07RL1mBUOVPKRD2Lvt4JgVazalltYWGKcBFuNxOCYsCIPwCYCLu+++Lf3T/d8l72wXu3W8eHlw9W42vZpAKxfYttowK1sBHN2EY9GR4SQgrKGunh2ZzhOZR3SovjnfMw8PEx6CyV0GozmOHMt6CU7D63UYJuEgbGjnrr2ES9kUk//22+5IWzeuB2DiCDK9MZWhFjSmnvaCra2twcKtXbsm3XDjDeFhu3z5imizQifUxRjfe81QIwNgDINj+JTtnV1pw6Yt6RBsxl133hHhSAQ4M2Anjb+nA4VpAR3Hk7SvddY8GDgYNBi5aTy4ClP21qjyYcEcBEeQNwFjWHAtxzk/WFrqBdbxjfPAo7MzeMNpvOdwRb7/WfLZIiU7DoRmli3EcfY7hw8jSA3tounVMHPIcvSYXt4n04IliyNVX0f7DnJk96XjqN+qYZN0mrkIINtLWJ5VK1cCiNcQ7uYA3sB94bxUiXrbIOQuvIdVZTMvzRxTWAJDunN/sBfvfc97Y/5ta9/JtXEyAowICDcCQv7zH30+LWNhnYSntxuQceO0YbPwLx0SuNoDvYqrMIV4z7vfmRbOb01f/t9/F+BN0G7omDx8is+IYOPlCsMTdev1aTghwycJegT/gkNVjaoTc4H9cnVd6L95r+OPhh6BwTOe59yLL2J4nWv+nUxNABHDoJQzRzva2+l3QcTi/IXP/iLCGC9yUg2aum/16tURKH7rlq0h9FSdWXxG3Jy66RuGqVWAuzaVwz4q5C0BKnnrx5xYFXcLGPMymnH1+wgJBTixhtJY97IbK/NaxAaxqWk2gOjidM/db4pg9LUIb21rJ8jo0AcLUJL5oz2rG6OXnhj+Ei053Zw4/6X+ieNfurqXOu2c3+fzzHVWoKP9mayhQv7xxx+PlHiuPz5jFp8x3+vsI7MkMBTMCCg/jZOM6lfBzHOke1QNLRD68z//8wiS7TPmuevWrQunlq997WsBKr/zne/E8QJJmTL/rFfGS+CjA4yff/d3fxe1aGewirJ/ghxV1V//Ora/FAPJt7W1Jet1AyE7uJJ1Q+AiIBSkma9dYCSYEwCpahU8WZ9Ap6WlJa4p0BPcavsqAHNzaMB+zxegbWMDo3e4x/X27qdNZemP//iP01NPPRXtFVjmbKFMneMhs2d8U8fNPgqg1q9fH/P5M5/5TDiG/Nf/+l8D8DpOa9asibEStAn8fBVces/cRO3Zg0kVfXHsvQd6jmsWI2suMBT8+pzI3npPbKvjIth/4okn0t/+7d+G6lkArU2+47Z58+awo3Q8BdgCREG6cWmffPLJGGPHRadAwaugVUArE+74f/nLXw5QrdlAzixa11j54UfgAgOEZ3agGHDmYugOWRu/c61dp78DOPGAHDm6J+3abXBhglnXTWbxHiCMSzlOHLVp8aI5PEiGSOngmG68TGH6EISD2Hdpx1OCSlXhaqiGIm33YApNe6UX4r9879H0gfe+M23c0pYu5oG98cab0zPPPpumA5Tehq3Yv3zrwfTC1o7U2tSA0CXnMu02xIMLkvmN9VY+DDM1jx2MHrSdnah5hwqZyBO5biFAFFUWoEQBUgD4cYdfhhrPRUOvXFXiCu5jPCj20zq0A+vc1UO2kvWIgJTuuP22tAf7MpLbkqqtOfq8P7zZigBnTcFubG/bli7hQTTA9Q8eeQyWcSNq0oNpNsxRNWBIlahMWAms3wnUb6avGwT4yBQeAkTfCcuoAJXxm97UTPsJ2QOzJ1M2gONGPTvGGQByvaIN4C0DZuo9vakVV/5vUUjmwtMF3yDiCmz7f7qMuru+5eaEMjhHQCxS2WfumfXRjuwGZpcpwUvcNGayebKYR2Bjy2jHIcAWloiwmLVUqqNIcRpkIe8mvZ75i43LWI4d5o0334SK6ur0LALiBTywu/BiHsRxZ4j7Wg27ZzBnNxv2v4zNwfvff3t613s/xL2pZI7tjEwtRaieZZF27NyVfvtzn0tPLluGLWiWEtD0ghUIc0FzHvZDx4cjhwid09OdPvDun8Fm9ar02CPfByAOYOOolzDzifsgixj2fyOD5UiMlv+yCQG8Y9zoJa/u5hVynmtKQtM6qpIU2B8B2Otd/XopdsVsOT4/OlPJqhY4p5kiOlHo9W5pbGoCHF7EXCXTDlqDWuyN58yZy0NYmO64807m+UHGbhxagoPB7A8h3HbB7ircFa7aOe8AVCo0t27bGgDbCALH8Mgfz3Pi9Z0fAkQ3nqPvUa4ath2aDJwAaNZUkB6xfjLgb3oAl4UApUULF8amw8DsPvMVPKdxQznvOKA3m/MZBAQ6sVnVvAaQP/piXuSs8sPgu5Fp5Cx7VUpLSwsxEf/fU963gpNsDvOExzzNNBFqa4IcYFwF4qqQBZU5iBKQqYIWkOn4JhMlOBI4Cqj+CmbtV3/1VwmgPT3sGD1XO0YZRJ0klvF8yt6tW7sOe+3LAoC5oZaB8vtf+ZVfCVtGgdCsWbMCiNg+2yKDJaAUpAlyVAd/5MMfIdvR9wK4WLegTWYsB1kO5lSiUDhPBIGCLBlKnW1kCd2UmDpTQGif/uZv/ibAlYBVwPV7v/d70WbHLmfNnK+2NweHjuXHPvaxGCuP0RZTEHX7bbfjdHhrECBm0pnMvPP3f/iHf0hf/OIX09ve9jayz3wmAK7n3HLLG1jj3o+26K7UTjanTN1bEG21fpnUBx98MACzoFNmUrDqn30TSAsWBaf+Pn/+/LjfAue3Y+pgEfBORm6ryZKV/YVf+IUA/IL0u+6+K9V8ribOcRy8XwJK1zQ3eAJF2xRmN9SVbzyi4rF/XtEIXNCA0PRqgjKzjLiDHjF5OdWxYsIsHEY4ukgJQIzXt2v3XmKP7U4rV69Nl/NARgYNHtiCQhLaD4yDjZsYi4GLhAxJH3ZUqu+6AWyGoTH1msGQe/keHJeBURb3/q5D6VGS1l9BnXoYl6H+nD1nHmwEoK6WMClkvHjkoR+wu2lPewAJi+bPjnarolaV1A1bN2lSbbrnjttY4Oenb9z/rfQv33mQXRCAqaKG6xg+BFs3QLDCQ/syFxrt5exf7HQFTiCfUC3JSTAmjVNqOaeIh2YdKsATANUbEBJ4LeOh2jK7lUWB7Bk8MGYqmD6zmfGoSh1t26g3pVsAPFPZoT4DW7hh63YcJqaE88wgdnG7e/pQFWPbiFA10K/xBxWwOpPoINK2bXukblN9PBWvZm1PDErtwz0OdsOHUcChd7igTeZTICK7MgQgq4E1G2AHKEsiINbu8WDfIRalhljMBgdwCmJsHQtD6mizVVBwPLXvaANgO1awBbA/Og1FyjWEcBkCV2ApyPc+CqDNUAGcRkiqbhtPmwc4N7OHM9WZAkHnkSoWE+2udJLZvbODtIBdjDMx0k6WpltQO954y40wzOvTk5ggdHb3pOPYA6LcZd4VxMbjBgzbb7rltmBs2thwlE+sBoCUpkpU5h04Rv170nitXLM6bE8V1N5b1ZeGPeFGBvtHl9IRHFUMgdPM3P/4Rz/M9Y+mF9atCW9wzQsMESOLeIp2OvU0ZG/cPCkMgkXkPggyBDsXk5UmglJzXYsqUZlIx84wSMYkPMSG5eWKG4HRRVW/KlTnrfUE+KL+f42FOJ4Vx5UGCrScHwU8K3oZWwqZK1msPoAXfbcIqAVib33b29Of/umfhKBUtScY9D4474ypaZnAJpBpkmrYWDaxmfLDvYyg0QCc864nAj7Bn2yrn93w+OozLlspUzIaEQpivFe+Og9ti+Moy2Hxt9gs0Q4aH9eMH+Kf7D4Wcnxe3BQEQ8hzIz8Ym4T8xx/z1TUou6+++8kVwYpF8CJQEDBZvJ+yazmoyT87Hgp9x0b173YAmGNs29zwqH4WSFhUP6tydF7qcLITEwzBjuAwv24ta9nHP/bxtHDRwtTc3BwmBtb5fTZhei97XYGHbJvXsD22cevWrQGEvI7tEVgJigSCgjOPk6381Kc/FSZIMpLOE/9cKy3ed++1zJ199xxB5OfYOHqNRx999BSAEujKtlm0Q/cYwXHOIMrkZZuPzAZSYOm1ZFX17BY4Wn7wgx8EQBNoPoPT4WI0JQLlP/3TP41ryUoKsCwyr5pc5PaQOgPdc889ofYW0Hqsjm8CbNXCglgZRtuiiYPqd+t1TFQvW592h4JCnYoEcI7FNOzZBcWOgff39wnFZTu9nsc6FgJw++Gf99CxEYSrWravgnrvj2DQV//Gyg8/AhcWIBzRbeW3sr4OoAUghMSIhVZxlP+Wd9VFox8AZwgNQdRUAJKetw899jj5d/enpZdfzncY1bIg19ZOYmFn4aWSg+z8BSOl0NAyRZcwGRWcAktDlgg0O2Dx+mC99sEM9bOYr1q7Ca89di+Ao6FDa9N1eBxfvvTKWIRmNLekO+4uIe7fY2kDO7e1G7ch1KemirqJaWcbnlgEaL5m6WXYP0wLcCaos7is53+ylB279gCUBAnGGcO+ECGsOlbHGb2XFdzFTHrz4MoYjAMETiovIS7izMjDa5idO2Dx9BjVC7Z17hweqGraexhP5j0AwMlp1lzUutTZvaskPFwnofI0DmEHau89e9mBwxgZ40zP6Fr6u3hJC2nymtLcua2xCASbCvhzoZDBNRSPbK5tdgFSKLlYBAMI8FRtazgeQZ4gwvfr1q0OG0QXw27YsBPo+a64/GoWYEOpYMfJfYp4ebBwem7v7d4NI7M6QJrBvcsZC2eDIEVB7KJQRLtdZF3kZeUOCTi92QAEGgaYzga7gHG2MHTBLOaLxxH6XMR8mDl7DuE6GgFmfdjtdbHAddPHE6l51pzw5l6/fmNa9uwKMowMprfee09681vuQdVck/q07wQsluOoUoK6XZvGVQinP2Gn//CjPwgBNo7xkYFm5WMzYYMsWXsYMMYBgMVz8NGP3keMx6p0/9e/Gl7gJwEZAus4g/OyzBpnPg9+p6B0QXdjYVBr74HxBgUaCq64muDCv/zy8e0P/0/GfGVtdwwFo3lRkP40i9dXoLrxOUQ7jNtoCsMAf3xn+rmsnO50zl63trSkPWwAZC2uv/4GQN9kVPxkAhrVn7hVAuLsTVQVNoPczzLmYinzT7vavPj8ONdHj4OnuvnIi56abk4C4AfH7y9Myiiuds4HWFz+Rp83csAZLy/u3Rk/x4f8mBf/cmF8kz+HeWucyxbnreuExe9yJwOP1/ZO9klwYBiakAeADOeCQEOA4Vrkec5Xf5fB1WNWQOnzUU8Afktra2uALM9xPRGAyVht3LgBVu66dPPNN59iHH3GBJV5W7L6j4fdncBG+zvb4DHavOXrodfL54Svo/88RoDoumo7bY8MvmDQ7+2nG4d2GGkBVj5ernde33bnJe+zRIL9tD7rsE4BVt5/1cmqWgVeb3jDGwJUy/Kpks77ZhtdV93Q5N9Zn30TdHptj3HM/E554GZbdbjf+VsOFAXJjqtey9Zlm7XjtG3PonEzNJHMu57jsn6R4x7w6Zha18///M+nbxAaTYbeOpwXfi/4HAOD+d3/0V8vLEBIP7LlMlu6SgA/BlcuLtGOUNXWmR0VP8pq9A+UhuenNnbV1aS4O1EXqc2egWbetLUtLV4wN12Lt+tBFo19ZKZwEspmWXfDtMZYKAZ5wLWn6u7ZmwpYMKpr6ggo3aCMHnloMw8qgaEes3rVbti4hZ3nXDxpr00rsZ2YCOi64aYbglVYvXpd6ureT39wLOChMQPIpRfjnczD6cMiSIlenhIwWP7QwUOEkuk7qO0gXoaojI+ySAyjppQl3UeGjMKCPTxI5TzkFeywYGUAUDoa1FSWpab6WmwKNzNIJ7EVvB5DerKCcGwhTJkx7kqxE9zHQjKRts+ZN58xm5i2cvziJRczbrWAwh+kzdu2og6tTQvmzo1dteNTiXpUJkv+RVVWA7s57Z3KYEXNHSvY9ponMeI7cRKXFu4DX2dgixHoxhliJypTs59oFyIY1f7OoMsDsJAuBtoQTZtWF+Ny5OhAXE/wOzi0P+0EmO/ubEdV2g9A2w2w3c05xQGOZXDcNBwexLboMAsqMR+3bMsAk2xoNYxOLfdZxyFBoqUQoODciemkep7vGF7ajv0VbS+gfSXUq31WPVljDqPClfnVbGEfgmTRRRfDGN6S5sEQT+DaCux2NiHFqIfLaLPq82Lu78YtW9P/+Mv/mf7l/m+maoWOzCkgQU/sfDGPBjF2/n+MDcA4Jtytt91K2sS70+qVz2MH2p2m0Yd9Pdz3ERCcnXP+f1WhG27JdIhmnBEP5gIoAxhc9McoPpMWmV/ZtBPcX4t98zo/7aJwcuIZ/NxcvKYvVEDxYI206cwWGQbI39xxXnvddWE3qPCVBaQDzO2zFpyR1Smrhf7RzwLYuAgXw286fBg2KHAjz/LIvoPfszl25tXdo6ANcPMU52WAx2NkCpmRNI3zrIzySkfzNNyM00794/muOK+0nlMn/iu+EXS5NggGBB0KfN97nwU02uJpU7YPe19t2gQ+3m+ZJ39XVXmd9xWA6GfP1enAhACCFRk2y3YYQW0WtUdz3npNf9f+TtvDJUuWhM2fIOtP/uRPApjJhtke2UlBmr8JAC2CJcFTbIj57O++t215H5RBvvc72+V7jxHg+Jvn225JC4+xTc3NzXE9WWxtG+2n1/fagkifO8+1Hr/z1bbYd1lFAZjMpp8FrIsXLw5bSxm99xGiSPW6waZlWf1OIO75tsn13+ddplR7wJxFjA6/xD+2R5W+AM/wQLKK2ot6rraEsqa2UUAoqP0crOfmzTgkAlj/+q//OsbE+yvg81557MKFGZMr26hq3rkgO+v88Hr+jZUffQQuIEDoUpX95bf0RACzalg9WCIWTjO75ktavsRq2K2NnYyeKkIBlEb/2gNV7C8DlPWkx59eRp7Y9QSEnp1aWmfihTyTB4bMGIc7qQ8XeMBFLAIIfzOLuFBrNyjjaB5d7YcMbGt8OL34fNV2aABGUVbp4osvwcj7KkK8vBBei1cDPsux83sWL2Jj7RUBxqayCNXW1rDYC5iKYBprwvjdW2cboh0sDNraHcWeyywhevTaTzAEAjcLl1IG6FBFbMq3Ev4Em5Yy2iUjOR5V5oYNW6LdN996cxrPg6L6dDqLSQVqTGPsHWK84Kn4rpWUbvWoDLbCBh5P737vu9Lenn3RPlO9Ge5CoGTqtOmMi6nsFFLGTzQrg4JQgaU3tWrgALCAw/3sLvWC3te995Ra2KwjLnLGTtzT3UF/UbUCugV02pJMYezHAWyPnzjCNQj5QYaPA709acumzSwksG4AmycffzStAmhr1+XiazBlcUfZhIpYRLSTXLhgEcByavR5377uEM46YtTSn0KpZseTCea4QkQGMHT87BNUJsIZBxjGyDZod2iooBLGfM78RcGy1gIYdJgpZo44Fw4xRob1Kef+HgcM60RifuTNW9pjEfzuw99PDdgrmXbPhd2KY9EaEfTRARvAiGgfOpUx/jCehYN9B9JyFucqxk2m0zA3L1sYBxmpXEBFXEGETC0qazcaepSzonIZBAyLpqp4GhLX9d8XlzO/dZyzcvp7gbD337mbsVzZEf8aYNB5KQtqW3wmDSru7Q47S+5lAOG8CyOvbpC0Fy3kufvEJwwQ/PMh8Hw2jeXpPTmznO57NoM8AuHLpgxiN9RkEn0CQf/YW1Cyc6xp9Nn+4gY0niOfJ9aUs6/mMT9MObv+0ef6W9aGH/Uq1vByVxh9tZ/M+1zIC0QEJ/7pjKEtnY4Wqgv9zpzwBru+mkgBFsGhjgmqbmXTZNZ0aBB4mSXF32XE1Ga4QX3zm99MwoArAwwJPASDso15aBiBp0DwgQceiLoELDpWCE58lgU4tlHwJHOXA8N8FAQtAjWBlc+nf4IbXz0nf7UuPztXfe964Xvr9tU2Cvx0hNGBQ3W4bfN6OruoYs2LgDBn87SpFPR63NNPPxWHaN/nJlyw5bOj88Yf/MEfxPx3zCzHMM3xHigbZVdl5gSM2i/OhTCwXZ5v+22v/fQ7103t3G2zKmft/ARwfpa1Ve0rS6gK33unPafne65y2XsqMys7KJB1XfN3x9DrfeITn4jfVXXXoUX8GKp6763HjJUfbwQuIEDIcnPGqsnDASPzTmJrPfQwtnnbt6HOY5fIoiQoZG7xDiaGSW54GnAfk21yhGox1IO7ez1yq3HwMF7cXpxJnly2IpwjtGszPVowduyUDEUyWDAUqmG9iJ1c2h6ZIs6UeC0zpodKVACirVsfTKNCR0cRH5QdOzpRO0xmoWkmuHVx2rT+hbT0istJd1aTHvr+o2F3V8Pxe7EtLGMXW4mHqWqKxQvm4ZjyAg+ueYIxQMceTTZHULif8Dm9LE6miTPwtqDGlHiyPi4mCmPBYAQx5kE4DHguGldCarN6hHNR2kE6uEcffTxdQ5tVTe7j2gsXwVACEE7AzsmY9RCaRrZwRutsbKzK0hbYwon87kNXXk5oHhafBgJbG4B6mIc0D2mhh+shwB1RvXhYuQv0Ta/cbmj8foJ46zFthhkdJXTgMOj21rYdqOC7UO0cQv1+ML37He+BiayKwNka9tsP2V7ZOPs7wPnLly1P5SxGh/EM/6evfi9YOtmWenaTBqsW7Xkf9uMFPH48YSxgLydOzHaTAsy5qMsncn9LWJxsvyyr43aS8B2icZ05NBHwXpue7zCgTeNqAbvz6hjzrxA7VQg/zgFI4UlcO8VQRfjtwIYOsHhPrCQlInmP0eiycAL6q6cSBPyp9J/+8x+RpWZ92DW6uZClZdDjXO+fa5dzVHtI7RyPsKjapvs+eF9asmhB+uu/+LNITyd4y7LuZAL9nI+7DbLw6qJrXmwZQJ8UQ/t0IfxUfwbmjYN8dsSHsFBsDTxWMwTiN8fcyq905gI7LuZE/8BgLLzavGo360bJ8Y18yFFr3pho0Q/3z1nreQgJxsr55v1QWL5UifsKyNXpBlNTvMaHcdipYdNRG+21VYIvAWNeHCudawTHsoU6Sr2wcWP6mXe+I747s/+e9eK+Oco6cGT2CFnNTFGulV8lez3rY3xZwjozupzrmNG//7jvbeuPXn6cc3+0q+bjL7iRZXNdErDpxeu9c52WvdPGTxWj3wmi9ADW+UEQ6HvrEUjpEKJqMS+ucdZpERAJaGQQ9VJWtWqIFFWdehHLWMkiCkC8hsdavKZ2cV7DPz97jCBJxjIHg54royfoUf0qqJQV9M/++bvHawcpIPI4i8yZvwkmdTYRCOu8ojevwM3rqJLWJlAVa14Eca4zFtlAwZV/2vzJmn76U5+OMRVEy6QK9AyZI1iW/fRZyzQ/KdS0gi+ZPvujutasN7Y974fXsZ3+eYznCuC0OdSzWtDs2NounVLsg33yfvidRa9m2UntBe+///4AtNoWepwmAdbrPDAUj/fccXJ8DD80Vn4yI4DdPzP4gigKawWlzTnO0pU9EL1du9Jv/Ma/I8XX11JTHWEWWJQVbmFrxnuZHYEhogzAhOcn7KAPuQb7Mnyu4bIY7jwOHOzHcUQQp2oz24XpTVyFo4kTe+7cWTgI1MXiEU4LCHEfOHdQ1ukxdQA2QZWJ5AUjZWXlCBXAA5NWu8ApqJv27NpJPuINaS+CWMHQ0dmZ1m3clO564x2EIKkOA//ly5aRd3h9+sGjT4SN2uJ5c0K9lz/EmY2hC5y7o+wGueAovG2b38kiCigUmBWwZP0HDnN8MYG4B9LOHgDagYNkMZlKBpGr0qVLr4AJnRAPZQO7NO3wrFsAJLPiJfSgNH6hwjcWPsZQAZoxHu5UYUNEPn4LqOomVp/5efcDBg2/IVgfxz08gnqhk93fShbTvft7UdX3AR6I/wczaf7hq5ZelZZie9k6azaBqS8DJ2mH6M44u+/tgP+dHTuo62R67tlnI27iXlSnZSxm0xsbov+qrbcAMtdvagcITktvuOWmNIPYkTq/NE1vZFFr9MbHfXZxUzW9n8VUB4qDzAPnxmFiRKrydTz8c1wNRRIqbVlCFn66w70WWiHzGReBqgC7lEDARwCFx/k7Sqif8QDHBXMvSX/7v76U/uy//Xe8twX62CgJQhhcx3E8LKfv8+Kir1p7AMZTD+13ok75t7/42fTcsqdS25YNqZj0ZyWwTAWMi/MoO/fUm/jOlsUjQ/1ew/lg/l5BobaD1cxZx21gwMw9ju/px91HX+HmnPO4PtjPfP7ZRufb6cIzgACVMXcOOg/0RDfLj8A+AqtzD+OBO33SD/du9OU40+trE6ijkIBNh5qXLm4SCX8EIDx6DLYC84GKmvp07c03pyo2NTp/cQf5C9runNXIfMj8vPvd78TTGIcxab9RJVPfntXIUb+Pvf3JjoBzUaEvS6VH7XZYLgGRQFAgIMPl/M0BmVeXoXOdFkDIonme5+usISj0eH/TCUH7Q7UTAsCc5ZL1E5Tlc1/QZT3Wa5gTQVtuS+d7mUbbqXywfp9pr+lnAaDXtg+qS61TwJV/lsGzPb76u+uU7Zg1axZzLwsSLUNmf2yTxe8dB0GT/fCazc3Np9IS2havY3s/9alPhVpWdfCv/dqvRWib6Wya54Rdeea8I1ATKNpmgaPMn0BOtbLgS7bUIhh7dvmzaEmG0uXY5dse26aJhQ47OYD1O8fH7/Lid/bNuhwXiyDbfnktr2u/bLff+2cdeol7jG10jATS9k/QqNrca6vm1gN7rPxkRuCCYAhPiSjWWt8DeaJ3hlSYBON115vuSo/94FGCPPenCtSXLsyIVw42pINCzb3vuGSIFQVUbQ0P6IjzSDAG/K4N1fgi09gRAZ9zjAVopoxDw4MEE8YmhYwQG7dspG5tPtytlafFC+dFztfJk2sReBj1oxraDdgLNSpAsBQBaY5jF6diDcpBD/sJfl3D8XPG8ZAAUk1R1wDD2NTaEqnsijlHEKDHrzusLsLf7N69B2E8yGeEM6BLgWsoFLoZn/OHzbbRzQCfPkBlMGlFhTBkAL+Ojr08VIWAL0AwQK8SNnFIkIqqsBv69AAPeGHxQFoGU3opwV1VCUd4FeqwUg2tK2lXqIF5SAXUgguL4y0oPozX7T4Wrm4WwWGYvCPESRxGba4BfyHq3udQ53Z2dAYjKEAfj6pcldrECYTWKcEDGTA2Ee/sy4ilpupgCnHxZOcMXJ0V7gu7zwBuLHbLYAhXrVobrOyU2qrUCOMb7ClsZ4/t6OnFM7ou3XzzdamF7BsV7E7nz58bNkJ9ZHM4AJvg335ArgtShGph3FQj6mNQghp+eKifWHTbwjaxlHs6Y+Z0FrupkeIwVNIMOlMK0IpqCPWS7GVkWQFwFZfiFQeYVbVSV1uPR90X01/+xd+kDes3hCe2LKyqVAFk/HHtuIHOcr4z+PQw6QkFa2a/+eD730P4mwNp+7bNwQ7axjPT040M00u8GHNyCIck1cUutNNQIdk2gZ7gmub8RIsZVmSuVRH1He1zav5UioLD+f9SJYaNxhRjWqGzhxtNbtQIcH6ps1K67777UD99FMbkaWJUwoAwYBkIfOlzxn559UbAOZwDKgGGfz7H3n+BlOuim9ccOAoUBWmCKoGHxxvw2LmSH++xggu/c72VccyBXn6cr/7JTAl8VMV6nfx7QZjF649W0/qdbJ9A1TZaPEZgleeR9vq2Mw81Y70WwaP9FSxaPN++yLj5XkBmn+x/S0tLam5uju+t39/z68XJI/8Iquyfx3i8bbAPjo/F917T7/3Lv7MuQdro4phde921Z4y3fc/77/han599b7Gv1u93gjrvZf6dfcjf22fHxD7KdgqaLdbjb17b9/bdOIXaFdov4xgKdq3He5UzjXHy2D8/0ghcEIDQlstuqK7NHiO/AZQIsoBVN9xwIzT3temb//gNNDNFsGElxGSTvTuEcCecCBNeplD7QfPTyv44iWpwhjhZrO0hBu8IBSf6BCalNnXTGupgHsxpbLy8Q+FN3Nc/FID02DHyIXf3pwcBJ5zCZNVeryzNxv5wMgyiHqhVkzK1bS8M2FZYCW0mGrBd0/C/bHoThuk16dLLL4uHRCeIrdvYEfHQHwDovLB5GzHseI9ty3xC0Gg8/NyKVfHg1tZMirEYIIafwtZi+BXbIUg7DHAbor32obctC17qMQXGHTuBHUXYJ1anRtoikJ5EfXr5GnrFvoawBEiroqwKVbC2kqibOU8VoovdCSjBAwAT7c5c7Z7dCQAAQABJREFUsPpR2Zq5o7t7T9wldMQ+7Tg6dMOEbsK5ZhM7yn3cA1uCIKauIvICq76dzDjItPUe6IelO5zmszt1samHaZ0MiOoF3AlEC4pLAGadpJBrg1ntIg7Y2vTY40+RSq8iXbSgBYCM4TW5jGWiamCkDJjtBuGmy69Hxboo+rb0ikupdzLp+daHWkMWeO/efbGTdF5t2rQ5nEK69pgSsR8bLjYc2IrNBLBPn9mUZrMz3wRA7ILd1DN7CixkKfdVgA5Oh2kzHAn2P1Q2AbbPPM0CjprqOhjsf06/87nfgXU8mqbNaAoGuR/QqINN2J0yh/QqleWzLc545+wh5lwtGXM+ct/7wwb0H7/0D4BRds2AuwE2F7kZxdnwxzqinlE/DKDytAwDvOciCC2yaqpKtTs9SnzKn2QJNbThnLjxMobmXH41i6YgqtBfqvh8B4vKIb4WMObaB+sVHwKLEXvps7NaFTrOdYWbRXXyaWbwfGdndYz9+5MbAQFBDvoEF26iBTgCgNHfCygEY34n8LDIoHm831msS3Bm8XzXHeWErKNgIv9NgOE18vPiBP5xfsUcY274anGe5H/OsRyUOI9873ejj7MPHu+r7c2L7Rnd1vx7j/VagkHf533Lvx9df96m/FyJClk5j8kBmeflLJ3vbaMAMa/XOnKANro+z3d8PMc/6/Q1Pyb/Pr+2r9Zjvb7m18nr8DzHwOK987Pt8p7JBPrZOvN74HttQc0c46uOLTrW2L+8/qhs7J8fawQuCEDooxVABRAoZMksfXwVIham2qkz0t3YIqxduRoGqTMVDOuNyyTjYdfbdHiYeHGocEvQrwnejqES3tPNQw6IKJ9AejEeNieYcfQi4TwCQpspgaBqUz0xJ06sT1P4PYJg4zavinnv/r6YbNZ3GCZnA8GJn1+5JrwCZSXnzV8I8JqWprOjqYLa3roZtRxM2sYXNsAa1oQdiqFhps9oBkROJz4igY/3dAdT2AL4qEONeRBmcPbcvtRO7MRdqLN34axSiapxMqrlIvqj7ZoAUNst4wFq93YEwW5/ilRV818lwbMb2YXNnj0fVe8UsmAQDoZxMTSNWVO0kayZXJPqYeSKAV4CK54vmCRUzNRTTh5hWdMChJ+BmR11geS4CVwfJFTOQ9cFMzqEerhjx/aw5Wsjrd9A2Atqf4aKGfBtPmL/BMUuGHoiCwZV923esiMApuBtUhXBdyfTTsas96Cq6/Hkmt1PbMOt6Si5m5cvX0aMrOfSZGwtZzbWY+eY5fo0XI0MqqBYu7h62Nmrr1oaYFH7lDpC1Kx8fgUsZUfct73796bttHMt6f3aOztCrQ4sBsyykLnYQMEN9R9I69f2AkBXh3NKPbalM4kzZw5c2QGBq84qbgJUXzYxht379nMPsAXCo7kIVfHU2gauiRc1DjMGPDa+4jj6NJ6xNnyJNoSyxafs3ABQOuIYbNrYgm+88+501203pWcefiQd6tMbsjDU/+OZS2dAEO7Zqc8+MJRTn3mfLbCZ0JoCMFZt7F8lbVKtfb6i6UA/C7ILtMVF2E2CgMiFOTJ0IMTcYFjcoMhi9MLAysTLCo8utsc4nDKtemg7Z0eXsz+P/s331j8M6HYMBeWji17NmmnkJYaDQ7xHRdyXY8TSlH3WY7eQ8XSk7MeZteRnZ6+21wwIy4jPtn7dehiIy0f6nzEVuXA686yxT6/WCDj/nIu+OlcEar4KnCz5/Ml/z4/N2yOwyIvHjAZ85k7Wvs01SAYrByoe7zzwz3NGl/x6+avHWPzs3+jjz54r+TmjjxEk5Z/z4/PPeb1ntyP/ffT18rqjMfzjMW66P/zhD4dt5ZLFS04BvtH15XWMbod1jH7+8zoFdvm18377W/6d760vr9PP9sl7lt+v0XV4Xt7u/NXv8nvme89Vjgiurcu1xgDitvejH/loWrR40an687nhdfOS15t/Hns9/whcEIAwb6aPH9MkAIlgUNXsUYS/D+udd96Vnn96efoydh+H2XEImGRrDNkALRaCwPhtMhXgGiY1LAu2gdaZTQxod2zG2nbs9iIB3BRWjQ316SRAUCcFnTucgKqXnWCV2JfFhOR6OkMIQksR8rJzx6GJ1q5dh63YOkCnjikTUDEvCHWo6sHOHR2oVntQizakxukzIrZZE95U2s0Z105wVwvQUgDvZcdz991vJEfyc7Bwe2Gv+lCjEjIAFa2xCH0AtVWU6aDhpFgTqNTinUXdDVMjI0lhoYuLbEimTinn4WnhWnpSToJRE2SMY0zcgZkrVXWl6kWFtY4BBujeDet2AKeZGkDQPNQeuWqEpS7A4gEA1vO0sYswMiWwgDWoMyorSnHcqcjqZ330QT5JnaajE3gdw1Nh+EhfANslsKECTb1wBa37YFcFizK6u3Z1Bjh66smn0uo1a1Ezl6bWGRgUo44+NGh7CTDNvRUY7KetMrYXLZofKlmZ2QacSNa/sB7ATQ5iNgirVq+JPNaym8eYSHUskN7XEpiyCsbEjYRMo+r27p59MKK0kY3AjnZtWLY4a1jICBrMrnUS5+qccvFll6brCOcza85cuqZTCzmjcWiprp4cIFe0IRA3ALJ2iONZuPoBhzqNGG7G3MGG3jmOl8o42EbNCy5fsih95lMfT5vXr0ntWzemcr4voa8ye4LWmKz8awkw41cj788GN469KRFlPN0164DjQuocMmyEXuk/SnH+Cfic99bnPTh6VGGdsR8+K16br3+ixfiTgkL/3Kh5jZe7iEPjhvIITKz2ntVsyniA+dYZPDJ+L9NC1wnjpJnF4UkM7Y0eELeAc+z3WHl9jIAEwcWYrSy9cumpDjmHLa8miJB1VJ5YfD8aWMWXP+Y/8XyMqkMvZJ1GBGKvxvVGXepVeev45Eyr7ZdBNGeyjKaAN79nr8rF/w+t9EeTEK/SYLlo+2fB+iCWcZkWWZ0JqOX+w+//HmrKnvQv3/4WtnLYJCCQMnUxDxknGtT3BMJAG8RinEVkEbJSECrCHRiMa3NYJoMA02YGjwEYFFmsKlQHB1HfydyUEzPQVx9e08mx78FGrBqhCFDkOscAVAK6A9gg9qGmE2geBFho5/jED57Ag3lyuhZHjkYA4DbUw3rXTp3WCFM4HSePKkBRFni0AqBrGqoqqH09qO+d+dYwLt4IE2mmlaNkSCmGLayFKatD9arXrGCqYiKxFlnU7K/xFAtRa+pMMrmmkWs3ANAyr2CDRiu8PU4heYi2+l6DY+NMKe1kHx1DHSqMd6j9mWDCfsegArJDDccAVwH+zPkrM9vShMNCFdQ+4C+M70Hh2hlatAhUxaozQAHRoE0lOATDumDh3FDTGP9RgX2ScVPAC1h2w0z2Yty8dtU6Tj6amnEQMZSOLN5xAPsgDGn0lXb29Q0EoG1qIkYioL9pWhNMK7aAMIPGC1wNi/vcqlXR9wrsF2ur8d6bnI25zK7Bvr23RwGOFeSfLcM7vXFqbeqCoT3Qb5YYxoMpVeb8ApBqM6nN4mqY329+54H08U98JL3pnrfguU07sGllsmLLiD3NlMZQI8touSnIF7NiAmdrz+M1dWLRJdlUeTNQSb+fUD+TJpalb3/9sVTAfFRc4KfCHDWwdM7q5U+Fo/tSJVPlOKfnzZtDoOU93O+BEWaAjDEEyn4lLOHZtQc7yDwS6B5kvpfSF5lOWQRBUoDQUaqvs8//cT4blsUMNV5nALOKvCgoziW4NYlgEsLuG6yWUEQwxtp+Oh8ZnWw94d/zFdl9nxGL18nVZec7b+z318YI5ExiDpLONZdejZ74/HtNi+/PBnA/6Wvar3wj89Pq40+6D6Pry+0oHTfH8fXQp9H9uxDeX1CAMF+qffWvEAamCCZIiHECcFQAS/Z54k0dIEabHk/alQlwQrgDGpwgqnoNeyL7dwiwo8el35uWzmwh112dZS5Rnbp7d1fatIUUbBzXA0vHYRSE74j8lYWaAFNVgcqyCBWU6lvVoRnQRK0KQ1aHLaAspYzOPgCFcf4GEZzfuP+7wc5dccXladGSxYAKVMK7d6aqTTWoIBsCNA4fPwLbV5uub7wxbd2yNQxlDyPUllx6SZo9b24ALTN25PmcZUy1aSvRW5WWNkytD0BkYOYiAGFpEUL/CKnh9PiFDTOMi9yIrOB+nEkMF3AYEBThRuhrL0JP9ss4i5u2tIVat6lpRlp6zZWwSTi1MCDHpVuBKarCtd8T85UDgsyaYlYUljWAciagTc+lsNYxxTabKWJfhM85kGY1t6KGRWUNCC5FlaOjg04ghtaReerHscL8mN6CxvopqZJ+c4EM4PPlBOxGdZApAKQNYudXBis7vakJD1cDshaE84j3W5X8SphbHUdmzWoJNrCYc0wnVgQ4tf0yyTokaSspA+R9L2a8mmFc98L4aVqQzxsDD9sn1b/bu7pTW+eO9J/+8L+QOWV/+uSnfi517e0NxnfmzOaIYWn4hjrAl/NQ1aoq+4HB/gBm4SzFQqYzj2YR997zpvT2e9+c/ulrX05HaXsVoKuYDZBMqFk0nNdZcVQs3vXs2Yg3Z/3jeTOxX5R1dvNicGYBVT9jfZK2MEznL9lDEMcJ/NxQRP9pl3NARllbyAqco1TFuhnwusHBjTr3/Bc6/xEyALKD9kVV8PmK91J21rzMZZWoi3kmZHFj3Pk3H8WXq8e5ZPDch4kfuZw15qqrrmLzkdlOjQmglxu5C/8355P3cPR99L0AY/R3r0ZPcvCXP9P551fjWmfXmatcz/7+Qv/sGKkeztsvQ5jbC+Y2lxd6H15r7btgAKGL9ejGnLl4yzTBuuDZWlo7Of014SHe/vafSRteWAtwqEAlaQoG1IoApVzdq/ByMimjFCXHsKFqJFbgpRdfFEBEoLJowcJ0zVWD5OwdxI1/a9qLcbHqQ/MYW7QTOwJr2Atgyh7grFWnHmaETaF2cjIWXM9QMYoduQj/F4g98NBD4TAyE4eUm95wEyC0M+3esyu8oC/B21ebx1LYwUbt1lBbT5nWFIxUL17Bw4RoUe03EfZSbzPDfhhWpQZG0YCeQwANi4bvFsOXHMIZxdfDgEEBXB/2XY6BQlsVnK86gMh47cLZZcvWdsCZjBuBo3FG0MNW3CEjV0sIHUPNHCfHm8BAwSrDKlgUcEu9DMNIVcEU9uC8UabXbdZ1ADKgB3bmQDg6FOBFexGyuRDv5yoANXZlXEN1ajUq5P3b2lDNltGu3qivpHpi5qAAVeZoCuaOHqGP0HaZ8xCeggAtF3gBsvEYt7ZtR/3blx54+HHOIP7enFbqzNKPqQYvLyeWo/aljIGpCQWDkWVCBhoQ4QJTjr1nDawSP2UsGH3cj9OLjkqDsHVoSQNgjuOA//2//h7msT594L6PpL3U3z+EOtX5BnC0biYFczYDdKWwuBpCnGB+mH/5MO298bqr08c++IG0evlzqXfPvjSRmH4nadsRHXZovyCIWig5kPFT/j5+4CMspHOfIgDXxm8GDk0yWtoOqtZ3AZXVcxxPEok7q3PkfF5yAemram6Z4uDSWIz1HrYcgk3XNlIVseNnaKghnsXm+hkRpsUnTFtcfzNlnmDY9shO5IHTrcfnxusESOXZyNkLfztX8ThDKikQLMbtkwGdwFy16GQyuhxhjpSwUTnMczMD+9LJsLbcEDYtAlcmJsW5kZezQUD+XN966+3pL//yr9Ljjz8egDA/fuz1pzsCZ9+fH/fqo+vL3+f3/EepO6/jlZx79rFnf365OvJjz25r/r3n+j5/vvK68s/ne87y43/Sr6Pb90rqPvt42+9f3n7f5/aN+esrqXfsmFc+AqMx2Cs/61U40uU6W7LPVfnIrwAwZj7MBI4L2MgdwV5KMCRo0sFC5svidxGfD4EskDl28ghgamLa3dWDs0k3AGZSxE4L1RdCawo7j1ps2gxVo33CfuzJAgjs6wV04YEMQDR+3SDvBQ6qsvzTFsz25KpSAcFpGRWBcVI5bSguwWmC7B1PPv5kWnLJEuwKpwJeegm4TYJvQFdjY1PENyyHWTIItB6uRxB8g7RDJk4GUGcY86Pq/DEM6Bs8OARIwuMY4Dc4cDBc9g8DbG2f36s2M3OLdpa9XMsMJG3bd5CreG8AX8epGCZVRmQK6vAjqsFhN8vMCwyAkWFUfNK9YBqtV+eIADsAvQBUyFZBQ0fHHtSJ/bCN5Ywr6aOo1yDPsmO99KEGG7upxILzHqhGz0VyETZtqnprAIVtXKgasGgezIA9CHC9nAUZewHvjY3klwVs7eP4BoB9X78R/w8FMBk3rh7Al8XIG8ZRxqweqv32AVLto57bqhsOoZrWRMD7KNC1z5OYRzWo8GViBTLakh5CLW5QdO0LvX4wZYBD2TDV5YLTgzh/PPnYE+maa69PDc2tqI97AwTr5S0qPrW4MX7aAkpK6oVr+J9ZgP/7CDLbDxu5Bu/yccwj500s6qdAn6M08kTEgPk+3uTfcg+ysA78wPmaQpTEXNT71zlQyv33lKhlVHUe/+IiZIw7zr/Ze4+x7xqFey03XScArJpYeK2I5+kzR+ecJ7bfeWFb8v6PZmX83uKzI4A8X5EddH76nJ+/EMYHUxBNTVwfCglUXohGgSTGNJvG+agypc0qc7rEyJz6aJsFn6qjmpub43vf5+q9vE+nThh7MzYCYyPwqo3A2PP2qg3tS1Z8wQDCl2zhqR9YvGFzXNnHwQop8EPSKYQUVAh4X1XFKcQ0opexK4A11NOwvr4aNmxHen7Fyqhx9qzWENITUQvLmpWVTQjho7Azh24VIQnmzZkTAEtwIPuiQDOEhxPVP1PmCTwjwwVCzhAGllzkSHG7uxFcyWbocTwIiDGbh3BLR4gyjvEMGbmqSqLXI7XGc43xpeOIuQjDhTA8Chg9QR/2EE/QPMiDgBrty3QGEfwKVMyBe1JByzDtQRW+De9a/0yvd5gcwPZLFfgwqvdKVLYTYCVl5fRA1UC3G9Xn4KbtwaoZ6y8HhHokH0DdbOR51ZiZsFfIytxlTJZAVcEt8LL4vWOxaduuALE33HAdOZUnEnuwEbaTUEDKYcYD2BAAo5LrlSDEp6OuLimZiPp3IJxVBPPZTbZW2EjaoAq/Zz/Boem3bPA+vJPnzVsQYz4DsFlDZgrD4/QGK0ioBgS6wHJocDh1YENqFhfnSWwYcEbqGNiNOQGglbZX0Q5zVRvAXLW03s/21/t5FJbMbC72UyzjJmDN+hcinFArntPOOZ1jDLmj/WBsEmx+nG1PNStw7MvS2952b7qEjcG3/+kbGSNKP04wB82jbH+zK8bJVnDO4vWsW9BtEeA2Nk0LMCNo01nH37OjqPXlq4s6zv7Ha3ifi3mGVBM7h33OZP8qmEN6vBvqKQrzSzZPAOXG7FyqMZl0x9PNynjHKfpw9lVPf5aFNoPN4YHcljL7zef5XMLCOTsEoJ/AsyzzHIV7HXGCXCwCDOZP57kHROZBzcJ73v2e9Od/8eeRwWHx4sXBTMiij5WxERgbgbEReL2OwGsHELp+B/OCACwCzAAwzLyh96YpxpR8MoUhxBRcgCQ9g2WhZCkU9g2EFHl2BUK8rTNdeflFaVZLMyClIYScjMo4AIKZSPQYHkbQqQ42+K7smEyRmS1kkczuoeArGH8SVV9ZqinGKYTraHtmyUWOwkyhp5Apw9FATeJ0VHqVeLeqTiwGlHnsSQRcAB+YjBOqqQEHE1C9DcH8mR953z5y+QLebGMIVFkZ6tVRYS8hUHYREsaYhjsNfYIqTzsvVY650IzwKLRP9k4VtR7Gep4ZM888y/0AsPb2nQyvzE/2W87gCGwE1zqxGK9QGa7gD+aH9wJk0wBqP8gn2BkzxOBwQ3t6sV0TrBmyZRJAbfr05lBPV9KO/n7S+MHoKHwFGYJnAaOOALt27QhHkEnYgQl2J9cRm5ELG3RcJK3Dx5Fjh3C8WYO34KUwv7txLJmWdnR0hJf39x56KG3bvjPNbZkewLufeRCqYG5A564ugOVx5kPVCCOKgxH1dmP/2QMoDrBPn0uKmQN4ecs0ybRGaj3mmbELxxEAvHKi8SJP4JG8nbHOVJkyX4JUi6AlZgJjFNCD12EA4xvffHd6671vwnlmJSFxtqYGGGJBv3UFUg7Q4hmccFYZDWEEy15PRxuLAagN9t2Hfa2lipSLxiPMi9Awg4f5N+d/FQxaZOoiOxCfddwQ2DmHZFtHM4CaCAi0Bace4zMicDckVA7+HF+P8b77LL1cyRhCmGLG3XiC5yuOgSr0mpq6SDvpA+d8PXfxB/9Gj2p2pO1ectGScFIyb+6VS688dxVj346NwNgIjI3A62gEXjuAkEEPI/GTqHSI33bVtVenRx97JHLolhNKBMkUAk91o4GcZQq1BaytA3wh4I8AZoxTdwxWz4wm333wCUDHGlLNVadZ2PdNJebcFPILb0OgFiNkDTi8F9tB87Q2kwVjCMAzCdWqjFoNKl3DkQiQdMgQgAlEBTXKl9EyqAiWyWwVFoWi3skydd2oboeGu4NhOUTdeipfBBNxHHXkVMLRDGAPtwVvY8PXjAMUnUQVuhPgpxp0J84hxn4zC4dskELXMgFnD1V5Mjil2PMJCoy3WITK2vapzgumk/YKcAVJu7v2pvYOcgxjj3jbzbcRLJqA3bR5Aupri7aAk+smp06Aj57OAgDbPg21bSHg5VgIf+PqZaFVhnC+0QFjV3cHoGFiuv66a1HHmsB8Rgj1SZNrYS4JPo295rx5c0Mca+92MWmKnnjkEYTv5enb391PrEbs/iYYH3IiIBKQI0ijX0dgH6dOqY680MtRtyq423BGMaepTiYC13ZU46uJI9ezF1UzmUzGjctCEWl7NhUP525MAcy1bPBshb9F27n8zgmcGCrAMowQ99M++neIGIn2ZRjAayzEssJSGN7Macn0Tz17ewI4uhkZjwmD9pXmoi4GMPYDkOfPn5M+9bOfiPiNq55/DhU5ualRY+upPT4ovByyjZ5B0bwYJ9+Nhi/eZ/GjDLeMr/PAwOuq4XWwEbifPsfnwvpP130atBmjrRTAnaVBdKNh5gTjKVomY7PaNpLwPrzwYX9lnA8y/wR42voJ8jJGFztL2EM3QXqqO+dKSrKczV7P+SNr7vwyBE/kQuZ8i22zPs0zJuI97qbGjATa50YMyhEwaj0+S6ODVMvBZp7yPKfM62rmcQ5Czxy1uNRL/mPdebnqyqvDJlensyru1Vj51x0B58b/yeV8/T/f76+1sXu99ee1MP6vKUB4AicDVYB6b16CJ67q1u1tqBfJOhKxJRAYFicS4iKEfsfOrkh5Ng7MqDq2dUYj4VkmBVg4SFDi9s4BYhPuQFClVAeL1TBtCiFiphAjcHKa3twMADkOq7gi2Jce1JOzWloiQGaoFhFW2uZp6K6QUxWZF9kVhZ9Foe17Vcza4aHoCzu1QvpxABatirAyBlY2xuF4hOdBwEP7tjYyVRwMUPGN+79FzD6zhKiyFrxkC6NsVDmAdUI5mVtgUPy6kpA0xuwTHMjqCASP4c3MS/zJdJluTTCxDxu23Xv2oibtTxcvuji1zCS9kUG2CVujN/VhmCttH2tQKc9qbU7jAS+bN2xMq9eugYHrTFNh7ozppxBVdSkAKAV07SDMjI4b8+e3hk3ktOmNAGuyB9A+VeMK+c7OTuL3ERQWj2I9Vo8AAurwQp43n/F+fiUgbxuAHVBA7EQFfQA0rnNY1TrnqWY2duBjxC288/Y7AizPbm0F8B5LV5AhRsC2vW0bIz0O8FrLGOjoMB42syZU/P2oITMzgwwGOmeyBQhYImbKhpgRP130Us/YUQA6bLK2h3mw1QgzQ58LBTsApkFsKktQ+Z+EBZNp1Gv533zso/SpCq/ir0X+5wYAdsxn2EHBFLWevtg53o00KcettFNeEa9lrjEJplF1tmpr515sAgCxUTzxHFU7J60j+s7kEbxZdHzJ567zWibS4rGqcYsxfXB8LQJDjxW0Ca7d/OSATaZQ1bGvXiOvM//de6J94qk2+Nxyjcjswr02mLWscHZfAL5cx+t5DZ1lzi6y+Zo/1GhOEqp0O34a4J19/Pk+v+/970+//du/jXPJE+ROfeP5Dh/7fWwExkZgbARe0yPwmgKEBdh/aX92DNZqOrlGFxLoePPmFzKhAQAqUqgj+XIBMwwAM6xJDcAiD6Mi+6Ct0YxGk4VPCbWXXqja2slWrCXW3DJi4dUT0uXet9ydpjZOS3WAw2qE/0WLSZGG8O0i97AeukdwwpAhlEGQVTulZkWuKsRyhkZBqdpZr2Vt68zpq53aZBhJj9FmUXZLdfFJ1G49xJAz7lpnZwfJyb8XuYFrUbOSnA8AAmsGWBMAmsEj8jhzTvyH7BsEnPYPkBsSFfEpFAAipTmAD1gUBKoC2dRtu7r2B1s6E1Xu7bfdGsGVm5sJ1cK1DK0zjLeyCcQP4RFaC9uooL7ssou51glA4boQyrNnNmYOGfRPNvUIDhJdPT3YeNaTnHwJcRYrg62pIeWfALO9fXvaCRg8CMO5q2NnhO6pgnFNwwVpBvfU3M/z588PBnEPziRFRTWAXtoS2WjIqoK3sGF9BHmHDh9Ly559Li1csADQ4XOoY0FZuuzSS+N+fxvQ0k0d9r1mEl7aZH4pLCRIdc1ExoAA1wBvPQ2w2PSGxXjl4GM0k2bNzjvPMQyP3tITSKtYDWNcxr3Qu3nzpi04rZA1BkBsXdYmcBoc6sMA8Xh63wffl665emla9syTeH7vj7BDJwHYcGYB5J23WQu8mu/OXwRhAn/nl57nhj5SDevcGF2EeXbvbEyYAUKuj0pXNs7PbiBst/PVsZD902sZlBm/j8dcQ+crw/sI0Iw1eeoV4GcKROeXquUAiCP1+p31+2q9hgWSpc4dVvJn1rq8pjaQOnjlwakdEx2qZB6dw9Z9dtGUY0pjU5pGfMfsPjqOXItxysrZI3B2DWd+nkEIH9OarVm9Ot31xju5bl7PmceNfRobgbERGBuB18MIvGYAoQLjiOo1BKgMxjhYgiuuXJoee+xxHAb64AMRNqhiQ/UWwk93dZgy1HGdO/eScmxyKgAQGMJF4KeaV8E5CaBQRaYNBcfBgcOpfdeeVFhyMt1y0/V4xjYAQMphI5dEXbt2dkaswZ7uvdjzYVDP39atbYSsaUu9sG2TUCtlIkhB7fTIWBNtC2U7dFLoI1hwH+xRLSqtd77zbWkmAZibW5pR9QEkik9iz9cfgKmXrCCrEETtne2pdXoTALae+gySPcL6wOZkLKB8I8JWgY3ILzE2nKOBYD1daA9CWPtBbfwOHBiCFe2iv4NpwZz56bZbbw1GtKKiKlUD3ApLdSQhhRrt7QacHjywP12BE4SOFwUJFrGpAaFdHA46Aq4ZsH+2QpvA9m3tAN8TgMFF1FWTJgOsqwCYOrMcBaBv27qF+g7gpDFMLL+utA8VsqpcgUgd6ly9x2+48UbUyttS+/YtqQ+2s7Sokvtlb8ahZlQlTbw+VLINgMKt24fSV77+zfSh978bsFEYNprjCK+ig8mdd7wh/fM3v5t2kjFGZ6Sy+ipsFw8Fi2rWmQBK/Cuwsu6zSzi/+CU/eawOFAIabUttZwHjo6NQD6Dh+RXP0042LBw3BIAuQX1vlh091K+9Yml6zzvfkbZu3JBWPvcsXt21EVJIL+AALvTd805dj/fnKgGksokVP8sEBvBiLhug202EGwxZPdXVYapgt6h85ApnVOuY27lwlKEvlmDoaJeOVP7mxkCG0LAtMn1ufFSDCz6j0bCSPmPc/jheRlD7yQCbfOPnbNwys4mcMfTKtn0C9QeryWedqQSKspACVMFgBuxU4WeMu/2zX86HXEUt2LWtbrgqJzGfaibz+TQz6O8xvh52qnhSnHjqm3O9MVWWQdz7YKNltMfK2AiMjcDYCLxeR+D0qnmB91DBEPZwCKugVFjh7/vwh8kX3MJqD2NTBmhASmSWhHZGJgLgmEzefTxt2bYT27cDAYLgyU6r+gBS7vwNR6FHrSEutCU0HMxEhP7SpVdEyJJnly9La1atjQwQ/dgZrkCN/A//8NX07X/5dtqxbQs2fz2po21L2sHf9rbNafv2rdhdbSN/8c5w/BCEqnLWFk2w8I63vhnbvMz4Xc/bYEIQgs8DGI6j4n3u+efTsueWY/M2meOqEMjaCqICDsUiziuFthsYRoxA9JIMCe1njEjsQRgTQA6HYG6ZygompIriial4nGrkwgDHm7cBYHEk0Yv6+huugwHF2xnbuAVLFgOqx6P6NfBwOcC0I2w0zf6yes2acOAxhqBqvJtvvh6Waypj2kO9tIO2Hx4+BvN5CKccPLTnzSMFW1lqakJdXIY6GzywETbX4NCbNmxIX/nK11MvgnbLJvIMY59WjB3oIQD2YmwJDwMc77j9doAk9oYAV5neckKI6MxRiKq2FEeYE/SxijA29TCRbgi++rVvALYPRKYS1dfmn547b0669813RJ7pNnJF63ksI3WMc+2fjiGFxrd0ugQ+YB7wNvucgQX7JhjxP5mrocODqMErIi3aMQ5pAKy/sHFjWrFydQAZz1JNrapY28Am5tKnP/lvIhXf+pXPpylkTRl3wvA+47NpzAnHuW/+ZRxhdt1TTYrG+MmSOWTIktkugaw2owYoN+6kYNW+64l+TJAWPcl7xKtVj/rzeoJBAVx4VAMwfc5kGQVeXmMSIZrGw8y7obE641R2wQ4KyDyXg+LVzzQg+mDKQ3Nva39q0HavY5uPUK9Acyphlw6yMdLT2BiH9kP2VWAoGDTlpOygGx4vUQLoBimyoYCF5h4E6ORyBkD3TyTtJqS8sgYHphYyWepd7tIGMKW/x3gbH+3rqD8OOG+5774PpU2bNqT7778/2hQsKqD1XCrr81Y2dsDYCIyNwNgIXMAj8JphCE9JMmkUpQQsEN4f6b3vfV/6v1f9Jgs0GUpgL04AjGROjqmOAzwo2MarEkP4bN9BejTUsxWoHSfXAgYAgpJDBq5VIBoOQ6knEzAFkKTKc9Omzagxe1GR7UmHyf27fv3GtGHDJkLA7EEFWRpszwSEu+nuFGAWxFgIwWEYi/GAFwP+CkI6sa3rw3P4tptvCTsnU9w1wkJq93QAteO61WtgVo6lZ556Jq0in28VwGralBrAgzZd2FPRPg307ZMqM0U98jtKCCpUao6T3sL22dYcAaQdIeTKYVieTpjNwWE8Qzns1luuS1fAXFVW4iADIJ0zb24WFJkKNaDfjg1f9+7dEeR31epVqRlgVwGw0w6vEjWwGTUU8CV4eh8FDTgWG9p2RNzB6wm6fBhBf5F2h9qI0ZKduzpwxhhKPYzj5s1biMfXk5YvW55+5u1vTbt37sy8uwGlMnctrbPC2eKaq5amRx75Qdq8bUeaN2sm1xb4TwCgD4fjivd0OnmMvXft1PGlL38tve89P8MtNC5hacRPXLRwHnNjOD300PfDk7iqvIl6UEEzX2SI+4lJ6HjkDgqCl6w4loE1Ypx9P4AH94TySdjr1aRDsL43XHdpmgB4+ZvP/zHqYuI+Mi9l0GS3jgLKDhEg+dO//MvpWpjsf/zK3wtPAOyZqjNTKmfXeklmMGuClz5VMnYsm2eCNx2b6nHw8ZqHYGGd+84JzSKcj7JofraMrs5+er6vjqNs3ejfPd6xBu+FjazqXZ8L69NhRe9ygfIpYMjxMrSykxn7arxQ7n20R4BuKBrYRQCdYZPiGY42nL6qgFabTNMs6s0tqBWEa6/oPdMMQvAYgapph5srfz8O2nO8TQ1ZUYX9IM8ziNAuRDl9BT/m9zf77Xz/6kTTD/NqMHfbLki2nQLcsTI2AmMjMDYCr6cReA0BQpZyVnZVn9kCj0BDAL3pnjenxx55lB38P8HCVIQdoSDkOIKoFOGk44DgSdajhjRzgoN9qEP3ssBPQV1ZDWOjxZXCzOMiLRfOKuXYhin8zGPb19sD69eevvvA49iEwTIhlKah3qwiPE0NwZiPwWyVlyFUOd9iGwWFx6EnClFtHoIpGeC8IQDRrJaWdOVVV4T37DSCNVcTgmYQdkc2bgf2dQdhH9etXw/rdSDNg/2cCLBB1oeDSAnCaT+qaYX3pMoJoQLOhZ12bQIm2RLVexwSnp/7eg+GSrP/ECwbOXNNH3fLzTekBdjd9QMU64iFqDflbsCiKdW0UTReXmdHB7TKsbR927b0zNPL0guAxvbt22n/jFDx6u2s3eVEwOMQ6sM+hPxebPKMA7gEW8sa7OvM/zxBmz+AkXaDvWQiefTRR6m7PU1FZb51y5a0ElXrpbCwu8llPKNZtg4vYlL79fR0EavvEpwvAI4wpbt7DsAGVsEk4pwiBxf91MmhMDzFDWi9izq+970HUw+qaDPSHMMhxfR9s1tnoIq/OD3w3Ydhrkjnx702DJGM5u6jmAjgbSxLJnhxgyBbLBDKSz7f9DrWYcGUcJNgo24A2G/EXOBJAHw1cSsLmHfGITxOW4ZgyO54wy3prttvQ028PHXhIT6p4scDEaGyBYjoSa1zkH02NuNkQiV5w7VvZeoxX5wH9MUO0KdRXcm7FK+CGw7knqMCps7s8+lDJhLayRLMHc9SHay5oE7HKJ+Xs4sAU+/hIe63dQkOc7bRcDCCKMPkaHerva3jPbpo52sQduNdGkhcdbzzOS/Of887iBOUuM62uBnxeShg3BuYN2WTRql1Aa0+w2deJa/t/K9usmQC3/3ud6fVmG9shAnWvtViX8fK2AiMjcDYCLyeRuA1BQgdeJfhEVGHDISZguH6xV/+1bDlW7d+BSANFRdMAvIBuzVYiRAcOA7AmhlIV9vBiTBvBgLu6t4XtU2B8ckQgMyiYIBYgKis2tvaEO7DaRPhXx56+FGYueJUX12Lg0IFzhBmDwGaIPiKuIhhN4SBoV4MIYSyGrtASTtzy+4iVIyp5+6881YEWWGaDDtYBRjUyWUXauVdnR3BID391NOElulO0wg9U1VBHuMIVgxQhe1pa99N+4/R/nIEssxbiHyHRbnvwAQ7M0gmk2EcLroAefI+ZSUVqam2HIeQi8i3OyOcPIYYi1tuvSUA6zOEQHFsGqY2BHu6fdtW1M+oeHldh/OItm6O48pVq9OaNetpA/aT5HEbz5eNMHT9AIAdO3elKZx/FaxeLUC7AeZTxrUUdvOFDduxGTycXli3HnZ1PareqogRuG7D5vT4E0+lppnTI+5jJaCqEhWloHQCYHuwvze9AftGQfpzz68ItlGgL4gOL1fe2xZtSufNbqZNR2FWidsIWPWeGFZHsKS94QTYTTOwODbaQobXsYwToEE1pcN3qowCIX6v7Hd8DXY8SXUoIYIuv2pheKF/8Xf+Y6i6S2DTZAcFIPvIDDMdoP3pT34c5mooPb/8mXAEYpYwR6jsxyiyw8PMe1ltAZTMnfanA9iljg4IHZsiVKznu5rAzWwzpgc8u4Tqnfo9JtTRXhsAKhiMfNjnAIWCywP036KDiYBQVu8oMS9lHB3rITYSxvo8uwggZUDNQCPZXsi9EXzKAupBrMmIsUaHeSaL0Q6UECpnP85REXYH9X8Fc+fMDtt7GHP+PeP+nn3hl/hsnwV+73rXuzBx+Ep6HjOOuXPnxpjb1rEyNgJjIzA2Aq+nEXjNAcJY2VmkdZxQEBQTQLh1wUXpMz//C+k//Md/n3bvak+lx8phY8gSAiOhLZKARgCoR6T2UAaYNiZbCYBA1ZfBmGUCSgBqFaUFeBF3Ibg8VuXTybRq5Zqw8ZsxvYHYcZWwgbBU1KfhvgJIyynBqcBFFkShH8wFwtA0eJ2oXgsLiwmPcgugogabvbrUjEet4koGshuvZW3/1q5ag4PKFpjOCYTGqUIgAnhggextMYzQVGImKtj8k90qI2uHwlowqnemmUwUYjp68ALLWUkomaa0eOGC1NzSwjGMAQ4B05qm8Tcd1m1P2rhpG/WNg9VbjPq6njA6PQFOBwf6EIArUJV3pdm0VUZNYLt3r3HhYE9haiYBzAZgcrYYggY7tptuuj41ziANXz1BqGc0hvf0AE4V7cQwNA7kmtVrQ9U8h98c14bJNWkbQFi18L1k79jZ2R5g7QBp4Wag/juAM4tBm6+78QaE/wTA4xOobatgWrFDI3yMoMF0cI7IMQDnnOZpsMKFxFbsTl/9+j+nK3AGmoEDjJ7Sq1Zv4LxhbDJrQsjbl+OkNTNzydChAe4PIX9wFjkNHALexwbC8EAVgPMK1MMnmS8C31tuu51wRGvSAw88xG8E/Aa0aF/ZRZDsiYSY+SBexTOnN6av/P3/Zo6xydAhSpQdd52XH7EIegVVNtQ5Z8Bywa33XdVvOBrFnCBLz3muIdgRVHruMbzDDQdUIUMHYDMOYR3OL52R3SV7RsyJ3LmzMwJsm81GZk4QLANsXTLevuYMoq9+lgk07JDnyBTKEnoeszbmrsyfdo+NjY3h0awTlhsri321n4ZQKoW1N12e7fX3fp7tcZx7AlvZGa2tqZrnyp1LmG7wLMdYU82pUffND1Fk/L22xeda5xLH3z6NlbERGBuBsRF4vY3Aaw8QegdUF7Imj8erWDimI8jtb7wHZmZ/+p9/+ZfY/a1nISc2G+ExtK0y88c4hJLATZWgLIR2bapWZTAiAwY1GcPPFGoR9BmVsuzWHpi9boBWHfHjmqdPRe3Zh6PFIKAQ20DqEmiqhtbovrKyHIGFkAQYlHDuQezTNpEubxwHXnXlFeEAMwFnBmP9qX7bTdaMvT17UaHuIGzJ5vS9hx9CwMPm4RGtqvgQjiiCwQAUgAqZkhCTCERBXDkgaSfgZ7dq7QGyPwBmuXwwjy2odq+84nIYv4nhKa3xfgMCuwmA6CCsWb8ubSFji1lTFsxfADOHsEYob9uyGaBL+B3sGTdv3pSqCcRtyBvVkXWwY7Wo3QXQ+3r7AJR705593ZFG8Pbbbk4LlywK1qYWwaydYREgeAuOJNU45zy47OHo61QYOzGcwM3QPz3k9t2Ak8kVOy6J+7Af20LtEqfCsC1cvDDUdLhwwBS+IUDQunUvcN2eENRV3K9qwuE4RtosmlHFOstgGLtp2yOPLeceobZn/AVH2o0ao1FWTSDUexDHh2NsGGBQ8xRsgvkMiqhqVe1/MpVja1iHA9AJWOYBGMbb7rouzWxpTZ//038XqdIq8a72fEPjGHPwg+95R/qZt96bnlv2TISYqQYI4XtL+1/MwtGsV1wi/mTWuAz4AfCrqqoDLLkpsISjx0gPXmnF2skZWiYHWs4PbfkERKpuBX7auQraMrCXQU3Z0OyaWXiaYjZYAwDtrA3Z1d2wmE2oAhZTZjHUxcxfQZXgyvvg82sAcplEQalzTc/zvG43O5zCvBgfmxLZzCLG3O2aJgF6Fjc0zSBNpeYEIwXg/qLi2GVNftFP5/rCTaJMoKDwQx/6UHrkkUfQRGzlOW491+Fj342NwNgIjI3Aa3oEXoOAMF/RfQXQIXBQSqUJCMYPfvxnA+x9/WtfDi9gbdwqAACipIBQASQ5TzqOcxT4hxGkqktl4DRWl/3rBuxswl5oCkyXDh2yhdptyTSVAPaKYXoMKGwtZoXQm1IQYuBr1cEnuM4gsQD3YPfmQXNa50X6K1kk883WwlLtIBi29maCCI3Wn3xmGWBwYpo/a0a04TCqRsGLrcycVXhFiNpm1Ze+duzsDvZRwdw6syHVE1DbUC8GaJ6KN6iONgKaCQCSmbMmk32lLK0FfHUSQ9HzKwBTZmGZ0Tw9nEI2rVkXeZN3dnSm5cufjz6aycVwKrrbIMZDJa2auxNW8yCAta5uSnrLvXemGryhkfLBgB5H7a7X50kE9068e4+QZWXtmg1hm1hfPRPh7sgdD6Z2ZuPUtANQ+9DDj6T3f/gDkcVk6dKlxEk8ENlirrrmmlCpb8Ku8sabbiBfchXqY9K+oWavA6QgreMej2MemK1DcF+HrWEFm4H93Md+GFoZKtWVDfXVAVYitR99MvWaAJBmg4ECsjEup4sATFtSvYoF8gM4syxetDBdfe116TsPPpQef+qp+G28QJ0NyDDM82U4Ir31rfewcehJq1Y8F0yvbLJZOWTCfrxC6/Lpz1uZNL2Aj8ccVpV7DhD0MhcUrMm0yfz1Mbe1SwwAx4Cosj8IuPMaOhI5Bnv3EW6J58Dj3EjJmrnxEtwZJN5wNDt3wobTDuvV3k9QJXCrYlNwkHnuXNb2z/OC3QZIq96exL00jqD2igLDYsY0QttwtuxgGaBcdbF2k4ZPEqRitQDLO46YoVPTZNjFU2MT8H9Ux/Ob6tj5Ph/DUYec663j6fNsH974xjemL3zhC+m554h7uXDhqXE613lj342NwNgIjI3Aa3EEXmOA8MUruczIBIS2KGkcqcTed99H0lKcNv74jz6fHn/s0cgIUoCHrl6wyBDkARLBY6lK+76jCDb/BIRFOGVMrqlMPXj8Pv2MAY/nAWjI8cud1Z5JQRct8DyEVBGfG6Ya8wzbPUCSadWKYL4GAQ67CXHTg5NFa8tsVKk3wtpVp/qGKaG+lQXpIdVZPSo507HpWdwLuzkVFipYFAUn3xUQMieTYFyQCytkecefrZD50gauMC2YOzu97e1vTuNlFVFb62BZgNCchF2VcRQFPmsBuHpvIj9TCapmz2/ECH/enNm8OxkZSHaQAm4Ig//lzz6P+nlvePZqr+f5kbkE4LubdsuSadg/Z/bsdMstN6TZ82YHKK/CoWQVQb0vBhSpfu1o7wymZ+2aNdG/SmwoDZWjMvYoHrEG6J5Cn2UJe/nbiI3hvEWLIji1cf6GubcnE04T2FtWV16VXli7Oi1C/V2LLZ+AdT3g9iBe243YW6ruLuD+qWIXaBQDIKbBtBY11YczkmwXeCJAky04ADsoqycDpEdrKaykQNaRdYxjfAEqMmOCIVX05mNunTMH0F0Pm/vFtBewOb1pJvWciM1EERf46Affn5oJq/K1L3+ZOYV9IuykDhvjQ12c1RzVj1wje3/296ePePG7kWNpqKBMWzzBkQy1sSG9lwzAyGnZBuLFdWTfBCDkWYjMJGyaZPacYzrYlMLodXd3Bqjz+TL39iAA0fnpBsRrFvMax3OeoNJ+ajbhvMyL19CW0LSOOzphpGECZRlPukmjLj2W62GUVSN3EfNSMw8Bpqycr7KDtifiITLOeuwXYRPah8f/SdT8k3Humj5Txs6nlD+eB+/dyE3MmuFN/RGKXsWji+F0TOtnsW1jZWwExkZgbAReTyNQ+DnKa6ZDI3JOUOOajxYV4KEgcIH2R4QH8qCW2G9vIs6fKsUtmzfjtXgohMpJBEvEe/NchPcJVHhhJM/iXk2AasWnLJOMxfbObpwhiJFHqBrtECcDBrTXkuFQmEWhnsOwB9EszinAOP8woLALtfLWjj2kwZuWbiUDyGQAwiS8HxctWhDg7+knn4nYe7Jak1CtGoR5F+pjhcxugih3wOAZx23/gQHAEl7CI3/7+NzbN4haDlaRPvk7HUlz57Smq6+5KvUANE8iZAWr/YA4PWq3d+wMO7+joMQh+jHRkDEwORrHzyC/cC3t6oah0+FjCLbziSeeJP7hqtSITWA9bKNsjB6cOmNs27ETNWsv35XAlBnQ+qY0rRG7MQCAuYpf2LAZlV8/eYUXR27oF9ZviODd38POrr//ICxmYwAkDAMBmBrlyxJhGwYY2LtvPyzakTRn1mwARREq4wbuDXmnAdUydarjp04mBR2ATzvO6U1kSOF+7O7en/YApmUZtfUD3wRIERxFeJ4A/EcDwGhzaqzJfvqye8/+AFEeb95h7RHN0CHIKuReGj9Pu8Ui/spQu3tvtbt87/s/kB558sn0hf/vv4cDjOcLhI5jn3jvHbel3/i5z6THHn447cGrWHb5+DFTvAk0MyaSG5bNHT9zrp/it3gd+cwP2VH5sflxI6eOvDgv586bS99wggJkFXHvrdMn4uzzzzxTzCjoyphTgc4+MsdYj2z5zJkzw3avG9W8KuNmPusg5GfZQu9HZr9bDKgfwt6wGkerSTwrHYw5bWAe04xwVNG8QFtEc1dnam0gPs+MxwksBe7mER/oH2SODASW5QkLdbVgU2a+sgInLkwVduMEdgK7z+Pu5Oih+b9bZs1NcxZdwhxkPuFodar31B2D4ECc+hv5jq9+mBJe25wwjef5wQcfJDJBNfE1m8ZA4Q8ziGPHjo3A2Ahc8CNweit/wTc1a2CAQd7mwjRvtiIiK7IEAEP+e999H0xLAC4/98mfx1FkZ9jnybEhz0LVrKQAIwbwMGhxHXZ0gqgaAEfr9ONhqzYOz+LGKQ3h7KB9oGorw4tI+Cj2CgvJssGFdVhIBccDsO3tHUCoNpLt5CZsmxrD+eLqq68MlemyZ5ZHnlvBoDZZBhUOoEldB7m28QzrCHYs46hdXBQ6F0KWa8pGHUL4H4+4hKT/Qjiu39SW/umb30mFMH/a9a0HmFXAyLz1LfdEbmGPL8bLdibqYW3z6mrqAqDa8BUrVgJeunDKGE7PwgyuWLUWZ486HCKaAAWZGn03NpRdOKBY6mHHbrrh6nD6KIc5EzDWw9CtxCFGNXEtwNkYiPv29YYw39G+AwA7iE3kRAQ7jj4whAcEtUNkpACcCSgqUJVX4gDTTV7lHlTRJAROza2zI5tLR0cn6vv1qWVGY2qZ1kD6tyvT+nXrAlRcfPGS1IQTy/IVq9KGTdvSFhhJA1g3kttaUD8B9o+XcIBRRSm4EGR6jw0U7jEF3F+LTJYMqvafemALBuuJRVkA+AUhEvSYIOVXXsOGoiD9/Ze+QqXMMDYjZojR/q4FU4DP/uzPphXLlqctGzZyH2FhtRl0onJvs8INPKPkn/PfR3489dE3L3HMGfVkHwR4mkbYlyiColPnZ1+d+W+mmpWFk0H1NLPAGGTcOSODWoYtn3PPuSib6gbKou2ftnyCaNMFRnq7UZUL9gxCrapYdrALZlmALjsYXsOwv36uAVx5Xc0xsraOtJ1PBmsXUAoMM0cTegcgrKBNAlhDKM2YPpMNGgCazYAbwheX0/Vlv+Xj+eIjz/fNFVdcEbmN29ra0jWYMoyVsREYG4GxEXg9jcBrChCeAoMvcQdc6l3+MxGgwC5JS1jEy1CbyuSVlGa5V7PjVEkRxgJQcBhnhL4+0trBDir8FKyyUeUwEwKIWmLPWfgF4YTg5HeFaGaIj40RgktGqe/gUMTzK59YFXlr56FK1bZqdmtz2EG98MIGHEl2wYYMhC2WcRD1fNao3yDJXQCvqdgtvvddbwOsFKUtW7fFdU//o2DEzgo1mwKyFyG6j7iE/bArD/3g6bSbOH+SJ0VFOrFcRj/ALTAxMjAts1oAOLX080AAhiMAznZiK/Zjq7cP5mf5M89GKrpSYu3NmN4YjGpXz74IXXMUlmsyQHDenFnpumuvIoMLHqYACFW5qtu3bcu8iAWEso6lMJBdO3cBwI6Fw8gBmMuZpN7Tzg55HiyTDF19vSrtsmAGTUO3qW0XWT+2pPLqycR97GDsJtL2elTPW9LqlavS/q5daW5rS2oB2NYBWtsBm2l7Id7bt6bLLrk4PfbkstS2vYO0fJ1pOmFvhgCcZfyVEiNSezA9o50bvpqdxrGxmC6Nb7lHvALwBCClzAWBv8GVtRFsaW1N16H6/xYM0WpsLQWEHtONar2U+/dzP/epANsPfvOfgw2tKyE/8wgeCwjCPwKfV1wEkjHhR580+v0rrullDxTMnWCToZ2c3sqCN20DvWeOh6p7i0yhJX8GbYmMn4DNMEid3O+zi57FqojNSmL9qo5HlwkwvJXUrwmFQHG0qtnjVB/7bLmJkTkXZLrVO4T6vpB52tw6K9U2YDsIYP9pFJnCJUuWRHt1njEv+VgZG4GxERgbgdfLCPx0VtJXfbRGBCUvwaSFJCZmGmnGijwJ8nUAAEAASURBVBHEb7j19tTZ2YXQIe3YKO9FpZuG7ycANdqi9Q9MCKcF2UIFYxXAR6AnQFD4HcXWzPh3Gr7LmAzhjattmSydajSFZR3OFTdcf22aPWtWMCCXwmLJhDzz9NPYxh0MQPY04KsRQ/hL8KKVccliI5bTFtRg1G/KvHKuX6+jBiWHAYbcUB1sCi9tuIxFqBDXWN+g0G2Azf3YP6qGXrhgfnhuzsCjuaWlGfA6RB7htmAGK6omAEx3p872DrKvYF8IK/j0smcDqM2b2xqAd+XaDfRzEIZoQtg9Xrn0MsBeEyq+LAC3XqG7zWTCOOzc3Z0OAEpNa1ZPMOoSgFQvXtrGcNxJmwxULDtou4ew/Ro/HpaQnMLl5SXBLgnOiscRdBjA8OzKFen6m28JxkhHDGPsyUIdFnADHJY9+ywsZV2aM2c2NpDTMmaW+11EXLp731Sb1gO6lz+7khzHHZHKbxIsZl3tRK5THIykjjpVleSt5vqHyYqi/WYBoWdUGat+N31eKWOvKtP2CIhqYUBvvPnm1Aur+D/+6m/SfkLyTCIjxsG+3mCKbweQ3sw9v/+fvxE2Zq1sAAaYTzQ5u3mBCHkfZeRDflPzr8/1GuziyA9xfF7RKzn5dIVnnJVfniqc1/YzHDR4BixuTgRmw8xx1cJlgDYfJx2uDrMZkRm0RKBpmVPsC2USfSYEbKOLGxFt/7a1bQ6m0evIDgr+BId6busk0rN3b7CPMvBZsR6eOdokaBRIq5YvHA9by0PWwyZoaiP5vVvm0DZU1MwPg6oXYLNpcQ14cfG7c33/4iNf6huZ189+9rPpc5/7HFmMLkrXXXfdSx069v3YCIyNwNgIvOZG4DUFCM+90OdjrpBkwY//7RaOIqVZSJK3vuNdqPm+CrNmhgQ8KZU7/GN9xl+DS+Q9IS1g3kz5NRHwokPDYYDWHpxD9vTsB6CVp/19A8G+lZUWAVJKEVYTYQ9LgymQCazCzmkSziMzCf4se6bDBjgxshz0YiOn4Hv08SfTdlSbATZRUR7Etk51psDUTCPaDn71H+9P115zZZoO4FGtaZ2VxMATjCrETeklizlIewUdE7luEe1rmDGTdgNyOEZmpnVWC3H4ZgDKOlMbsQCNFWhGjU6uv2P7DoJFH0nLlj2XngKgTiLA93RCthhOZlv7dq5bgJ3gApw45qcF8+aE0X8RYEAAYXv1ONXma9OWben7jz8T7OGi+fNTGceUASqGAaA7O9ojSHQNbT9OXycCAIfHHQcM9gGIDRo9CVYVT2VU2Ht6+gFTB8ke00D8QeIoUo/qaMepFrXiYX57/PGnU2szjBD3ToZm5szm1NTYCHDJwPHhiiOA6CmEl5mcVqPC7iMjjY4Q23fshuG0f3XBbFZaJ/Zn7R27qAqmEJvFLNgxzkmAd6fHVAB7JfWMB2jObGmJPM//5Yv/Pa3ZsImxBfTCfnV17UwXLb4offbTP5s6tm0lBV8nwLMEBjjzps3sWp1r/DnHgl77UUHJ6PN8n2UCiTR5MmfccwHZ6KO86pkls00Mi0YO1OvZoNShKmeeCfp00rD00YdSNk9V2AYewuPdLDse7zNjDMF+7E3rpsGiw77v0z5QIA1jKuAz5I9pGQVznZ2dPB/lAe60PxQ4yrDX1Fcz1AWcCxMJULTOQvJyC7pUTe/jealiY+N9MDyTOYt1LjlEDMoJ/z975wFgV1mm/28mM5nJpPeezKQXkhAIvTdp0qTICiqKrrr/RcW26K4uKtbVXeuiYEEU26oIKFVKaJEaQggkhPTeJ5mSZJJM/r/fe+YkN0MAUSBA7pfcuad+5T3nnu85z9s6diLn9X6pkntWQKjHv/vykqvMdZLZWV5cMjuPe+Elx+4LlipjP0VA+MKyKu4pSqAogTeeBN5QgHD34nW2jRl3l90GrnaSNOPIiH0mpIn77Zem3Dc52AyDGbOr4DQniyxIr8BL1s44govnw4ChMu6PU4jAqwuxCJ3ceqJCNsiuAEsmz0mzyjRfAAudLwRj48aOof5mUrM9AStWH0GW77n3vjRzFvZ92NMNHNAv2CQN8lXbyY50QtWst+i0p54K5u/gSfsF2NwAaJK16UQ8wCrUVJ7TkX6aLcRJz4DTNcOGwtQtJ33bslDDOXEZ6/CZmbPSUvL8Orkab3AW6yvx5ly5YmV6+qln0r33PYD0dC7ompailhPoaTA/iawmw4cNgV1jrLRZ3xJ8eB0MZC1qZ2M1Pv74tPTUM8+wvDWdS6gVPZKZ3WlvIZF9msNxRhBeA7Oog4WgQScgWajytsaPxHOXcRgeaOGS5XH9jiQPsmri6qFDIi7iWlhG2VpZQm0jn5szJw0jxqJqYx1RdHixvyOGjuDaki968dI0cdy+aeI+48jDDBicNyfdNfk+1MgLow/dundC7oQjiuuIh/PqtSF7c057jfWu7Ulu4P7U2QwjVcl13Qev6WlkaPnlr38bQFA7uwZUqN2If/fOCy9IHQFB9xKCxvtKUKbjkS8C1pchtByM5N8x1L/jD+dHnf55ucV7JTvPXggKvad0rjLci+uVsMF2WLtOS8bO8RviuvlbsqhGbtrWFNdE8Cf4UiUcIWsYsDm5uxvUGvZP21HzFhvAvLGR+ILkHBZUdeY+VlVsoGfZbdXO/uYi4DZtGCdScKlKVkbZOjvzUmBcz438HkeP3z8NHCI7SPga7v8MBms7mTGMrzQQjIEX/Dn55JMjt/k6WHkdTJSBYNrYjcVSlEBRAkUJvFEl8CYAhLsXvdPXdiYMHRScOM5629lp+tRHUyOMnAGTtRtrPT3r+RgqZCYWVcR1DXWRPeGYIw5jQiwJlajsRQVqR78FNFai3R5YJBDA8BHDwyNZ1uPpGU+lWliqpahN77n3wWAa9WI24HXEL0TNJVuiLZtMoHZ5gweRx3f1uvQkoHDOnAU4UwzAwWMQ2TF6E2sRb1cYTG28PL43KjlzxwoOVeGOGT0WW8FhMTEam+4BbOpUDQ8BPB2JeuvZ2c8GO1iPDGY+/Sz7Hwl80Q+P3nXkPN4AC7f/fvumE44/JnXv0S2YLqUrQyTAWbmaCRxV6JNPPp0eI0tHEzEU9TiuqemGvPQcxiO3qm2aM3sOQIAMJYAwG9DbOxxImNwrKwnaDSBUTaxMBU1LlpEXGfXwwQdMArSOwrO3PXV1IGD3EryX+7FMmkDG3bdPj/TUjFnYq60ibuPjqR/s0WDS3i0BTD722JPIAns3MMHI4cMjNmEz7N+4MePCc3YlLG8d3tnmrt6O01Fb+m3cPNlWw8UIVATlZrVRHd3OEDkEPx4OiK6Eaf7hVVenlagqDR2k+t1QPOecfVY6ES/yh+6anOoAyF3oJ4gJNkvWEbBFX/SizksAxHxlT3zLmLWAJpv3HtaeUucmx+/LkN+ZgwfXjZA7miSYW9j7WeDjZwuq5P7cM+Y6XsU9sRnm2rAxOWjswb0j+7caRtzQLcoq7Dc5V2BvzEGLsQ+tjyaDdaYJfk+8KABQ9UwWtM8jFJJ1CxIFfHruDx06nNuKsfAChqS5N/3x+XsvZARj06vyx9zGl112Gf0YmgSH/hYdb7EUJVCUQFECb2QJvAkAYQ7rskkhEFrLFXGi68Ckropz+PCRAaS2kkKstJQAxs7OzEQ+xp2QLLIlsh2CjzoYoIqKdmk4YGo47JuhLuoBNAZ6btJukG8ZDLWAsisGyI20ZoC0tavXpNmznkUl20gA6kXp1tvujJAZOoyoxl6/oR7wQvouJpJGgJAMjECxcROBrysGpL4wVB0BF4sWLyGbyMI0Y+YzMCaozwg8LfjrzX4nVdXGTrZOmNouHnzwIcQ1bIvN1jyyjMwOFm8ccf2GDamJNHRzYddkdYzhd/fke4hT2JV2OwUY1DbxLccdkyZNmhgMpxkluqBa1ZO6ARZnPTH3Zj07J937wMPYKTYAxrqFJ20D/df4X7tF5ScTqW3leuzr9ASV3dMT12sgE+mYy7ZlzJRqvrV4ZC8GEMpCHnjgJIBDmzQMZnL+okWcvw4j/tHB9Dnnq46tqiqH6TNvcJu4VvYngm8jv/btOgAae6dnnnk6wqAMIDahoHUGdoWqQAfgfbx1C0GOUWVq+2hoHlMZRgBlHGKM6Wj/hg4Zgr0g5gOox0fts0+aRvicP918a8he+7d1qEiNwfj+97wnNdRuiKwu/WBStxGAW1yQgYP8fszureyv2/L7Nd++u+PY543VqsTZBZsDgLlumwDs8Gh+XnU7N3gtC9e07yvjZWTz5i3RUjt+K7JrmiLYT4H4Fn4vm2DvfHERMNumx8jgabO3CpbWZQGjNoK9AelVAPpFqM9NgafNqS8wjQ0wvbwweN+qbl8Gm+3+zrzkaObgvbONulXY+8/A2PVcA6+tIHKLdrqq72EGqwjGXaozDFg7//05tky2+QgVTIGwYoT/+J94aSMMj2YNa4mdKagusoP/uFyLNRQlUJTAnpfAmwAQKsSWB/+OrwzotUPlFxMZ9F0FE4hOAsw5TB3Z9OFprnu+/wRYqnudoHzQbyGt2Rw8cQ86gFR1hEXphJrYOrYCcFYzGazVE5MKmkGUHVH3HjjpwAg4PQ/njY0AymlTH0ddiZoaNfAgvGwHDuwb9lqrVq9Mz+GZe8KxxwGcNjCBVqVRo4anx6Y9EbZT2g4KfgRZqjedGOtwaJi3YF5q2JgxcYcSfLsbtoNdCdJsFg1B4jK8cLXpWwtgMY2bausx1LsYcFWLKljD+9//6RZUrzMYSxfs7/rA4i1BHtthuo5ME/HUFSTI9vVALb0JNXHdhtrIQfzo40/C+ADw8NgdRrDn/oBT7SxnzZlPfMGBgIQSPKR7hirN4NxzAKUbN9XjZELOYSb4LDsIgaORnY4iptJrqN+cnp27hPWy9NaTjmfMVamGvMlmcTHmnZemAYCud7KOOaFS5BoNGtAnQvWsxau6pypg7AGbUCU65nnzZ6eZyHsr17wKW0+dfirxLOoJayVzJUOmvVojntOqIkvLVPMBQ9iuulc5ysIa5HosquLtgML//t8rI6SPNKkKyvakTLz4wnelvsjwT9f/IXUG6ETO3cBVjDaoLnvvDeknX2Yxlv0uLHETFmzwnMKSw50c0GX7lalbQkUdjCthkRjDzuI+e5DVbzYWkBf3NXELAXr9AOFhcsC6975ZT3Qk0Wtd8wiBXv3qumDnBHvs5PTS5DXy97QG+Qv2BJTGkpRh1HZ2A05Z2sJa3G9sR/thOjrDEq2FNTdkTQeYY8fgvWPxezO2pv1hAQXm6zesBqxjS8pvrq6uMY3Y94A0aNQ+5DTm3uSlo0IAG2cqBZccZ8b2+v1KF4GfjKfX99RTT8WGdHmAwu6wmQLFPF7hK91usb6iBIoSKErgtZDAmwQQKqpdJwDXnPhVSfmg1s7PuGiyHT68g8XhIL2DSwADziWyRqrIVPlFOBjUigZ2vuWOu9LY0WMASjqqVMCAYSfIhNmXuHgrYUi6Ap7GjRubFi1amOYB9DbDfEx78gns8+6HzWoLYBpAUFvYKtReTtgVAIrlBFKe9uS0NGbkqNS2ZzfClyyLEWhDaGgZWRHHVEVYFlkY+9axQ6e0/75D0kjU0noga+M1AFvEDqqMmczvvvf+YHFki8bvMzYNpH9TH38ch4yGUOv96U83AxhnhwNJNX1aBZPpwA+cNCEdefghYcsnuAj2DbA0A5X3DAJWz3hmXurcoU3qTpzGXjhndMExRWCwnGMMkN2taxcYTcFFSUyQBkxeip2iE2cW6NvMF3gKo1rM4jya/WQznsCLaaskHXHIwalmMA4i2D2alxlEFiFr2nKOAZG9jl7PSkC6an3D2RjyRwbTa+m38rEIPtyvo4nLqv6Np9gR0KZTQ4AOvIvthyDC628gZIvM8KBBA4Mh68okXzN8aPrhNT/DCWhBakMmDse8asWydOpJJ6djjzg8TX3o4VS7anXEqDQFYQZIBGFZfTlAic5HC/7J9+3Y8BILjtxPfuau52fBtrnPPSA7zKUdJbMbZK//+QRTy4IgSxtCmWG3600u6Iv0jIAe4wMaYilCwqgS5j7eCovamRcm703jOBomSRtdXyJUL8vOrmCbzlN2RkAp+20RjAucVBNr++l91lrDq3OLMS3LacswM2qQvUYNXK/+g6rToGHDAYNdoj66HHvja8efXAD5944dr8iCYNDx+LJ43nnnpUsuuSTdeeedsRzOaggyB7evSIPFSooSKEqgKIHXUAJvIkD4fKnlD2e/Nf42ADTzfwAVGaeYbtRF8r8EoKFDiJkaKirIV4ydW59e3QBjG9JjT0xPj2Iz171bz2CjhgwZRIL7wai12kd6u+7de6R5xAxcSh7XZkDflCkPk+3jMezRStIw2DPt52QM26Bia4YZ6du7W5o9ZxH5eycDtDqkmiE1oUK2bzpdWMcGWK/VeGCuRSVpuJuhNUMIhnsgXredAgyW2T/U071xeHnm2Vnp5lvvSN0w5Jfd6wPLJXDTy7aRCXjlyhVp8r0PYEM4m/AvnbBJ7MvEXoUKeDZevT3SAftNCKCgU4TOAQKgxx6bSgiXZ+g3jE3vLmGTF5lCgu3J8tFuoo8COtXE3WAqDSSsh+0KwOBiZCHo0EtYwC1TC8LAA5nYfeR4XroSMMp4J03cDweW/cNpQA9U7ceWr16WFgLER40eCbtK8GPq0ZlhGwBlGw40snmyhqaaE8SFtyz9EMjbjgDHEsAMVOH1l8Fz3RRrK2G2dNSJDgSKEkAIDGGxALZbqHs8bKnxDG9GVWxmk/54QtfX1eI92yudd/bbUmN9HfEX58S11U5Q1Wpb+pA1bn2vfvGlRts6x2++Xy7eSzZqiBiRmDm7w4YS+SoX7yvlJGAT+OgIkodYygGuWV4MiSR7t3LR6rQRUCgQ0t6vKy9cOtroaCEg1ylLZtJuCaAEejKwDThYbeKFqhI73PjhFfRYEwzVyqZ+XA/DWA7Dr2lGJSro4bw4decaCCT9GD80+32/NrK2mzkYdNnx+FIyd+5cV2OfbGixFCVQlEBRAm9UCbz0DPJGHVlLv7NJgxWAQ0/Az7LFOGYIBplU8pKpCzGuJ05h5DUGEAretG+ShVP9aNiNWibLA/bfN42fMA52sE9MolU4JiwCQJnzuA4V8t333A+gmp8qSWUydjiMRlvr0nkClSSAoaGxKfXu3gUmjfR2cxek2/9yV5owbgxgbS6TK+pIJkSLDMk6vHnLy6rSgQCmY48hHzLAKwIBMynr5bwK1fA1P7s2AKss4cEHdUwDULcNH1aTNtSuSwtRd2+gT1MemJKefvoZ2u2B7R/MIpOxk7ngU6C6nfiGXRnrIjx0pz35VHoU7+GVq1YCxEoI8Nw9DUY9LIBW9S3oUs2nB6ngsQdqa5m7zrCGqmzF19qHbaDv5mpuC0gxrZrpAwVq2qU9M3shstwIGNwnHXHoYdg/9gY6lAJG6nFsaUCG90UwcFlaVYuCSNlG6zBMkMA5UqjxLXi2X4KNpiavqZxSpjZ0m3DB0DKbsCc1dElzOX3HdlDbtJ0F6MKBvbE5xBE2TSIbSjvk+62rvhthc3S6aSDMinWcedrZ4fxy6/U3xBh7AoQdt31qDXB21F/Y1I6Nf+9CjChODrs7EFebMmL1OXTfcaIfhXWzoaB9Qbue2eYvFuBt5gVCswdtPQU8hqHRAcQXo7q69aHyVfY6PgmmBYqq2hswJxAA+aLlNsMRPffcnGi4HWBTELkR8KdjiOyhLweLsSsUcJp/2WuzhfuusPiCYzo6WUa9viEk02baHjNiZOo1ALMEGF5ZRIss9p4ojstnit/nnHNOgGNVx4bHcVu+f0/0rdhmUQJFCRQl8I9I4E0PCHcIB1bkeGz25j/3XARK1ps0e3gDOlomTAMUzwZEDR86CHBGiiwmMzOGbGqSCSHw8VtPCjCoas1JzzAqsmErCOGyhKwZk++dAqO3Jg2QuYOhqwRUOm/plWpMvRJWKthmbLwBfbqH+viJJ58hzMwzAWK0UZTtWUEoFB0qhlVXA5gOTmPGjGU7adiYgJ2sV5IG7C933pUeJ9aesfTW4x08ZhQxAJmUdaRoRuWszeAaQN3DDz2Wnpg+A+DWNY0cOjAm+q30W0/nTozBcDL3ExtxxYrlANRFaRoqYvMF9+nRnU8XAChMD2hjEyyZKlNDa5QAyjahPl9DG/vgtCKzI0Ok3Z9ZVGbNmkM7zVGHbJHMoEjFSXzOgiXYFmLfOGZEOurww2Hc+uJhjNMCRxiUWzD45Ixp6a0nnxoyi1zPs58L5nAtTirtsDfsxHVR1bsF9X+o2LFh03mBC4oHOV7MyEGwK7ton22XXYTLqcfuc0PYZKqKFpRoO7epCecS1PidUf0PHDo4jdxndPrTbXemP9/6Z1jgHnELCSIPwuFGR5KnMQdYtFA1OmpWmMGSUuCsiJBGMjzWckPtvPlifDJmrffsOORvWrB2a8i+Vd0a/kd2L+JDcl12tSGMLrX0ydzC2+Ie0vva+9p61vHCYJ7tjgD6Ou7Lel4QqmG1jUO5FscJ0/0JPAX/erUL7PQelon1mpvFR6bROJcGj85kLTACRMLideWFQXXxErzdTcdonz23GRdsr1WWAaUkjRwJGwz4X7XKnMcq8QlETl8O4YVh1LgJqaRdx8ghXggE/f0Wlh0vf4UbX8HlnAHM273wwgt5SdgULWSg2XBWu/bpFWy+WFVRAkUJFCXwqkpg7wGETH7nnn12uuoHV4ZatRNMnMyOs2WoIIlbyKt/AAS9KVVF6gG8gVAllpEjqtNY8iI78csuyZZoP7WAsBgzYN/ug4Vz3wDsqLpia2fcvTKAQiOMVztYQh1V1tY2MvEaUoW4g9QxfMgAQEX7tK62HmawHao3wnywfQNG/dodnn/u6WQJGYOHrM4SC2BX1qf5ZOCYjtfrMoDoVuLBmb2hIw4vOk2o+jXDxEJA13zYxyemPgkYRNUNsziAkC1b2CdoFFQYKkSV+MLFTemRx58ih/GM6JOhY4YOqQFk4GGqfAARTnKOTQ9l48pV4BygOtGiLaOeo9rpyUYup1+rsU3sCLPalm06skgbOvkLlww43KdXn3Ticceg4u4ZdotV7cl6gu3gZIDpNMLKdOvSM40YPjScaoQ+K9inmrIW9bn2lzpEyESqelStbkYVKqd/ZjUpDwZUNaVFVaqgzxBBGzc2AQZRwcP4VlbhIc6bgNeB/zgoVKTesL4TJ02KHNY/+8Uvaat9xMtbAOOpDM8+68zUAzbsrhunRs5pMCeywR4VJjU6sAfAQAP3ly8oMnumGNyeeyfbJYo2hHarZZV1X1J00EHNzA6vrbKyjlXYQ+r4oYPIZjymlbkMsrIR/JnneQlxLrWhlRXsS2Yamcb53JsGKfc8QZNMo44mNdWDMiabeu3njk7QL7oUAFDV76CBA0P1rV1tUxN2urCDG2hjyLARZCMZBh1Mf3yp4jf3eipqGvLYg6F1oHM5e/hqg9PXkxyKfSlKoCiBN4cE9iJASGDpfv3D8/ZB0shtaVE9yX5E4ctUcNu3E6SXydHJL1SjqCkFDP0BC1ux5XNbOyZNU7PNmjk7Mn1Mnzkn9SK+XR/y8fYlP7G5kdXhCYBk/IzjNnfhMhwTmIhh3Ay7EbaCVNy7Z9dQ19qek6lq6SYYq23NnYKx+d31N+KgsRqQRRgXbN9WwMrJsPTRJosJaTn2gT1h84494lDQD04BsDoGnp5F2Jsnpj+JrVg7wGW/0CZyAD3CqIsCL5o6tSeMBx7DPTd2pN1GwGIl2Tz64ChCRhbU19upX5VtCaBBZiYL2K3XZ5sIKaPs+nO8MRJ1blAduRDAqpdpD+QhOyggKedcIUCEIUH92x0nFJkjnUUMNGwg7rvvezDNmvccoK5DOpx8yTov9KNeWU7tzubNfQ5wXkd/+8SkKyNj+JimFaTI4/oIbGS3/F65VpBvsG28WAW02B1qO0eSM65de/CF5gGEENpOmBmAFFckzAmOPu7oVA4w/9l1v07TZzxFH/sCbAg4zLU5lniDJ594QrrtxhuQ7zJU6X0A2KihkZNhUjKIk/9tuacUdEERBP1jJa8h+1b+65G1doTaSG5JGUgvbMMjec+JIjAuDUAIiwp4ixch5OTyVtTuZn/px/XUk34tzjPKUhtBQaIAUHOK1ZgpaPrQC29iwZzgX0cUs9hYBINhVwhDrr2hLyi1vMj4QuT1zotd0vyhG1l42gL4lixZGtlPOnTCnAJzhF6AzQkTJ6YO2MXKLJrX2v6/nkrOCtqnwuXXUx+LfSlKoCiBogT+VgnsfEL/rWe8gY/bDgg446wz0jOzZjH5rG9hy5jEmZ3iA6gRwEllNMFwmOKsvMzguRBlTIZtYfoMBG2swvtIo/bXh6YyWaH+xUnEGIPdYMoEg06KFRy7FbZDe6vlADqBQ/1GJtS1ddTfBs9YVGCARsOlyMQIsjxXlkV7vEU4ZVx73e8ypxIYrfZVZTCLHSOMi84xqgnXkmYOzBaxEvcZPYq+EJ4GW7cZT80k5+9joT4cO3IIoxGaZpN7E8yPRbWqLFCVquMO7QClnegDLBN974AqWQZOe0E9S4U5glVBq5ByFUGsIVEBwH1xJumGI0BlyFSbPzOjbIOp6gVjKVSSabUIYiNDCWBjKSp2Axr34vzHyORy++T7U6PAixiNZoEZOZJUebCRhrF56OGHAYlt018feQwAURGqemPnbSeEih7hyqwcGzrB8WYAmtdOWas6bQoVqqBPsG0nZKUAiDLA5TBhgEFzMJu6bjzOLeMPPDTdef+U9NOf/hKv9F4BHuctWoRafFz6wMXvSSsXL0pr8Qbvhr1lMyyl8rFSZbujZJt2rL4yC1n93i858yRjKxtonuhgtBmgR+UEoWAuOzbrXd5T9L8B5GQUwdRxb3ttVdfK9hngXGZckwUP8OWlI6niBM6LFqMW5v7oCSvcCa/2pYC45bCn2h8KTv2NaHtoUHPTN67DjlV7Uq99IRhUJkqtBza9plKci5mGGXA6du6e1uDs0w2b0n0mTExde/XzQBhYwaYMM+prT46yW4PJfOdr8q26OGcIXVYOliJL+JqIv9hIUQJFCbzCEth7ACEzSSnsz6h9x5MJA9UT3rBSJ+sxnFcd1tiAAb1OB0yMvu2HugwVo/ZqhskwE0Y/UtUZOmb6jJnE8psFWNqeBvfvS8y+zjHhaQ+lR7GOIQYwXrx8VahWtyLlZtR0Tuhr1xMCZrOODZthB3HIAPjYj02wj36bz7h/b+zWmEQNnWL8QtkumT4nZ4GPqeuemTk3LSLH66hhZEs44TiOTzhArE5PPfV0euSxacGM7Use4mbYMQGSjKQevCtg1ARS3bt1ykApN1TYltm/YGB0xMhsocxrLEPYHieUUkCooV3C0J/+r62tI9/yQUyI7VDlVZA0ojQteG4BMRDXocLGcYd6ywHFYUtG+wKVMkBcB/IZL8Fh5vY778amsjzNwD6QoH+AOu0j26Tjjj0y4tnV4Mk9a/Yszt9KUO1HIyVfL9hUA28HAOLcNcRFNB0aCC+AcWkbPVfzQpuMR+bMkDDaroU9IbZxW5DrJsDLJsA8ppCo7mvS6ee9M61uaJO+9LX/TW3b9wgAvB4VdW/S011w9rlpOI4lP/vJlamctkqUFXLRBjGAF01mQIW/Bdgw78nO7xfduaOWnce75DlZ7a4J3jYSg081ry8tzdCjquq9h8sB9zKasoCCEvuXFfvJEveOwLsrqvo2gOQGmDcDmgval2JD2gHP86gXNm8LdcsKd4ax04teW0WZuhpk1ZPzjXW5CpvREuTpb8J7yJeZPjDpxsc0E8+SxcuCUff+1VPc34fe8TLEplW0d7Oem5PWw2qXoe7fwH3VqVf/NJz4mQNHjY7rJ3C0r1u3Cwa9q/Li2fn4Wss1X8/35+f8Y985GLcWr7uaAr8tAsN8OTYU/xQlUJRAUQJvMAnsPYDQyQPg0YvYfD7CVbNtYyKswljd3K1tZCHwepR5McWZDJX5VitUcXauJ0zKqvTb398Ey4dtFcdoN9cXFXHEyGPiDScFgIJslEF55y5cijoUxso5iePbbGcfHsNbt2yMiZiN2aRCrD3ZOo32BYfaumnj1b9vTyZE4UAzThtkZWBZvGbsuJnPzsHDeFXqR87fE487GjXqQEKi1BMCYz6M2uNMvHXs6x2MXCnG+4K6jdj8LQcMqhbMbceEfoYHkf2xo/ajFIRk+JA6ALPq6w6wfwIpGSCBkCrKpSvWRYBhbQ31DDVXMpAjPfX006htNwCS+zFBltOuHqGZnZpgVxWlnttmdZk1Zy71kS7N/M2Amo0AlSMOmQT71I1Ue4PCyWUrDOZy1LNPAnJ1bukSTjcAO/5lqQVJuQZzVEJqQrfpiGDxr2I3ZmEWRghPcYE+1xwxhopZMLqdManuPu+CC1PP/tXp0s99nv5v5lhkDdDRRvG0M89IZ516Srr1pptSGRfBVrIW+KLYTmHJGbrCbbsuZ33cdRtrL3riznOMI5jZq6HqBVwJ+gx31DuAHcAJYKY9oGr+DA+29JCvSKcHa6pzUlzP7AAAHeCP+88sOF77xVzPSphwPc8NJL2Z4N7GrOzHdfW+lxVcjl2nDk5tAPnxAsXLlCrgAQMH4IC0EWenRcFYew1sazPMomBw8KCBgMyOsOx1kXda0w1zKDc181vs1DWYwcHcV9t489AJK5dwfk0FiK1lvqssd70+O/e9+Fk7jysuFSVQlEBRAnunBPYiQOgFNpQMMfXIwbqyhJiBIKwKsmpsggk0vIuA0BKsoTZwMEl6Tmo/ZakFDHVBpWYMP71fA0AxqTpByw4I4ARdxrnbBBh0Ao4JTRVnzGjGw8MzdRthWAhjs4nUdqHeZOLTIaIvzKBgUKbMcDYG0jbkjfUKaHQIMAXbUozvu8EIHX/MEWETqUG/MQP/ikfxgsVLUnf2DRzQF/aIXMn0byNszzrYvtWoepmbAyiYmi9jzMwtjB0dk/X25gbaawYUbAw2SDu7zp3bM2EDqJCVqfnWkzFiy5ZN6bijjwxWKjx1mdSfwbHm6ZmzAbYwmMgubPcY83oBKCBFD+p2sImbtzSGraXx5vBDjXiE9fW1qaZ6KA40o0kxODQccbbBUi0iY8mjpNkzjmLvXj2C0ZQlUtbrsXk0i4tsmExgG5jVrQAhxWwRHAY0EAfwEUzr9ap9WzOgdwMsWyecV45/y1vSKaeenn57483pvrvvSg0AF72vV6PSHktfLnrXhamudnWaP282jjKZnVwGUvKWWHtRMBfdeUX+eK9sQS6yhNpr5o4zmiV4n8ogaysZtpvck62L4MtA5x24FoabMZSM95pqd9kuP5odbEIGsmEduNfN9aya2KDT3VDnL8db2KDjpgDsSF0BUKlDT+X+/fvDHK4lbMzKkL398X6WnRVwmv3EFIW1sIcLFi6me1xNnKLMeFOGzMfisV5dU0N4GTz7Uf9XcL0E8BYvoxKPy9kCZN3+4mXnNcqO8+xiKUqgKIGiBIoS2J0E9ipA2IzaSWBmxoSFc2HDQEcCoHLSl8milcE0qX5UJWlWEtW+qhwNrmzcu144jBiPT2bEIkslsBH8CBZXocI0dIfx1Soq2wfDIUhxslYVXWYIF+Ykgs84FQLI5DsM3mtbG5lI1wB8ugfQVA1nOx1Qw6mqk3m07+vwqjXV26EHTkwTx2XhaKZOnYan8NT0CMGzu3XpSODpPlHnZjI8aJvYQA7m1YBUQZ0BiR1TE6BuA84aLVNsyMDMHm4XcBkmR5VveybwSGFGHzbUbWRs29LoUaOwqxsTAGIDtpjmdX3gwYcZQwPsYH/q1FO6EbVg57RuEfH7AMfarKleFmgIWrTPbKR/jTCKfXr2SaeceFw4tMgJCci3ElJm2hPT0l8fnZZ6du2YBhELUUBs4G09g5V3lh+ZUCuwfTo4GI8wKxkQME2eDgsN2HdFWBY219aSfxZWuGbIsDR63Pj0T+98d5o1f376zve/x7ibUydU49sBTp0BO5f8vw/hHNM5/e43vw5709cDnMidFwjmE7LM2EIsILjvOvKio6nDVmItbuP+zWwcW0TCneb92qsX5g1c2228JMhKez97/ymfMuS4fPn8OKEral1t4gSI3r8ywYabWY79p2BQ9bBFUOmxOjZZVCX7gqK9qMxgOKSw3xBOXh+9lI3BKRNumCfDBvXo0SMNHTEq1YwaE/St3vveK63BoGjQ34BX9+Vfi+ye+HvOjIG9Rn8K1c6FKurXqPnXvJm9bbyvuYCLDRYl8DIksFcBwtISbPAqtqfz335emvbo1LBvEuipdtyGKleoloflWLJsBTlz+6W2HWXOsBdiAlTV6oSs8byqOWMRqgoz17Bg0O+SkswebhtqUJkxPTgjRRjnQLbQVjadORmG4R/TnkowbcEaYK0WLNrMRNwuWDYBWrB3sF+ClTrsDzeYLaN7jzR+9ChUel3wdH423T/lIfIgT2dS7hxeuKaJcyI3L7PZRNbgyLIdlXUVfXFCbWJCxxqNvnqn+AewQPsyqAY5dsrdjlfJ1uYt4Vkq+FDdt7GJVHWN9WnfCeMIxGtMujLqXp3unvwAuYsXA+yc+FUxE4AaNXcj6tctAO7GRsAwcrYpmUhj4Ok5PW/RUpxlOqRjjzyUmIuDI0NI7brVeHCvzcDgw1NTx3aoz1HNm5lEb14Bz3oAhaFPyglPYjgbAWI23eN2ANg0m4kyd7JRLZ31vSmAad/+A1MX5Ddk5Mh01rnnh9nAV775zbQQoKKDjI5Da1bWpne+43wY2CPTjb//fYQ86UYooW2E+clK1lrLymv6pRxzD/lQ/SNThk/WmefSMUcfBVDeQH+8y7S9g9FEBjKpMoPtkJ2ev14g1creZ4K3DmRnKYXZrcUJpJ6Ufr0IXt4bcwTjVQoYZcj1JF6sTSAvS7J+en57f8kchg0ujPPSZfPZ3hhqbO0PvUeMUejLhecbi9DfVwVsONgTh55GVPZ90/4HHJS69+NFQrFynna4mkp4P2Z3Jywwa9kN65as7CQKd27L973a3zlYy7/z9vzdyUJbcgY339f6O8+N7HadUjy+sL5CsNT63D2xnr+M2C9fRHyRkD2WWX65ZXdja73Nuv29WyIjj/bWxVKUQFECr5oE9ipAmAGwtunoo46KyXDD+tWwIoDE7Pn9PCELWrrhSKFHsOphAVDzzlkIoIM3JozdejxVnSidwLLCBMUMpjpOYGi4FI3zt8LKZJNaBmBC/ckJ2XSGupOZHagJ21MXdVuXdllDiVe4DWBlrEJZHIFdf2whly1dSp7lO1HVPhNZQQYOwKaxLenMAHKCVfu3ek0tD23VizKZO1WqWT/zvwIIOpx1u2WjsfvwyOXBz9M/4hbqdODEPHXaU2lozdDwRL7+xpvSjFlPE8KmAoavZ4SrkblzbKtwMDGlm/mMy+m3YFSWylhzS7FDk6E97OD9UXuPClV2IyCjqqoiPYejyX0PPMg426R+eBpXAXA5NFjAegJkL8UpxcmoDCeSAOn0at36tbBKHcIhZc26NcGObUYtv6W5CbmR7g+WqhPBuQcBPLv07EU2kkNTb8DhF7/6X2nKXx+CXWvPRF6SFj43Ox13wvHpQ++/OE2fNpUsNPNSL5x4rCu7T5TAnikRdiW7WYJ9i5cTgJ0qYIGdsSr79e0b9n0KTHDhdkPCCDgifRzX0pcZmT3NEGShPU72TvZP8GcqOj25mY0JldQ2QssYP1I1tfeQ7KBOIX3wElYtvJYQTHOwX/W6Cw5ULWvS0L59e1T7tdwHK2EOa7kHZQSxZ+X+3MYLyoDB1YDBg1MnGOK4wCLbN1gRtAgAlaGA5uWAI1X/nuN11CnFe7qwFILDwu17alkQaJ8cszbWjjsfbw4WX27fCkFg4Xhdto285CA7Xy9+FyVQlMArL4G9DBA6m+LpCjA48YRj069+cx0ABc/eUt/MmQBbzUeqQFetQX3MZClg8G3VSU9wpm1VHWxKHWDQ+HyR8ktqrAXeydBIcmzC5qsNbKAqaJnAaESbM/4LwtyW/XUfy9RLZ2BwtgDIsLILUMm5TPCyhBrpr2JynXzvfcFKzsQTty0BlGsIZF1eQV+DxcLzk3ZlLddgN5gzn4XD27Gcd4mjdhb22j+Go7pQezNtEfUmNv3f49NnhEe24WBmzJzJ2MvTQFS6Otuoejdotypj5SMA7NKxfYCQciZ8H/QrVwEuWD70wP3SoQdPgqFqF1kxKkkZOHnyfQC0x/Cg3ZaGV/cLT2xlrp2ZLOa6WlTQqNct5QSpFqBsQv5tUdFffNEFqKE3pacJKxSglP4rr444R3QWoHTtnhoBJMNHjknjJu6ffvF/v0/X33BTTDyV9KEeb93qYUPTpR+9hGvclB64/348yLviOAGQpY2KyL+7U0qvt6U5c+aG04bOUOYUli21CMTK2rQLJynln8WH5B5BFsrHst40iTB5/fGa9/7zusue60msA4lxCtvzGxCUCvB1YmnL9aqv24AD0MqQT1/AqCkVVV3Lds2dOzfMLgxiHqApmCXOr6xKPXr3S2Mm7Jc6Em+waRNMOKYX2wHvz/sRRu92/bPTe3rX7XtiTUDj2JS3KfoKWb+X6o8A65GHH0kPTnkwwPM73/nO+C291Hl7ar/3TpgXcG1lfB988EFsfoeT133IK96lHCg/8cQTUfe+++4bcn7FGypWWJRAUQI7JLAXAUJYEEBWuRMgqsazzzk33XzbbUxo62CeIEPwkmRGCpCWT0ptiVW3Gfu35auyPMYCHSdE7QK3ECaGuYCJD9YOT2TVuwJAY8MJniwCmE1MpOZ7XbNuLU4J7WO7uz0iYwhVGasSEyxlzid6iAr+rL8CsGXaNFXW2mPp2Tx34aJ0/c1/CVKlU4dOqLb7A2rIrAKLVdlO8LkVm8ENaSWeyFsIjdOxAxMVk39ubxadeLE/dNBxCIANTdIOlWPYgAEwVJ2WgRSnTn8y2u+IyndAvx6RZaW+fgOMAWwUrOoy7CFl75poX/CpY4HrgpPVyKI7QOvEE46G6ewfTgpbkPMDUx4P9XczIK9mUD/q7BoOLgIVmdJ5i5Zxbm14JtdFhg5q5nrq/DJy8OB0yimn4Ok8I7XHPlEnBp0jZLNsv5HrsAzGcsTYfdKkQw9Jd953f/r+938Q42oHk2VGGQHuJz9xKWkAR6TrrrkmQsuYxs8YfdpSbsU29B8qdiSu/N9ZS9xW2b0VNXGddKqRBVT9a37pBdwbevLqaKKXtDaumh30Mu0cstf+j1s4QK6guRI7wQbO0wtdQCPjo5e8bKn1LiNPr4HVDQIu4yfz3AGvYPMgPzubYOGAaF8IhlRXE5sQ5yu6V8u2tQAk7QMtqu+99vV4K1fwG6geMSKN3e8Arh35imHNywGIcZGkgWPBs3y52n1RjDul0PqYfE8Iu2Cn2/N9BZv/jkXBiuBo3rx56cYbbySH83Oo0xcHCB7Mffiv//qvadCgQS9Zs0zbb377m/S//0uoI67RCSeckAYMGBB1v+TJe+AAWUDHbfnlL3+Z/vu//zsde+yx6T/+4z/CoeiV7tKdd96ZPvOZz0S1X/7yl9NbcAB7tUp+TV+t+ov1FiXwRpDAXgQIsY8rNVYYDzUmopHjJ6ZTTzsj/fzn16bteBnrbMFzPlgu05E1AVCqAHoV5apyNmPjtwWgo42abJm2dhXBTm3mIelEo22Uc1lbwtdsoY1lxCDsjVr340wOAwnS+9NrryVY9CMc20y+4b5MzKT3wt5IO0NVp5HaLSYa7aZUHeFQUlVO1pA6wFA5QKwTdnMwYdi4DaJe2TebNtNJVZWqHNTEeMGaJ1gwuBrw45RYCXMmWLUN3+5j/DzUdTZRXeikLUjbjBpXFjKfM7PxCArwxoUZSu1wUgCodamqTJ0ATl074uyCjWBnGSHS3BnIOtpDZvMXLcSGEZBBPuMKsoLosKCTTDlOO4JVg3s7uTz77HMA8gaA3qL0FCnrnn1uDj1OOMX0C1WxQbR1fNiGXNYQE3Atn1JAsxkz2lFHI9dNJ5eOnbqlM884LT067Qls6WbHGJy43NcVu8B6VOfNjG3wsGFp4sEHpUdnzEhf+vp/pTrCDQmUaskdbUiaC9/zrnTmaaekG//we7KQkGYQMFXqNRHQMPbWRZBTWPARetGSscEvesguO5/vvLwroJFl1cM5HDDonvH/nnnm2QB2fbHNW7J4CbmY2xPsu0fcn9vwWFc4Mmx23XtvPUyPpTPOM+3J4iKrKJjWbGER18UWVQ/L/PXjvmvC0WotNp7aeXJDpb5kzPEeEDAqoaWrVqVaPNqt3xccAaj2is0sd+lbnYaPGZuGYr/Jqw43jCwkfWFNm8G451iOQh/9Z3G/JeTHdku+LVZa/uyUzs6lnft3t23n3r9lSdAgiBMAy5B97WtfS9fw4iArmNsLyhYecMABAQg9Nt++u/rzfb6oGeZJOznP93fqdx742vpt0+Naq2ZtY/r06en666/nd1WVPvGJT8SLnH21WE++rH2jxxSymDkQsl6324aqWtd14LIPP/nJTzCNWZOOP/74dOihh8aYvAdmz54dQcp9cczrKRxnPo58m8dYr7/NfKz2Ly+t5SXD/NRTTyGPrTDY6+Mwj/Ec6yh8wbUtt+Uf+63M8vrzMef9zL+t1OX82/OLpSiBvVUCexEgjKmQiYSHBg+Adl17pHe/92KACOFa/no/rBOZOpjRNaSXsauqInQK4K8Nx7ZpYzDkpniIlQEEDZcSEydMY9jZcUYFy22w31sF++XkN4G8whe/733pTGLcGcR4DCqPL3/lK+nW228njuACjOm74kEM2KQNJ2YnUzkR+2cxy4fspGFnNuKNu4lP9jAthV3rHJOwDzIdSASpptSTslu7ro5PLdsAYzCcPCF3Tp4l2t3x8ObfRtTh5YDd5vCqBhwyEWRcXta6PREMm4llFbngvFHM0KEdWSnorzuev23xuta5Qy9oAacM6ryFy2CmcEaBHW1LsGrTAa7FC1m2zziLgtOueELP57g77r4/VPEGwF6No0hXQtz07N4lQvroqS3gUmVei9rbkDkW2S1BmmpPA4Cvxl5wxIjxMGEd0nPYsWkf17N3T4COrBnsF2xlPR+DMR917PFpyuNPpC9/7RtpCaF7BvTvnzbQdjPyO+yQg9L73/PuNOXee/BAn5MqkFMOVaLhl/iTTyMC490WDnihXbs9/m/YqM1pYZ31sJxO5tOnP53Gj98n4gY6kWo+YMgf5mJuh4x5837RM1tZWoefMl42jFO5Cm/idXilywYaXkmbQm3c1uOwUg9Q3AjANtB0FwCoAdNFf6YrXL1+HS8wjVxj0goSnLwJRrCZ9jqiru/UrWcaMm5C6tG3XwQ337a1JVh4jLNlFCHE7MVqx8BywRbIo3DM+ebnH/b8Lfmxf++3v7/cru1Xv/pV+r0OR4Co97znPUmVprIWdE2aNClAnaBHUCLIyMGRwbm9L61LcJM7Tfjdr1+/HYApB4MeZ8nBj8BRJjevT8Bzzz33pC996UsBzmTU7JNgTsDpfusqBHr2Ka/fHNMdYL/to+ywzxTH4LJjfeCBB4IBdCyjRo2Kvtj2CcefkDQR6NOnT3zyfnqubeVg1xMcp8Vt7re9vOTAzG/7VVjOPffckInjeetb3xr1WEfeViGAtH/K0LaVsf13TJ7rd37dXM5l77H5OYXtFpeLEthbJbBXAUIvsg8E4ZaT2JCRo/E4fjuesmvSgnnPpT49yBBSmnkQGxhX8OTE6RTaBhsskANgyEDIPlTwssNEq1J1MROzzg4bN9ejWuyaDj/s0PTBD34oTTjwIGKqIWIePINgRb793e+k737nu+mWm/8Mk/NUauQB2Js2S8o4H1usSjwyA4RovGcfaVm2Us/NdUy4pnXzYaaXsw8zl7VN9CGpg8AKWEFTgG2h76r8oPyow2JdWay+LoAu+19X3ybs9AzIrX1exKQD1GXFKVc+BrUxKlkfsGvXkeIOW0DZHh/e21H1GbBYFboPVRnWJctWppUEMPZsvVPLIpwPtpCwkIIVi8drl2conI0wnrWACLAj+Zb74HFcxWSBXSCAwiwcMpjrAIK1G8zuAnuBY4qVZyxtm4jJ2LlT93TQgZPCcUeZ9IXF0plFmVcR9HotIKZHr77pyOOOS0/NfA75X5kWknKtE6ruLdRZh9f2eMKdfPbT/5ZWLlmcniR8Tyl9LAfc59KIjr9B/ngvGAZoPungRo0aGTEkTR83DHZUFXFetB0M8wY3tAx05crV3DvGICyNXMU9YBY1U2jCPGINjJCsoRfAVHadmNTbARgaUS/rae59J9hvy/FtykrChrQE0NgbADgS+fYfMhSWFpnygqAXeCWmFr6MFJbsrmvpjyuvs+L9ZfH+X0iMTMPwaA5y2mmnpbPOOiu2+9tyv4Ds5z//eaiTVSNfcMEFcex3vvMdbC5XpHHjxsU5Xi/PEbi5bzkqeu91Uwj+0z/9UwBNgdKcOXPSVVddlRYsWBC/N2M+Xn755elaNA/XwFJarOuDH/xg2m+//dJFF10UKl1ZPMGfzwrjPGpW4X7buPLKK+MFoAfPoGV42XusIbm0C/zIRz6Spj85HbOK78fv32MEwB534YUXcu2ayT+9ZAe4Ux7/93//x3PtmQBuArTx48ent73tbQEkbd+Sg0FZR89XDoLEv5Jf3ufIIYcckt7xjnfEsY8//nh65JFHAvwOHTo0ZKGt5u9+97sAqsptwoQJIWvveWXsff7d7343bF+9Jo899lh8Pv3pT0d7N910E3FNiZPJNRKYq6a3jzlwj4aLf4oS2EslsNcBwrjOAqXtqCpg/c45/59CQfv1r32dlGqLsfPrADDh7ZKJT5ZOe0DfiP1ug1erac+cq9ow2QkYNwNcmpgIza07sHp4Ovfcc9J73/veVEWGhxIecE2qeau6gIRwSujcM338k58KwPijq3+UtJFZgF1cNzxgO5OlwfhrspdOuqrQDGLNOy5tYJO3fDWbS+lbJRNxZRj8OwF7rMBKZmbtunom7+xNuTn0jc70LZMYS3pKd0f9J/OzFrVydr6souoYWkIFyzBjmQ7jKIDNV4Wx6OoAvA1pzvwlkb3CwNOVMKIW1bnanC3HUWTlqpWxrRxmMlTTSpHhGHRbZ5AeAFofxDKeBs4OezZAio43xnrMwK6ZVTKgIPuoU4yTl1JR1RlMKPVq07iayWHs2JGhzlyHOtkJpRFgrs1aOxwbVqxGbc51OvqwIxJ+C+krX/km3rALUjdUzIZhWbhgbho6uCZ9+lMfx7GoJN2Ox3YztnSC2zLuEQGxjKNsWGRdeb0hRPujYFpKB2z8tK1sC1BbTjBvAfXYsaNDPgsWLIRt6Z8fGt+yrxZlKggUMMr0dsIjvlsX7kccabxe3n/asXYGYMu8aNPptVoGgDTuoE4jkboNs4Xa2gbS0FWgiu+XakYMT7369k8dARleUgG9Ui3FZIOrHG23/uNwdtyCrvDZeU/u2QsgAHHcgp3Ro0en6urqNH/+/ABWjz76aLBmRx51JOPzRWZd+t73vhcqzyOOOCKdfvrpIburr746bA9l2E4++eS4ZwWDyvnzn/98yNFzLU+T+Ufw4+/hU5/6VKiFBWyuC2C0qRPwqFaVNRRgCUIFnLKU//M//xOspQDv2WefTb/5zW/i2+2Cop/+9KehbhbUZuphTCt4GRLA7rPPPqEmvuWWWwJoyiS6bN1HHnlkuvnmm9MXvvCFAFSnnnpq0vnjM5/5NF7qXSOupMBRNbby+cY3vhEOTTEo/sikWpf2l+bF9ncroBO43o4GpR8vEYdg5/uXv/wlzvWeG4HdqQzlt771rQB8Ocj1eEG08nOcI3nxFpgql/vvvz9kY9/POeecALR//OMfI7yU9rDKzWew4aawiOp3AABAAElEQVReTfvEfNzF76IEXu8S2KsAodNJqEMqBDOwb8QMZJZKZ7ztPNRlFel73/4W2TEWpM08sNpjo8bTEXXvNgACjgm+4QI0ZFC03Spn4vTBvIZwJxVtO6bR5A1+13suSm87922pDbZYm7DxqyCAdBngaBtsge2VwnyVVHROBx97MoGd900//fGP089+fi0P2cWApI2pcztAEW/e7QBuhmuJeIFMiOWwkKpPDYOjc0VXwuDo6SlzZzYTgdNmjt/KuWXlGOgzpW7XXgyQyswbIFa14VoCPq+rJ+sEMeb69euFurYqGw+YcR7q1tLt5aixcRgwbRuOGk5s9sHYhEJUgdzmprWoY7ErpA8WwYIgzHiMTvQWxxBgCsAKjI6HtSrvFYBGM5bo3ODEqn1gFUxRB+r2/LZMcoIYl9eurQVgrm4BgEgPT3DBp+eqc1y9ZhUT15A0bsyYVLehDvU2oA3GyVA7bbiWMqpNjP2Ut56a2uJ485GPfgyG8FnYSfIUU8eiRQuwf+uTvnj5Z9OkCfuk3133a9L2bU0dOJdgK9HngB+0GR7eu8cvMd499Ue8lKGnrAfaaRqn0BcVwd1cwtDIzA7Dc7orrOyKVSu4b9oHM+IZ2mLm7JQAPmIPcr09dz0Bx2UH/b3IJjpJG/KokRcD4xU28K29quYC1tNc0sTyFtTUg9KgmurUd8DA1AGGMVhq7kN/avxsAgiWoFd/MWjnuLL9LUft3GC391jx9y5483P22WcHAJO1u+OOO+Lz61//Op155pnp0ksvDabNe9wi4BLACZoFN4IXfyOuC4as123vf//7w/ZQ+zydKAQrfgRgAhmP+ed//mfsZc9M056cFg4dglOBoACtN/awl112WYAnmbJvEl9zQP8BhHhamu5BrfyLX/wi3XXXXeEdbJ06sGh/KGv37ne/O+wiZe5kIR2XTiOybtdc89PIRCOAPemkk4Kpu+GGG3bcOzJt2hb++c83xzNJwPfL635JJITJ0a5qZ8/L1dh6wQvCvPdkNVUNK5ccsN51913p4EMODhm63eNkRAV5Al7B4/swxxnDb//JJ58MYOsYzJbjsTkL6b6DDjoonXjiiQGQlYlsoOrjadOmBWBfglZA2e6///7R3h67uYoNFyXwOpDAXgUIfav0ARNhNwAhkH08QMgbQpy6c9/xTmLr1aTf/PIX6Xd/+GNau2EdbGHneGAJMAQaYoIy2DlDcKwD8Ol9Orh6ZDr7rDPTBe+8MPWqHiRyyeINqpITdPIBSfKBG0EN2QR4knns0Htg+tePfYoH36E8qH+ebrjh+gBu2nTV4dVbWZFlepClMY1dEwCtHPWuajvtvDqjtjNsSOMmM3Zg74eNWDn2jRtJh4dyOJg95hwcqnHooE3DwIgR1wG01mEQv5yQNJ07tUc12D1170nIGOIxLpy7mMnJycqJjxhpokkriSJnKpuEehtGqBFmlK5mH1SAFkGgXq8Wj0W4/m0p29MiJq5hyNh8uOaPVpXsZGhx8jSzSN36+gBzTiraaVYgb5B7BJXO1I3YPzHG7t16pv0nToiHuyr1qvZ40G7CZgs2D9xNAO1N6ajjT0hdGdt/XH5FemL6M7CbxM2jvvWoqbt27JYu/ciHCYp9RPojE/l61H/tBYOyZg4MwG+fMgcMKiwcSsuIXm9fMn16FDcA4jQ/UM6rARdNT28hNEh1qq6uCXWeKmAzuPhxArUINmSELYIXwaBiMGi1v5v1ei1z3c1+Y/2+METOZAB8FfdRO14kxk0clnog724Ak1LAji8lvhrwq4m6Enm1Lbko8+/Y2OqP90+2/8WOanXSq7wqEIwXGb4FQR/+8IcDVN19991pypQpoS4VsAjMZPQEfDJ3nmfxXlfePoMERdrACejc7oum9n+qZl23Hp16VNPKRgqIdGSRNfN8GTPrOuaYYwLgCQhVM3/0ox+NegXyXsc/XP+HYMoEmbk5gc4aMojWY5ER/OIXvxhMm0Bp8uTJ4TVtmwLfH/Pi6rGqsAVXysC+ODZBXgBcts2cOTP6IkC17zL7sp2yhYX2kvbbl037I2D76le/GssydvbNvtr31kVW0bq1tTREj8zrbbfdtqO/ytl6Bdl+C3g/+9nPBnD25XnxosUBBAXFqrjtk2GrVHP7TJV9LZaiBPZmCexVgLDwQstRaO8kwJH1MMfquH33S/sCMo4kcPUdt98W+XkX4jE7d8GSnOgATKbUB7bkYOxwxo2fkI46+uh04EGHpLL2MGbbMZ6mvrIKghyXyQrCjDQr4gwkbWokDAoqX8sWmBXj+k06/KhUPWRohI656oc/TJ1wEpE9aNjUEI4AJTi0bAWk6dm8kfh77VDhWmqxOdRusB1tOadvbGpIJdsAgngVOzbZPMFuI84jOh90YAKqo87tTPob1pM9pG5lWsx5K9fWR8aTEsBEBl6tvWUSBohpZ2b9DK5lP1M1SGEroFG8aCkt1XCehdjlVL77ooPMgkVLAGR1sCZkzODQltNgIpuYPGojyHcjHsoWwdtmgEcsE1i7BJDtuNvj8HPYIQekYUOHAHhq8aTFeQQmrErHCdTqhqbZb9IBaQxODN/9wY/TTTf8CcZqUHgSb4BNbEfYlHe/+4J0DkD+N9f9KjWsWY0KnAwz1K/KvplOhVcxgzK8ijaLZudgzntdF5lBwZqOHsHY0v9OqM5ln59+ZlY49+iJ3J8J1ViBAsj4wApanKhjsmasqpCXLl0CO1gW4E9v8428qKhmltn13u1OEOvuOOvoTa+auUNnzCTMjsI5XttmAKAgXkCPYLnW/g7iJsnvsGj3hf542uulCHosAg0BkWBCkKQ9nepIQeEnP/nJNAMP9qlTpwZTlrN/gjPBmrL1XNcFKAKYHBxp5iA4tAjA3Sfg8sVIoPL1r389VNMCtocffjjAkA4dejR771uP4ExgI9BSbXrFFVcE2yd4si5V2AYnd1lAm4/J9vKP5+plLttm0U7Se9/xCvIsHivLJlOnDGxX2zxBsH3VLk/AKuNnsW8en7/8uc22BYyqjG3TOi22LRjMQXRsbPljTEzbc19el/ez2+yf9flxWTnXVNe02M5mav7LPn1ZXKeDDz44nFRUKas6V8bKpFiKEtjbJbBXAULf2H0Y+20xXp4PDsGgpbyqI6xGUzqVlGYnn/rWNBUVxTNkAak1DzDgy0myLef2Hzgo1QwZkvYBcJRgS9cEuBPaUBUTZiXOCkycgLHcRisqZy6M8CvqMUFSqqhVJevV3IVJ9SOXfhKQVp+u/P7/Ajh78cCWQdgcQZvXr1/DN17QPChVC9pQG9qtANj4hitUq2zXkVpbsovQF7NTGHLFCV21bi0T+lb6X1kF28bDt6E2C1uzasmqtIJPBeE/umPLaPBlHUJkgJgHHJZTeLYQSxlTqHNNaXkGdFWnZ8e0HNbyJWNo3ywut6e/Tg4b6IuBj7Vh1B7N0gToUg0paNQpwWObSCdYBivq2YIyToU57ZAOPnC/NHToMB7mq4lhVwkbCNDlKEFzPddi2MiR6aBDD0/XXHtd+smPf4JjQ/8AxTrjrGfCPO/cd6cPffCf032o+pbBOHRhsgovRPbnBYIwGMs2XEcBOlczdrF596VFAHsSxHiPygyag1tw6LrhhZxwnYB1NKnD+1pvYRmqrkzeTqbaeMoMr/clA7W5vwkBsXENnWAt/mY64pnfWRDYs3sAwCrU/51YL8PbW9CnM5P0bFmZ9wOgEoAdN5B/2a+q+G8vu5f07rf+7bX+vUd63/rsUF4Ct3nz5gWzNHzYcF4Mx4UaVQBoEZDoDSyoEqB5rMyWYCkHPv6WBTVeF+VtaJUHCfSsreE9qHcFYu7Xe1nZq1Z1n2ppgecUglm7rKOIIWGsT2CoutR+ChplwWQXtRV0m4DQPtoH1x2H933O1tlv1/1d2n+L+yzaDrrNYwST9sn7ynYFagJi7xVV0bYnc3fttT+L2JXWkQO4qKzgj+fkbKP12bZg2XZal5qamuiP45JN1Dnm8amPB5uZA8m8T14vtSmqpgWssp6CdeX95S99OR2K4592gx6nSt/rlIPg1u0W14sS2FsksFcBQh8GORj0AudgRPs8JxpBSwmOI5bSdp3T/ocfm/Y77GjWWkAN4CBQiUd7Qsv81ha7LJcFg5byYPEAiOqk43kqCMymMsGOGwVKemGaDs+TS9puS+//l4+kaTNmkqnjvjSQt/8y+mXojm6oNxsI/9IG27eIy8fkvZUYbqGepUuCQkOnOI52es8Cqtbz8N6KJ3S//v2J6UcGCR6Otdg7bgAMNG+FHe1BWBBUh9tQ24KBeVCmSC/W0J4HJE4XnQkx40Myg3957+kqJYbOCWFXmW2KbWFrx3aBm6DS/MyBAVi3fou2al4HJy9ltnGT6/Q/9hm4WucdbSgN2ZHZQyqj9fR/G445hofRdsjQJjr4lMB+CrxNKVgvaMS2UlXx5AceJH7aNdSH/SV1GWKlgZiO78KD8SMfvoRc1o+np7Gf6oLqfTsTpDmPt+0ALC2jpt8R+obROWZ3+/1CJYb4Qge0jP+Fzt3d9h3d2d3O3WxT/tr/KXtlGteAdcGtF8UQMrKFJetLUd8vhcgrh90+mBR+QyKuY1viMcbFA7w5bi+QbIyTrV7oTpgdsK2tDACoMLi5qXu7lCr1+xLiNs8MibFgP3KGMOuye7Oy45hWMsuPyKSeHx1N7VzZA0uCDYugSnu8H/3oR7yYDI3wKwamlr3zGJ0sZL4EcwKROXOeC/WyoGru3LmIyviedfEtIFJdrHz//d//Pf3sZz8Lz2R/e6pyzzj9jGDiLrroomjLcwVXMoo6Wegcof3bNddcE3XatiFatJfzd6b69b3vfW+0a98Ej/72BF2COdsXkAraHJdA0TY8V1Ams9mzZ69Q+/4QDYbbPvShD8V+gZZ1yVTaDz+qjQWvfttH28nrV3YuW4d9EVzbfi5Xt+cAVbDqsWoINIlRXnoN//a3vw1GT/tGnVZ0KBFQ2t+82CfX/QislWMfMuIoN+/lq390dfr2d74djjC2YVu7YyTz+orfRQnsLRLYqwBh64uaz0P5d6hMY27zj+zGi09COfuV19t6AnOS3Fl2PrDybbJJMieBMpgQeg+qTp/598+hHvpKmnz3bakz9ls9ifcXsRGxyo8ctDxkfdCq6jbWoCWAGfsFANsAew14C9fjPLJ61cq0DjauS5duMIxVhHYZmNZ3rOUh3oizwUaOaUhb2vLgddKmNDAJ6bhRv7GWPjHpxFZAXUzxdpMx0N3s4fv8sW0FWW7bTt5kbBlN5bdpWxYDLKrxcEWATEIszZm6jM7jPC1wzOQToWVaDt3IZKFdZH1jLWNulyaOHx2hLGRXdTip1BscuXlOCZ+NsAsnnnxqmjVnTrryB1cBiutTz169YUQ2o+6sS8ccfRST7mXpaXIUPzzlAcAg2UcASJWwlPUATh12LF6SrDeCeidfAZZyoPvZjjiu8I/nhGwKNxYus/+Fzi087B9ZfsH6W8YjyNZBRGZ8EzagvWT8+PQkiHUbgHO3PgNoHpAXg2GRCvU6bgNwiO2AS+8VReA9V8L9ZvFbELFrKfh1RMd2I7jYtOt5hUcVLu961K4tvVZrAqAcOMg8qWY0NIqgRkAlW6ed3XHHHRfrOpjooKH6Vts/7f0MqXIPDKDg2voEKQNwwJk4cWKAF9WYqjC1j/NY2UedKbRzu+OO24NB00ZRNfDb3/72eMHVHlD28E9/+lO04/4PEfbK9nWYcLvAVc9h1bwWmUQBmWPQbtExCMZ8YZbJVLUsWDIMjABPm8ZZs2aFd/D5558frJrX3Hocu9lZVJX7Wbp0aYBVmUTZPAGXRWbSNi2O24+AM18XGCpfz/Nj37p31+43C5StB/Hll18eDKTONgJQxyXoFPjlAFMbQ8/1Ggly7ef4CePTv/zLvwRLapaVmpqauF4CeftnHcVSlMDeLgHm4ZaZeC+QROuh5uutJ7PW6y8kmvz8fH/r81rvz9fziS7AoCc7YQo4ZBRZfvCuv6Tvf+/b6cknpoYKu4RJuCuMnQ/UUF+GLjdOycAZs6X2ggbNbiLjSB1q04YGg+RmLUXQaOzsIqsI33169cTWEKAFAGwwowgPQ9nCTSwbdFrHCuMPAoeCy+TxbSdpMAMAGaJzi+u2kbXTtGVTMHIC0y1byV+LWjnO429W8mm9BVy1QE4hRqT7Qwbuido4VGbQOIUd2uOZfcB+aTQhVEwbaGidUvYZ/NosIk3IbS22gSefdnrqwgRy2ac/l+594P5UUz0cb1mYUiae/Sftl77w+cvTgrnPpamPPJTawbZ279wBdfmS1A47wUomo12uT97VvOt+C4KyoRZujeUAkZzzArvjmBc693mV/Z0bXizHr/2TUeU9gj7iCNKhU9oXZmn06H1SH0LvbGefJhEZpZ0xhM1hJgHbmwNCeVwqyF8ggqEO+nHXDucy8Mmy8yXJrfme7Pjs/ud6F8g6P8JtreX1YuPbtQev3pogSQCko4SqYFWXMlsCo+rB1dgUHxUAxG2CEVlDQ7KYHvCYY4+J0Cg6NQh4VK8KGO+9994dHsN6LJty8PgTjg/mTeAoQDROn2pnf7M1NTUBGAtVnLbhx2eEDLp2cvbvjtvviPSFrlsMZWN4FuP/6YXrOOy7XsKCMZ1jBHGyjwJIt9m+bFwO7AzE7bhVcY8eNTodceQRAe6MY6hHscyj6lwBn9scpwDTunJ20BzOT814Kl7wZDj97T36yKNpKs881wXIpgSUUVXmrud12Ge3O35l91//9V8BQv/whz9ENhVB+nzC3QwdMjQdcOABO37XsoyCYxnFXAbKTJnqfVwsRQns7RIoAkLugNZArvX6C90kOYDI97c+r/X+1us7ZkJnPgGhFaE+KgGsLZn5VLrqh1emP/zheiaT9WlzPQbYvbAJlK1yVnfCbGm4tEWlV4mDifEIG2HEdBbYqG0d9W5B7az6Vh6wXPu8Tp1RH3aMjCHm+m3fHrtHAFwjLJrezFuwXWyGbTN1XKYA9EwLnGHM1FnLrSf7zqgke/XoGg4N85lUSmEtdxbPaTmPr8ymrAVg8kX3FEEAFg9zeQNhcgbCnhx60CS8LPvFMfZERsrj9YUwaHU59oYHMaENGTEqferT/55uue1Wwm0MDtZjFSqyk7AVuuzfPkmbzemWP90Y6vUqsnI01m9Ivbsb/3Hjzm6+2BJybw1S8sMVS3zyDbv5fqFzd3Po37Vpd4Cp5a5CaHQQuW3g/jD39n77H4DjzYHBoJZhHmExPWMGCGMVcMGxTOJO5LLSme452/dif7k0UbyGre+RwvNeChDueqzNM4Y9VPLfbv4bF6S4TdlYVMXKWLlfRsvifj9uy8+LHfzJVaXuz5kzwZJgSsDp/nzZYyx5HYX7VPHKjNkfi+d6vOsykLmJTA7EBGnW4zEemy97rsfkbJz78nPcl5e8L/l63qe8vXzsrueqWGXkefmxhcseZ1uCTu1aPSY/175an/IRQLvdvMmCaLOk2L8///nPAQ4FvIbMkTFUbu7L5ZerwfP1wjFbZ34N8zEVv4sS2FslsFcBwtYX+YUebq2Pe6XWW7fndJkVgYYP/czInJmZJzsP9cb69PBDf02330q6O1RG5uldS1aVzah7yyp0FqjCEaWOjByobXjojhk1IlQ5q/GabQg1yhpUIThwkAKvbTlgca3eu4TFQa1rMbVcR5wCevYwVy2qom54nm6D2YD1IRRhMIdtWDZ/rbEG6wm1E93kXL/bASbbcKCgoRyWzUwjAkz2xkN87oKl0bb2UcFgCipizI4VVaQsH6hOD2MDTTfiGS2A0XNYW8ID9ts/TUBl1oP+qeb0rM1McnWEAOpAkORG4t4ZXubIY47FQ3zf9IWvfA0m40bYz8qob+78ueksbLA+9SkDT7dJt93yZ7y7Cb8DG9qJwNTNgOBSQCJzUExYVE/xmuTXJTbs/PM6B4R2NJ/cnEwtqokNHbMVBtA0fgg9jSBDz/4HHESO7WqCpquyE+gDKIIhZJVxygI+j/x73gZbeH7xOlkyMJjL0q35ntjNaous80Pyzc8/8sWuSstZr+5X/tvNAYvfAjNBjwybJT/mhXriOa1LDohUWXrtBECCGYsq1N3VmddTuM96LLsDX7GDP57nOX8rCMr7lp/f+ruw/db7XG+93/bzvrtf+eUAMge5bi88pnDdY/ToVl2c39/KSjBoUG+9mwvL7tov3G87gs3dgWbBdN63/JzW/cq3F7+LEnizSKAICAuu5Kv9g2/9gHLKzIowiMnSUC7B47mVdXczMW8BAGq/s2j+grDz40mLV3FlqH9u4g35ycefAiDK/JF3tluX1KsnAA+2ogGvUR94DdjHGUzaTCuqlDeiGjZ1nNOzHJ0cRznex92xJWoLc9YTls+8xW0D7JVm+W4BqXqg6g0Z8QNZ982+DMZS1Zip8vynM4ulM7ZBhkBZtZogxqjABJDhZBODcnRZ1hEnvVJASgMgTxBSV78xjRg+JJ10wnGpuqaaANRrYA82oCJuA/NIujz60BGG03A8q8i2MnG/Semgw49IV+NAot1gB9o1uPUaQPExRx2RPvXJjxMFL6U7br01NYcTDWCQFHxtCImyvRknlJCCksj6lC20MJexUvDndQ4IZUCcNC1OZgJxr79AT7iwGZvTYSNHpbHjJxA/cyje7b3ZKnuTqZJl4Hb8Brxg+T3I0sspmTS9fb2Bd97jUV9hRW8gQFjYbWPr6ZmaF9dlB5X/i5Udsm05SMCVAw+fDe4X4Ph7sriePzNcbn1+vs9jXRacWqfXPj+28Bjrdl/ehr/ff6QU1r27elrv390YvD/zfhSOu7C+fCxu03tZlbasn4yiAHgU93Shajg/d3ft5/v8zgGp18C2lZ/X0PaUUevrWdiPwnqKy0UJvFkkUASEBVfy1f7Bt35AtZ4stdnLJs3sbd/Ubp5TbnBmoFszNnqCqgBfAKStPEyffGp6+vNNf04PPDgl/fW+yYEnDR3Tu0dPMnH0hLUjpArHrl63Bns88s0yYTTBFDU01gVA1H5wY6PwDJURM7lO0G0Bh11xRGkHWGtHXMRuqIK7dMQAvaMZWwCtARayCUuvVkNFCBT1BszmGIN+E3wb5kTnlTUwfoa+qW/Eo5Jjt+INbLGaMsLnGOBbuzbD/5x+ysnpQHITr8P4ffmK5cEe6vEaOZQ5p6wlzt3a9Q1p3IT909HHnZh+f8Of0mX//h8ARULvAG62Uf8kbAY/+5nL0jbaffDee1LDhlqysFQy9kZi87WnXiYidLglESw5d4BwgkQAua2knSwsr3NAmIMBuxyMCyF7ylpAYhM69v7V1WnfSQekasBgexjWMkL4KK8s1mQGPlRrBxHoDVEEhAphR2nNmLUGhs//fe84NRZe6PmiullHjsKS1+V3fl7+nR+XH5Ov6zBiIGs9nM8444x4duT7/PZ8jym0PSzc/3KXW7ff+vx8f+t+5+va8mnTqK2iau98e/6d15evF8pfhlAgKZjzpdJ9lvxYl/P2XbYU7svXc+Dn+YJLv90ma/hS50elxT9FCbyJJFAEhAUXs/UDo2DXK7LY+gET4CNqllMRlGXf/s36IkARDGH3w8PPydrtweiQHURP47akxrNMm/poGGVPvutuAjH/MTJKtCd1XheYjL698SYlm0TXruQlxl5uA7Ho1pG/2Ewn5kHejM2gNnkbAWyySZs2mr+XdthoD9p3JrMCYI3kKbG9EpbB8A1dAGACjioAqA9lbQ99qNrR8IjmrVtvY8PiRJgNGCtVz5H1hQe6D11j5i1bsRrj9BHp/33wg2nwoOr0zKyZBFJ+mroNCk3wbYJ5G6OwHO/izfR5K2FOqocMT0ce+5Z0+133pv/8whV0uw1jM43alnTE4Qen//raV1IpQPP3v/5NasND3lSDJTCwVe3I9oJtImJkDFpItqiMQ4qMVuHHqGPDrn8EhLtu2bHmafF5oQPY7/V7JYv3U37Pxjdt5/eY7KCy16nGINWDqmvSxAMPSSPHjsNMoJe9CTDIkGJZdjDqi/UYyT+oMpYfbC2MrN5MBu5rvT/bE13IFnf5u/ujdznkVV1RPoIF73WdRfS81aP42GOPDXDSmlEq7Izn5kxYvt1UddrD+ZuxXlnHj3zkIzuyiAhO8uvrOYXLrufX2mXLfBwp9Ag2w8ivfvWrHR692d6UJt8zOV33y+siLI6AsXV9+XF/63fr9lufl+9v3U6+brzCa665Jn384x8PL+ndgTrr9PgXqitn+TzOY/zk9efnuM+Sb8/WsnXb9DgzvRhK6D//8z/DKcdjXur8vJ7id1ECbxYJZLqJN8toXuY4Wj8gXubpL/vwF24vnxyzqTCf+PIHkkGuRRv5+drjOYmUYmcoOLSMJ8vKBD6nnHpaeudF78ED8AEmrGvTSli21YCC0tKtaUAfAl7D+PXhuzehRmTvZDlqazeg6hVwVXIcXrvtt6QNa9YDyDJQWL9+Iwwbqfvog+rlMuz7NAesxP7MMCbGc9TWUHhlLDzBYonOLz7IWwbjV5n0IQgkAh7jsJKxilvTvhMmpiu+8HlUuV3THX+5My1cjEMKKug2On4Q5LtEcEpdWUicjdi+DUmnG5Ps+pvSF770VbyMUfkEWm5Obz3tpPTxj3441deuTXfffjuBkrek9mQw0UZTW0VtKgO0KrQomcE70m1Zz79bVvOvFpTS8pVvfd73Kw36ntdAqw1OaAKNcDZin4A4bDa5P2rxntwMKO43aGAah2q9ZvgYson05KhsjHoJI9Yo3msu71znvtKmcJcBv4Bssip2/M2O2t2xhdsKl3ecGgsvvGfX417rNX9/gkG/VXVed911kR7NHL8yVV6L/N7KmSePzYFO/nvO+212D0OjvOtd74pN1idI/Pa3vx0p4gQ7Mmeel12fTDKyY7aTPw88zn55jGyjIVdUgebsWd6egZplEA1Tk5/rOTnILdzmOXnfvb/y9h2L9eYlt7NThZuzajnw9RyXZQJV7+Ylv2d1JNEUxvbzbS57nv3P63Gb63n/rMdj7Iffecn74PZc9es+z/O4wvMN7n3RRReFt7Gykzm9nefFxRdfHIDQ44Nl54VXVbLjbF1HLjfb8Jp4vDKw347noYcewinwD+EF7f3ivtay8Nx8n8vFUpTAnpTAXg0I96Tgd9/2S02Fu+4vfMBZnw8ss08cT77RI485Jp1DnLKphFW4Ffu522+9Jc1fQDBinp9zYCW6de0JI9EF9q1dGlhTnQaB3BqI2yc43IAdYGW/njxw9TRuIhMLwWVFg3y0cty+xYdxAlxtsFkmJ8CgWI/tPHszAMf6FnTQAkIf2fa8nOPcVoG9Y+Nm2E02vuOCM9MH3vdeGMDNqL3vIFTGfLJhdKKpLWkTAM5MJAad1g1m1ao1hKQ4IB1z3AnpZz+/Ll159U+yimH5bP/c884k6PS/pqUwJQ9Mvpf6aQBAtAnP2nYwg0wL8Y+qskLn7FdLJdm2F/mbQe8XOeA13mV4HxnarVwMQXZbwL4Tl/2sY70ZQGdWnX0IMTKEVGLdyDNsaBn3M1+F45Djz6fUTBaueR0RaGHJdrJlx0Lh3pex/I+e/zKaepUPdYLPU9IZDFmGLwcNgoxcFZwDG/cVFtXEhx9+eLCC1mV4FkGKAaqPP/74AIM5WPC3LuDJY+3pdZurrA2bYtuCLoGQcQVtX4CSF5eNKXjDDTcEIMzrzUFMIVDJAZSgxpIDUJcdQw4CXdcZxr64zTrtX16sx/q1r/Q5YrFfOWASuBq7MQdvHpPX77KgN++n2/P6C/vjuW633sK2c9Dq/tbFUDOCP+Mp5tfEYN5DhgwJGTkm6/KaWByHsvBYwaHg1P7l7Zn+TjV97gntsZ7jc9cQQ8ZI9PrYb+8Xvy2Oz2uXOyXFxuKfogT2oASKgHAPCv+VbtqHUP4Qk7UbhRp29OiR6aQT35IeOv/ctGThgnQ7IVnuuvvONH8RuYyXrSTrRCVOJL1RB5en9ny6d+2WBg8YGGpkgzWb+7euQbWvaeawW8QxYSveudoBlpcZrmZT2ty4DYAIwAPoOef5vIvQOAwwZ8yEAds4ppJMKJsbtvNgLEmXXvLh9I7z347abCHxzx4i7E0jYLALJKJ5lcnDiwf0JtTQ9WyXcRw7YXw66rhj020E+f3vb30bUz/UxDijlDEZnH76yeljH7skzYZxmHLvvaiLAYkwnuo9BYJbAZc7OvNKC34P1add5WYmFEGh4N5A3k7hGwk6rWx69+4Lc7wvXsWjMB3owSQFG2pf+YNYJGsD3nHbxASWT457aDhvuGYFNoIAi8GYDc589tlnp/vuuy8ZYFrA8+53vzuCSO9OtgI8AYb7BE7GAjTrh04TxuCTKVQ17W9PwHP00UenL3zhC9HmPXffk26+5eYAlD/4wQ/SwIEDQ/UqAJLtErBopmFwawHZtddeG+nnZCHttzmQBSw6aeid+9WvfjUAiu2/733viyDaHmdMvy996UuRns4+yC5efvnl0Z/p06dHjmXjHToOYw+e//bz09HHHB19VqUuKBYg2Y7jsJ8f+MAH0mGHHZZqamqibbf57Prd734XQbwNFi3Y+uxnPxvA2LE4LreZH9ng18ZJND2f8RAt5517Xrr4fRdHv4xR+D//8z9hnyi485n4zW9+E9vkAyO7jO0Yg/GDmKhY59VXXx1g2ywx2lea5cX+eI799joJ3j72sY+Fut1r9ZWvfCX6ZN2PPPJIqP6HDh0amWZs86Mf/WjEjpQBlQEWCNr3OQTNN46j8rJtXwIcp7IulqIE9rQEioBwT1+BV6F9H7w+wPwuLS3nYdQpnXzyKSyXpSOPPibNfm4OieoXpHvumUxg18lp5uwFwdZ1qmobAZo7ddBTt4Tz2vOA7IRarE/Y5+llrL2htoabeEjr4CIzILgTWgjiBBm2K1hpS/Bn90QRfLCyds2qdMjhk9J73nUhk9KkNIeH95QpD4f6xzy5G4mD2AknlnU4gTQ04vzCOhaUadTwUaEO/9GPfkrqqWvoxxaOXY9NYAcyELw/vf28c9Kjf52SZs6YkUqxr+zIRF2HnWQnJsO2ZDEJQJj35U3yHQwhk4pZQ2QEK1iuMzQQYLBb955p9JixfPZJXXv04po4aEOOZODPtR3XxpWXKlK9XsBi2SGBnEETIBg02ph495CF5MILLwwQeOWVV6bLLrssnCYmTCDveSv5yRAK1mScBFuCJz8GjZbtE2yagcTjzFRi2jbT4ZnCbdXqVaGKNJC1GTxkFC0yY54niBLAyFB98YtfjN+k6eQEhIZp8WOd3/nOdwKknHLKKcE4GstPQKltpGnhBH/PPvtsqFKtc8CAAfGbFyj927/9W/TbjCmyXD/+8Y8jELVaB8FXrjI168qJaC0EjoJQ5WXwbGVigGhtHh8kyLX9FFQJqgVVPsM8Nn/JdVlW1D4bpPqCCy5I5513Hhlc7khXfOmKyBUvAFeWgwYNCvZRmZjzWVCmil5GUrDt2JWB/ZC9E6iZUUaVsc80bQm1wzTMTb++/SJg9hVXXJFqqmvSoMGDIiWhGWQOP+zw8HAeP358yErZKweBnmkDZY61MRX0yhRqIyrgFTA6Fq+dxZeC1vdH7Cj+KUrgNZRAERC+hsJ+uU39vQ8IH6QWAaA2hj4gLWYMHkGyez+Wc3irns3D0RiH61atTr/5xXVpMWzdksXLYr8skh7Hnbt0BzygFqZe39SrCATdqXNX3nArw7ElDoYK3EIMw6AI2eADrrZ2vRgkJigf8DqTnHH6qaHW7d+3f7rhxhuZJACjAMf27as4H49B4hg24PgiqGncvA3gmdKhhx9GnMEJ6avf+Fb6+bW/ZJJANYVdYMf2HdMHP/D+9E/nnJ0ee/ihNP/ZWakdTGJJKeOFwTTWoJ7EBt12LlZh/GYohQGaBYNelwqMOuuwCWUNZrAP4XjIQjJ2HCCRgL46B7Ffb+1cFSy0a4VPdjMheVReCpfzbXv3t4BQpsffRNcumcpWIKDKV6AnKJKhE4gIGFqzQIJIU8sJEAQH5jr2t/rpT3+aa9g7feITnwjG0HZWrVoVKdsEndosymLJMAlovv71ryfTtVmfYEaW63vf+1569NFHkzl/BUm2bZ8EmgIgnxHV1dVhwyjrd+mll8a5jsUczWYA8XiZNMGVNne+6FkEne63v+Y3tj+yaLZtPd///vfTQQcdFHV7rOBSVtA+CGbN72zmFc+zL547HzMPHWxkJy+55JKQQyFIctn6HbP9EmDaJ1lYwazAWUZPkKncP/OZz8T97Hnaadov2VYBpOpdQeJFqOfNipIDe+s24LUq6FtuuSVS/335y18OcC0YdkxXXX1VMHrWEeP92KU74h/qMa2N5je+8Y2oW9ApmPY6WgSQXhMBvuyk1zp7ac9sNOMg/tif1vdKvq/4XZTAqymBIiB8NaX7eqtbPFQwr5u0vnv3HmE3g1tCOpsgzvNgDxcvWZyW8rkH9vBZUk+tXL6KPMEAO1TCzVvJzoDquIxQOJUV5hIGKoIstCM0/7EApROBsn2oVXKME0LtutpIQ/fBiy/irf78NB87wStvuClyKndjQuiAt7KA0dA0bXFI0WbQtHR6rrwVADl4yND0OQLP3njDjWxiP7ucFD74gYvT2992Vppy/33p8UcfifR+Oo/o3JLBPwMsZ8CHzbsO3tU3aBHYWZxMzLUcQB0PbD2tZXDGwIJU1wwhJiOZH2CfSok/6SmSfBlgL7gJoqYX+9Ny7Ms55cWqexPvE3zo5Svo8v6XgfI+FagJHPMXtVwEAgoBWG6HeNJJJ6Vjjzk2GCePkbUyZ7FgUeZJhkxHDIFLbjf4/ve9Pxg2AYvF36JgRhs5AYwsmvtk2QQ6LluPfdX2TfCYO7W4TXAomJRNFJwJtgShqpVlHAVx9uexRx8L8HXaaacFeBHcnHrqqeGpKytmO47Z+gVv9sv6q6urQ53uOCwe53iUlW1/97vfDbAoMymbZxEwWjzOOizKSjmrFveeN2+zqm1tIT1GNbA5i01zpxo8z3Xsc8b+56xjVNbyxz66X9nKIlrsVw7QBKwCWddtQ2B3zDHHxHV1XWZXNbrXaneATnZXWcsgyugKUvX2tr5cPvlyS5eKX0UJvKYSKALC11Tcr21j2RyePUBtWaUuT7KdnYA9U+0Y4GnbZkK51CSBRAnsG0+pdM7MZ9MK1Eb19Zkt4TTYAu2bZsHELV26LK1BBbIdez/t1gSC2mBvAziuXb2WHMyyi6SYI59y3/590odJLH/+27Gvuv/+9Dg2QDJ85g82iLQqKm0E/dT58MfWTfXnWWefl1asWpf+5ZJL0xTiLFZWtSdV3do0ZHA1nsSXpNNOOgFP4jvS1MceTR0q2qY2sKECQseTlew7/iKMzJ7x9Y9sAri1jKDwK+v/zi1OIuXI0MnIIOD9q2vS2HHYDI4YGekJS4lDaLiiuPIMWznsvCf+Rjn8jYft7NXeuyS4C3MJQHoOdJzgdfLI2bVC6agqls0yy4YqUIGEYETgNv3J6aFudrvsmiBGltBrbV2eK6DsR0rH3MYtV7G6X3C1aNGisAEU1Fin90vhR1ZR8Gad9t19gkWXBVCCGsFhdXV1MGo5e6fa01BYgkCPsW77IkCzDuuzf/bHj/ssykJmzaJ8PM5tlpqamqSKXTB71VVXJdXQqm0F2ALBvAiwBW2qs23LNq3HNgSfLsvqqVbWaUS7TmUqKHesHucnB5l5vX7bZ+uUsXVZsCtT63XxXAGg5+bg2n4oK4vnqTZXbh6zu6KsPve5z2HXPTpYVFlCmVbtHe23JX9pyNett1iKEnitJFAEhK+VpF837eQPGFSpMHLlsHwolwF0hCvhQdZEVpFQMPPwGjZmFPHrhnAMoAPG7oy3nRcBo1cRyqZ2A/mVUe06GTTghbyF8DDPPTcTwNGcFsAA8oRLq1euSL17did93Olp5PCh6Ve//U3aDHBRRawq2yDVnbA3MhZhgCAewtop1lQPxsD+yLR46cr05a9+HQD5ZGrXXraxKVRlV1xxeRrBMb/+5a/SejKS9FQFRntbtmSq4Qz1tPIodqNDz567LLxOS355dtM9Q+/sLEzugukNdTERDR0+Io0ZPzENqhmKMw7yqNDZweMzY3Xgdjb0kIFC2AkPd9bp0q5t7LqvuPZiEhCICRKcxAVLgh6LLFY+0Ree7/ECjsGDB+/YnHucqprUG1a1o6DQokOJRdAmkLKt9ZhljMCDXAAhO2bRuUOQKbuo+tpUb7sDKZ4vwLKfOaPlt/3Srs82HItxAlV9azN4/fXXpw9/+MPh1CGYkUnUwcPywAMPhMPHW97ylqhPICZgs1+CqRwwKwtBlnULrmxfNlH1t56+Rx15VPrQv3womESZSYGexWeNdXquamD7pwbCPk+ZMiW2K8/77r0vbPNUvecqYJ1AbMOP5/lpXdxnHz3H6+CyYYCUrTIXmHqe19N+Cxp1JpKhFGAqT8dr8SW3dXG81qtTiTJSlaxN5de+9rWodwb2z7KZgmbvn2IpSuC1lkAREL7WEn8t24vQIS+MgMorvPzux2bFDCCUttgFwvPFsrvattMeEbcO6mrLA7AXQa579+mR7Y+/HBTZPnjAQgsaAmUTqfE28XBsIOXcti0byTiyNN1+921pw3pVx+Woca2PMDRleglvIrWcoVAIzsuDd9TYfdKxhJW54YabYSd+EICnDKeQzQTQnnjA2PSVr32BvMSl5CX+/+2dB4BdVbX+1/Q+mfQ6yUw6aYTQBSRU6/MJ6t+nWAArgmJFeOojFBUFxKeCTx8qiigodgWfIESU0DuhQ0JNQvpkev1/v31mZc7czEwKmcwM7J2cOefsuvY695793bX2Wus6a9hSI4fTMp7RmADMHHWaJTGaugkAMzhbFo0JxOGvyrsBntQ0BvASMOwSgRzxGUoxyiGxiCRJgE6XDY2Kv6w5l8jwhzB/BfLduNfeC2z+goUyHhlnw2Qlnq2wfslz7Wy6tQe/6OyTR0/yIZI7PfYkIyO7s/S1ewIM+PPwBdvBVC6+ODulYQ6uuOeaMyDLn3Gagy7pAuwAQAAl9A2wAYCwhw/1IqAMKSGqVgARYIT+iM5DAhjRDhpRQRP9A0CEFAopGwYT9Ae9tCXRnnF9TuRRRh1AD0YRqJ5RG1MHyRljQyOGEqhkzzjjjGDBDG2AT4Dfxz76Mbra2j90cTAekjbGdEtoxuNYdusy/djcGFTBRM9B0gboSgNZaHAgiaSNvk4++eRAA5bdS5YsCUYpm/SeQb0bNA9qg5oW9Tv7DeExElueyWWXXSaDtE8EVS9gDvoAfoBkXPR8+9vfDvUxLAHwYTmOahpQxxzSAJD+6Jv2PGuAIaCafZZYLwMASajfUTMjncXIhrnTDokme01xjk1fMUUODAQHEvHBQIwcx9xDHGBZ35kDskAKAlbE+00fFKmrpFRnwFeq3LKLQnSRfEkUcYOCSxpC691+x+0KX7dOZXI03SgfX4o80ipQ2CTDj3xJJev1Em2RxfLiI46yQw57vX3v0stkNchm7hZrDgAoy97272/TC/piYc4m++fSm231Sy8IeMo/ohanXL1A8wU0u79IkzknEDCBgYMRDMJSEosdYLlZ8+FgkUgv1NQhMs2IkaPkuqfUXnp5rY0cM84OkpXjjL3m2qhxE2zYiJGdYFDPJoC99HOnB5I/veSur7+hi74qvMbKAELpZwI4AYABAAB+gAFAiifuAUIs+tTNTAALJEKADQc+nBkDS2UMHgA8qJUZA7c0GJMARuib9gBKyhiHMQAhgBH6YP8g+9SWLl0agEaTvktIv6hPAvjRjnl5HvRTB6kcgBCrZPYiAkopQ11M/xjPnHvOuQHUQB/7BAFwAJuDDk5U1MyFw/kGaIVmwBASPsaEb9CB1TSADuMbANg+++wTLH5dXUxd+qIuwI16OH3G4AVgeqIMROAVYA5JKqAP6SLGJuztw5oXQAvfsPhlLyRuYFArs1/QJaI8C94j9HH88ceH+QDgAIIASKSdzBPQjWSXZ0GCj3xnGZ86zIt21AE0Y9gDgMToBIDt+yMZB/ANUATA8kOg+3ssdB//RA7sEQ68pkPX7REOD/pBMgFC1z1K15CCPpffDjrIAmeEC0mxOqWDZDUJoBGNZO3Lq6U2fsYefOA+W6tfyC2KH1wxXC5l9ELEJUXNFtQ+JVpMs23d+k1WqZf6W/Ti3iQr5K+cfY6s8e7TS1H+1CQNGTVitH3wpBNlHXicXtyPam/VvdYq9TQyjuJcSR20yLQKOGZpYWY/JO5yAt2BRuhMpd5iFKeq9HXpxhx91dmVssBeNSTcH2EBYTELFxFfPCG169Deyhq5l8mXmn+0LIlnay/SnLkLJCUaZsWSGGZlJ3uXWDA9pQFMdzAoBvnAGbyi9dbH7B3pnFEtVfLauXQQxYxx6cJePYAKQAIrUwAbKj+eH8ABdS1qUIAf9+lEe9yuUAag8IRaFOCElAvLVJ4h6lTAAlIlwBJA9Oabbw6gA/BBApzgg4+2qDE9H2fUgEtADL77oBnABwDBjx9uYeiP+kjm8PNHHSyAcS8DkGGOAEXGZhyfC5I5pGDUwbch++MAb9AM/RiuABi9f9zqoAanf+YM+OHzyv5I1L7kAagAU6jK4auraqmHP0UkkRiQAAqR/EEXfg2hH75DK3yDFyTA34pnVkizMTb0SR3oZTx4jeUxdGIBDPAFwNIH/MF1TjCM0zXjAIShceXKlcFghf2ZlMMP+nhk+SN22OsPC8CVPpY/vNwee/wx+XodbQe/7mBbKnDOnOgDaSpgG8kgkkoso3F7Q1max2ES8U/kwB7gQASEe4DJg3sIX/6dyq77bQGhQ4LOOp1gEJUzMKxGaqN1eikul1Twiccetbpa7W+TNBCFMNIFXMq0aLEgxm6rpF1r1m6whYv2tQMl+Xjsiafsa1//pqKpPB8sZ3FsPUZW0KedeqoddeThesHfacuXPySk0irn2cOsTS/1dgHBXFSsWihwkdOVRF+mBQZwxgFQV8WduupvQAgxLHpwF+vtdMJ2GrcyxaXlNnXadJupfVvjJ0yShXaFlQ1DhZ/UD+3VB4saC0tX6nquW/MCP9Su+1BhfGqnE1UyqqWLXzPXgB1ATPrsAAKg4WDIJVsOhJxBPB9P3cG65/Z8ph8S4AOg4cCHPH/mACIAK2DCLZcBPkgOyaMdYzqopQ+kl4Ai1KmevJx7p5+6tGV+zI17aOHax6UvB0eAOq4BPU4DdNKHS+FcCu75Pkfq+FhpaRljI7FESok1MkCOz7jz3Nv5POiXPr2P9Lyowz00p78r9EV9ymhP/5xJzJNEn+Rxz5gk+EHyZ+NtvW/683b0yRi0IY+9mKinUetTBl9I9O1j+30oiH8iB/qJA8lmkn7qPHY7tDngKtbkdegLmQCL9vgAAtvkN5B3JJKtWoxMJL166vFH7fFHH7F1a9dYeWmJpHdaSNghKAOIVhmR5Ohl19ia7Fl8w1v/zWbOmWvX/Ppa+TO7XPujtuiFmi/gs9kO2Gc/++zpn7K9Zk63O269RdaS9wggjtS4eoFLkggIBAySAnjqfGknGeHvkPvDy59FgEWKBaRBiziqd8DxejnZHj1uos2SBGb6jFk2UmC5SFLBHElJBQkCiEv+JAuJLypDjgmDnGAHF5wdFDhogOcAAhZ5kj/P9KK+q9MDfNCPj8XZk4MSyvnsICEk+T0gh/rU43Plnw1AIkAQ8JhO6b7T41KHtk6H16Nfv+ZMuffJdVpdzr1LF+mPez874ErfOy/Jg+dI7ajHD0ynhXvnAfU8kefPizyn0cudD94P+T5fz3P6KEvTQt+ZY/rcfRza8jw4+1j04+34rFCGNBT/iTw37jlInL1uyIh/Igf6mQNRQtjPDB783fPycbDn1HbP63w/eaFeVNqD1CkdbG5plLHIZlsltw4PSOWy6oUXJRlotmJJA9tbFQdZTqRJYaGUMUS9LJtHjZPq6YADrUSL0de/ebHC6d0Yws+xD7BJi9Thh77OviiHr6MVueQv8j34gqKqjBqhWKDs4Qq0dtLbefK88JJmsCAdzJyTfskPcgkhKm8WgVqplIYNKw+L0xrtFcQqu3Jylc1dsChYEVcMl8WmfDzmKjRf4nURz4taPDTltBSv+2ICP1I8CZfU1pFu1FkrVVM5SZWMaiH/tfzHF27nARIxwADAwYGFl/V07v58eqrRPS9zvHR7L/MzLSnnHimV50Ofg0JodMkfwIX7npK37amMPB+Ha+qm6fJyL+PcW0q38zH9TBvow6gGx9YYafBOIaXbhYwd/JPuewebdKuWHtclsOkK3n+6HuWZ9+RRl+fioJLnwnW6bm/Ph/YxRQ7sDg5EQLg7uDik++gCCnqVB2ABcEigQgILgvxJlw4IAiCU1K+hsVYbz9fZcwJsT2hf0Krnng/WxbzIcqTybNMLrlASP4AKoe5qBHRmSMJ18OsX25oNm+3sc8+3u++7P8Qv3iiL5FLtjTv11I/bR07+gD32wIN2q/ZItQtQjhIwrJdaK+ypgyQtdKSEOp07ASD2uaFkyADChKk+D4xGsIxmn+Vmqdzq5QKoakplcCsybkKlTaqeLpXx8PB0cojTLDUy5gHtnUAXLXMaFKYXk4RbPpIzD27RSKdUolaqZijprJmqFS99wXdOcE/8YYwmcDjsgMXLM8/dn09m6bb3meOl23uZn701IAKg4ZIyV+lSz+uS1xetXs/7zDxDh9fhnKaLun7vdTLb+73X497r+hlQC9Dm3ULivi8QGypt54/3vZ1qvRYD2pB2onKHlkweev/peaU7y8xHkkti3yJ7N9lTmJYsRkCY5l687g8O9PyTsD9Gin0OUg4kS30CBl3W1p3ULKmIUfuiJg4uaHTmfs3ql2To8URwDP3Qww8GdzJYEKPCbdYik4M0Quphjuy8QjtEQPAt/36c/f3mfykKwsftSe0bLC4ssgapmidPGK/F9GL7wHv/w2658e+27J+3yOo2O0gakTgCBlETB2p1BrEkOCYTujjtDmH87Pl7/uwUdD/7BKA/uc5BvSQpao32ChYUltiC+XvLaGRv+Xmba9VTZ1iJXMyIk7I21l6yZlmGCkCivQ/90gVd9Zp89M4KgOpw9NzAa/u551oxN80BFuwrr7wySLAACdtLaRXk9uruajmgBLAC2IA+QAh5WLseeeSRIZxbGnT0NE4mcOmpTn/nAWihHyDIGZoHgi545+OyF/KUU04JFsjb4+GO8Ic5cjyp6FDEUcYoxkHljrSPdSIHXikH4h7CV8rBV0V7FglczCSSIUAAvsBysvh4AAKVz74oHTh/JlxaTe0me/SR5eFYI6vi4iKpb2QUy35C5HTFco1CKLp2WcbmSeV55DHH2sjxlXbGV75qf7/hxrDJnX2FzXJDg6XdV89bYiV6yf/juj/bU3ohsv9QRCAEk4sa/L8BfPgH6oHCILeEtAAUOZMTMFGvwKjXApr3S/IXOtLLhLs66TKhRIuLwDN1MLIhhnO+APIIWVbvNXsvuayosmHlw4OLjmzCBOYWdO6bpC9Swo1w5Vnc+DT9HCokf7qy0g0oS7iaPofM+GcrB3hOSNNIDkhcPezqPsAK6kMWdgdfnKkHmKEd115GO5d0eR9u2EA/vt/Ox2Fs7wtpGW2clnQZdWjLOD4WZ+oCZFbKShbggWNraGZulANkcZ3i6m/vn/6YE2ckYxiTeBvy6IMzfdAGaRnlTpNf04cn+nHaaZdOfu9n2jMG92n+kJfJP6fL+3O+cp8ucwkfZ/p16SPzcKkp9XELw/4+6rkUkPqMjWUxfGRPIwmXPK4+ptwT/XCQfE70h9sgQtnhZggLdT4jjMEZXvmcvR/ncboPrv1z5XR7ubeL58iBHeFAoeAuLgAAQABJREFU1yd2R2rHOq9iDnR/IQP62tsarV0AEDEUwIU9gVkST61SnONlctL6wL332Ua5kRiml2WJgAygB3cypCYtnLXye1Y6bLgdpzBUbXKW/MnP4Jn/hgAUeWHhP/C0Uz5uP/7B961Bm8V/r0gmq1ausOElcn6rxdDhDq9RZIMOWBPgl+R2oZ8w7KD6w8LFi5qjtU2x/DpToFzszs6RVab42dTSGqyvR8h32sxZs22/Aw+Sg+75Vjlluo0aO9FySkdYVh5+7FhM+cryrJLn1XWlLGeJLntKW/nYyVmvzjmm7XOABRzQwME1ySWBPGOAFos+AAW3Lux343PugMnbsdDj448zeQAOkoMlP6fBIACBzxOJPmnnQMcXf2iCBsZ3S2AHIoAM6OCeMuISI4VafMTi0KeDFYAPrmHoH/o5Owihf8ZKgz1v53Rx7+UAI+45aOfzct7RN4CHe8ZgPr0l2nNQj37oE/5gwUw+iWfgNHqfns8Z/jEnkju+pj/opS3ltEsDd8YB5JEH3xiLPOphOINvwmtlFEcdDgAi/XmCPupzZCbq4bYHaS316JNnh5NvxoEmeOjPnfYOEJ1f6ecDGIQnTl/mePE+cmB7HIgSwu1x6DVQHoBB8k4VqOBOL11wh4AgR3szZ0kFN26yDVosiGX8yEPL9QJvtKL8AkUOkcPpOvkalJFITU2tcEm2jEcabK958+2wI460vy/9h11++U/s6SdXyCpWL3O9hMeOG2Of/+zpduTiw+yO22+15dozmC1H1XkamIgjxDlOrJm7HkDfKtGueoPlihc+L3lSgYxAeLGneV0nwKwlWnsGixVursLmL9w3uJKZIGtiwGIIKyhfjVgZkwhVF9PAcYDFlgWaxDU+AT/5yU8Gx8Ys1DgfxgqWRRrAhx8/fPQRKYNYujx/LG4vvvhiO/zww8M9IdXoh3tcqdAPAJHwcEQZIeHLEOfGLoXCbyFOoQFzxBb/5je/GXwfMhbh7vDpd/qn9N066kjtyT01ADzADNFOcPrMHPC5x3j4TITO888/P4AR+sb9CX3gc4/IGWmg8eUvf9n++Mc/hs/1tGnTQng84g6THKACkv/3f/83zBmHz1dffXUAOTiEZu74D6QugIewbVdccUXgBTR+SH74oBnQ99GPfjT0e9555wX/gQAdyuEPbloAYITTQ8PAfAgDB+04ov7CF74Q9uHRhr4I5ce+ToD6ddddF9qj7mV++F0kn8guOLLm+QHQ4Bd+G+EFfh2J2kIZB99t+IgjbnwhMseVkrpCMw6tb7jhBrnJWh7q4p8RKSAgjgRNpP/5n/8J88dfIy508OEIP7D8hh4cZ8Nrnjs+GZkDc2U+fE6+9a1vhS0K8BL3PsSa5rMGqOTg80bdmCIHdpQDcYXZUU69yusFYwS9qMJ+QSSCwLocqZz0PmlpqgtuZZ595mm756477aEHHlAM4fWWzXutVb9+dVSUVShySLNVlI9QhJJ2O1xA8K1vP84u/8lP7QJZEj/y2BNSI0vKpZfi619/qF180Tfs4AP3s1vlg2v5Qw8Jb7aG/YK4kiH6CPUSmgSENM5QA4O89FlIiT7C0YKER/PoYH462vRCz5VUddgISQW1EBx2+BHaLzjPJslJd6GkNLiTCXhcLCaOdDsbB2MaMA7wPFlgAQIcLMKf/vSnAxj82Mc+FhZ34vwiIWIxRtLG82eRXrVqVQAXX/va10JbQAOGAyzWqAyR1GFAQFQRQAlRNgBBS5cuDfMFVBFRA6fMGK0g5frimV8MYBOggKPnSy65JAAwgCRh1876z7OCGhIAAZ2AKOo8//zzgQZACKCF2OGAD4AlfROPGNAHjX/+85/tPe95T5BWMfevfOUrAZxyBsQxR4AZYMylWxDscwf84TybeQGuiAhCyDmkcyTyL7/8cnvHO94RwrsB5C699FL7yU9+EiSdgOjHH388jA+YAgRB57Jly8J4AMIbb7zRLrjgggC+4DXOu+kPgAbgI2wczrRPO+20EA2EfpDsAfSgCYfdzAX+ALrhC88asAVwBHDyfOgbwOoAi36Q4rHPD6BI4rnT75IlS0IEFegC6NMe4JiZAI6AVIyQ6J8fADi/JooLwP7mm24Ozx0+8Yxxxg2djE3fzJGyX1z1i6BuZlxAMclBI3VjihzYUQ5ECeGOcupVXC+oHYOEUH/0ktMfHdnWUr9R0jrtoVFsUJxNPygp3iZJCUmTtUhtqa0P11mKANIhSVZLi/zlbdoiMHiUTaqqtv86+zy7+lfXWjagKC8vLGSnf/JUe9c73y5VdHNwKbNRVso4r87V/jhtpAtWtqHTHv7wok5+W/dQOMiyiP1MwlAEMNciwFuqX/7rNqwP6vQyuZWZMX2GTZIV8eSqKTZSkQxyc4v1IifWs9Rj4lk2ezhDdBXgeUwDyQEWfwcDfA5ZnFH3oXplUWbh/cEPfhAWcNS2JAAWoOrHP/5xAFYAmpkzZ4Z4vT/84Q9DODWkcwAAwCLh0ZAgTps6LUj3iMhBlBGilBDtxNWBt99+e5AMAcIYlzYANiR+hHIDQCJdQpJ15plnhnLA04knnrg1KgagiLEL5B4KgAaIAzghbURShaQMEEL0Fb67gA+AzZlfPDMALngBMMVJNGpTgBcSM2gkIa1kLyI+9gCzJIAcIOsB/aAk1jKxgRcuXBjAMP1973vfs6OOOko+R+8NkkAAFqAa8O28R3qGFBONBAlADB0AJCKiAM7gDwAQIAyPAHeE/QPIApZ5fvAGaSPPDqAHnwFv0MgYgFHAOoARSSi8QW0MTSQ+D8wX3lMfGsMPQPEKSSjj046QeQBvPgPkpRO0M9/f//73IcweY5B4Hjyv499xvPFjg2dL2D3m+BA/nkU/z4L673//+8NcANrwjXB+PDvoYY4xRQ7sDAciINwZbr3K63a0a48gvksUDYSQcC1S+66QS5lHFN7q6aeetDbllRbxkpFKWC/kbAGXXKk226XSrNmi8FaSAB5zzNE2TgvSqZ/8lN15931acIr04my24SNG2jlnf9nmzpxuz+pX9b333KVoI3K8XF5mBVIjb5SKrVSuVILUsQc+A4iGIigCDPICZyF5WVLVPC2Y1VMm25TqakkE5yjSyDBJCSsE/nD4C4iUSl2AXPLDcA4AfShOvIdnONSzAF+AOtJdd90VJGtvectbwj0qRgAAQAuwwGJMjF1C06FS5TMAoCCGLRJAFm8kh4AJzoRyA1wAJucvmG+HHnpoiGCBuhCgAagBtABwAFqAFfqBHvqt1ucJMEgiH7CBs2Okf4wNSAH4AJ5owwFoQNoJgETyRAJ4ovIFINKeeVIXQAZI+s53v2OXfPuSkMc8kYiSmD/9Qx+JfjGSwF8ggIY+4AX12KOI5O+ll14KEjZAF3WY/0qpXRmXOiT46CAT/jNv6gJkSXyvAEaLFi0KNF5//fWhnNjKJOoCIJHEAdBRz8NzQO6xMnSDTuoAuuEbUkykjEhGAfOEvUPli2oZPjJn/xxAG6AQPtIfZRwAaj4LJFS5qOXZSrC9RL/wj/6QGgJQSTx/ngtngDZjPfjgg2FbAnPnecE7eObbChwMQk9MkQM7yoEICHeUU6/6elqw9MJBIlhXWyNjkXWKQ7xKL5777fmVK8LePiBZcVGJ/iq0k/a/lUtN3NLcphdYi5UVD7O3vvsd9uK6tXbShz9md919p+qWWcOWOjv40MPts585XSHnihXS7iFbrpcZPgpLiwqlHpbxSUOdFevFHJZavXR7Sslrreeynur3T972xk+/fPEpmK0FDXVxi9WJD6PGjle0kXEKPTfNps2YbiNGylgkSByypHmnPkCQPT9YfWpxgSPbG7J/Jhp77YEDAAISCzfAhoXZQRAACmDhdVjUAYfUQ7qDZNATizTlLPAkJISeAE4kQB/9AyQAg/ilQ5UKwMPoAJUu4AhJUno7Af2SXJrINeO58Qv3ngBDAFAOrjmoy1yYBwc0MN+1cpAOqGR/HyAEYEk+4Ip5AkiYK2cS1wBVB4jeF3QxBu0pR0qHihdVLSAGGgA/gDNAKDx1PsEbwBX7M+kfMAbt1PW5MH/yAbi0dT7QlmdFn9BNveycBBhDI7TQjvmQAOTXXntt4DlSR8A26nTOtGc+1Oc5MTbXzIvEPXW45xr+uJo8VOjlD/WhF1qZF/f0Q+L5MRb085lgLqiYFy9eHIAg4zMOwDamyIFd5UAEhLvKuSHbLo0w0teSfsjEoUVSu/X61f/sikSK1yS3MBh65OogkgaxiEmEoNusl1RDQ4tNqZpqR77hWLtz+YP2jYsutJXPrAwua3JV/0Mf/Yh94uOn2nPPrrAbr/uLJIubrUQv/na92LLa2/QLX+BSL+PiYuVpP1MaUg0uFnfyqofNjOAE1gIke7rqJFuLvl7mm7V4F0lKOmlKlc1btL+NmTBR0puxVigw3EzoP7XNzRNvg4oZqSC22ul+doILNEs/0h6aOnU9FMWs7XCAxZgEeEACdOut/7LHHntMfiJnh3ykZQ68AAIAm4clXUcqhbQM4MFCDhhh4Uaq52CEPA4AGJIeonEAIlHronI87rjjgvqVctSurroEBGCoBXBwQMa+QMAE/XkCbAEyADwAJeozD/KJO+xAiXvKaVsijwHMAxorFEKR/Ye0w9gkMzG2AyHAEv3QB/MlOYDiDMADVAI86e+ggw4KB+M6j50GgBQSVKR2ACXAMGfmwRgc9AmN5NMv6m0AkvdFOWAOaR2SU54TfEOaxvjwkvGcTvqiX9TZgHH4j+oWIxGkjZTBS+bGXGjLNf35c4EW+qYe5d5/GKSPP7SB3nQ/gEQO+udAeggN8OWQQw7Z2puPw5nnDw0xRQ7sDAfiJ2ZnuDXE67IDL9mFx69OSTPamqQabrB2RRxpqtlo6yURfFKxiO+4bZndefttsi7W3h0BjLzsHAPc1dU3KM5wXYiO0SbV8vq6Wtv7dQfav5/wbvvrv5baWdrz9PzzWFO2yop4rJ3zX1+yUz58kj1y7+3219/9ytoFIIuQfEmimKuXVo5efG1avArytHgEaYkGAyH1cCTRSPb0AwBd+aHLDDAIQE6SpKu89PUyZ79kjiyvm6RGr5P0dMzEKTZn0X526FFvkPHIAhs3fnJwMJ2XW6ooLuWWL3cy2SbJjCWq+AAGg3Sws2tOO4MPvW7mOdVNZpHfp0aMl31wAODD3sF9990v7KFbevPSIOHCghfwx6IOqMAqFADCPj4sWQFeGHmwqCPhQ+IDaAJUoNJcunRpUAmefPLJIe/CCy8MCz+ksF8RIIPRAnvjAI20DZIwxQjn2sfNL0hUmS5Z86kANBywOmCkPWAG4MJBHQcTm2s2B1oBFosXLw6q7+9///vBQAIAyH47jBiQVCIZBIABMgEkDmwAp+T7QT4HgPqNb3xjMJTBuANVKJJUwBy8oj6qV0APezMpQ5qIqh0anVb47FJJngvWuhinID1DqgrP4TVGGuzTBITDAw5+qDE3B2vMm/4AY1dddVXY40if7HUEkLEfkLFJ5DNXbwM9tAOIpvkOb3k21M1MtKUfniUWx6jkmTft6Y/k4zmNfHaOOeaYYNH+q1/9KhjCMEf2ZbKlAD6RGJO26SMUxD+RA31wIEoI+2DOq6vIgY2fpdKQ1K9DUqqmhhqpcGps5Ypn7M477pSz2k0yElGYqByFUdPighuaRr0okYANHznaVkl9VCJ18QkffJ+Nr5xi533zAvvd7/8QJBTr5aLhmGOPti989tM2aewY+9t1f7bVzz9nFSVSD2uh6AJVCTQNPBYiAZSEV23nCzeT98lrmFoDlDKGhkwsh33xzJXkpk17AOvFp2YkNDIOmTl7jgxGqq1q2lTxbYyVlA7THk0Zi/gUOiQl9evUeWteMmmV+MXWklTteDkQHGAvIIBvyZIldsL7TgjAApAIcCABtFCx4n4FS9V3vetdATAg8Tv77LPDok49wBGABsML6rG4kwd4ATyyoGPogUEEoAyV6YkyDgEMoGadMmWK9ucOl5Q5N4BHlyyhRqWuJyRKSLcYH9CBpJE6jAUAQXoGKANIUEZ95oJkDrcrSKUw+gBcQQ+SM8AP++twlULfJNpBMxI4+sTBvSckgtBLOTTQB/X/9Kc/GRba5EMTVs5I+nAdA1hiLx/Hv/3bvwVQirqZsQFHgGrAEsCKxPyukNUwRhZY7pJQqwMqTzjhhHCfox+4SBjXy8CLBA3MG/BGPvzAoIY+AI7MA4tlwCQ0cgAkqUffgH7y4BuSYPqgP/oF2KFmdiAeBkz94XP03ve+N6in+TGBgQl98+zSIJJ5Ou9ojoEJ83ZjH8amnM8Wkmn4C00xRQ7sDAdiLOOd4daQrsvLgZeznyVVkIRv86YN9rJ+hT/37HN2pzaQF0i61ao9bziNxtijSSpkUr5euFm631RbpwVolB3Hvh/FLv7eZT+0f956W3h5ISE75RMftxPff4LUzmts6Y032CapfIaXlQQQ1AVnMl9U3POSZaTMMvKSpO6VunrpzN4zJ0kHE8o6/+qEn0SsiYnbnJUjX4xN2oOZVyD12gibKDCwaN8DrLRsmMBzeXA3k5dfrD7CzsDQFzPp66WdIZCU5HSA5r5nODzkRgFMYRiBZAdAghoYlSYLOYYagBbyV8pQgucMSAQoASz4IUHC3QzSIXwNAgQATZyrqqoC4ABUILXC1x1tABoYXSAR4gwoADRxxmUJibFwh8LeRAAL4IB20Mn4DgSRJrkhCn0AWgAVnugHNy+eRx8AHPbwMTfopA4qc8Z3aR314A0ABykf19QjH4kfvAG4QhftHln+SFB7A8jol/5o4+VY1gLipsgaH34yN+rAD66ZD/NMJ3iOFJM+eB4YtACaoIE+AL8AN2gmH1AOwIb/HPAC4OkSVN8Dyjw4mDsJqS3jwHueFXOG727MwzxQe1PGeOlEH5QzZ54F/TIO94Bw36/o/OTHAoDXeUf9hx96OOyFZA7kAwapz3iUp5N/5tJ58TpyIM2BCAjT3HhVX/NyYJ9Moi7m/Kws/dasWS1Dj8fsGS04vCi36EXIr1FeMMHIhJeW1i7i5jbqF/FMqU0OPfz1dt/92i/4jYu0h+pR9dShX8kT7KwvnmGL9Mt+1aoX7c5lt1qLQrGVKqRdoaQXDXpp5kud2nOCtkxA2P1lBhDUu1NpgECRhnVIGKgABAoMAgrZ1E/oubzCEhurhWHmrL2CZHDc+InabEkIs2RvIE4dO7SIhfad0+trNhEQBlYN6j8s6L6w+4LLGaDB94nEwswiD+DhmnJABCAEqSASN/bn4fzYF3OAF/VJtOX7CLghUYfFn3EBLgAYT9RlXKRXgIK+ErQ7rUgDAWccjEPfjENf5JF8fK59HNpTznxp47zw/mjjfdKORFuXpCY53f9CF4m+SD5/rsljTOrAw/TcnXfUSyfak2jrPPHn4PW8rdPKfOAh/VMG/x1gOV20dUDpddI8yhzD5+VjMg8OnjV8BrgyJ4Cj16Xcx6M/Dur5PJxuzv6ZoH+n1cfiTF8xRQ70xYGoMu6LO0O8zF8giKOyhS7a22RZl5djW6QqeXbF0/bSi8/bo/p1vm7dWisNqhdUIKV6seRYrdQxWQIwOVpUaiTZGCOV0MHaZD1p8hT70c+utB9ffoVe1LKEEzBaOHeBfek/z7LxUhE/cP899ph8lxUW5ltZhayM67dYQ2uj+i+2ZknQEkA3NF5M2srXLWH5i19BQGCr9m11ZCWbt7MkvaioGGbzFuwjQDjBxk2YFKSC+BIUzBVgZmHTEV/I3fj5arjxxZqzL8KcXULjQMHBnX8nHRCxiKM2RNKFlMkBFO0dFPji7/e0IdEXP94yx6UsDWB6AwKeDxihD+7TfXs+NAF8AEsOOqCfNtBEO793uqhLvtPM2Xnlc6eu8wfpF9LLdPK2Pn+n12lNz5126Tlz73xJt3c6KOPw58Z1mmb64qA+c6ac8b2d908dEv14XyFDf5ze3u7pi+RgkGt44POmvfOMMh8/DTp9bn6mHilz7CR3cP31eTpVmTRn3nu9eO4/DkQJYf/xdnD1LBBTs2mNrIjrZQX8jD2p8HOrX3pBVr+1ch2DigGHyMQ5LbY6AT0cJBNjt7a+0fZetI8tWChXE/I9eOGFF9ut2mStd5UMIvLsDcceZV/Spvla7Tv8v+v+Kqmifqnq5djaoj2H8mc4fHh52DaIQ+tCLTxCUeJL8su/i0G8GAeZhFBkJq/rLlSIRDBXBjBtso4OC6QWC8LOVUnNNnf+Ahs/cbIVSz2cr0Vay5Ne7PLniFQQ/4JiWPoF59K/rt67uOFXXsfvo8p4KycG5YUv8E6cS9HIZxHPXABZ7FExY5SBahVAkk7pz0s6368zy338zPzMe2/v9Xu7J99BDrSn6XPg6G05Z/bn4/rZ66bvAYIARPiTzve66fP2ytN1uc6kx8EVUlXG43BA58+mrzEyyzL7zyzPvM+sn6a3pzKn1yWcDtBp52XpPobatfPc6c7kV+a914vn/uNABIT9x9uB7Rk004k2WuQzsKZmg61f95I9t/Jpe0Ibpl9+ebWAm6zcpM7FpUz4dawXZF2D1DkCOS0Kl1Ynid7+Bx5k++n403XXaxP4f4f9Sri5YN/cJ075iH3oxPcrgsn9ds8dcmDblIScK1bkEVTSbR0twZAEMvCxB8IKUTgCKExDocEFCLssmgGukgp0kpqncHINUj9hUZyjPYMTJ04Ie5OwPiwbVmH58tEokepW34IYmSRtk34Ciu58LA720lxQUbfkdbZmiucxDV4OZC7q/GgAfLC/LRNAURfVn0vcMhdHZrm9BTGz3MfPzM+8dw56/d7uAR3sLQQ0+R496Mxs5/33lu/lPk76npBuqGWxrO6JB96Gc7pdOr+360x6kEaSMDAh4UqGuQEMqZtZP1RK/ckcP7N+ZnnmfWb9VNc9XtKezw8OzvE9iJGN9xEB4baAP5PfPTI1ZvbJgUxRTZ+VY+FQ4IDAlV5uYa9gu3xkNTcICK6W0cjTikF8n9115+3aXP68leslDBhs06LEwgVaQ0KIf8G6Bu0HknHEf7znvTZt+kz70n+dI4vKr9nmmlptYM610aNG2/nnn2MnfeB9tvSmm+wO7RdskqQRq2T2C+rNvjUeMbT4SyzhHrSlU+a9lwF+0ofn9+dZtAQU5jQRMi45UPvKi4zVNyoEneI1YzBywIGvk2RngY0cK79gJdr3I2kgewkTZ93dpT1Q7bPxGUR455x4dZ7xX0fINOLtZi7gLF6AQc7sVQOU7Gry79fuXhBxKYPPwU9+8pNBtQt9zANaGcuPXaWb/XI4febYHhjc1THS7ZBEImUDYF155ZXBYIYfws6/dN3erpnzrtLa0/Ppqy8ALDz64x//GHxP9kZTzI8c2F0ciIBwd3FyoPoBu2w9dAEYDKHnmmXhu9ZWv/isPf3kw7bslptlzfdQUOkWypVMS3PiJJeXVGGBnCQ3y3+YgFyrDCTmLVhgH/7IR+3Rx5+yj3zsVPvrdX/TIiALPYWgmz1rtn3vv79tR2uh+NO1v7XHH3zIsiSBHKY9g+xTTPYqJj63iHGcwz5EqVqhEdKygshMF1uJhnHcBxypl21iPCJSwJXdjgRShaq79AfJX++HBssAg1la+IB1CrEcXMrUCQzOmL3ADjj4MJu3cD8bP2maDR8z0bLkTzArT1EQZEWcl19kubLUztMeMCKVhH+diycup7ceqQXVF9bMszpAtNp17NKsY6PdyQEAhKvw/Ez/LN48PwcXXFOOBAopDwkwRb5fO0gEGNKOMqSGJK4p5x7AyHXmQR3vz8f1PunD86AN4ME9NPEDELc2AA3Po5y26XGRCnJPe9+jRn0Op9Npoh7h1HDFgzNu8qnnfTp/qMf43AMsW+STlDqefHzaktJz555yaCXfrzlzeBu/h0bAOEY7WAMzd8rId1Ux8/J8H4ty6vncoJd7B2+Ue13ynS7G554z5V7f6fJ6yQ/w0CzQQhs/fF7cQyMHnzn6Is95xT08JGGU4tf0TZmPTblf0w/l1Cd5G/JJnKHV+0jTHSqk/tAn9bwtRT6Ot/MzZVxz+BhcO3+5Zt5Y7OOCB2mo90VbElsLSNTtLVGWPnqrF/N750A0KumdN4O0JPWFSF0GYnkZySl0c32d1W7ZbM+uXGErpSJeufIZfaE2ybBDYaOIkat27doHV6OFimgEuFdo0hdyRPkwe7NigJZVjLRvXfId+/kvrtGeOW04FyCqlXTwiCMOtyVnf9mKJAW8+qpfym3NlhB1pCBXi59eMgBL/BfyimyXpAw1sVvVBvq60dvtJoPXyUs2I3M33fY1rkNTp1uLgKrzusTtxQEHHWxTq6fbBLnN4OVcpjjMWdpTGBJMFdmZvTOTpChZLJLK8e9Q5ACLDSCGg8UUP3hInHARwgJGHq5COFMHZ9O4HznyyCPDdKkD+HA3JHzvcDOCWhZXJSyQRD7BnQx7C6mLoYkvgrhscSDiBij0hdsVFnnGBKxgwIJrGKyY6QMpE4u3R7j40Y9+ZJdffnkIQ8dCyyINzdCHWxNcoNAPMYbxdxj8CaqMPMr47DMWcwM0MgZtr5D/P9znYC1NGWcSbRgD8AVtbkVLP41yawVtDnSoD4BGjczcmANppdzIAJw58HkIvbSD//CFeVCGSxv6JeFahvjFuJMhokd1dXWgCR7SPxJD2kI7c/R27OmEfvqGbmjA6Ie5wmtPuOTB1yTPB1qhiT4AcfgmdL7TP8Yi/nwoB/zAa58fbeEPB3PhM0F9PmPUo5wEPeRDN3znGl+RtOMzAH8ZD97wGeCzScQVaHS+0oZ+AMnUpYzPE3RBP20BZf65oh8MeOARdanDAX/gFYmx4T10UMZnmwQ98M6j+cAz6vAM6IvvC58r8vBHiVNyHIHjh5LvBPyhHvTwnYB2aPU2YZD4Z7dxIO4h3G2s3BMdATcyIEfqtkMgr2FLja1Z/ZK98Pyz9uSTj+lLv0ZWwjLokAQPFTEvAEAO++AwCmmRtSxfsmnTZ9ihkvo98dQK+/7/XG63/HOZ5cuTf02NIhmUlMoz/gfsox8+0Z5bsUJGJbdonM2KP5xvuVnyF6Yj+Y2vF7E6R/VMSgBhuAx/Ohh4AFOyN3B7NCRgUHDWmiQazJGl8JTqqfIxN1/RVyr1ch5pxVoY4DXWxSF1ztf3GvY8RV6iXZKQnuvE3KHAARZM1JxE7cAxM4AH9SrpQ4qmcdZZZ4WF8Prrrw8SM5wFv+lNbwoLG/vX8DvIQo3POKJ1LFWEki/955ds8RGL7dhjj7WjjjrKbtJWDHza4ZAZ0Pjtb387RAjxxfSwww4LzokdHJEPXZxZnFlIkQB+6lOfCsAHAHTRhRfJrdSWEGXlqaee2goQ6RtAdtFFF4W4wtyj6kaK+IlPfCI4W8aJNAs1/bEYszgDRKgDzT/96U+DQ2neNxMmTAxRPT7/+c8HWpYsWRLAB2PMmzcvjM8cATnEMQZ4EKfZwQb1ADvwEsAF0MNxNaAAoIbD6He/+92h7x/+8IfGAcCALnwmohKGDx/84AeNZ0ACDLPX97LLLguRYwBkAHWeIyAFwAJIxiE0fQP+rrnmmtAWQIlTbFTnH/nIRwKvaAcveO5PPPFEiBgCOAI44ZyaKDMYCrHv77bbbgu8gyYSIJt8+HLSSSeFPAd8j8hDw5cU8YnIKgDnBdLWADYBcDfffHOoy9hIPaELPhGZBf5BMwCMz83Xv/718NkhD9oBkAC4Sy+9NHwe4BFO0+kD/h5++OF28cUXB6B8hYA9klXoh3Z8YAIK8ZlJlBwHfMwD3gMsWUPe9773hTnx/KgHbYBMPjfs14THOFjHHyafVUAynxu+Q/CCOaxevUrPaXYoByDyzNhnCt08X0A888ExN5+XdIKudMq8T5fF6545EFeonvkyiHL50CcH7k649nPIR80ZVJ36VSgw+LK+UE8o/NwjjzwcvlxtcjVTXlqsiCOKkCH1Y15+rgCefqXrV+fGWgWgz861BfsdaAcffqRdefVv7JRTP21/0CJUoXKkfiOGV9gpH/+Inarjnjtut3/94yaFu2u24kIFdG+Q41d9+fMEmojawRfUwSBfxvB1DX8GETt7JYWXCWBQqi6BwXadcbUzX9KahQsXyYJ4kqKNjLSiUhmOMLekengeQTLY/V3U6yixYOhygEUMqQ+LHNIQwqixeAI2iC8MwGOB/Mtf/hImyULL4gxYIbGwAQ4Bc3fffXeQ0LEgAv6mTpsa6pBPqDscIgNM6Js2gDTUaQAjFkNAAQswiXF8ceR7x8KPpAVAtWjRIlsqwEk0kQJ9Z9/ylrcEUIPU6c1vfrP98pe/DPsE+aHIws04AIz3v//9QaLEHFnAWYxZ9In2wVyhGTD61a9+NQBi8tlvOHbsuEA30Ua4B4ieeOKJAVQAUJEcAWbgI4s7oe3gDyCCA/oBR5QBbC+++KIAShiHqByMCbgA6AF+AICACeiEN4ATgBrAjDbESQZQQ895550XrgGzd9xxR3DuTV0AJs8JPjM+zxcgBIhCqgYof0JeGXhW0EodwBBzAdQAIgGLAMvf/va3AWTx7OAXPwQA39dee20AdcwJAMlnCSAN3wFOAD5AFwAcAMbzArQx3jKFCHR+3HPPPfaZz3wmgEVohKdIQmkHXczt1FNPDeCRHyx8FpE2XnPN1WEu9AON8AawCd9++IMfhtjZ/CBAOgkI5zNDe34Y/PzKnwcpI/zjBw20wgukrwB6+gAs8tkHVJPgIXWRGDPO29/+9vC8AMDQzbYCaIFP8INnCq8qKyeHHwznn39+AJBIs3/2s5+FZ8pn+owzzgjPg7Fj2v0ciIBw9/N0N/aYAEEHhO0yEqmvr9VLhH1GSKdwZUHeFlu75kX5FHxIewWX2gN336Vwcc9bnkAK0UaykBzqBVwgUNjU2mJr9IJYs2GjVc2cZe/94Mk2vmq6ffHL59qFF3/X1qzbqIVthl5OGyVlKLLPfuZT9sH3v0exjf9pjz38oOWzp03h7nJ1GjkMlzIdVq+XHNIvwCBACd+EgKStyaexNWNwXLBnksW0ID8/vMBwEYN1dX5hsdTCk+yAAw6yfRbtp32Ds22sFmaANPNrE/+ZkpQtwWk3jrt7lg7CBD8Gx5wjFbvOARY5QAjABdDC/Xve854gEQREIdEAaLFwkVjw+HwBilj4WWABaDijRv3GAkjIOqReAEDqoEJDMsRevHPPPTcs5hhAsKgCXJDavO1tbwuxep988smwGAOuADRIklhcATJIowATSPGgGYncwQcfHIAdqmDoQjUNYIJOB5TMg5i4gBUkcsyR+QJuqAuAAnDShsgsLOws8IyHahJajj766AAGaYuqFkBIX6hR4Q97DQERAAtcOFGPaxJ0QBu8AOCUSDtB2DgABaH84AkADJDEWOS/QdtcAD3wEVAOPQAneIbaEdqOOOIIfZ8PCOOghiWfuQCqAc7UBVwh5SM8H3MG8PEsiIl89NHHBB4D6AB+SNB4ftAIH4ihjLQNAI8EC/rhGc+LZw3Y4h71KaAJOqlLcn4CsldKNY50DYDN8yHOM6AX/jAWAAvpLwCXMQDIzIu2SBUJL3iXIk6ddtppgQ5iRgNWFy7cJ9DB5xYwzeeM58LYk6dMDnTy+WT+0MlYWH7Tz/4H7G/f/e53w+cIIAstSEarq6vt+OOPD58zfmhwj/QbKSfPGt7x4wbwCJ377bdf4BMAmGcH7wGg3FPOZ4XvwaGHHhqAIrQwLlJOPlOMTRxnPs9IDLnnOdGGczpBf0w7z4HcnW8SW+wZDnRHUS4VxDFyAhAxAmnSC77NNm3eYCufkhXxnXfbOkUeadM+wuIixSKVirhOYLFVAA4wyH4dQtCZrIgX7revLTrgELv5H7fqy/UDe/yJp6xUZRO0gDz91BNWpV+JZ535eTvowP3t73+73h7UIjdu9ChrbayTqliREGSUIhsLRR+RxFGLA9bKAMLgXsYZpO9kEF523jOj/kyZr4DtjdfeLkCnBYlFqEmb21u0JpVXjLC95u5l8+VkeqSsqfMKBABkKJKAb9XVVU/gj7FDfuegXbR0XfXn3GPfe54DLEwAPBZolxaxwLLAARxYOPlscUbCBjBBNcceKBYwFnTUiwAg30PIIgeIQJ3J4l2zOYltDMigPf0BoAAMqD8JYQfIII4y/VAOSAIwsOASG9clOIsXLw6LNGPQBwcLM/RDH0CLcegD2lhoHZwBEgB1qPx+85vfBNDggJfFlzkyb9qSz0LPmQQoQFJFn4zJeIxLm3SibToxf9SMDuSYPxKrqqoqu/322wNoQV2PdAwACNgElKGC5mA8DgA548FzxuC5AZQAgeRxD/i68847Qzl7PwGLSEKhFZD94x//OEhWmQdAEB6ikkYSiUQP6RkSVu4B4iTGBszxo+Gqq64K0jtADnyCj6Q0cCF+MrRSn7b0g4qd+UIHvAPsu3QZiSL5fPZ4dkgKaQ8fAFUOknB8DuCiHjwE0PK5QSrn+1dpSzs+Szxz6EL6CRjjs8xnFhDJjw7KGZvoOnzG+FzwuWcbBHTwWWGO0M/nm4SkFSCOJBEwz+cDwEhbPifwMzNBA2NQF+k4dDhfKGMc2kGn/0CjjzRPM/uM931zIALCvvkzQKUBdqTG1r2QVXZOthXoS9De0SpwV6eXV1v4wjz66CP2xCOPWv36jdahl2hRUaHUuPqyNOplr72DrW36FdVQJz95soTN67ATPvA+K60Ybed+7UL7w+//ImBpNkaqHnWs/l60mTNm2Vf+80zbf9+97bq//NEe1C/PqVMmSVXMl1a/VA0JpV62atghmhJpZbJnMEX0Hr102OVnOMh19yWmO0nEa66X421SniyDp0+fKmngHJs+Y4YcTpdavo4sLRhY1QSwJ8kn/xJw3r0vHy8MqqJw39fg3ZvHuyHIAUAGBwsVixtgg0WbxclBQXpaLJIs0hy0AYhwzcLGQs+iS1sWeV8wc/WjjkWT/mnP4smCVy8n8SzCjIeUBqkf4wMI6I98pCuohVEPsvgjdUQVTB3Gx8LXxwIoQAvt6J+DaxLjUB8Qg7TskksuCaATlSCqTYAGY0I7gAi1JXQC+JCAAqiQiiFhRMqJBBJaARbOD87kZSbo8jlTDkgFBAA0uEZ6CIhBDUoeQBjAAcBh/xl0QQ/8Y048F9rRF/QxLxJzBGzADxISPNwGFRUWhTy2CCBhZRwAFUCJe9oDzgE7v/vt72zW7FlBirdkyZIATqurq4OaHsnZVT+/Sq67NofnjAQ2MzG+85r+uWau0AkA4wzoAhSjngVk8TkhQR+SSiSo0ATPPNEOXvNsKGOOey/Y2y74xgXhmQEK+UzAa37gADh5lv584BmfVfqBLu4p57P1gQ98IHxOoMOfk8djZjwSY3INkEaSzX5UJKpIKk8//fQwN55VZmJ8nhm84jnz+fdnyQ8YysmDT/7ZoX5Mu86BCAh3nXf91JKXor8Y/VqWXcrT73aVSYUjcNgqQPiUVEb33XevXogrrF1f0uF6CeQVSwIoDNMs8JYnqWCDzi2SGOZI0jV11hw77Igj7d4Hl9u5p3zeHnv8GRs2YrSkY61SKTdI+levl4r225z1RZs7a7pde80vbZPC3E2dXKnxpBaWqrQwSBq1eV0LVa7G44XVVI/6TC/3Af4yyiZ46zMJwC3c6QWh/wlHeVn4CyPJb1GTsWPGKtLIPJs4uVr7BidY+bDhYGMlFik4n7TnCXhPlHpPXG+b+i7dtn7MGewcyFxsADEs4iyWLEh8F6jDNYsjgCqALO2xZfFi4WIvGepbABz1Ub0BKh3w0VduThcI5B7pDhvuUY3SLwvz1doTxmK4WFI/xgB4sPBSn34Zi3IWbaRMSA3ZwwgwBLywqAM2qctizQLrQAKABz1IjBiLciRbwcBlxsywmDNPQBdAAB6QABTMhb4BYiz4qC8xnPH9cvCGOg4Aueegj0z+0h8AArX0kZKYUo97pEYAClTz7AUEYKBOBqSwhxDwBM3erwNgxqBPaOMa2l1aCx+YKwcJ6R8AGJ68853vDOpdVPWok+EPz4K6jIVUEkMiVKskVPn0Df9IqE/ZT3nOuecEqSTX0JoGbdTjM8HeuH/84x9hWwDPcvny5WEPIpJSPk9VVVV2yy23hGeLih5eA/D8swhgQ2rKfkqkk/RBf0gEUbsyJqp1eAhdqK3pw3lDP9DOWOl8nhnzBZCRUIPzmQCEw0NP9OPPn88UoJU+SdDFnkH2HfLZBJgzFs8q89lTn3aMwzOFZuZO/94f9PC9Is/BI+1i2nUOREC467zr55YOPnjZco07lzwBsxrbvHG9vaQv1z23L1P4uZesQICvsEiLj8mUX/F1W/QFqW+TG4mGZmvUl32kvvgHHHyoTamabd/5/k+kvviFLI9rrbikXJu626wwv9A2rlujmMTT7bwlZ9hwieCvvuoKuTNss1JJGCVK0H5EgSNZ1eKnMHwJRRIvNRJgcOATfIJH7OwTGMvSEULGwT1dUyKaeYm0tCqKim6GDR9hc6pnW9XUaqueNsPGSk1OPYxKwitMfcB5Ej34361XQWwYCrb5k1l/mwoxY8hxAIDhixELKwse3wFfpMhD2kK+5wEokAqRh1oXCQ5SLFRgqCjZ78bCCIDjYMFFfUxfjMU1alxUjhhj/Me7/8NuXXarXSFjFhZ4wA6JzzVtHBQixUIqhfTq8ccft5XamwaoAvgAMKlLn4sFKFlsfUFmoaaMehwAAUAPbVAZbti4IaigkVShUvW60AAAYd6oqQGhqPKQXGFUgToUAMdeN3jhAIxrxnSQRj+e4DfjI+HEp2eewmsiKWKuSLKgCTCEGhe1KHsT2b8GD+mfOUEzdGKEA3+hh34pY0wfl/o8B2ghoTbGEhg1MEYNACT2uAF2mAP7QBnbnxsGIDwP+A6o4znQJ2PBFyRhbpEMuAeowat0gjYkZfRNOWpvQDwSYp8PNDAWxhmUAdyRwDIO0lg+Vw899FAAyeTh+gf+0Af3jMl+v6UyGnnXu94V9jZiFPjw8oeDwQ3SRwAvfIBH6YNnwfzJgz8YN/EDA6togDbAkz1+bHngRwf1yeegDeAOMLtUY8M7jHgAe6wnPFN3U4QhCbykL1T3fO6py9YA+M2PAAyzXAIMD/17meZnvN55DgyGlXznqX5NtEAexa/VBBACTVqba6xJql/A4P333G3Pr1ipPXzZViLrwZbWFqtVDOLCkiKFTlM4Jr08kfzNW7Sv7b3vfrZ2fY2ddvoZduNN/wiAr7RUKi6hFqyEN2pfyKwZ0+2bX1siv4IddtPf/6a4x+ttmABjjhARhiPAquRvwvwE8KhMX/SBTk5BkBDKBY5eD6JVHFNBoDnQyAIgiUiLjEb0UinXIjhz1lybOKnSKvXCLikXP+Sjsb2P+fg4Pt/kPjPXS+P51cYBwAuLGwl1K9IRJDIkB4BIbQBx1KN+dXV1AEbcs4gDklDdAgqRnLGgshcQIIm0BmCDZInvFaCC/pFUYRzC5nyAICAACRnqV8qpx0LJYs2ZxIIMEMAgBQkMQAJgQ2LvHKpeFnT2gOE6hj6xLmWh9gWcRRrJFECFPIwTWJiRmLF4U8ZePEAh8weQoG7E8AHgxsZ/FnHcmSAhpC5729yNCiCLOTN2T4l+4Qf70k46+aQwRlVVVQAxABfAOPSzpxHJU3VVdegf8ANPSNALIIUGwAjqbp4JYAVACd0AJehA1Qmw4B7auGeO0MGzhA5ANQAMaR4J3uC+BcAHcKcNcwfoMy7PEt4B7ng20M+48Dbz3YmU8+KLLravfu2rwVIYUEifH//4x4OlN7TymUFVj1sbjD6glR8FPF/4zzh8vnjm/CCAPn4UMAc+HxxsMUByx+cJvjEO8/vsZz4bXMAAoqEReqHRP1NuCMN8sGTmzDNmzyOgDloAvzwzpI+coZkxqctnDldEDuygH0mmCxaYA2p43P3wGeKZfPjDHw58xljmn//8Z+AbwJJnASCEPj9CxfjnFXEg+iF8Rezrj8ZAmETa1daOBK4TEOrLtnHty/aiwOCjqBH0UmptbgwGHsQVbhYgzBcwrNMvuxZeNvkFtv/rDrFZ+lLetPRfevl/y1atXmdjR8upq365BsMTvfw36df0nDnzbMlXzrTK8WX21z//UYYpL9tEvRDqttRZtshJDEOAp+ylgz7l8Se55CqknlTGndVDubuk6ay+W06BDvWUgEEANMA1kfIh6UvcyFArWy/BOispLddLuVr7BGfZNKm/ikvKrKC0LLzMtEkzWA33RJiP43NO7vm7taSnZt3yeHHFNLQ5wEKOVIkEsGEBJvk+P1RgLL4sgCyELIh+TT2u058DgAQLIEYSLMQkyllcAScAG5cmsXBSRh5SPRL0UM/7pA5jkFz16zS79M/LWOgZh/4BSMzL2wIoARrpNvRD/9QDQAAeXZLk7ZwO+AD4Zf705TxhbPKg2YEAYAIJmAMP6pAAP+QDagHE1EOKx9wBNK5qZA7wBJoAyOnnQj/+bKDN+QPd0Mwzol+XFEKX8wueQDd5TjNljE0+oJE+OZxPgEVAofMe2ij/+c9/HgA1rnMWSypLvvMMGkmMQ3I1K2eAD+2hBX57QgoKDTw7aKIt9TKvmRf7UzFmApQjVfQ5wjOu6TezHXyifxK0ppO3p2+2Dfh3gB81AEES/ILm9GeIPPriedA/dbnmBxS0k6CDg3LaehueO3T6Z8W/E7TztqGD+OcVcSBKCF8R+/q3MRbE2rgnKCNVqAwbAIMP3HuP4hI/py9Km75II22LXrz1jS1SGRdavSSCjVKHVlZNtQMFBqVjsa9/49va7KxN3Opl1MhRnS+iPBmEyK2C9gfOmD4tgMFRI8rt99owvW7NKpugL2p9bX0iGez+LujfCb+i3hNwloBBACESws6z5g4gDNLAyik2Z958m1xVLd4qP0tSQanBidEM9O4ziRcR0vXJoVdtIQsZB4sPixULE5IKz3OA5tIuFjIHDCx6lLOHCskHgIHFEBUnBhZIRljsADQssozBokti4SNxT3+UO5Bw0AFwoB51KIMmgI63pQ2J9tRlLOgEbFEfYEAe7QBygCoWY/K9D+ZDn4C29DjQSh48oS/O9ONAAFAAnzwxPmXUcVqhw2n0epwZjzkCKB0sQhuAgbYkB2LQ7/cAFOh1HlIGneQ5oPDnyJmD5Hn0DU20YyzmQDsO6AToet/Ugzbacl1VVRV47J8DePjrX/86SPNQ1bL3kASfekuMAxjjYP7QAy3QwTiM5/sT6Z885yX04f4IcIYUFXCMCpt7jHpI8J7xnWdcwxvGc775c6c+/ZN8rlwzDmMDWGlPW/hO3zwv2vOc4R9l1IVn9OUAkLH4bKQ/E/Ttnw2ufTuFf7/oj74Z079f1Itp93AgSgh3Dx93Uy+gLz/0Am5t1Eso2+pq8TO4yh7WBu1HJB3kC5RXoMgjChWXL9CHJWyNvoTNAjbEIV60/wH28GOP29cuuMiefHpFiDiSrVjEHfKx164vVGlxkULRbbYRFeV2wVfPtQP239d+/CN5+5dLmcJ8WSjKWXWWvqxI98LROTukg+2dIj9eEZ2Xfc49Xac/JIQMnryuEr4RgaVDElNC7iHxa9YeyTztkZwwfoJUZXsHVzIjR40JPMmiTkg5KfUyGfTVPYUx4Ee37MCFbjndbzJqd7/tXjXeDXoOsID54gix6etM4lnUMhMGJViHYijAAlldXR0WUVR3bMxnwSXRlsUTYJAeI31NHT9ow0Lp9TPppLyvlO7X65GXnoNfp+t6Hm249jI/p/vy6/Q53T6d79eoSgE0+PCDV9ur7+387HRktkvfc+31vB28T9eh3O8z63obL/cz+Vwvk8Uz+/rYXsAeQsAcwM4BLvUy+8y8pw6pt/ykNBmPvZ1Yl7M/lB8igD6A2YnyOcjeRGjyftK0ev/pcq/n/afP3tbP3r6nOum8nq4zx+He+/XzjrbrqV7M23EOREC447zq55oJoNHXWuNwYByhIOtyPv3S6mftkQfut/uW3SbQpnBAAoOYTyABa9dGOeIQt+l8oH4R7iMnpT/7+S/spz+7ytbKyTR1SmU129SkX+4CjOX6dbv6pRekHlbYqXP/y+btNdN+cdXPrL21WQ6a9StYL0N9G7eqigF0jmMGKyD0B5MjVzu8QOBHfaPUa5L6jRMQnCGJzJQp1dpPUylJaqllC0TD4qxcnXn5wEu4HiYarrzLrWcvcl4kBdx1z9naIFyojO5IutRQMQ1hDmQuTpkLWebUMusj1UDqteKZFfIduimABFShAEEOJCmAESQftM3sP31PuR8+brrc83bknNnO7zPpz+yrt3Jv7/Uz7z2/t/ZejqSJA2kqdXvrx+tnnr1+5jiZ972183zvx+97OnuffqYOzxJQhsNr3P1QhkQTkMbzBsCTMvvPvA+VduBPut3KlSuDO57R8qU6Sv5j+cHB+BxeL03rztLhbf28A+T1WsXp8Qrce79+9rL0uad26fJ4vfMciIBw53nWTy0ciHBO9hA2txD4vVEShYdD2LgNLz5v5cUS6wtdtOqLnS1As6GmVkAmx2bNmWtHa8/NBd+42H7+i6utXuqnMaPHSkImNZSMTLKkHmXBeXbFMzZ2xHD7+nln21Gvf5396XfX2mOPPiR1sjbCdwKqLCEjsEsAgyLHcczgAYQplOVPQ0S2SoKDhDBL/MjWnKuqp4Y4xDNn7yUgXGH5qKoCa3nhqKGkpkhXyUrAYLjaOl/vmnPgQYoXSVngUrpaxrXKU6RGQJjBniF2m7k4ZS5ImdNJ10/XdbUc9akD6HE1arqN9+dt/eztqJuuny73tjtyzmzn9+m+e+qnt3Jv720y7z2/t/bpcuoArLyP7bXxtpx7a7O9Pryd95V57/nps/fpZ2gmuWqTa8r6ExDyY8P3djKW0430mK0ArnaFFpLTmtx18au3e8/n7G39nC7b2Wun09tx7/362cvS557apcvj9c5zIO4h3Hme7bEW9TVbbM3aVfaC/FytlyqguFOCQISNVu0V1DaOAA6nSh1x6OIj7JLvXGa/+8OfJAHLs0lj5Jle7bOkNu0AFKrysyuftlnaM3jmFz9nh8pn1u+u/bU9/cSjNkNuV+pq5eBUgEqv3jC/tGQwPeGkVDkOdNKFmdc7UiezTZ/3jsi0EG6FbU5RlgCvNrlLEjpC+1KQCM4QEOS6TPulsgT+LEtOfTGb1oExMn10JzEBwpDgvabJ6V67pxrp2p3XO1ith5Yx61XEARY2X8C4ZpEmcWb/l9+T5/W4fq0nB1Y7qwYfaL45kOHMwTwAh74XkB/nXmd30Ypkmc8SW4pIvsfO9yDurnFiP69eDkQJ4aB5tkCTdjmI1gZxRchok+PpDevX2sMPPmDL5AuL+MGlCkfXINcyWM5ma/9brdSiY+X+4W3Hv9OuuubXsiS+UOrkwiARLJCH/aZGqSWkHm2Tcco6+Q+bUTVepv/n2/TJU+z6PynQ/Lq1wc9gR0uz/Hx1LkQpMVbY/+cYDOoQr6UBTnc01c+cxF1MYtXXKr+LzcHgRr9n9KLFqrq5sdXKiitsSmW1AZCnCuSWaiN/rtTr2VKFS2Qo+iCYCfgkknMyDc9LptH9LslL/vqke6+Rrh2vIwciByIHIgciB4YCB1glYxosHNAvSaIUSKQnCWBL8De46vkXFIVEFnwyLgkGE5Lh4TplzYaNNlIq4Te88c12/Q032mXf/4EMJRTFQNJDJInEFiY0WxsxhxWebeFes+W76hzFN86yP//xt/ayHFqP0H7CdtzVqB7qhlypjPWzNVGfduKebWCP46E9zTMRgq/F5mCJqfjJJaVWq3nV1TXIaCTfxo5X6KaZC2zS+EqbKH9qhWXyfk9YPfEtWBN3A4JOfCYU3Ga2XjF13pE6qerxMnIgciByIFgfhEMAABdGSURBVHIgcmAIcCACwkH0kABxGIwA4jYqOgBe75994fkgmWO/IHvk2BvXJOkYlrP7yoBk7cZNsiq71FatW28j5QQVVUSjLBg5tzQ0ypp4ix126GF2/rlnS4q22e667VbbIMu9sWPkP00gsFl1OnIwruhCeqnLQcIdaNNeq4am4HIAY5FahdrDcKREPgQnCQAumL/Qpkyartijih4gtwSJyJN9PBwCcXQRsZyYEFPkQORA5EDkQOTAthyIgHBbngxYju8pqZfa+BkZf2ApxmbgYaUlQfIHosGdyqqX1yoU3SEKSTfOvvrNi+zZ5160sbImy85LfOoVyCchsY0b6mrtqMWH2dmKdNDaUGt/++t1tlFq6AnjxigEnoCgJG4FUsM2YbncafE2YJPfzsDs9ysuknWeQHNLU4twXo4NqxguC+JZttecefJnNVaq9hJJOQVuJenM0nw6VJd9kcGQBEGhJKExRQ5EDkQORA5EDkQObMuBCAi35cmA5eQqukhbszzuywhk4/oNhk+p4UQkEKjBEXWr1ME1m2pszDiFWdprjt125912441LBeoUekhlOfIzCChar6DjrS1Ndtzb3mqfOe0T1tFUa7+55pdyOFtiY4ZXWLskkNjWZrNxUH0XChQCNjvURzgjSdPlQAvUPPIJZLGpHNVwQ11jkABWT50WIo1MqaqWk11ZSIsH2dnJPMQty5IbHbn3HbBnGQeOHIgciByIHIgcGEociIBwED2tDoE+LAwr5BYGH1V5kvg1IL3TXjjcxuDYGZczi/Y7wNZv3Gw/u/IXysNeQkHaJRnDUnH16jWyoG1TvMq32xc+faqtkYXyTTf8X3BXkyNQJWjVqURF5gbo6zQUCX5X+htAOcQEeG4/YR3XIikfkj7mv0Wh50bJM/7U6TNslmKMDhsxSh77RwooysG0XM0E34x0qykFIxkfgmnHFDkQORA5EDkQORA50CsHIiDslTUDU4DLGHnUs9GjRtjECeNDuKvgukC5GFCMlqPlabNm2xXyRH/Hvfcr6ojCMsmCVlgxGINgePGhkz9op3zoRNu8+sUABssK82VMIqMULHOVEkNid7oCONMhwBX2EeKDcMfwWuhrx/84GKQF1+lB/Dpdx6xeeyFx1QA4LlKw9olVVTZRwdNnzZpjo8eOUw9y4ltYojNAudOfoPrGBVhQv9Otdw0ojBpjMSGmyIHIgciByIHIgW05EAHhtjzZzTmOSLbfLU6SQS11NZts7IRJNllxLNdKEtgsFS9+BydPm2GHKEj5vQ88aL/93R/khkbxIssrgu+9Rjm3bZd18kknnmBnfu50u/+O2+zWv99oY4cPsxbtSczO0766AJ0S3BeoCchQICxIBzln0Jh5n1G847cO9Pzc1XGHNvjl5BBxxX0Leh0BU0lGcwtyrHxYuY0RANxHvhNHjBqr++GaRI7l5hO/FN+BtKXPrn6hze/Auknyvv0+niMHIgciByIHIgciB+BABIT9+jnYFqT0NlxiUCIDiI5WK5JbmcKycmtsz7ay0RNsg1zMYGE8ZtxYW7O5Rg6ov2ePK0bxREkLccTcLr98Lc2N9qET/5997lMftmU3/Nkef+RR7RcsV6i7BssR8MsWKTidTiJyQIU7YQ7itHDfjTZHU90yd+XGQZif6SO5btU+vxxcw+geJ6pYEWNF3aYQe43NLbIollRwcqVNnTbNZkgqWlI+TFbYRSHkHCrkJCVQUJ4ZhQCRgCaqcNBgqKOhktH4m1x1NuzhtL1Jb699D13GrMiByIHIgciByIEhwIHomLrfHhLgYnsAo2twJGXoanH+jCqUgz1zQJy169fZXffcIwOSv9ktS5da7Za6YABSoSgcW+RWBrXqm950tJ1z5mn26AP32N133CNfhAVB9Vuk/XXZkr41y0l1doYlcSKRTNEQ9hh23WdeIcXb+eQgys9JD2G+nfsXMW6BlhaxoEWGMYTaw0hk+oyZNnHSZKuaOtXKK0Yo0ly+QJ4knZ1g0CM6OFUY3qRH8XrJiBpjK4jsbRbbe2b0nh6ht35ifuRA5EDkQORA5MDQ4kCUEA7a59VupWWlUiBn25NPP2Xfv/RSqYrvt2IZWpTIKTOh6NavXRPc0Rz7xjfY5z79KXt+xTP2gPYVlpXIPUtwJcN+xERm1pFsHByA2QKyAFGuEk5IyA4uYJDytWsOsguWlBNH06VSB09U9JXxEytt3vy9rVjxh0tKygNAzg7RRrYFZJ6TvV3Al4wd/0YORA5EDkQORA5EDnTnQASE3fkxsHfoczsEkjoRTqt8CbZJqlcgKV+dpIUlckY9YtTIECAdi2JA1MEHHmBf/NynrV77Dm/8vxssu71FPglH2WaZH2OM0djUJCtlWSFLJRukcp3iNIbo2I5EcPcxQ4M6auvsFGkjauI2SfXaNRcirEwQCKysqrZp02donqNt1Jixwd9gthxRS26YGIroavuSvt1HeewpciByIHIgciBy4LXAgQgIB8lTBuQkatSEIPATfvjypCJtwqhE4I8IHHUyHsF3YJP2Bk6aMNZOlhFJXnuT3XjTDVZRXir1cJtt2bzFcuS4GZVqm1TQeXJJA+gKmCwgwT0z6a79isl4LdozCBAkpB4uZZoJRae9gkRVGS3194KF+8p4ZLyN0d7IIkkGMRwJttA6k7IyO0y63frXVchbM7pdZCDSbmXxJnIgciByIHIgcuC1zYEICAfR8wcUJhazieM8JHxtgkSNUv8Sa7hFMY0LCgrCPsOC/FyBwQ/YEYcebL/6xVW2ZeNaG1FeFvYNOvQBROKjsF0Z9JMrgJh2KZO5J9AdQfcXS3JES15wEJglo5EmgcHWEHoOo5HZcrQ9fuJkKywpsyLFWJbliCjmXwIKA02aR5r+/qIz9hs5EDkQORA5EDnwWuNABISD9Ikn4FC+AyXxw+iiSNLBGrmhYS/e2g1r7X3v/n921JGH223/usVWPvOUTVI4ug5ZHCcJNy4yRxEAzJVaFklcrtSu0svSvB9TqvOASh2aalghOcLjocJGKijiJA0ca3PmzLW9BAbLK0ZavqKstAMEkQQGAxuMa1A3u0Wxzy41Tj/OJnYdORA5EDkQORA58FrhQASE/fakHQztHHhJpHQAocQtTI7AUGlxmQ2XscVLL7xg9fV1Vl1Zaccec4RUwxvttmXLrHL8+OBeJjxMDQeeQtaIq5r8HIV7U9ziPAChklPVH9NGuskAyYx9pMTVDfNpFiBtknNsYhBXTp5icwUGx0s9XDFylMgRxdojSbg56uKPUXhWKfQaztyRnKMJh5K87f91erZfs+catH+lffTcc8yNHIgciByIHIgcGGgOREDYr09g1wAEYA51LsAuT9fDtZ9u9PDhVl9Xb0UFuXbk4kPt8EMOtGsUrSRXgLGpqd0KcosU4KRFIAq3NdjuStkqVy5NcjdTIDCYJTBGrGJC3fWWMlXIvdXrKd9hG2Ng0Zy4kpGNtPYyorJuVHzmxsZ2Gzeh2mbPnmXTpk5T2LkRir0sv4L5oh0pYFae4CCAENDHXziRhmG6C//J7QKG4WYH/iSt+qrYV42+yvrqM5ZFDkQORA5EDkQODH4OREDY78/oFQAJ/P4JXI2URG1adbU1NdTbwvn72lvfdIw98dhyW7PqJRs/aoy1NsuRs4BfYS5j+XhqS3PmB7ZSX15CVn8kLJ/zC/IDzQ1SXxNQDsFkOwAxJ8/mzJtnk6ZUWXVVlY0ZM9ryZUwSEmCQuQoAdtGfvkqq7Zm//c2lPTOLOErkQORA5EDkQOTAznAgAsKd4dYerIvqGJUvqVjxiqurpghZtVpl5UTbd9997HfXXmMlRQUCgvXW3tJhJQWFCtTB3ryuBLTBCGM7xrldDXb5CnleRwCDRE5BQpgvenAyjZq4QpLA6TNn2dTps230mHHyr1jWBQZxyA0W3OpWBjyJMjgCs11+HLFh5EDkQORA5EDkwE5yIALCnWTYnqwOKGyWZTGgDtcso+SaZdbMabZx7Vp74bnnrVTSuGZJDdlj2C6w6GrbTBr3BLRCwNei/YF5iiaCRLBZ14Siq5wyxeYv2Fvh52Zq7+CoEHoO+lqkQs4J+xqlJFb9gAkjCMx8dPE+ciByIHIgciByYI9wIALCPcLmXRuE+MaFckrNubqqyhYt3NsmT5xgTz/1hLUJKOaXFFmrYgGjKcYtDXsGE1mdxutEgQFscc3R1wbCXSOxs5XkebKEDgBPNLQKDKKgXrD3whB+ror9giNGy5OMpJidewTTwyVyUCmMO2lOl8XryIHIgciByIHIgciB/udABIT9z+NdHiGNjyorJ9jxx/27YhTnWaOkgsWF2qsnlXIefgbxNxhGSeRsuzzgK2gIAATYbdpUY4VScS/Ye+8Qeo6II6XlFXKQLcBIHUkDe05AWRTFAzeHnumKuZEDkQORA5EDkQOvfg4kOOLVP88hP8PJctNymJxQjx0z0mprayQ1lBROR64khAEQgrMGGEvVy7BluFzIAAbnzJ1vEydWWpnAYE5BkeXmFwcwCGiEzOQA/jkEZAJ+6DKmyIHIgciByIHIgciBPcaBKCHcY6zetYHaJQXEyIK9eXvNnWebNq6xhvr6EP4Ny9xsAcIWuZvJyUP+tgcwIYOEcTovwqhYEmdbWUW5zZq9ly3cZ5GNGzfesgqHq6BR6u020UfkkaTlVn12uM/84/0OMLrNJCveRw5EDkQORA5EDryKORAB4VB5uLLGbW1pEjDMCwf7CkOsYqmLcwW29kTKL8hTXOVmxVUmeorC6kncl6W4xDImtoLCYtv34EOC8cjI0WPM8vOETmX1rMgjqhr2QbJHEIlgAlv93BPlDgrTZT3lpcvjdeRA5EDkQORA5EDkwK5yYM8giV2lLrYLoK+LDYAiB0bJmTBvXDlA7Kq7m680CIYrjQKEGI8UlZTay+s3Wl5+jo0dP87mzt/bqqfNkuPpCSqXpbGsnhNanV7dCTiiIA6gsAd/ON23F3a1280zid1FDkQORA5EDkQORA5kcCACwgyGDKZbJIBdSdc4FOxg22f6II9a6bpdrXbnVV1Do5Uoakp2bp7V1jcIDBYEMDh//gI5nV5gxWXDAhjEIXWrxIcYvPSUAigMzhEhPKG7/6nviZKYFzkQORA5EDkQORA5AAciIBxCn4P2AKIEBgUKpTHuBIJMADjlR0CHZO7GlBh+4CC7Q3sFG5tbgp/BiZMqbdG++9uMWbNDJJJ8qYmRDKJSzpUqua+U9BhhYF88imWRA5EDkQORA5EDe4oDERDuKU7vwjjdJYRIBbNs9OixVlRUYs3NbVakcHAhBnCnlG0XhuizSW5u58dDQJToI8QkrpWUMEvjTp02PVgST6meaoWiJ6+gQLTIsEV18hW/OEkOUnsbZnvlvbWL+ZEDkQORA5EDkQORA7uTAxEQ7k5u9nNfWQJmhYVFVlJcagUKDRdUx0GFDLBCYOgunsNt9z+7IDhsl6TPJY8Awgbd5+UX2uSqattnn32lLp5gZcOGBzCYheVITJEDkQORA5EDkQORA0OSA3EVH0KPjUgkZSVlVl4+TOHqSq21oUF4DeUr0sPEfjelR946M+w3SF2Y0K8SIJmUbvu3rTOWcmgrVXGuXN9UTZ1uCxfuY9XTZ0g4mdsJBqUq3jp+AiG37S3mRA5EDkQORA5EDkQODFYOREA4WJ9MD3RlCRAWFUlCKAtfJIQtUt8CA7fCuoD8BPaU4XkO/ZKcrrtg8puCiGG4sEeRlskOPyLdJS0S0Dl9xizbZ9F+VlVdbTm5ipQi1XBWdgIGE0MXamNFTA9JP6HfHv9sr7zHRjEzciByIHIgciByIHKgHzgQAWE/MLW/usyS1W6H3L5MGDfOnlNEkLWrV1uh/BKCA4sU0i4AOYE6nFknQE45bOoLSdARaSLWKGqAtLFNBiBEO8nJIQ5xnnW0Z8vPYLtCHncIcBYpAkq7NSr6SNmwcttbzqZnyun0xEmTLUdq684uhf/ojzEY0cfirus6qUxpOi997TXiOXIgciByIHIgciByYCA4EAHhQHB9l8bsBF5S3VZUDFdYuEm24ulnrEOOqYuLC62hoU5wS+BOQA9H1Tmy8m2W38B0amttFdCT8YdSUzNOrrODk+sWObyuratV+3xJIMusVaLBTVtqFV0k3yYoZN68efNlSbyXjRg5WmCwWK21txD8F8AgVs+6Fr5LIF4iXSQrnbrgX9dVujxeRw5EDkQORA5EDkQODBwHIiAcON7vxMgpeKVQdeXDKoKkbuz48fbSCy9YCz7/QgSTAkkH2xTKrjU4kM5zK+EwUpaiiRRaY1NTuCuUyrm5pdkamhoUVCRXIHOUgF2O1dQ2yKVMuxWXltnkKVUBCE6bNsOKpaZOJIMyXBFgRIqYLatiUoB4naAwZMQ/kQORA5EDkQORA5EDQ4oDERAOqceVLe2sYgLrKJeUsFLSu3XrNlht7RYbNbLCardskmSQrX0KF6eD1KGQd8m5QwCQMHfa+6fENXUK5WSaOlsAgi0dIRzdcEkCJ0+ZYvP33sdGjhqtPYtlVlBSkkgCAzaVH0Qikbh3mdDjtn+6ywK5656zbYuYEzkQORA5EDkQORA5MBAciIBwILi+02OmgJQMObLl+mXY8BGy+J1hmzZtsScff9TWb9wsSZ8AI4YekiKyVzBxG4MFspK6aNN+Qbb7sZewtVW7/BSEOKkD1su2Qqmex42bYJWSDE6bMcMqq6YLXWrnX6ckMKiIk96kTtaeRaxO1FeKus5Sh37psp5qba0eLyIHIgciByIHIgciBwaQAxEQDiDzd25oB1Q6C+PlFZbYOPkBnDO3yVq1V/BxgULAYCsGJdpXiAoZYJikROWMCrmxUa5qBOEIO9fa0hbUw1nal1giCeCcOXMldZws6eBUK5ME0rQfMYF2OvvwdBiMSHQWWOwrJaV91+mrfSyLHIgciByIHIgciBzYMxyIgHDP8Hm3jJLAOrBZAtAKFCGkcnJV6FvKXlu54hlramq2UsUbxnikvr4+Gdfd0UgOWFhUHNTFtbX1ijVcYGPGjLcpUybb2LHjbPr0GYpVXG652j8YwpJoHCSHwTo5NYMI8VLMiJeRA5EDkQORA5EDrwIOREA4VB8iqlqpcssqRth0GYvkCwACBFc887TVbNmio04CPjb5odZlktpDKJc1eTIgKdWewHHjR2nf4WibOnWajqlydl2RqIG1rzCoiMP+QLm5UfPuLmQclm6PcQwaoeP2uBTLIwciByIHIgciBwYDB7K012xHV/jBQG+koRsH9Oi0j69NKuIsGXmsf/klW/Xic7Zy5bO2RW5jGgUAa2pqQovy8nKFvSsUaCyzUaNGChSW28TKyhAXuVhSw7BXMF8GJ64OFphLPhldoC7xacjHxT8yXWXdyAo3fZVtWzvmRA5EDkQORA5EDkQODBwHIiAcON7v3pHlbqajtdFqNqyzVgHEJrmXeXndOvknTNzMFBUV2uhRYy1X+wgBhnl5BVYkVzIKORLoCDgwY0/gjgHCCPx274OMvUUORA5EDkQORA7seQ5EQLjned5PI8q9jKyIO+RkWtYlMhhpkrCPaCRyIq2Ug3WyYg+T50LhbEUjCSnohRVyTtgukQJ2ZXepfSUVDKjRpYOUAAYjIEy4Ff9GDkQORA5EDkQODF0OREA4dJ9dBuUCagKEAZ8J4HUICOJSpgvgCb7hQiZIBAFxbkGsUHWq29baJsvjxEehd5yWEBKhGDzocDCBgslfrx/PkQORA5EDkQORA5EDQ5MDERAOzefWA9VANUBhJ2TDIbUQHBFFktSubYKAwCSF2kHiB6hLkuyJ/bLznAZ8QEL+JSkpSZdnNOXWK3tRZveeH8+RA5EDkQORA5EDkQMDyoFoZTyg7N+dg3eira2gC5cxYDJHZdnyJLO1sHPgJO4wN5klSU46N7nu3iJd3tllPEUORA5EDkQORA5EDgw5Dvx/K1t5XFsK4lcAAAAASUVORK5CYII=" 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" } }, "cell_type": "markdown", "id": "ebd4cd16", "metadata": {}, "source": [ "\n", "\n", "***\n", "# Application of Machine Learning Algorithms on Prediction of Parkinson's Disease \n", "

by the Oracle Cloud Infrastructure

\n", "\n", "***\n", "\n", "## Overview:\n", "This notebook provides a sample Parkinsons classification technique using OCI's data science tools using one's uttered speech.\n", "\n", "![image.png](attachment:85e45421-a4f7-41f6-bbf2-dca435f9ebfc.png) ![image.png](attachment:b0cc9c59-f328-45e3-9050-e01cab8dec01.png)\n", "\n", "It demonstrates simple steps for training a model and deploying it to production.\n", "\n", "---\n", "\n", "## Contents:\n", "\n", "* Introduction\n", " * Dataset\n", "* Exploratory Data Analysis (EDA)\n", " * Column Transformations\n", " * ADS Dataset Analysis\n", " * Pair Plots\n", " * Feature Scaling\n", " * Distribution of the Target Classes\n", " * Split Training and Testing datasets, and Separate Target Column\n", "* Model Selection\n", " * Compare Model performances\n", " * Model Selection with ADS AutoML\n", " * Custom ADSDataset Class\n", " * AutoML Setup\n", "* Explaining the Model\n", " * Show what the model has learned\n", " * Global Explanations\n", " * Feature Dependence Explanations (PDP & ICE)\n", " * What-if Scenarios\n", " * Prediction Explorer\n", " * Local Explanations\n", "* Model Deployment\n", " * Create a Serialized Model\n", " * Prepare the Model Artifacts\n", " * Verify: Test the Model Locally\n", " * Save the Model in the Model Catalog\n", " * Deploy\n", " * Predict\n", "* Invoking the Endpoint \n", "* Clean Up\n", "* References \n", "---\n", "\n", "**Important:**\n", "\n", "`database_name = \"\"` would become `database_name = \"production\"`.\n", "\n", "---\n", "\n", "\n", "Datasets are considered third-party content and are not considered materials under your agreement with Oracle.\n", " \n", "You can access the Parkinsons dataset license here.\n", " \n", "Citation: 'Exploiting Nonlinear Recurrence and Fractal Scaling Properties for Voice Disorder Detection', Little MA, McSharry PE, Roberts SJ, Costello DAE, Moroz IM. BioMedical Engineering OnLine 2007, 6:23 (26 June 2007)\n", " \n", "" ] }, { "cell_type": "code", "execution_count": 1, "id": "a44b472f", "metadata": {}, "outputs": [], "source": [ "# update packages. -q makes it silent\n", "! pip install -U oci-cli==3.10.3 -q\n", "! pip install -U oracle-ads[notebook,boosted,data]==2.6.2 -q" ] }, { "cell_type": "code", "execution_count": 2, "id": "ea3e9ed4", "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import ads\n", "import io\n", "import logging\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import oci\n", "import os\n", "import pandas as pd\n", "import re\n", "import requests\n", "import seaborn as sns\n", "import tempfile\n", "import warnings\n", "\n", "from ads.automl.driver import AutoML\n", "from ads.model.framework.automl_model import AutoMLModel\n", "from ads.model.framework.sklearn_model import SklearnModel\n", "from ads.automl.provider import OracleAutoMLProvider\n", "from ads.catalog.model import ModelCatalog\n", "from ads.common.data import ADSData\n", "from ads.common.model_metadata import UseCaseType\n", "from ads.dataset.classification_dataset import BinaryClassificationDataset\n", "from ads.dataset.factory import DatasetFactory\n", "from ads.explanations.explainer import ADSExplainer\n", "from ads.explanations.mlx_whatif_explainer import MLXWhatIfExplainer\n", "from ads.explanations.mlx_global_explainer import MLXGlobalExplainer\n", "from ads.explanations.mlx_local_explainer import MLXLocalExplainer\n", "\n", "from keras.layers import Dense, Dropout\n", "from keras.models import Sequential\n", "from keras.wrappers.scikit_learn import KerasClassifier\n", "\n", "from lightgbm import LGBMClassifier\n", "\n", "from shutil import rmtree\n", "\n", "from sklearn.compose import ColumnTransformer\n", "from sklearn.ensemble import AdaBoostClassifier, GradientBoostingClassifier, RandomForestClassifier\n", "from sklearn.impute import SimpleImputer\n", "from sklearn.model_selection import train_test_split\n", "from sklearn.metrics import accuracy_score, classification_report, confusion_matrix, get_scorer, plot_confusion_matrix, roc_auc_score\n", "from sklearn.neighbors import KNeighborsClassifier\n", "from sklearn.pipeline import Pipeline\n", "from sklearn.preprocessing import LabelEncoder, OrdinalEncoder, StandardScaler\n", "from sklearn.svm import SVC\n", "from sklearn.tree import DecisionTreeClassifier\n", "\n", "from tensorflow.keras.optimizers import Adam\n", "\n", "from xgboost import XGBClassifier\n", "\n", "logging.basicConfig(format='%(levelname)s:%(message)s', level=logging.ERROR)\n", "warnings.filterwarnings('ignore')" ] }, { "cell_type": "code", "execution_count": 3, "id": "04460947", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'2.6.2'" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ads.__version__" ] }, { "cell_type": "markdown", "id": "d4028150", "metadata": {}, "source": [ "\n", "# Introduction\n", "\n", "Parkinson's Disease is a disorder of the central nervous system that affects movement, often including tremors. Nerve cell damage in the brain causes dopamine levels to drop, leading to the symptoms of Parkinson's. Parkinson's often starts with a tremor in one hand. Other symptoms are slow movement, stiffness, and loss of balance. Medications can help control the symptoms of Parkinson's.\n", "\n", "There is no cure for Parkinson's Disease, which affects more than 6 million people worldwide, and no objective test or biomarker (discoverable by a blood test) to diagnose it. Instead, doctors perform neurological tests to assess patients' motor skills and rely largely on judgment, a process that can be time consuming and costly. Recent advances in speech disorder research has made remote and non-invasive tests to be done to detect unset of the disease. research at the MIT Media Lab, and the University of Oxford have provided an environment to achieve this goal. Voice is affected by Parkinson's as much as limb movement. The subtle changes in one's vocal cords and soft palate, including tremor, breathiness, and weakness can be analyzed for detecting the disease at early stages with a minimum cost to the patient and healthcare system.\n", "\n", "Binary classification is a technique of classifying records/elements of a given dataset into two groups on the basis of classification rules for ex: Parkinsons Disease Attrition Prediction whether the individual is experincing disease or Not.\n", "\n", "\n", "## Dataset\n", "\n", "This dataset contains 195 records of features extracted from group of healthy and unhealthy patients, which were then classified by experts physicians into two classes.\n", "\n", "1. Normal\n", "2. Abnormal\n", " \n", "Data columns are:\n", "\n", "- name - ASCII subject name and recording number\n", "- MDVP:Fo(Hz) - Average vocal fundamental frequency\n", "- MDVP:Fhi(Hz) - Maximum vocal fundamental frequency\n", "- MDVP:Flo(Hz) - Minimum vocal fundamental frequency\n", "- MDVP:Jitter(%), MDVP:Jitter(Abs), MDVP:RAP, MDVP:PPQ, Jitter:DDP - Several measures of variation in fundamental frequency\n", "- MDVP:Shimmer, MDVP:Shimmer(dB), Shimmer:APQ3, Shimmer:APQ5, MDVP:APQ, Shimmer:DDA - Several measures of variation in amplitude\n", "- NHR, HNR - Two measures of ratio of noise to tonal components in the voice\n", "- status - Health status of the subject (one) - Parkinson's, (zero) - healthy\n", "- RPDE, D2 - Two nonlinear dynamical complexity measures\n", "- DFA - Signal fractal scaling exponent\n", "- spread1, spread2, PPE\n", "\n", "In the following cell, the data will be downloaded and read into a pandas Dataframe." ] }, { "cell_type": "code", "execution_count": 4, "id": "9b1bcaf5", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(195, 24)" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def load_dataset():\n", " data_url = 'https://archive.ics.uci.edu/ml/machine-learning-databases/parkinsons/parkinsons.data'\n", " df = pd.read_csv(data_url, encoding='ASCII')\n", " return df\n", "\n", "df = load_dataset()\n", "df.shape" ] }, { "cell_type": "code", "execution_count": 5, "id": "87b31b42", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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nameMDVP:Fo(Hz)MDVP:Fhi(Hz)MDVP:Flo(Hz)MDVP:Jitter(%)MDVP:Jitter(Abs)MDVP:RAPMDVP:PPQJitter:DDPMDVP:Shimmer...Shimmer:DDANHRHNRstatusRPDEDFAspread1spread2D2PPE
0phon_R01_S01_1119.992157.30274.9970.007840.000070.003700.005540.011090.04374...0.065450.0221121.03310.4147830.815285-4.8130310.2664822.3014420.284654
1phon_R01_S01_2122.400148.650113.8190.009680.000080.004650.006960.013940.06134...0.094030.0192919.08510.4583590.819521-4.0751920.3355902.4868550.368674
2phon_R01_S01_3116.682131.111111.5550.010500.000090.005440.007810.016330.05233...0.082700.0130920.65110.4298950.825288-4.4431790.3111732.3422590.332634
3phon_R01_S01_4116.676137.871111.3660.009970.000090.005020.006980.015050.05492...0.087710.0135320.64410.4349690.819235-4.1175010.3341472.4055540.368975
4phon_R01_S01_5116.014141.781110.6550.012840.000110.006550.009080.019660.06425...0.104700.0176719.64910.4173560.823484-3.7477870.2345132.3321800.410335
\n", "

5 rows × 24 columns

\n", "
" ], "text/plain": [ " name MDVP:Fo(Hz) MDVP:Fhi(Hz) MDVP:Flo(Hz) MDVP:Jitter(%) \\\n", "0 phon_R01_S01_1 119.992 157.302 74.997 0.00784 \n", "1 phon_R01_S01_2 122.400 148.650 113.819 0.00968 \n", "2 phon_R01_S01_3 116.682 131.111 111.555 0.01050 \n", "3 phon_R01_S01_4 116.676 137.871 111.366 0.00997 \n", "4 phon_R01_S01_5 116.014 141.781 110.655 0.01284 \n", "\n", " MDVP:Jitter(Abs) MDVP:RAP MDVP:PPQ Jitter:DDP MDVP:Shimmer ... \\\n", "0 0.00007 0.00370 0.00554 0.01109 0.04374 ... \n", "1 0.00008 0.00465 0.00696 0.01394 0.06134 ... \n", "2 0.00009 0.00544 0.00781 0.01633 0.05233 ... \n", "3 0.00009 0.00502 0.00698 0.01505 0.05492 ... \n", "4 0.00011 0.00655 0.00908 0.01966 0.06425 ... \n", "\n", " Shimmer:DDA NHR HNR status RPDE DFA spread1 \\\n", "0 0.06545 0.02211 21.033 1 0.414783 0.815285 -4.813031 \n", "1 0.09403 0.01929 19.085 1 0.458359 0.819521 -4.075192 \n", "2 0.08270 0.01309 20.651 1 0.429895 0.825288 -4.443179 \n", "3 0.08771 0.01353 20.644 1 0.434969 0.819235 -4.117501 \n", "4 0.10470 0.01767 19.649 1 0.417356 0.823484 -3.747787 \n", "\n", " spread2 D2 PPE \n", "0 0.266482 2.301442 0.284654 \n", "1 0.335590 2.486855 0.368674 \n", "2 0.311173 2.342259 0.332634 \n", "3 0.334147 2.405554 0.368975 \n", "4 0.234513 2.332180 0.410335 \n", "\n", "[5 rows x 24 columns]" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.head(5)" ] }, { "cell_type": "markdown", "id": "d07602b1", "metadata": {}, "source": [ "\n", "# Exploratory Data Analysis (EDA)\n", "\n", "\n", "## Column Transformations\n", "\n", "This dataset includes multiple samples per patient, so it is important to identify samples by patient ID and be careful when splitting the dataset that all patient's samples be either in the training set or the testing set but not across both to avoid data leakage.\n", "\n", "The `name` column is reformated for that purpose. The recording number does not provide extra information so it will be dropped. " ] }, { "cell_type": "code", "execution_count": 6, "id": "8cebffdb", "metadata": {}, "outputs": [], "source": [ "df['name'] = df['name'].apply(lambda x: \"_\".join(x.split('_')[:-1]))" ] }, { "cell_type": "markdown", "id": "13eb5d2d", "metadata": {}, "source": [ "Column names are changed because some of ML algorithms do not support the characters" ] }, { "cell_type": "code", "execution_count": 7, "id": "80608b6b", "metadata": {}, "outputs": [], "source": [ "df = df.rename(columns=lambda x:re.sub('[^A-Za-z0-9_]+', '', x))" ] }, { "cell_type": "markdown", "id": "66408989", "metadata": {}, "source": [ "\n", "## ADS Dataset Analysis\n", "\n", "The Dataframe is converted to a ADSDataset object to ease downstream exploratory work. \n", "By setting the target (label column), which contains 2 classes, the dataset is determined to be a `BinaryClassificationDataset`" ] }, { "cell_type": "code", "execution_count": 8, "id": "0ab9a0f1", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "", "version_major": 2, "version_minor": 0 }, "text/plain": [ "loop1: 0%| | 0/4 [00:00Type: BinaryClassificationDataset

195 Rows, 24 Columns

Col…" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ds.show_in_notebook()" ] }, { "cell_type": "markdown", "id": "5a786748", "metadata": {}, "source": [ "\n", "## Pair Plots\n", "\n", "Another usually way of visualizing the data is to render pair plots for various columns. This was limited to 5 columns for readability.\n", "\n", "The diagonal of the pair plot gives the distribution of each class for the single feature, while the scatter plots show the relationships between 2 features. The separation of dot clusters gives an indication about how the classes can be identified using these features. " ] }, { "cell_type": "code", "execution_count": 10, "id": "deb3da63", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.pairplot(df, vars=df.columns[1:6], palette=\"Set1\", hue=label_col, markers='*')" ] }, { "cell_type": "markdown", "id": "8f6113d6", "metadata": {}, "source": [ "\n", "## Feature Scaling\n", "\n", "Because the features are on different scales, a plot of the feature distributions side-by-side is not easy to read. \n", "To visualize the distribution of features relative to each other more easily, one option is to rescale the data. \n", "Scaling techniques include rescaling between Min and Max, or normalizing around 0 using standard deviation. \n", "\n", "Note that tree-based classifiers can handle unscaled data without problems, but most classifiers relying on a distance metric for convergence perform better with a normalized dataset.\n", "\n", "Since the goal is to find a suitable classifier among a variety of options, the data is normalized. \n", "If the preferred classifier ends up being tree-based, this step can be skipped when creating the final model for production." ] }, { "cell_type": "code", "execution_count": 11, "id": "f1faeb14", "metadata": {}, "outputs": [], "source": [ "scaler = StandardScaler()\n", "scaled_ds = scaler.fit_transform(ds.drop(columns=['name', label_col]))\n", "df2 = pd.DataFrame(scaled_ds, columns=ds.drop(columns=['name', label_col]).columns, index=ds.index)\n", "df2[label_col] = ds[label_col]\n", "df2['name'] = ds['name']" ] }, { "cell_type": "code", "execution_count": 12, "id": "c23402d1", "metadata": {}, "outputs": [ { "data": { "image/png": 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XL5eZadmyZdFNDJBC8iF2se9DUjr7ERctANC62Ge2zAMSQAAA5FSpVNKSJUuivOhNIfmQghUrVmjevHlauXJl6FCmJZX9iIsWAGhNCjNb5gEJIAAAcqpQKGjNmjXRXvTGnMBKxYYNG7R9+3atX78+dCjTFvt+xEULALSOmS3bgwQQACBJDLkIL/YEVuxSSTzEvh9x0QIArUthZss8IAEEAEgSQy7Q7Ug85AMXLQDQOiYFaA8SQACA5KRS+QC0gsRDPhSLxfFG1mbGRQuAYGKujk5lUoDQSAABCYr54A60QyqVD3yW0QrulubDihUrxo9H7h5tQ24A8Yu5OjqVSQFCIwEEJCjmgzvQDqlUPvBZRiu4W5oPGzZsqKsAirkhN4B4pVAdHfukAHlAAghITAoHd6BVKQy54LOMVnG3NB/K5XJdBVCsCWkAcUuhOjr2SQHygARQDlHyj1akcHAHWpXCkAs+y2gH7paGx1A8AHmQSnU0WkMCKIco+UcrOLgDaQy54LOMduBuaXgMxQOQBySjIZEAyh1K/tEqDu5AGkMu+CwDaWAoHoA8IBkNiQRQ7lDyj1ZxcAfSSJ7UfpbNjM9yIAzLRjswFA9AaCSjIZEAyh1K/tEqDu5AGonQQqGgBQsWSJIWLFjAZzkQhmWjHRiKByAPSEaDBFDOpDBzDcI78cQTZWY6+eSTQ4cCBJFCInR4eFj33HOPJOnee++lAiUAhmUDAFJCMhokgHImhZlrEN4ll1yisbExrVmzJnQoQDArVqzQvHnzoj2O1lacuDsVKAH09/drbGxMkrRz5062AQAAiBoJoJxJYeYahLV161YNDg5KkgYHBzUwMBA2ICCQDRs2aPv27dEeRxkSHF65XNbo6KgkaXR0lG0AAC2gpxoQHgmgnElh5hqE9eEPf7hu+aKLLgoUSXfjJCesFIbupNDIOnYnnnhi3fJJJ50UKBIAiB891YDwSADlDCf8aFW1+mdPy+gMTnLCSmFGxRQaWaemuk8BAKYmhRszQApIAOUMJ/xo1cKFCyddxszjJCe8FIZPpdDIOnY33HDDpMsAgOakcGMGSAEJoJzhhB+tOu+88+qWzz///ECRdC9OcsJLpZoy9kbWsSsWi5o9e7Ykafbs2dHuRwAQWgo3ZoAUkADKoVKppCVLlkRb/UPvk7AWL148XvWzcOFCLVq0KGxA0xTzfsRJTnipVFPG3sg65s+xlO1HPT3ZqdKsWbOi3Y9iF/t+BCCdGzNA7EgAoe3WrVunW2+9VZdeemnoULrWO97xDvX09GjVqlWhQ5m2mHvopHKSE/NFVwrVlLVDCTdu3Bjldoj5cyylsR+lIPb9CEA6N2YQVsznpnlBAiiHYj7RGR4eHq922Lx5Mx/OQG644Qa5u6677rrQoUxL7D10UjnJiflYJMU/fKq/v7+ukiy27RD757gq9qrc2KWyHwHdjoQ62qFaaLBu3brQoUSLBFDOxH6is27dOo2NjUnKep/EWgUUc3Y59n1Iir+HTgonOSnsR7EPn9q8efP458DdtXnz5sARTU3sn+OqQqGgNWvWRPk5TkEq+xEAEupoTW2hQblcjvLcNA9IAOVMf3+/du7cKUkaHR2N7kTn6quvrlu+6qqrAkXSmpgrH1I4WU6hh07sJzmx70cpJLAOP/zwSZfzLoXPsRT3DYEUpLIfAYg/oc73QViNhQZUAU0PCaCcKZfL4wmgnTt3RneiU71g3NNyDGK/cEzhZDmFmXdiP8mJfT/q7+8fP0nYuXNndAksSXrggQcmXc67YrE4PhTSzKL8HEv0tQstlf0IQPxivkGcgsbCglgLDUKbHToA1HvpS1+qa6+9dnz5ZS97WbhgpuFFL3qRbrrppvHlF7/4xQGjmZ6JKh/e/e53B46qecViUVdccYVGRkaibUBcKpW0YcMGSdk2iLWKJmbFYlHr16+Xu0d50VUulzU6Oiopq6Ysl8tRfY4laenSpXXbYOnSpaFDmpIVK1boG9/4hqTsZkCMvZga+9qdffbZ0SV1h4eHdeGFF+qCCy6ILnYpjf0IQCbm41HjDeJSqZSrdVi7dq0GBgb2+rqhoSFJUl9f36SvW7Rokc4999y2xNYu1ZsBe1pGc6gAyplf/OIXdcvNfJDz5M4776xbvv322wNFMn2xVz6k0oAYYa1YsaKu/0xsF10nnnhi3fJJJ50UKJLpK5VKmjVrlqSsEi62z/KGDRvqKjdi7MWUQl+72O9Yp7AfAcjEfDyKfWh81ZNPPqknn3wydBjT8spXvrJuufFcD82hAihn7r777kmX82779u2TLscg9sqHagPi9evXR9uAuL+/Xz09PRobG1NPT090VVgpqF50VT8H69evj3obxDgctVAoqK+vT4ODgzryyCOj+yyXy+W6JGKMVVgT9bV773vfGyiaqcv7HetmpLAfAciOR1dccYXcXVdccUV0x6OJbhDn6VjUbLXO6tWrJUkXX3zxTIYzI+bMmVO3vM8++wSKJG5UAOXMwoULJ13Ou2rflj0txyD2ygcp/gbEEw3fQWdNdNEVkxtuuGHS5RgMDw/rnnvukSTdc8890fUjKxaL6u3tlaRoh6PG3tcuhTvWKexHALLjUW0CJbbjEcei8FI4t8uDqK7Omxnb2Oy4RimfYxvPO+88nXXWWePL559/fsBopi72k2VJ471nqmKsfKg2II5V7FVYUtzj3KX4t0GxWNS3vvUtjY6ORttIvL+/vy4RGlslXKlU0saNGyXFOxz1xBNPrOvLF9tQwrzfsW5GCvsRAOnKK6/cbTmm4xHHovCKxeJ4T7jqMqYuqgRQM2Id01i1ePFiLVy4UIODg1q4cKEWLVoUOqSu01jpEOMJc+xSaPpZO849xv0n9m1Qe6I2a9asKE/UNm/eXFeFtXnz5qj2pUKhoFNPPVVXXnmlTj311CgToY1iu6mRwqQAKe5HedLuxrFSPm+wIrzYRwmk0GIhdrXnppKiOzfNi6g+ec18mcQ8rrHqvPPO0+rVq6Or/pGkww47TPfdd1/dcmxOPPHEursUNBjrvNj7z6TQdyP2bZDCidrhhx+uwcHBuuVYxZY4qYq93LxUKumKK66QlDVQjjERWivW/SgFsd9gRXiPP/74pMshNZsI/fWvf61Zs2ZpYGBg/JpzT0iEtl/s56Z5EVUCqFssXrx4/IQtNg8++OCkyzFiisHOi73p50R9N2KKX4p/G0jZxe/g4GC0F70PPPDApMt5Nzw8rGuuuUaSdO211+qcc86JLhEX+5SzhUJBRx55pAYHB7VgwYLo/v+lNPajPOuGxrHIh+oIh9rl2OzYsUNz5swZ7wWEzkrh3DQPSAChrWI/WZZ2v8N7/fXXRzXrSwpiH7aQQt+N2LeBFH8vrKVLl9b1YVq6dGnokKYkhUToaaedVlcRevrppweMZuomaiQeW/Ikhf1Iir8vHNCqPPc5JREahxTOTfOABBCmZG8lkgcccIC2bdtWtzxZiWQeyyNTaB4bu9gb7cXeQFmKfxukoDp8p3qiE9s2SCERes4559QlgM4+++yA0Uxd7I3EpTT2Iyn+vnBAq+hzilZxbtoeJIDQVgsWLKhLAC1YsCBgNNPDwSW82Jt+xt5AWYp/G6SgUCjoVa96VbTbIJU7dT09PRobG1NPT0/oUKYs9kbiUhr7UQp94YB2iLnPKWZWs32YqqNL9t9/f33oQx+a9LV5LDTIAxJAmJJmPkSvf/3rtW3bNi1btizKoVOFQkELFiyIumdCSmJs+rlhw4a65dib1MW4DaS0hlzEOJw2hWR67fAjd4+ueiOFRuKp7UcxD2MDWhVzn1PkQ09Pj3p6ejR//vzQoUSLBFAOxX7RsmDBAj399NPRlcpX1fZMuPfee6PsmRD7PhR708/NmzfvthzbyX7s20CS1q1bp1tvvVWXXnpplMno2m1wzTXX6Oyzz45qG6QwE1vsFTT333//pMsxSGE/SmUYGwDMFPowdU589cxdoHaceIx6e3u1ePHiKE/SJNX9v1fv+MYm9n1oorulMWm8yx7jXffYt8Hw8LDK5bKk7CJ+eHg4cERTF/s2kLLqjSVLlkRZtSHF/1k+9NBDJ12ORez7UbFYHJ81KNZhbACANFABlDOMEw8v9jt1KexDsW+DFO66x74N1q1bp7GxMUlZ8iTGKqDYt4EU/0xsDzzwwKTLeXfvvfdOuhyL2PejFIaxAZNptn/L0NCQJKmvr2/S19G7BZg5JIByhnHi4cU+C1gK+1DsTT/nz59f13cjxnHKsW+Dq6++um75qquuii4BlPdt0MwJf7Mn+1I+T/iXLl1aN6Pf0qVLQ4eUlHZfNEr53I9qm+qfcsop0d2UAdrlySefDB0C0PVIAOVMCnd8Y1cqlcab+I6NjUV3py6FfSj2u6WxVw1I8W+DxsbVMTayjn0bSPGf7JdKpboZ/WLbBieeeKKuvfbauuUYxb4fSdKjjz4qSXrssccCRwK0H/1bgHiQAMqZvN/xRf6lsA/F3vRz6dKl4xeN1eXYxL4NTj/9dF155ZV1y7HJ+zZo5oSfk/2w5syZU7e87777BopkYt1y0Tg8PKzvfe97kqTvfve7UU4uAQBIQ8tNoM3sWWZ2jZndYWa3m9nqdgTWrUql0vh0v7He8Y1df3+/enqyj0ZPT090jVdT2YdWrFihefPmaeXKlaFDmbLGu+wnn3xyoEhaE/M2OOecc+o+x+ecc07giKYn9ua3sWvsO7N27dpAkUzPDTfcULd8/fXXB4qkuzXuRzH3MwIAxK0ds4CNSvord3+BpBMk/aWZvaAN79uVqnd8zSyXd3y7Qblc1ujoqCRpdHR0fCahWKSyD11++eV64okndPnll4cOZcouueSSuuVYT/Zj3gaFQmG8+q1YLEb7OUBY1113Xd1y7XCqGDRWgMZYEZqCxv0mtv0IAJCOlhNA7n6fu99c+fkxSXdKOrLV9+1m3PENq1gsjlfQmFmUJ8yx70OxT+Fd2wB6ouUYxL4NpKwK6Nhjj422+kfKKhK3bNkSXSViKmLvJZVKNSIAAGiPtvYAMrOFko6T9IN2vm+3iX2609itWLGirulnjMNfYt+HYp/Ce+HChXVJn4ULFwaLZbryvg2mMgPVhz70ob2+Xx5nDhoeHtbGjRvl7tq0aZNKpRKVTB2233776Yknnqhbjkljz5xPfepT+o//+I9A0XSvI444Qvfdd9/48oIFCwJGAwDoZm1LAJnZ/pL+n6R3uvujEzx/tqSzJenZz352u34t0HaNw10uv/zyXF34doPYp/A+77zzdNZZZ40vn3/++QGjmZ7Yt4EU/8xB/f394xUnY2Nj6u/vj25Gv9jt3Llz0uW8u/vuuyddRmccc8wxdQmgo48+OmA0yJtmbmhIu25q9PX17fW1ebypASAf2pIAMrNeZcmfL7r7Vyd6jbtfKulSSTr++OPjqqFGV8n7he9UKh9iPUmIfdjF4sWLx6uAFi5cqEWLFoUOacryvg26YQaqcrmskZERSdLIyIjK5TIJoDZq5li633776amnnqpbru5XE8nb8dTM6j671eHN6Kwf/vCHky4DzYj9pgaAfGg5AWTZ2cS/SbrT3T/ZekhAWHm/8G1G7CcJKUzhfd5552n16tVRVv9IaWyDPGsm+TB37lxt3769bjmm5EMK5s+fX9f/av78+QGjmbqTTz65ruHwKaecEiyWblYsFvXNb35TO3fu1KxZs6LsLYiZ0+xxO/abGgDyoR0VQK+Q9CeSbjOzH1cee5+7X9GG9wY6Lu8Xvt1Q+fDGN76xbhu86U1vChjN9CxevFhXXBHvYTCFbRC72uSDmUWXfMi7Zi+6zjjjDA0PD+t1r3tddBVYq1atqksAkSAMo1QqaePGjdq5c6dmz54d7QQNAID4tZwAcvfvSKKmGMk455xz6i58Y55BKFYbNmyoW16/fn10F17Dw8O68MILdcEFF0TZuDeFbZBnU00+rFy5kv//QObPn6+nnnoqyov2QqGgU045Rddee61OPfXUKI9FKSgUClq+fLnWr1+vZcuWsR3arN09dKimBJCylqeBB1LU09NT9zc6a/PmzZMuxyD26btT2AYpmD9/vvbbb78okw+p6O3t1eLFi6O9aF+1apWOPfZYLmgDK5VKWrJkCZ/lgJ588snoh8gDQKvaOg08kIL+/n719PRobGxMPT09zLwTwOGHH143jfrhhx8eLphpSGH67ti3QSpiTz4gvEKhoDVr1oQOo+uxHWYOPXQAoHmUNwANyuWyRkdHJUmjo6Mql8uBI+o+999//6TLeTfR9N2xiX0bAAAAAKhHBVAHMUY5DsViUd/61rc0Ojqq2bNnM1tHAPPnz6+rPomt+W0K03fHvg0AAAAA1CMBlEOMTw6rVCpp/fr1kqSdO3cyXj+ABx54YNLlvCsWi1q/fr3cXWYWZRIx9m0AdINmbiw1e1NJ4sbSTIp9YgAAQBpIAHUQY5TjUR2+U/0bnbV06dK6BMrSpUtDhzQlK1as0De+8Q1J2T60cuXKwBFNXezbAECGm0r5UDsxQGwVoQCAdJAAAhqsW7dut+X3ve99gaLpTqVSSVdccYVGRkbU29sbXRXWhg0bZGbjyZMYp1CPfRsA3aCZG0vcVAovhYkBAABpoAk00OCqq66adBkzr1Ao6A/+4A9kZlq+fHl0J8rlcrmuiizGRuKxbwMAyIsUJgYAAKSBBBDQwMwmXUZnrFixQvPmzYty+NSJJ5446XIsYt4GAJAXE00MAABACCSAgAannXZa3fLpp58eKJLutmHDBm3fvn28IXfMYk0iprQNACCUxokAYpwYAACQBhJAQINzzjlHPT3ZR6Onp0dnn3124Ii6T2O/hOHh4dAhTckNN9xQt3z99dcHimT6Yt8GAJAXjVWgJ598cqBIAADdjgQQ0KBQKIzfnVu6dCm9TwKIvV9CCkPAYt8GAJAXl1xySd3ymjVrAkUCAOh2zAKGrrJ27VoNDAzs9XW//vWvNXv2bN19993jM6hMZNGiRU3NwoKpmahfQmyzaNWKcQhYatsAAEIZHBycdBkAgE6hAgiYwI4dOzRnzhz19vaGDqUrFYvF8f/73t7e6PolpDAELPZtAAB5sf/++0+6DABAp1ABhK7SbLVOtern4osvnslwsAelUkkbN26UlPVhKpVKgSOqt7dKsrlz52r79u11y7FVkuV9GwBALKrVlHtaBgCgU6gAApA7hUJBy5cvl5lp2bJl0fVhmj9//vjPZla3HIvYtwEA5MURRxwx6TIAAJ1CBRCAXCqVShocHMxl5Ukz1TpnnHGGhoeHtXLlymh75+R5GwBALO67775JlwEA6BQSQAByqVAoRD1Tyvz58/XUU09FnTyJfRsAQB709vZqx44ddcsAAITAEDAAmAG9vb1avHgxQ6cAoMs9/vjjky4DANApJIAAAACAGbJw4cJJlwEA6BSGgAHoqL3NoFU1NDQkSerr69vra/M4i1aesQ0AoHPOO+88nXXWWePL559/fsBoAADdjAogALn05JNP6sknnwwdRldjGwBA6xYvXjxe9bNw4UItWrQobEAAgK5FBRCAjmq2SmT16tWSpIsvvngmw+lKbAMA6KzzzjtPq1evpvoHABAUCSAAAAAAAIAGa9eu1caNG/f6uu3bt8vd2/Z7zUzz5s3b6+uWL18+pTYMDAEDAAAAZtCHP/xhPfHEE7roootChwIA6GJUAAEAAAAzZOvWrRocHJQkDQ4OamBggD5AABCJc889N6mJTqgAAgAAAGbIhz/84bplqoAAAKFQAQQAAADMkGr1z56WMbG1a9dqYGCgbe+3detWSbsmOGjVokWLkqoKANAdSAABAAAAM2ThwoV1SZ/qlPCY3MDAgH5++51aeND8trzfnJ3ZwIenh7a1/F6Dj9zf8nsAQAgkgAAAAIAZct555+mss84aX2Yq+OYtPGi+PnjSn4UOYzcfvP7zTb2unVVMVDABaAcSQAAAAMA0NHuB39PTo7GxMc2ZM0dr167d4+u4KE/LwMCAbr/9dh1yyCEtv9fY2Jgk6d577235vbZta70KCkCccpEAynN2XOLLGAAAANO3zz776KmnntJRRx3Vsd+Z5/Prbjq3PuSQQ1QsFkOHUadcLocOAUAguUgADQwM6Ke33KIjK5ntVsw2kyQ9dtNNLb+XJN3Tw0RpAAAA2F2zSYxq4uTiiy+eyXDqDAwM6PZbb9HBvd7ye42NZufX99xxc8vv9dsRa/k9gG5BM3S0Wy4SQJJ05NiY/uKpp0OHsZvP7LtP6BAAAACAKTu413XaYaOhw6hz9YO5ufxAF8hzJZy09wTKwMCAbr3jVvU+o7ctv2/Us+PBHfff0fJ7jfxmpOX3QOdxBAYAAAAAJGdgYEA/vu0O9ez/zJbfa6yS79jyqwdbfi9JGnv84aZe1/uMXh362kJbfmc7PfTN4dAhYBpIAAEAAAAA6qQy/Khn/2dqzrGvb8vvbKcdt349dAjoQiSAICn+8kgAAAAA7dPOPq1Se3u10qcVmB4SQJDU3vGl7RxbKjG+FAAAAAiBPq1oFYUG+UICCOMYXxoWB0cAecCxCO2Q5/2IfQgAOiebkfB2HdR7SMvvtXM0q0YbuuPelt9Lkh4Z2daW94kJCSAgJwYGBvTzn9ysZ+/f+l2WfUayj/ZTg99v+b0k6dePc5cFnZHni0apOy4cU2iYifDy+p3G9xkAdN5BvYfopENPDx3Gbq5/6KrQIXQcCSAgR569/9N673HtuVBqp4/ccljoENAlBgYGdPvtt+uQQ1q/SzRW6Vlw773tuUu0bVv33CWiYSbaIY/faXyfAQC6GQkgAECuHHLIISoWi6HD2E25XN7ra1KZMSV2ea4k65ZtAAAA8ocEEAAAbcKMKfmQ14kNmp3UIM8JLIkkFgAAsSIB1Abc8QUAVDFjSj7kcWKDZic1oGEmAACYCSSA2qCdDTOl9jbNpGEmAADxoWEmAABoNxJAbULDzLCowgIAAAAAYM9IACEJ7SyXl9pbMt8t5fIpJOFi77uRwjYAAAAAMDNIACEZlMuHNTAwoJ///Mc66qhZbXm/ffbJknA7dtzW8nvdddfOpl6XJRJv0cG93vLvHBvNmvfec8fNLb+XJP12xPb6moGBAf389ju18KD5bfmdc3ZmTYOfHmo9iTn4yP0tvwcAAACA6SMBBKBtjjpqli64YL/QYezmwgufaPq1B/e6TjtsdAajmZ6rH2zucL3woPn64El/NsPRTN0Hr/986BAAAACArtaWBJCZLZN0saRZkv7V3f+xHe8LAAAAADEaGhrSI488onK5HDqUOtu2bdPY2FjoMICudPLJJ4//fN1113X897ecADKzWZL+SVJR0pCkH5nZene/o9X3BgAAADB1Q0NDemTEmq4g7ZTfjph8aCh0GADQldrxjfBSSQPu/ktJMrMvS3qdJBJAAAAAiA5N9dEOfX196unpUbFYDB1KnXK5rAULFoQOA+g6tdU/1eVOVwG1IwF0pKS7a5aHJL2sDe8LAAAAdFwKExv09fXJHn0wd33trn5wto7s69vr64aGhrT9t4/lsofc4G/v1zw1318wVkNDQ3q8p0ef2Xef0KHs5p6eHu1PJRkwZR2rCTWzsyWdLUnPfvazO/VrAQAAgClLYWIDAHEbGhrSyCMjeuibw6FD2c3I8IiGRknCxaYdCaB7JD2rZrmv8lgdd79U0qWSdPzxx7c+xzIAAACAJPX19elpbcvtzJb79B0SOowZ19fXp8ceeEB/8dTToUPZzWf23UcHNFlJNvb4o9px69dnPqgpGnv8YQ0N5e//FmlrRwLoR5IWm9lzlCV+3iLprVN5A8oLAQAAAADYpa+vT4/OflSHvrYQOpTdPPTNYfXN33sSDvnScgLI3UfN7B2SrlQ2Dfzn3P32liMDAAAAAGCa+vr69JuRBzXn2NeHDmU3O279uvr6DgsdxowbGhrSb0ce0fUPXRU6lN38dmSbNDTWsd933XXXxT8NvCS5+xWSrpjuv0+hvBAAAAAAACC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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(20,6))\n", "sns.boxplot(data=df2, palette=\"Set1\")\n", "plt.xticks(rotation=90)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "59fe3b80", "metadata": {}, "source": [ "Another way of looking at the distribution of values, is to use a split Violin plot, which shows the distribution curve for each feature, split between the 2 classes." ] }, { "cell_type": "code", "execution_count": 13, "id": "0d028416", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(20,6))\n", "p = sns.violinplot(x='level_2',\n", " y=0,\n", " hue=label_col,\n", " data=df2.set_index(['name', label_col]).stack().reset_index().sort_values('level_2'), \n", " palette=\"muted\", \n", " split=True,\n", " y_label=\"value\"\n", " )\n", "p.set_xlabel('Feature')\n", "p.set_ylabel('value')\n", "plt.xticks(rotation=90)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "f94e099e", "metadata": {}, "source": [ "\n", "## Distribution of the Target Classes\n", "\n", "Visualize the distribution of the target classes. It is slightly imbalanced but that is not critical. When going through the recommendations, the best option is not to re-sample the data." ] }, { "cell_type": "code", "execution_count": 14, "id": "0d40f082", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "1 147\n", "0 48\n", "Name: status, dtype: int64\n" ] } ], "source": [ "sns.countplot(x=label_col, data=df2)\n", "plt.show()\n", "print(df2.status.value_counts())" ] }, { "cell_type": "markdown", "id": "3e5664bb", "metadata": {}, "source": [ "\n", "## Split Training and Testing datasets, and Separate Target Column\n", "\n", "As mentioned previously, there are multiple records per patient in the dataset, so the dataset is split up by selecting a sample among the unique names.\n", "\n", "The `name` column won't be needed after this so it can be removed. \n", "\n", "Next the Target column is split up from the features (`X_train` and `X_test`) into its own column (`y_train` and `y_test`)" ] }, { "cell_type": "code", "execution_count": 15, "id": "47bbf5e5", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(158, 24)\n", "(37, 24)\n" ] } ], "source": [ "keys = df2['name'].drop_duplicates().sample(frac=0.2, random_state=0)\n", "train = df2[~df2['name'].isin(keys)]\n", "test = df2[df2['name'].isin(keys)]\n", "print(train.shape)\n", "print(test.shape)\n", "\n", "X_train = train.drop(columns=['name', 'status'])\n", "X_test = test.drop(columns=['name', 'status'])\n", "y_train = train['status']\n", "y_test = test['status']" ] }, { "cell_type": "markdown", "id": "d2bb92e3", "metadata": {}, "source": [ "\n", "# Model Selection\n", "\n", "The next step is to evaluate various classifiers and see which one performs best.\n", "\n", "Features are already all floats, so easily ingestable for any machine learning model. Tree-based classifiers can handle categorical data, but most others like Support Vector-based classifiers, regression-based classifiers and Deep Learning models require the data to be all numerical, and would require to encode categorical columns.\n", "\n", "\n", "## Compare Model performances\n", "\n", "In a first method, several classifiers are defined and trained on default parameters, then evaluated and compared.\n", "\n", "This is the most flexible method as it allows trying many types of models, even Neural Networks. Later on the AutoML package will be used, which automates a lot of the functionalities and includes hyper-parameters tuning, but only supports standard Machine Learning Models.\n", "\n", "In the next section, several models will be tested, including a Deep Neural Network, defined in the next cell." ] }, { "cell_type": "code", "execution_count": 16, "id": "e25c00ed", "metadata": {}, "outputs": [], "source": [ "def build_nn():\n", " ann = Sequential()\n", " ann.add(Dense(units=32, activation='relu',input_dim=22))\n", " ann.add(Dense(units=16, activation='relu'))\n", " ann.add(Dropout(.2))\n", " ann.add(Dense(units=8, activation='relu'))\n", " ann.add(Dense(units=1, activation='sigmoid'))\n", " ann.compile(optimizer=Adam(learning_rate=0.001), loss='binary_crossentropy', metrics=['accuracy'])\n", " return ann\n" ] }, { "cell_type": "code", "execution_count": 17, "id": "17079039", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "LGBMClassifier scores\n", "Accuracy: 1.0\n", "Classification Report\n", " precision recall f1-score support\n", "\n", " 0 1.00 1.00 1.00 6\n", " 1 1.00 1.00 1.00 31\n", "\n", " accuracy 1.00 37\n", " macro avg 1.00 1.00 1.00 37\n", "weighted avg 1.00 1.00 1.00 37\n", "\n", "Confusion Matrix\n", "[[ 6 0]\n", " [ 0 31]]\n", "**************************************************************************************************** \n", "\n", "KNeighborsClassifier scores\n", "Accuracy: 0.8918918918918919\n", "Classification Report\n", " precision recall f1-score support\n", "\n", " 0 0.75 0.50 0.60 6\n", " 1 0.91 0.97 0.94 31\n", "\n", " accuracy 0.89 37\n", " macro avg 0.83 0.73 0.77 37\n", "weighted avg 0.88 0.89 0.88 37\n", "\n", "Confusion Matrix\n", "[[ 3 3]\n", " [ 1 30]]\n", "**************************************************************************************************** \n", "\n", "DecisionTreeClassifier scores\n", "Accuracy: 0.972972972972973\n", "Classification Report\n", " precision recall f1-score support\n", "\n", " 0 0.86 1.00 0.92 6\n", " 1 1.00 0.97 0.98 31\n", "\n", " accuracy 0.97 37\n", " macro avg 0.93 0.98 0.95 37\n", "weighted avg 0.98 0.97 0.97 37\n", "\n", "Confusion Matrix\n", "[[ 6 0]\n", " [ 1 30]]\n", "**************************************************************************************************** \n", "\n", "RandomForestClassifier scores\n", "Accuracy: 1.0\n", "Classification Report\n", " precision recall f1-score support\n", "\n", " 0 1.00 1.00 1.00 6\n", " 1 1.00 1.00 1.00 31\n", "\n", " accuracy 1.00 37\n", " macro avg 1.00 1.00 1.00 37\n", "weighted avg 1.00 1.00 1.00 37\n", "\n", "Confusion Matrix\n", "[[ 6 0]\n", " [ 0 31]]\n", "**************************************************************************************************** \n", "\n", "GradientBoostingClassifier scores\n", "Accuracy: 0.972972972972973\n", "Classification Report\n", " precision recall f1-score support\n", "\n", " 0 0.86 1.00 0.92 6\n", " 1 1.00 0.97 0.98 31\n", "\n", " accuracy 0.97 37\n", " macro avg 0.93 0.98 0.95 37\n", "weighted avg 0.98 0.97 0.97 37\n", "\n", "Confusion Matrix\n", "[[ 6 0]\n", " [ 1 30]]\n", "**************************************************************************************************** \n", "\n", "XGBClassifier scores\n", "Accuracy: 1.0\n", "Classification Report\n", " precision recall f1-score support\n", "\n", " 0 1.00 1.00 1.00 6\n", " 1 1.00 1.00 1.00 31\n", "\n", " accuracy 1.00 37\n", " macro avg 1.00 1.00 1.00 37\n", "weighted avg 1.00 1.00 1.00 37\n", "\n", "Confusion Matrix\n", "[[ 6 0]\n", " [ 0 31]]\n", "**************************************************************************************************** \n", "\n", "SupportVectorClassifier scores\n", "Accuracy: 0.8918918918918919\n", "Classification Report\n", " precision recall f1-score support\n", "\n", " 0 0.62 0.83 0.71 6\n", " 1 0.97 0.90 0.93 31\n", "\n", " accuracy 0.89 37\n", " macro avg 0.80 0.87 0.82 37\n", "weighted avg 0.91 0.89 0.90 37\n", "\n", "Confusion Matrix\n", "[[ 5 1]\n", " [ 3 28]]\n", "**************************************************************************************************** \n", "\n", "NeuralNet scores\n", "Accuracy: 1.0\n", "Classification Report\n", " precision recall f1-score support\n", "\n", " 0 1.00 1.00 1.00 6\n", " 1 1.00 1.00 1.00 31\n", "\n", " accuracy 1.00 37\n", " macro avg 1.00 1.00 1.00 37\n", "weighted avg 1.00 1.00 1.00 37\n", "\n", "Confusion Matrix\n", "[[ 6 0]\n", " [ 0 31]]\n", "**************************************************************************************************** \n", "\n" ] }, { "data": { "text/html": [ "
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6SupportVectorClassifier0.8918920.898734
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" ], "text/plain": [ " Model Accuracy Train_acc\n", "0 LGBMClassifier 1.000000 1.000000\n", "3 RandomForestClassifier 1.000000 0.962025\n", "5 XGBClassifier 1.000000 1.000000\n", "7 NeuralNet 1.000000 1.000000\n", "2 DecisionTreeClassifier 0.972973 0.936709\n", "4 GradientBoostingClassifier 0.972973 1.000000\n", "1 KNeighborsClassifier 0.891892 0.936709\n", "6 SupportVectorClassifier 0.891892 0.898734" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model_accuracy = pd.DataFrame(columns=['Model','Accuracy'])\n", "models = {\n", " \"LGBMClassifier\" : LGBMClassifier(objective='binary', max_depth=3,),\n", " \"KNeighborsClassifier\" : KNeighborsClassifier(),\n", " \"DecisionTreeClassifier\" : DecisionTreeClassifier(max_depth=3),\n", " 'RandomForestClassifier' : RandomForestClassifier(max_depth=3),\n", " 'GradientBoostingClassifier' : GradientBoostingClassifier(max_depth=3),\n", " 'XGBClassifier' : XGBClassifier(max_depth=3, eval_metric='logloss'),\n", " 'SupportVectorClassifier' : SVC(kernel='linear'),\n", " 'NeuralNet': KerasClassifier(build_fn=build_nn, batch_size=10, epochs=80, verbose=0)\n", " }\n", "\n", "for model_name, clf in models.items():\n", " clf.fit(X_train, y_train)\n", " y_pred = clf.predict(X_test)\n", " acc = accuracy_score(y_test, y_pred)\n", " train_pred = clf.predict(X_train)\n", " train_acc = accuracy_score(y_train, train_pred)\n", " print(f\"{model_name} scores\")\n", " print(f\"Accuracy: {acc}\")\n", " print(\"Classification Report\")\n", " print(classification_report(y_test, y_pred))\n", " print(\"Confusion Matrix\")\n", " print(confusion_matrix(y_test, y_pred))\n", " \n", " model_accuracy = model_accuracy.append({'Model': model_name, 'Accuracy': acc, 'Train_acc': train_acc}, ignore_index=True) \n", " print('*' * 100,\"\\n\")\n", "\n", "model_accuracy.sort_values(ascending=False, by='Accuracy')\n" ] }, { "cell_type": "markdown", "id": "9da4ca35", "metadata": {}, "source": [ "The model found to be best model is the LGBMClassifer, although RandomForest, XBG and the NeuralNet performs as well. \n", "\n", "The AutoML module performs more advanced optimizations, with hyper-parameters tuning. The next section covers using AutoML." ] }, { "cell_type": "markdown", "id": "9179a319", "metadata": {}, "source": [ "\n", "## Model Selection with ADS AutoML\n", "\n", "\n", "### Custom ADSDataset Class\n", "ADS AutoML is a powerful package able to evaluate models and tuning hyper-parameters to find the best performing model. \n", "\n", "To pick a model, AutoML leverages the ADSDataset classes, and makes use of the class `train_test_split` method. However, \n", "because the train-test split method used for this dataset is not, we need to superclass the BinaryClassificationDataset class \n", "and override the train_test_split method with a custom function. The next cell implements the overriding class and \n", "custom `train_test_split` method. to be used by AutoML." ] }, { "cell_type": "code", "execution_count": 18, "id": "964e77b9", "metadata": {}, "outputs": [], "source": [ "class MyClassificationDataset(BinaryClassificationDataset):\n", " def __init__(self, df, sampled_df, target, target_type, shape, positive_class=None, **kwargs):\n", " super().__init__(df, sampled_df, target, target_type, shape, positive_class=None, **kwargs)\n", " \n", " def train_test_split(self, test_size=0.1, random_state=42):\n", " keys = self.df['name'].drop_duplicates().sample(frac=test_size, random_state=random_state)\n", " train = self.df[~self.df['name'].isin(keys)]\n", " test = self.df[self.df['name'].isin(keys)]\n", " \n", " X_train = train.drop(columns=['status', 'name'])\n", " X_test = test.drop(columns=['status', 'name'])\n", " y_train = train['status']\n", " y_test = test['status']\n", " \n", " train = ADSData.build(\n", " X=X_train, y=y_train, name=\"Train Data\", dataset_type='BinaryClassificationDataset'\n", " )\n", " test = ADSData.build(\n", " X=X_test, y=y_test, name=\"Test Data\", dataset_type='BinaryClassificationDataset'\n", " )\n", " \n", " return train, test" ] }, { "cell_type": "code", "execution_count": 19, "id": "e7802109", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", "\n", "
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statusMDVPFoHzMDVPFhiHzMDVPFloHzMDVPJitterMDVPJitterAbsMDVPRAPMDVPPPQJitterDDPMDVPShimmerMDVPShimmerdBShimmerAPQ3ShimmerAPQ5MDVPAPQShimmerDDANHRHNRRPDEDFAspread1spread2D2PPEname
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\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "MyClassificationDataset(target: status) 195 rows, 24 columns" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds = MyClassificationDataset(df2, df2, target=label_col, target_type=df2[label_col].dtype, shape=df2.shape, positive_class=1)\n", "ds" ] }, { "cell_type": "code", "execution_count": 20, "id": "9bcfdddc", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(158, 22)\n", "(37, 22)\n" ] } ], "source": [ "train, test = ds.train_test_split(test_size=0.2, random_state=0)\n", "print(train.X.shape)\n", "print(test.X.shape)" ] }, { "cell_type": "markdown", "id": "b73fddba", "metadata": {}, "source": [ "\n", "### AutoML setup\n", "\n", "Next the AutoML package is used to define an experiment and try out several models. \n", "The full list of available models is used (i.e. same as default). The `time_budget` define how much time should be spent looking for the best model.\n", "\n", "AutoML also takes multiple providers. `OracleAutoMLProvider is only available within OCI Notebook sessions.\n", "\n", "AutoML performs feature selection, hyper-parameter tuning and model selection." ] }, { "cell_type": "code", "execution_count": 21, "id": "e7c68f49", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO:xengine:All work stopped\n", "INFO:xengine:All work stopped\n" ] }, { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Training Dataset size(158, 22)
Validation Dataset sizeNone
CV5
Target variablestatus
Optimization Metricroc_auc
Initial number of Features22
Selected number of Features13
Selected FeaturesIndex(['MDVPFoHz', 'MDVPFhiHz', 'MDVPFloHz', 'MDVPRAP', 'JitterDDP',\n", " 'ShimmerAPQ5', 'HNR', 'RPDE', 'DFA', 'spread1', 'spread2', 'D2', 'PPE'],\n", " dtype='object')
Selected AlgorithmExtraTreesClassifier
End-to-end Elapsed Time (seconds)77.8879
Selected Hyperparameters{'bootstrap': False, 'ccp_alpha': 0.0, 'class_weight': 'balanced', 'criterion': 'gini', 'max_depth': None, 'max_features': 0.1460769087812032, 'max_leaf_nodes': None, 'max_samples': None, 'min_impurity_decrease': 0.0, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125, 'min_weight_fraction_leaf': 0.0, 'n_estimators': 100, 'n_jobs': 1, 'oob_score': False, 'random_state': 0, 'verbose': 0, 'warm_start': False}
Mean Validation Score0.992
AutoML n_jobs4
AutoML version1.0
Python version3.7.12 | packaged by conda-forge | (default, Oct 26 2021, 06:08:53) \\n[GCC 9.4.0]
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Rank based on PerformanceAlgorithm#Samples#FeaturesMean Validation ScoreHyperparametersCPU TimeMemory Usage
2ExtraTreesClassifier_HT158130.9920{'class_weight': 'balanced', 'criterion': 'gini', 'max_features': 0.14608613955043395, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125, 'n_estimators': 100}1.93920.0
3ExtraTreesClassifier_HT158130.9920{'class_weight': 'balanced_subsample', 'criterion': 'entropy', 'max_features': 0.1460769087812032, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125, 'n_estimators': 100}1.71380.0
4ExtraTreesClassifier_HT158130.9920{'class_weight': 'balanced', 'criterion': 'entropy', 'max_features': 0.1460769087812032, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125, 'n_estimators': 100}2.02910.0
5ExtraTreesClassifier_HT158130.9920{'class_weight': 'balanced_subsample', 'criterion': 'gini', 'max_features': 0.1460769087812032, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125, 'n_estimators': 100}1.94590.0
6ExtraTreesClassifier_HT158130.9920{'class_weight': 'balanced', 'criterion': 'gini', 'max_features': 0.1460769087812032, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125, 'n_estimators': 101}1.72910.0
........................
115DecisionTreeClassifier_AS158220.7684{'class_weight': None, 'max_features': 1.0, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125}0.13730.0
116ExtraTreesClassifier_MIClassification_FS15820.7261{'n_estimators': 100, 'class_weight': 'balanced', 'criterion': 'gini', 'max_features': 0.777777778, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125}2.89540.0
117ExtraTreesClassifier_HT158130.7219{'class_weight': None, 'criterion': 'gini', 'max_features': 0.07692307692307693, 'min_samples_leaf': 0.05627632998389018, 'min_samples_split': 0.012658227848101266, 'n_estimators': 5}0.20050.0
118ExtraTreesClassifier_HT158130.7219{'class_weight': None, 'criterion': 'gini', 'max_features': 0.07692307692307693, 'min_samples_leaf': 0.056281266692750936, 'min_samples_split': 0.012658227848101266, 'n_estimators': 5}0.17090.0
119ExtraTreesClassifier_ANOVAF_FS15810.5975{'n_estimators': 100, 'class_weight': 'balanced', 'criterion': 'gini', 'max_features': 0.777777778, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125}1.84570.0
" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "automl = AutoML(train, provider=OracleAutoMLProvider())\n", "model, baseline = automl.train(model_list=[\n", " 'AdaBoostClassifier',\n", " 'DecisionTreeClassifier',\n", " 'ExtraTreesClassifier',\n", " 'KNeighborsClassifier',\n", " 'LGBMClassifier',\n", " 'LinearSVC',\n", " 'LogisticRegression',\n", " 'RandomForestClassifier',\n", " 'SVC',\n", " 'XGBClassifier'\n", "], min_features=['HNR'], score_metric=\"roc_auc\", time_budget=100, random_state=0)" ] }, { "cell_type": "markdown", "id": "9021119f", "metadata": {}, "source": [ "The `visualize_algorithm_selection_trials` method shows how algorithms are seleted." ] }, { "cell_type": "code", "execution_count": 22, "id": "4ff60ad4", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "automl.visualize_algorithm_selection_trials()" ] }, { "cell_type": "markdown", "id": "84844c83", "metadata": {}, "source": [ "The `visualize_feature_selection_trials` method visualizes how the number of features is selected for a minimal number of features and best performance metric.\n" ] }, { "cell_type": "code", "execution_count": 23, "id": "3533292d", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "automl.visualize_feature_selection_trials()" ] }, { "cell_type": "markdown", "id": "2a16a85d", "metadata": {}, "source": [ "The `visualize_tuning_trials` method shows how the evaluation metric improved with iterations." ] }, { "cell_type": "code", "execution_count": 24, "id": "2c44ab3a", "metadata": {}, "outputs": [ { "data": { "image/png": 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c6/K8T8J1O7OWLGH5Jh/q1rnW8CThupVddXVc88QTTV4655xLzi83uW6lOD+fRZdfTuL7mpxz8dKeJCRNAO4C8oBfm9ltcctHAjOBQcAW4CIzWxMuqwdeD6uuMrOz0x2vy047du/m1bVrOXbYMIrz8+l72218EBlZ7N4zz+Tzs2c3eUDOO6ed27t0D1+aB9wDnAqsARZImmNmb0SqTQceNLMHJI0HbgW+FC7baWZHpTNGlx321Ncz8M6fsrs+2Mn3Lylh3169WLtjR5MBaV7+6lc5dtiwWIKA4GG4ngUF/oCcc22Q7jOJccAKM3sbQNIsYCIQTRJjgW+H088Aj7X1yxqsgaraqhbr7G15Nsvltr2zbVssQUDwmu6P7zecpRs3Nqk3tKwo4c/hhBHNRybrSj+vrhRLR8vltkHuty/dHdfDgNWR+TVhWdRrwGfC6XOBMkkDwvliSRWSXpJ0TqIvkHRZWKdi00a/YyVXje7bt1nZQ+d+ullZ76IioOkYBo3Ticqccy3rCh3Xk4G7JV0CPAdUAo3jMI40s0pJ+wNPS3rdzFZGVzazGcAMgPLycmvt6FC5OooU5F7bauvqyO/Ro9mYC2VFZQnGAQ6H55z83WbbSVTW1eTa7y4ql9sGudu+dCeJSmBEZH54WBZjZu8TnklI6gV81sy2hcsqw3/fljQfOBpokiRc7puxcCG3/+tf/PsrFzOgZ0mT/4ze+exceqX7ctMCYIyk0ZIKgQuAOdEKkgZKaozjeoI7nZDUT1JRYx3gBJr2ZbhuYuygQZw3diwDepZkOhTnup20nkmYWZ2kK4EnCG6BnWlmSyVNBSrMbA5wMnCrJCO43PSNcPVDgF9JaiBIZrfF3RXluolT9t+fU/bfP+c7CJ3ritLeJ2Fmc4G5cWU3RqZnA7MTrPcC4O9s7uZeXL2aQwYNom9xcaZDca5b8tdyuC5rT309E2fN4rI//znToTjXbXWFu5ucSyi/Rw/+9sUvkt/Dj2WcyxRPEq7LksQxQ4dmOgznujU/RHNd0qaaGq6dN48127dnOhTnujVPEq5L+teqVfz4xRfZGnkvk3Ou8/nlJtclTTz4YNZNnszAnv76DOcyyZOE63IazBB4gnCuC/Ak4TJuT309m3fuZEivXjSYkT91amxQIB/3wbnM8iTRRWyuqeHQe++Nvayud1ER7159NYfcc0+sbJ/SUtZPnsxbmzdTft99bA/HTBhYUsIdp57KtU89xcaamtj6GyZPpig/n4F33MHm8Nr+4NJSnrjoIj5x//2x9QeUlHDnqady6dFHM2T69CYvzFs3eTIvV1Zy2kMPxcZo6FtUxDePO45fLVwYq9szP5/qG24IvvvWW6navTu2javGjWPa88+zs64OgNKCAi487DDuO/vshN8XHTXOx31wLrO84zpDdtXVsSvcac596y0G3Xlnkx3i9tpa3q+qalK2IZz+56pVsR08wKadO/nynDmxBNG4fvWePQCxBAHBTvcvb77ZZP3N4fqNy6N1AWYtWdJkEJ9ttbU8uHhxk7o1YVuAWIJo3MbOurpYggCo3rOHerOk3+ec6zo8SaTZkOnT0c03o5tvps+ttwKwz513UjJtGiXTpjFk+nSOHTqUm04+udm6YwYMaFYGcP6hhzYre/fqq5uV9QnHVoh35bhxrVq/0fc/8YlmZe+0UD/eLePHNyubOXFi0vqDS0sTTjvnOp9fbkqzJmcH4RF29Ih/fXU1g0pLufGkk7h3wYIml14K8/KajZcA0KuwsFn5yL59m423kBc+qRxft09xccL1E9WFYKjQROWJypKVp1LX+yCc6zpkZnuvlSXKy8utoqKixTqNbxLtjAFCXlm7lmNmzGhSZlOmoJtvblbWETqzbZmQy+3ztmWvXGifpIVmVp5omV9uSqOywkJK8j88WYseVceXOedcV+SXm9JozIAB1IR3/ET55RTnXLbwM4k0yqVLec657intSULSBEnLJa2QdF2C5SMl/UPSYknzJQ2PLLtY0lvh5+J0x9rRrv773zngZz/LdBjOOddmab3cJCkPuAc4FVgDLJA0J24Y0unAg2b2gKTxwK3AlyT1B6YA5YABC8N1t6Yz5o70iZEjGVDi4zI757JXus8kxgErzOxtM9sNzALib5AfCzwdTj8TWX46MM/MtoSJYR4wIc3xdqjzxo5lSoLnH5xzLluku+N6GLA6Mr8GOC6uzmvAZ4C7gHOBMkkDkqw7rKUva7CG2O1oyexteUfaU19PQV5ep31fZ7YtE3K5fd627JXr7esKHdeTgZMkvQqcBFQC9a1dWdJlkiokVWzauCldMbbJyLvuZcr85zMdhnPOtVm6zyQqgRGR+eFhWYyZvU9wJoGkXsBnzWybpErg5Lh158d/gZnNAGZA8DBdax9oSfeDLw1mXHfCiYwbNqzTH7LJ5od6WiOX2+dty1652r50J4kFwBhJowmSwwXAF6IVJA0EtphZA3A9MDNc9ATwI0n9wvnTwuVZoYfEDQneeeScc9mk1ZebJI2WVByZL5E0qqV1zKwOuJJgh78MeNTMlkqaKunssNrJwHJJbwKDgWnhuluAHxIkmgXA1LAsK9TW1bEzfAurc85lq1TOJP4A/L/IfH1YdmxLK5nZXGBuXNmNkenZwOwk687kwzOLrPKXN9/kvD/8gUWXX86RQ4ZkOhznnGuTVDqu88PbWAEIpws7PqTcMHbQIH40fnzs7arOOZeNUjmT2CjpbDObAyBpItC1bifqQg4ZNIhDBg3KdBjOOdcuqSSJScDvJN0NiOAZhv9MS1Q5YFNNDT0LCuhZUJDpUJxzrs1anSTMbCVwfHibKma2I21R5YBLH3+cNdu38+rll2c6FOeca7NWJwlJN8bNA2BmUzs4ppww6Zhj2BEZ69k557JRKpeboqPUFwNnEdzW6hI486CDMh2Cc861WyqXm34cnZc0neD5BxfHzFi5dSvDysoo8T4J51wWa8+7m3oSvCrDxdm6axdjfv5zZixcmOlQnHOuXVLpk3idYFwHgDxgEOD9EQkU5eXx4DnnUD50aKZDcc65dkmlT+KsyHQdsD587YaLU1pYyJeOPDLTYTjnXLu1+nKTmb1nZu8BOwnOJIZK2i9tkWWxDdXVvLl5M/UNDZkOxTnn2iWVF/ydLekt4B3gWeBd4G9piiur/XbxYj5y991+C6xzLuulcrnph8DxwFNmdrSk/wAuSk9Y2e2sgw5icGkpvYuKMh2Kc861SypJYo+ZbZbUQ1IPM3tG0k/TFVg2O2jAAA4aMCDTYTjnXLulkiS2ha/keI7gHU4baPqAnQu9tm4dfYqLGeVvgHXOZblUnpOYCNQA1wB/B1YCn05HUNnuS3/6E9c84c8ZOueyXypPXDeeNTQAD8Qvl/SimX0sQfkE4C6CO6J+bWa3xS3fL9xe37DOdWY2Nxz1bhmwPKz6kplNam28mfSLM8+kMC8v02E451y7deQY18XxBZLygHuAU4E1wAJJc8zsjUi17xMMa/oLSWMJRrEbFS5baWZHdWCMneKE/fzOYOdcbmjPazniWYKyccAKM3s7HMluFsFlq/j1eofTfYD3OzCmTle9ezdPv/MOm2tqMh2Kc861W0eeSSQyjGBwokZrgOPi6twEPCnpKqAU+GRk2WhJrwLbge+b2fMtfVmDNVBVW9ViQHtb3l6L1q3nlAd/x8OfOZszDzowrd8VL91ty7Rcbp+3LXvlevs68kxCbVzvQuB+MxsOnAE8JKkHsBbYz8yOBr4N/F5S7/iVJV0mqUJSxaaNmR9N9YB+/fjrhedz/PBhmQ7FOefaLZUX/I0G1prZrnC+BBhsZu+GVb6UYLVKYERkfnhYFvUVYAKAmb0oqRgYaGYbgNqwfKGklcBBQEV0ZTObAcwAKC8vt7Kisla1p7X1UlVWBEN7Z/YZiXS1ravI5fZ527JXrrYvlTOJPxDc2dSoPiwDwMyWJFhnATBG0mhJhcAFwJy4OquAUwAkHULQAb5R0qCw4xtJ+wNjgLdTiDcjlmzYwLyVKzFL1EXjnHPZJZUkkR92PgMQThe2tEL4ltgrCQYnWkZwF9NSSVMlnR1W+w7wNUmvAQ8Dl1iwh/0EsFjSImA2MMnMtqQQb0bMWLiQ8//wh9jwrs45l81S6bjeKOlsM5sDIGkisNdOADObS3Bba7Tsxsj0G8AJCdb7I/DHFOLrEq494QQuOuKITIfhnHMdIpUkMYngdRz3hPOrSdwP0a0N692bYb2b9a8751xWSuWJ65XA8eH7mzCzHWmLKov977JlHNCvH0cOGZLpUJxzrt1SGU+ij6T/BuYD8yX9WFKftEWWpS557DF+s2hRpsNwzrkOkcrlppnAEuBz4fyXgN8An+nooLLZK5dfTnF+up9RdM65zpHK3uwAM/tsZP7m8M4jF3Fg//6ZDsE55zpMKrfA7pR0YuOMpBMIxrt2oTXbt3P/okVsrPZhNpxzuSGVJPF14B5J70p6D7gbuDw9YWWnlysrufTxx6msyu13uTjnuo9U7m5aBBwZeX9SNcET1IvTEFdWOnPMGN7+5jcZWpabj+c757qfvZ5JSOot6XpJd0s6FagC/hNYwYed2A4oys9ndL9+FHnHtXMuR7Rmb/YQsBV4EfgacAPBG1/PDc8uXGjuW2+xvbaWCw47LNOhOOdch2hNktjfzA4HkPRrPnyF9660RpaFfllRwaoPPvAk4ZzLGa1JEnsaJ8ysXtIaTxCJPXLeeWyvrc10GM4512FakySOlLQ9nBZQEs4LMDPzFxWFSgoKKCkoyHQYzjnXYfbacW1meWbWO/yUmVl+ZNoTRMjMmPbcc7xcGT+mknPOZa+OHL60W9u2axfff+YZXli9eu+VnXMuS/i9mh2kX0kJu264gQYfkc45l0PSfiYhaYKk5ZJWSLouwfL9JD0j6VVJiyWdEVl2fbjeckmnpzvW9irKz/c+CedcTklrkgjHqL4H+BQwFrhQ0ti4at8nGNb0aIInuO8N1x0bzh8KTADubRzzuitaUFnJ1Gef5YNdfuOXcy53pPtMYhywwszeDsfEngVMjKtjQGMHeB/g/XB6IjDLzGrN7B2CJ7zHpTneNnu5spIp8+fjF5ucc7kk3X0SwwiGOW20Bjgurs5NwJOSrgJKgU9G1n0pbt1hLX1ZgzVQVdvyy/X2tnxvauvqGH3XL9ixJ3h8pCgvjyuO/Si/e30pAP1uv519Snuy4qpJ7fqetmhv27q6XG6fty175Xr7usLdTRcC95vZcOAM4CFJqYyYd5mkCkkVmzZuSluQjZZt2hxLEAC19fX0LipiQ3VNrCw67Zxz2SzdZxKVwIjI/PCwLOorBH0OmNmLkoqBga1cFzObAcwAKC8vt7Ki1r2BtbX14h00QM3Kbjr5FG5+9p8dsv2OkMnv7gy53D5vW/bK1fal+0xiATBG0mhJhQQd0XPi6qwCTgGQdAhQDGwM610gqUjSaGAM8HKa492rwb16Mbi09MP5cDpRmXPOZbu0nkmYWZ2kK4EngDxgppktlTQVqDCzOcB3gPskXUPQiX2JmRmwVNKjwBtAHfANM6tPZ7yt8ebmzSyaNIkhvXo1KV83eXKGInLOufRJ+8N0ZjYXmBtXdmNk+g3ghCTrTgOmpTXAFH11TnAi9Nyll2Y4EuecSz9/4jpFt4wfT11DQ6bDcM65TuFJIkWfGDky0yE451yn6Qq3wGaNzTU1/GvVKmoit8A651wu8ySRgvnvvsuJv/kN/7cp/c9jOOdcV+BJIgUnjRrFX7/wBQ4eODDToTjnXKfwPokUDOzZkzPGjMl0GM4512n8TCIF81auZOmGDZkOwznnOo0niRR8ec4c7njhhUyH4ZxzncYvN6XgyYsuIq+H51XnXPfhSSIFhwwalOkQnHOuU/lhcSst37SJR5YsoXr37kyH4pxzncaTRCv95c03ueCPf2R3fcbfMeicc53GLze10tePPZbTDzyQfiUlmQ7FOec6jZ9JtFLPggIO22efTIfhnHOdypNEK93z8sv8e82aTIfhnHOdypNEK+yur+ebf/87f1uxItOhOOdcp/I+iVYozMtj67XXUu/jSDjnupm0n0lImiBpuaQVkq5LsPwnkhaFnzclbYssq48six8bu1P1LiryTmvnXLeT1jMJSXnAPcCpwBpggaQ54ZClAJjZNZH6VwFHRzax08yOSmeMrfGPt9/m1XXr+Nbxx5PvT1w757qRdF9uGgesMLO3ASTNAiYCbySpfyEwpa1f1mANVNVWtVhnb8sTeXz5Gzz42hIu++hhSGpreGnXlrZlk1xun7cte+V6+9J9WDwMWB2ZXxOWNSNpJDAaeDpSXCypQtJLks5Jst5lYZ2KTRvTMxjQtPEn8cYVX+vSCcI559KhK3VcXwDMNrPoI80jzaxS0v7A05JeN7OV0ZXMbAYwA6C8vNzKispa9WWtrfdh/ZSqZ1Sqbcs2udw+b1v2ytX2pftMohIYEZkfHpYlcgHwcLTAzCrDf98G5tO0v6JT7Kmv58q5c3lh9eq9V3bOuRyT7iSxABgjabSkQoJE0OwuJUkHA/2AFyNl/SQVhdMDgRNI3peRNut27OC3ixfz5ubNnf3VzjmXcWm93GRmdZKuBJ4A8oCZZrZU0lSgwswaE8YFwCwzs8jqhwC/ktRAkMxui94V1VlG9OnD1muvpaFJaM451z2kvU/CzOYCc+PKboybvynBei8Ah6c1uFaSRJ53WjvnuiG/6X8v7lu4kO/94x+ZDsM55zKiK93d1CUtXr+eRevXZzoM55zLCE8Se/HzM87IdAjOOZcxfrnJOedcUp4kWrD6gw+YOGuWjyPhnOu2PEm0YMvOnby9dSt1/opw51w35X0SLThyyBBe//rXMx2Gc85ljCeJ0IDbb2fLrl0ADC4t5dHzz+dTv/sdNXv2xMrWTZ6cyRCdc67T+eWmUGOCAFhfXc2ra9fGEkRjmXPOdTeeJJK4+vjjMx2Cc85lnCeJ0ODS0mbTicqcc6478T6JUKL+Bu+DcM51d34m4ZxzLilPEs4555LyJOGccy4pTxLOOeeSSnuSkDRB0nJJKyRdl2D5TyQtCj9vStoWWXaxpLfCz8XpjtU551xTab27SVIecA9wKrAGWCBpTnQYUjO7JlL/KuDocLo/MAUoBwxYGK67NZ0xO+ec+1C6b4EdB6wws7cBJM0CJgLJxqq+kCAxAJwOzDOzLeG684AJwMPJvqzBGqiqrWoxoL0tz2a53DbI7fZ527JXrrcv3ZebhgGrI/NrwrJmJI0ERgNPp7KupMskVUiq2LRxU4cE7ZxzLtCVHqa7AJhtZvWprGRmM4AZAOXl5VZWVNaq9VpbLxvlctsgt9vnbcteudq+dJ9JVAIjIvPDw7JELqDppaRU1nXOOZcGMrP0bVzKB94ETiHYwS8AvmBmS+PqHQz8HRhtYUBhx/VC4KNhtVeAYxr7KJJ830bgvVaENhDI1WtTudw2yO32eduyV7a3b6SZDUq0IK2Xm8ysTtKVwBNAHjDTzJZKmgpUmNmcsOoFwCyLZCwz2yLphwSJBWBqSwkiXCdhI+NJqjCz8lTbkw1yuW2Q2+3ztmWvXG5f2vskzGwuMDeu7Ma4+ZuSrDsTmJm24JxzzrXIn7h2zjmXVHdNEjMyHUAa5XLbILfb523LXjnbvrR2XDvnnMtu3fVMwjnnXCt0uySxtxcOZhNJMyVtkLQkUtZf0rzwpYjzJPXLZIxtJWmEpGckvSFpqaSrw/JcaV+xpJclvRa27+awfLSkf4d/n49IKsx0rG0lKU/Sq5L+Es7nRNskvSvp9fClpBVhWU78XSbSrZJE5IWDnwLGAhdKGpvZqNrlfoL3WUVdB/zDzMYA/wjns1Ed8B0zGwscD3wj/F3lSvtqgfFmdiRwFDBB0vHA7cBPzOxAYCvwlcyF2G5XA8si87nUtv8ws6Mit73myt9lM90qSRB54aCZ7QYaXziYlczsOSD+2ZGJwAPh9APAOZ0ZU0cxs7Vm9ko4XUWwsxlG7rTPzGxHOFsQfgwYD8wOy7O2fZKGA2cCvw7nRY60LYmc+LtMpLsliVa/cDCLDTazteH0OmBwJoPpCJJGEbxC/t/kUPvCyzGLgA3APGAlsM3M6sIq2fz3+VPgv4CGcH4AudM2A56UtFDSZWFZzvxdxutKL/hzHczMTFJW374mqRfwR+BbZrY9OCANZHv7wpdZHiWpL/An4ODMRtQxJJ0FbDCzhZJOznA46XCimVVK2geYJ+n/oguz/e8yXnc7k+gOLw1cL2lfgPDfDRmOp80kFRAkiN+Z2f+GxTnTvkZmtg14BvgY0Dd85xlk79/nCcDZkt4luKQ7HriL3GgbZlYZ/ruBILmPIwf/Lht1tySxABgT3mVRSPDOqDl7WSfbzAEah3q9GHg8g7G0WXgN+3+AZWb235FFudK+QeEZBJJKCEZvXEaQLM4Lq2Vl+8zsejMbbmajCP6PPW1mXyQH2iapVFJZ4zRwGrCEHPm7TKTbPUwn6QyC66WNLxycltmI2k7Sw8DJBG+gXE8wqt9jwKPAfgRvxP3c3l6M2BVJOhF4HnidD69rf4+gXyIX2ncEQQdnHsHB2qNmNlXS/gRH3/2BV4GLzKw2c5G2T3i5abKZnZULbQvb8KdwNh/4vZlNkzSAHPi7TKTbJQnnnHOt190uNznnnEuBJwnnnHNJeZJwzjmXlCcJ55xzSXmScM45l5QnCeecc0l5knDOOZeUJwnnAEk7JPWVdEUHb7fZNiW90JHf4Vw6eZJw7kN9gZSThALJ/i8126aZ/b+UI3MuQzxJOPeh24ADwhHH7gSQdFE4gtwiSb8KB65C0qhwhMMHCd7dM0LSY+Hro5dGXiGdaJs7wn+/LWlJ+PlWYxDhtpdJui/c1pPh+52akPS/km6R9JykVZI+mc4fjuumzMw//un2H2AHMApYEik7BPgzUBDO3wv8Zzg9iuCdUsdH6vcP/y0hSBwD4rcZ+a5jCN5LVQr0ApYCR0e2XQccFc4/SvCeo/iY3yJ4LxLAucBvMv1z9E/ufXw8CeeSO4VgZ74gHMeihKavgH7PzF6KzH9T0rnh9AhgDMEANImcCPzJzKohOCsAPk7w4juAd8xsUTi9kCBxxEjqCfQBfhIWFQDbWt8051rHk4RzyQl4wMyuT7K8OlYxeNvpJ4GPmVmNpPlAcTu+O/p21HqCBBU1FlhowcBFAEcQnL0416G8T8K5D1UBZZH5fwDnhSOQIam/pJFJ1u0DbA0TxMHA8Um22eh54BxJPcNxCc4Ny1rrcGBRZP4IYHEK6zvXKp4knAuZ2WbgX2FH8p1m9gbwfYLxjBcTjEO9b5LV/w7kS1pG0Fn9UqJtRr7rFeB+4GWCMTJ+bWavNttqcvFJ4jD8TMKlgY8n4ZxzLik/k3DOOZeUJwnnnHNJeZJwzjmXlCcJ55xzSXmScM45l5QnCeecc0l5knDOOZeUJwnnnHNJ/X9e1F7xIZKIFQAAAABJRU5ErkJggg==\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "automl.visualize_tuning_trials()" ] }, { "cell_type": "markdown", "id": "915e2995", "metadata": {}, "source": [ "Evaluate the actual accuracy on test data:" ] }, { "cell_type": "code", "execution_count": 25, "id": "b8f9b213", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Oracle AutoML model accuracy on test data: 1.0\n" ] } ], "source": [ "accuracy_scorer = get_scorer(\"accuracy\") \n", "print(\"Oracle AutoML model accuracy on test data:\", model.score(test.X, test.y, score_fn=accuracy_scorer))" ] }, { "cell_type": "code", "execution_count": 26, "id": "fdfa1757", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([1, 1, 1, 1, 1, 1, 0, 0, 0, 0])" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model.predict(test.X[:10])" ] }, { "cell_type": "code", "execution_count": 27, "id": "cff2ef25", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "12 1\n", "13 1\n", "14 1\n", "15 1\n", "16 1\n", "17 1\n", "60 0\n", "61 0\n", "62 0\n", "63 0\n", "Name: status, dtype: int64" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "test.y[:10]" ] }, { "cell_type": "code", "execution_count": 28, "id": "ae615eb0", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Framework: sklearn.ensemble._forest\n", "Estimator class: ExtraTreesClassifier\n", "Model Parameters: {'bootstrap': False, 'ccp_alpha': 0.0, 'class_weight': 'balanced', 'criterion': 'gini', 'max_depth': None, 'max_features': 0.1460769087812032, 'max_leaf_nodes': None, 'max_samples': None, 'min_impurity_decrease': 0.0, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125, 'min_weight_fraction_leaf': 0.0, 'n_estimators': 100, 'n_jobs': 1, 'oob_score': False, 'random_state': 0, 'verbose': 0, 'warm_start': False}\n", "\n" ] } ], "source": [ "print(model)" ] }, { "cell_type": "markdown", "id": "61a4fa93", "metadata": {}, "source": [ "Now the model has been defined and it is known it is a tree-based classifier, it can be retrained on unscaled data, to make it easier to \n", "infere later on, without the need for a scaling pipeline.\n", "\n", "The dataset is redefined from the original Dataframe, without scaling, and the AutoML model re-run with only the `ExtraTreesClassifier` model." ] }, { "cell_type": "code", "execution_count": 29, "id": "2110dac4", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO:xengine:All work stopped\n", "INFO:xengine:All work stopped\n", "INFO:xengine:All work stopped\n", "INFO:xengine:All work stopped\n" ] }, { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Training Dataset size(158, 22)
Validation Dataset sizeNone
CV5
Target variablestatus
Optimization Metricroc_auc
Initial number of Features22
Selected number of Features22
Selected FeaturesIndex(['MDVPFoHz', 'MDVPFhiHz', 'MDVPFloHz', 'MDVPJitter', 'MDVPJitterAbs',\n", " 'MDVPRAP', 'MDVPPPQ', 'JitterDDP', 'MDVPShimmer', 'MDVPShimmerdB',\n", " 'ShimmerAPQ3', 'ShimmerAPQ5', 'MDVPAPQ', 'ShimmerDDA', 'NHR', 'HNR',\n", " 'RPDE', 'DFA', 'spread1', 'spread2', 'D2', 'PPE'],\n", " dtype='object')
Selected AlgorithmExtraTreesClassifier
End-to-end Elapsed Time (seconds)61.5294
Selected Hyperparameters{'bootstrap': False, 'ccp_alpha': 0.0, 'class_weight': 'balanced_subsample', 'criterion': 'gini', 'max_depth': None, 'max_features': 0.777777778, 'max_leaf_nodes': None, 'max_samples': None, 'min_impurity_decrease': 0.0, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125, 'min_weight_fraction_leaf': 0.0, 'n_estimators': 100, 'n_jobs': 1, 'oob_score': False, 'random_state': 7, 'verbose': 0, 'warm_start': False}
Mean Validation Score0.9759
AutoML n_jobs4
AutoML version1.0
Python version3.7.12 | packaged by conda-forge | (default, Oct 26 2021, 06:08:53) \\n[GCC 9.4.0]
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Rank based on PerformanceAlgorithm#Samples#FeaturesMean Validation ScoreHyperparametersCPU TimeMemory Usage
2ExtraTreesClassifier_ANOVAF_FS158220.9786{'n_estimators': 100, 'class_weight': 'balanced', 'criterion': 'gini', 'max_features': 0.777777778, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125}2.19060.0
3ExtraTreesClassifier_AVGRanking_FS158190.9780{'n_estimators': 100, 'class_weight': 'balanced', 'criterion': 'gini', 'max_features': 0.777777778, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125}2.46990.0
4ExtraTreesClassifier_ANOVAF_FS158190.9779{'n_estimators': 100, 'class_weight': 'balanced', 'criterion': 'gini', 'max_features': 0.777777778, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125}2.39720.0
5ExtraTreesClassifier_RandomForestClassifier_FS158160.9776{'n_estimators': 100, 'class_weight': 'balanced', 'criterion': 'gini', 'max_features': 0.777777778, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125}2.02010.0
6ExtraTreesClassifier_RandomForestClassifier_FS158190.9771{'n_estimators': 100, 'class_weight': 'balanced', 'criterion': 'gini', 'max_features': 0.777777778, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125}1.96250.0
........................
93ExtraTreesClassifier_HT158220.7807{'class_weight': None, 'criterion': 'entropy', 'max_features': 0.045454545454545456, 'min_samples_leaf': 0.01888007212783866, 'min_samples_split': 0.012658227848101266, 'n_estimators': 5}0.24440.0
94ExtraTreesClassifier_HT158220.7807{'class_weight': None, 'criterion': 'entropy', 'max_features': 0.045454545454545456, 'min_samples_leaf': 0.01888500883669942, 'min_samples_split': 0.012658227848101266, 'n_estimators': 5}0.23430.0
95ExtraTreesClassifier_HT158220.7325{'class_weight': None, 'criterion': 'entropy', 'max_features': 0.045454545454545456, 'min_samples_leaf': 0.05627632998389018, 'min_samples_split': 0.012658227848101266, 'n_estimators': 5}0.20980.0
96ExtraTreesClassifier_HT158220.7325{'class_weight': None, 'criterion': 'entropy', 'max_features': 0.045454545454545456, 'min_samples_leaf': 0.056281266692750936, 'min_samples_split': 0.012658227848101266, 'n_estimators': 5}0.18620.0
97ExtraTreesClassifier_ANOVAF_FS15810.6017{'n_estimators': 100, 'class_weight': 'balanced', 'criterion': 'gini', 'max_features': 0.777777778, 'min_samples_leaf': 0.000625, 'min_samples_split': 0.00125}2.21600.0
" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# redefine the ds with the original, unscaled Dataframe\n", "ds2 = MyClassificationDataset(df, df, target=label_col, target_type=df[label_col].dtype, shape=df.shape, positive_class=1)\n", "train, test = ds2.train_test_split(test_size=0.2, random_state=0)\n", "\n", "automl = AutoML(train, provider=OracleAutoMLProvider())\n", "model, baseline = automl.train(model_list=[\n", " 'ExtraTreesClassifier',\n", "], min_features=['HNR'], score_metric=\"roc_auc\", time_budget=100)" ] }, { "cell_type": "code", "execution_count": 30, "id": "c1f0c683", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "automl.visualize_tuning_trials()" ] }, { "cell_type": "code", "execution_count": 31, "id": "01a345cd", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Oracle AutoML model accuracy on test data: 1.0\n" ] } ], "source": [ "print(\"Oracle AutoML model accuracy on test data:\", model.score(test.X, test.y, score_fn=accuracy_scorer))" ] }, { "cell_type": "markdown", "id": "94bfc43a", "metadata": {}, "source": [ "\n", "# Explaining the Model\n", "\n", "In this section, the ADS Explainer package is used to look at the model behavior and sensitivity to variation in given features.\n", "\n", "\n", "## Show what the model has learned\n", "\n", "It is great to have an expert with knowledge of what a model should do. However, this is often not available. Models sometimes learn different things than what an expert would speculate. Generally, models learn important relationships between the features. For many machine learning models, it is difficult to understand what the model has learned. \n", "\n", "The `ADSExplainer` provides a powerful set of tools that provide the data scientist insight into what the model is doing. It does this by building other models and performing simulations on the model's predictions. From this, the `ADSExplainer` learns what has been learned. \n", "\n", "When an explanation does not make sense, it does not mean the explanation is wrong. It is possible that the model has learned new relationships in the data. This shows how `MLX` can be used to understand and debug the modeling process." ] }, { "cell_type": "code", "execution_count": 32, "id": "11418559", "metadata": {}, "outputs": [], "source": [ "explainer = ADSExplainer(test, model)" ] }, { "cell_type": "markdown", "id": "d8d2b14e", "metadata": {}, "source": [ "\n", "## Global Explanations\n", "\n", "Generating global explanations for the model:\n", "\n", "Using the `ADSExplainer` object, the `global_explanation` method creates a generator for global model explanations. Oracle Labs global `MLX` is selected as the provider using the `MLXGlobalExplainer` object. Global explanation supports both feature importance explanations and feature dependence explanations, such as Partial Dependence Plots (PDP) and Individual Conditional Expectations (ICE). \n", "\n", "First, look at feature importance, which provides a list of features sorted by their ability to influence the predictions." ] }, { "cell_type": "code", "execution_count": 33, "id": "1b1baa37", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "", "version_major": 2, "version_minor": 0 }, "text/plain": [ "MLXProgBar: 0%| | 0/20 [00:00\n", " \n", "
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\n", " Explanation visualization omitted\n", "
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\n", " If this Notebook was pre-run from another source, you must also trust\n", " this Notebook to view the MLX Javascript visualizations.
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  • JupyterLab: Commands (Ctrl+Shift+C) -> Notebook Operations -> Trust Notebook
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  • Jupyter Notebook: File -> Trust Notebook
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" ], "text/plain": [ "" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "global_explainer = explainer.global_explanation(provider=MLXGlobalExplainer())\n", "importances = global_explainer.compute_feature_importance()\n", "importances.show_in_notebook(n_features=10)" ] }, { "cell_type": "markdown", "id": "146bf03d", "metadata": {}, "source": [ "MDVPFoHz, PPE and spread1 are the most important features for this model.\n", "\n", "\n", "The `detailed` mode provides scatter plot which shows the distribution of the importance measure and provides a sense of the variation in the data. The top 10 features are plotted." ] }, { "cell_type": "code", "execution_count": 34, "id": "f703f9c8", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "importances.show_in_notebook(n_features=5, mode='detailed')" ] }, { "cell_type": "markdown", "id": "e706cd83", "metadata": {}, "source": [ "\n", "### Feature Dependence Explanations (PDP & ICE)\n", "\n", "Next, visualize how different values for the important features interact with the target variable. This is done through Partial Dependence Plots (PDP) and Individual Conditional Expectations (ICE) explanations. \n", "\n", "The following cell shows how to learn more about the PDP and ICE techniques used in the `MLXGlobalExplainer`. This provides a description of the algorithm and how to interpret the output. " ] }, { "cell_type": "code", "execution_count": 35, "id": "18089012", "metadata": {}, "outputs": [ { "data": { "text/html": [ "

Overview


PDP and ICE are model-agnostic global explanation methods that evaluate the relationship between feature values and target variables.

Description


PDP and ICE highlight the marginal effect that specific features have on the predictions of a machine learning model. These explanation methods try to visualize the effect different feature values have on the model's predictions.

The following summarizes the main steps in computing PDP or ICE explanations:
  • Start with a trained machine learning model to explain.
  • Select a feature to explain (for example, one of the important features identified in the global feature permutation importance explanations).
  • Using the selected feature's value distribution extracted from the train dataset, MLX selects multiple different values from the feature's distribution to evaluate. The number of values to use and the range of the feature's distribution to consider are configurable.
  • MLX then replaces every sample in the provided dataset with the same feature value from the feature distribution and computes the model inference on the augmented dataset. This process is repeated for all of the selected values from the feature's distribution. If N different values are selected from the feature's distribution, this process results in N different datasets, each with the selected feature having the same value for all samples in the corresponding dataset. The model inference then generates N different model predictions, each with M values (one for each sample in the augmented dataset).
  • For ICE, the model predictions for each augmented sample in the provided dataset (when the selected feature's value is replaced with a value from the feature distribution) are considered separately. This results in N x M different values.
  • For PDP, the average model prediction is computed across all augmented provided dataset samples. This results in N different values (each an average of M predictions).
The description above is an example of one-feature PDP/ICE explanations. PDP also supports two-feature explanations (ICE only supports one feature). The main steps of the algorithm are the same, however, the explanation is computed on two features instead of one.
  • Select two features to explain.
  • MLX computes the cross-product of values selected from the feature distributions to generate a list of different value combinations for the two selected features (e.g., Assuming we have selected N values from the feature distribution for each feature: [(X11, X12), (X11, X22 ), ... (XN1, XN-12), (XN1, XN2)].
  • For each feature value combination, MLX replaces every sample in the provided set with these two feature values and computes the model inference on the augmented dataset. Again, if we have M different samples in the provided dataset, this results in N1 predictions from the model (each an average of M predictions).

Interpretation


PDP

  • One-feature
    • Continuous or discrete numerical features: Visualized as line graphs. Each line represents the average prediction from the model (across all samples in the provided dataset) when the selected feature has the given value. The x-axis shows the selected feature values and the y-axis shows the target variable (e.g., the prediction probability for classification tasks and the raw predicted values for regression tasks).
    • Categorical features: Visualized as vertical bar charts. Each bar represents the average prediction from the model (across all samples in the provided dataset) when the selected feature has the given value. The x-axis shows the different values for the selected feature and the y-axis shows the target variable (e.g., the prediction probability for classification tasks and the raw predicted values for regression tasks).
  • Two-feature
    • Visualized as a heat map. The x-axis and y-axis both show the selected feature values. The z-axis (heat map color) represents the average prediction from the model (across all samples in the provided dataset) when the selected features have the corresponding values.

ICE

  • Continuous or discrete numerical features: Visualized as line graphs. While PDP shows the average prediction across all samples in the provided dataset, ICE plots every sample from the provided dataset (when the selected feature is replaced with the given value) separately. The x-axis shows the selected feature values and the y-axis shows the target variable (e.g., the prediction probability for classification tasks and the raw predicted values for regression tasks). The median value can be plotted to highlight the trend. The ICE plots can also be centered around the first prediction from the feature distribution (i.e., each prediction subtracts the predicted value from the first sample).
  • Categorical features: Visualized as violin plots. The x-axis shows the different values for the selected feature and the y-axis shows the target variable (e.g., the prediction probability for classification tasks and the raw predicted values for regression tasks).
Both PDP and ICE visualizations display the feature value distribution from the train dataset on the corresponding axis. For example, the one-feature line graphs, bar charts, and violin plots show the feature value distribution on the x-axis. The heat map shows the feature value distributions on the respective x-axis or y-axis.

References


" ], "text/plain": [ "" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "global_explainer.partial_dependence_summary()" ] }, { "cell_type": "markdown", "id": "c19ccfd6", "metadata": {}, "source": [ "Look at the top most important features to see the distribution of its values and the outcome on the prediction P(1)" ] }, { "cell_type": "code", "execution_count": 36, "id": "a3f4e5a4", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "", "version_major": 2, "version_minor": 0 }, "text/plain": [ "MLXProgBar: 0%| | 0/30 [00:00\n", "
\n", " Explanation visualization omitted\n", "
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\n", " If this Notebook was pre-run from another source, you must also trust\n", " this Notebook to view the MLX Javascript visualizations.
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    \n", "
  • JupyterLab: Commands (Ctrl+Shift+C) -> Notebook Operations -> Trust Notebook
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\n", " Warning: Requested features for the PDP are highly correlated with other features (Pearson correlation):


Feature PPE is correlated with:
  • MDVPJitter (0.718)
  • MDVPJitterAbs (0.713)
  • MDVPPPQ (0.760)
  • MDVPShimmerdB (0.701)
  • MDVPAPQ (0.757)
  • NHR (0.714)
  • HNR (-0.746)
  • RPDE (0.741)
  • spread1 (0.986)
  • spread2 (0.713)
\n", "

\n", "
\n", " " ], "text/plain": [ "" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ "explanation = explainer.global_explanation().compute_partial_dependence(\"PPE\")\n", "explanation.show_in_notebook(mode=\"pdp\", labels=[1])" ] }, { "cell_type": "code", "execution_count": 37, "id": "9bdb5ffd", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "
\n", "
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\n", " If this Notebook was pre-run from another source, you must also trust\n", " this Notebook to view the MLX Javascript visualizations.
\n", "
    \n", "
  • JupyterLab: Commands (Ctrl+Shift+C) -> Notebook Operations -> Trust Notebook
  • \n", "
  • Jupyter Notebook: File -> Trust Notebook
  • \n", "
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\n", " \n", " \n", "
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\n", " Warning: Requested features for the ICE are highly correlated with other features (Pearson correlation):


Feature PPE is correlated with:
  • MDVPJitter (0.718)
  • MDVPJitterAbs (0.713)
  • MDVPPPQ (0.760)
  • MDVPShimmerdB (0.701)
  • MDVPAPQ (0.757)
  • NHR (0.714)
  • HNR (-0.746)
  • RPDE (0.741)
  • spread1 (0.986)
  • spread2 (0.713)
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\n", "
\n", " " ], "text/plain": [ "" ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" } ], "source": [ "explanation.show_in_notebook(mode=\"ice\", centered=False, \n", " show_distribution=True, \n", " show_correlation_warning=True, \n", " show_median=True,\n", " labels=[1])" ] }, { "cell_type": "markdown", "id": "bed33c60", "metadata": {}, "source": [ "Next, look at the dependence of variables `MDVPFoHz` and `PPE` to see in what combination of variables the model " ] }, { "cell_type": "code", "execution_count": 38, "id": "388a2ff1", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "", "version_major": 2, "version_minor": 0 }, "text/plain": [ "MLXProgBar: 0%| | 0/900 [00:00\n", "
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\n", " If this Notebook was pre-run from another source, you must also trust\n", " this Notebook to view the MLX Javascript visualizations.
\n", "
    \n", "
  • JupyterLab: Commands (Ctrl+Shift+C) -> Notebook Operations -> Trust Notebook
  • \n", "
  • Jupyter Notebook: File -> Trust Notebook
  • \n", "
\n", "
\n", " \n", " \n", " \n", "
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\n", " Explanation visualization omitted\n", "
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\n", " If this Notebook was pre-run from another source, you must also trust\n", " this Notebook to view the MLX Javascript visualizations.
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    \n", "
  • JupyterLab: Commands (Ctrl+Shift+C) -> Notebook Operations -> Trust Notebook
  • \n", "
  • Jupyter Notebook: File -> Trust Notebook
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\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "otjl_explanation = explainer.global_explanation().compute_partial_dependence(['MDVPFoHz', 'PPE'])\n", "otjl_explanation.show_in_notebook(show_distribution=True, show_correlation_warning=False, line_gap=1)" ] }, { "cell_type": "markdown", "id": "5976ef6e", "metadata": {}, "source": [ "\n", "## What-if Scenarios \n", "\n", "Using the `ADSExplainer` object, \"WhatIf\" explanation object can be created to generate model explanations. Oracle Labs WhatIf `MLX` is selected as the provider using the `MLXWhatIfExplainer` object. WhatIf explanation supports both explore sample and explore predictions." ] }, { "cell_type": "code", "execution_count": 39, "id": "975fcd59", "metadata": {}, "outputs": [], "source": [ "whatif_explainer = explainer.whatif_explanation(provider=MLXWhatIfExplainer())" ] }, { "cell_type": "markdown", "id": "3b0ff8ba", "metadata": {}, "source": [ "\n", "### Predictions Explorer\n", "\n", "The predictions Explorer tool allows you to explore model predictions across either the marginal distribution (1-feature) or the joint distribution (2-feature) of the features in your train/validation/test dataset. The method `explore_predictions()` has several optional parameters including: \n", "\n", "* `feature`: the name of the feature to visualize \n", "* `label`: either the target label index or name to visualize \n", "* `plot_type`: `scatter`, `bar`, `box`.\n", "* `discretization`: method to discretize continuous features (Options are no discretization, quartile, decile, or percentile)\n", "\n", "Try the top features and observe that the Positive predictions are well discriminated with these features." ] }, { "cell_type": "code", "execution_count": 40, "id": "eef01888", "metadata": {}, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "hovertemplate": "%{hovertext}

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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# whatif_explainer.explore_predictions('MDVPFoHz')\n", "# whatif_explainer.explore_predictions('PPE')\n", "whatif_explainer.explore_predictions('spread1')" ] }, { "cell_type": "markdown", "id": "066a3eba", "metadata": {}, "source": [ "\n", "## Local Explanations\n", "\n", "Global explanations inform the data scientist about the general trends in a model. They do not describe what is happening with a specific prediction. That is the role of local explanations. They are model-agnostic and provide insights into why a model made a specific prediction. \n", "\n", "The explainer provides useful insight on the direction each feature has influenced the final prediction." ] }, { "cell_type": "code", "execution_count": 41, "id": "1909ed28", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "", "version_major": 2, "version_minor": 0 }, "text/plain": [ "MLXProgBar: 0%| | 0/1 [00:00\n", " \n", "
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\n", " Model\n", "
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\n", " Model Predictions\n", "
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Model:
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ads.common.model.ADSModel
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True target value:
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1
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Model prediction:
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1
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Prediction Probabilities\n", "
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\n", " Explanation visualization omitted\n", "
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\n", " If this Notebook was pre-run from another source, you must also trust\n", " this Notebook to view the MLX Javascript visualizations.
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    \n", "
  • JupyterLab: Commands (Ctrl+Shift+C) -> Notebook Operations -> Trust Notebook
  • \n", "
  • Jupyter Notebook: File -> Trust Notebook
  • \n", "
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\n", " xi : Instance to Explain\n", "
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FeatureValue
DFA0.644692
spread1-5.44004
PPE0.218164
MDVPFhiHz349.259
MDVPJitterAbs4e-05
ShimmerDDA0.02908
MDVPFoHz144.188
ShimmerAPQ50.012
spread20.239764
HNR22.333
MDVPJitter0.00544
MDVPShimmerdB0.192
NHR0.01859
MDVPAPQ0.02074
JitterDDP0.00632
MDVPShimmer0.02047
ShimmerAPQ30.00969
MDVPPPQ0.00292
RPDE0.56738
MDVPFloHz82.764
D22.264501
MDVPRAP0.00211
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\n", " Explainer\n", "
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\n", " Surrogate Explainer Configuration\n", "
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Explanation technique:
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LIME
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Surrogate model:
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linear
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Surrogate type:
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regressor
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Number of synthetic instances near xi for training the explainer, Nt:
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5000
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Number of synthetic instances near xi for testing the explainer, Nv:
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5000
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Discretizing:
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decile
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Scale coefficients:
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Yes
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Total time (sec):
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7.422
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\n", " Explanation Legend\n", "
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⇧ P(Target) /
⇩ P(Target):
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Specific feature value increases/decreases the model output.
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Coefficients:
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Scaled coefficients from surrogate model (sum to 1).
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dij :
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Distance (Eucledian) between xi and the samples in the dataset passed to fit (Train) and the generated sample spaces (Nt and Nv_#).
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Nv_#:
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Generated evaluation samples where the size is bound to # percentiles of the distances in Train.
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\n", " Explanations\n", "
\n", " Feature Importances\n", "
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\n", " Explanation visualization omitted\n", "
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\n", " If this Notebook was pre-run from another source, you must also trust\n", " this Notebook to view the MLX Javascript visualizations.
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    \n", "
  • JupyterLab: Commands (Ctrl+Shift+C) -> Notebook Operations -> Trust Notebook
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  • Jupyter Notebook: File -> Trust Notebook
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\n", " Explanation Quality\n", "
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\n", " Sample Distance Distributions\n", "
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\n", " Explanation visualization omitted\n", "
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\n", " If this Notebook was pre-run from another source, you must also trust\n", " this Notebook to view the MLX Javascript visualizations.
\n", "
    \n", "
  • JupyterLab: Commands (Ctrl+Shift+C) -> Notebook Operations -> Trust Notebook
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  • Jupyter Notebook: File -> Trust Notebook
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\n", " Evaluation Metrics\n", "
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Sample Spaceroot_mean_squared_errorpearson Analysis
Nt0.121Corr=0.208
p=4.8260e-50
Nv_20.039No score
-----------
Black-box model predictions const.

Surrogate model predictions const.
Nv_40.165Corr=0.178
p=0.012
Nv_160.160Corr=0.144
p=0.042
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Performance


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Explanation time (sec):
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3.084
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" ], "text/plain": [ "" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from ads.explanations.mlx_local_explainer import MLXLocalExplainer\n", "local_explainer = explainer.local_explanation(provider=MLXLocalExplainer())\n", "\n", "sample = 4\n", "(X, y) = test.X.iloc[[sample]], test.y.iloc[[sample]]\n", "\n", "local_explainer.explain(X, y).show_in_notebook(labels=1)" ] }, { "cell_type": "markdown", "id": "d60af92e", "metadata": {}, "source": [ "\n", "# Model Deployment\n", "\n", "The model is trained and working well. The next step is to make it available to the world to infer on unknown samples.\n", "\n", "ADS model.framework makes it easy to deploy a model into production. It supports several types of models, including `AutoML`, `LightGBM`, `PyTorch`, `Sklearn`, `TensorFlow`, and `XGBoost` models. The constructor takes a model and converts it into an ADS object meant for model serialization and deployment. \n", "\n", "Deploying the model into production requires a few steps: `prepare` the model artifact, creating a bundle of files inference code, and metadata about the input and output schemas, the model provenance and environment where it was trained. `verify` the artifact, by testing the generated inference code locally. `save` the model to the model catalog, and then `deploy`. Once deployed, using the `predict` method calls the deployment endpoint to infere from the deployed model.\n", "\n", "ADS provides the `.summary_status()` method that outputs a dataframe that defines the steps, status, and detailed information about each step. \n", "\n", "\n", "## Create a Serialized Model\n", "\n", "The AutoML model created previously model is the model to deploy.\n", "\n", "The `AutoMLModel()` constructor takes an AutoML model along with the path where to store the model artifacts. An `AutoMLModel` object is returned, and it is used to manage the deployment.\n", "\n", "The next cell creates a temporary model artifact directory, sets the authentication to use resource principal (required to check on deployment status), and creates the `AutoMLModel` object." ] }, { "cell_type": "code", "execution_count": 42, "id": "d546696c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "WARNING:root:~/.oci/config file not exists, default value oci.config.DEFAULT_LOCATION used instead\n" ] } ], "source": [ "artifact_dir = tempfile.mkdtemp()\n", "ads.set_auth(auth='resource_principal')\n", "automl_model = AutoMLModel(estimator=model, artifact_dir=artifact_dir)" ] }, { "cell_type": "markdown", "id": "36c2fc59", "metadata": {}, "source": [ "The `.summary_status()` method of the `AutoMLModel` class is a handy method to keep track of the progress that you are making in deploying the model. It creates a dataframe that lists the deployment steps, thier status, and details about them. The next cell returns the summary status dataframe. It shows that the initiate step has been completed." ] }, { "cell_type": "code", "execution_count": 43, "id": "de707344", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Actions Needed
StepStatusDetails
initiateDoneInitiated the model
prepare()AvailableGenerated runtime.yaml
Generated score.py
Serialized model
Populated metadata(Custom, Taxonomy and Provenance)
verify()Not AvailableLocal tested .predict from score.py
save()Not AvailableConducted Introspect Test
Uploaded artifact to model catalog
deploy()Not AvailableDeployed the model
predict()Not AvailableCalled deployment predict endpoint
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" ], "text/plain": [ " Actions Needed\n", "Step Status Details \n", "initiate Done Initiated the model \n", "prepare() Available Generated runtime.yaml \n", " Generated score.py \n", " Serialized model \n", " Populated metadata(Custom, Taxonomy and Provenance) \n", "verify() Not Available Local tested .predict from score.py \n", "save() Not Available Conducted Introspect Test \n", " Uploaded artifact to model catalog \n", "deploy() Not Available Deployed the model \n", "predict() Not Available Called deployment predict endpoint " ] }, "execution_count": 43, "metadata": {}, "output_type": "execute_result" } ], "source": [ "automl_model.summary_status()" ] }, { "cell_type": "markdown", "id": "cafcce9e", "metadata": {}, "source": [ "\n", "## Prepare the Model Artifacts\n", "\n", "The prepare step is performed by the `.prepare()` method of the `AutoMLModel` class. It creates a number of customized files that are used to run the model once it is deployed. These include:\n", "\n", "* `input_schema.json`: A JSON file that defines the nature of the features of the `X_sample` data. It includes metadata such as the data type, name, constraints, summary statistics, feature type, and more.\n", "* `model.joblib`: This is the default filename of the serialized model. It can be changed with the `model_file_name` attribute. By default, the model is stored in a joblib file. The parameter `as_onnx` can be used to save it in the ONNX format.\n", "* `output_schema.json`: A JSON file that defines the nature of the dependent variable in the `y_sample` data. It includes metadata such as the data type, name, constraints, summary statistics, feature type, and more.\n", "* `runtime.yaml`: This file contains information that is needed to set up the runtime environment on the deployment server. It has information about which conda environment was used to train the model, and what environment should be used to deploy the model. The file also specifies what version of Python should be used.\n", "* `score.py`: This script contains the `load_model()` and `predict()` functions. The `load_model()` function understands the format the model file was saved in and loads it into memory. The `.predict()` method is used to make inferences in a deployed model. There are also hooks that allow you to perform operations before and after inference. You can modify this script to fit your specific needs.\n", "\n", "To create the model artifacts, you use the `.prepare()` method. There are a number of parameters that allow you to store model provenance information. In the next cell, the `conda_env` variable defines the slug of the conda environment that was used to train the model, and also the conda environment that should be used for deployment. Note that you can only pass in slugs to `inference_conda_env` or `training_conda_env` if it's a service environment. Otherwise, you must pass in the full path of the conda envvironment along with the python version through `inference_python_version` and `training_python_version`." ] }, { "cell_type": "code", "execution_count": 44, "id": "eb3102c2", "metadata": {}, "outputs": [], "source": [ "conda_env = 'generalml_p37_cpu_v1'\n", "\n", "automl_model.prepare(\n", " inference_conda_env=conda_env,\n", " training_conda_env=conda_env,\n", " use_case_type=UseCaseType.BINARY_CLASSIFICATION,\n", " X_sample=X_test,\n", " y_sample=y_test,\n", ")" ] }, { "cell_type": "markdown", "id": "e605a1d7", "metadata": {}, "source": [ "The next cell uses the `.summary_status()` method to show you that the prepare step finished, and what tasks were completed." ] }, { "cell_type": "code", "execution_count": 45, "id": "40b18cfe", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Actions Needed
StepStatusDetails
initiateDoneInitiated the model
prepare()DoneGenerated runtime.yaml
Generated score.py
Serialized model
Populated metadata(Custom, Taxonomy and Provenance)
verify()AvailableLocal tested .predict from score.py
save()AvailableConducted Introspect Test
Uploaded artifact to model catalog
deploy()Not AvailableDeployed the model
predict()Not AvailableCalled deployment predict endpoint
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" ], "text/plain": [ " Actions Needed\n", "Step Status Details \n", "initiate Done Initiated the model \n", "prepare() Done Generated runtime.yaml \n", " Generated score.py \n", " Serialized model \n", " Populated metadata(Custom, Taxonomy and Provenance) \n", "verify() Available Local tested .predict from score.py \n", "save() Available Conducted Introspect Test \n", " Uploaded artifact to model catalog \n", "deploy() Not Available Deployed the model \n", "predict() Not Available Called deployment predict endpoint " ] }, "execution_count": 45, "metadata": {}, "output_type": "execute_result" } ], "source": [ "automl_model.summary_status()" ] }, { "cell_type": "markdown", "id": "b7617c3a", "metadata": {}, "source": [ "The `.prepare()` method has created the following files. These files are fully functional. However, you can modify them to fit your specific needs." ] }, { "cell_type": "code", "execution_count": 46, "id": "75c78b5f", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['input_schema.json',\n", " 'score.py',\n", " 'model.pkl',\n", " 'runtime.yaml',\n", " 'output_schema.json']" ] }, "execution_count": 46, "metadata": {}, "output_type": "execute_result" } ], "source": [ "os.listdir(artifact_dir)" ] }, { "cell_type": "markdown", "id": "299ae4b3", "metadata": {}, "source": [ "Once the artifacts have been created, there are a number of attributes in the `AutoMLModel` object that provides metadata about the model. The `.runtime` attribute details the model deployment settings and model provenance data." ] }, { "cell_type": "code", "execution_count": 47, "id": "6129bc65", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "model_artifact_version: '3.0'\n", "model_deployment:\n", " inference_conda_env:\n", " inference_env_path: oci://service-conda-packs@id19sfcrra6z/service_pack/cpu/General_Machine_Learning_for_CPUs_on_Python_3.7/1.0/generalml_p37_cpu_v1\n", " inference_env_slug: generalml_p37_cpu_v1\n", " inference_env_type: data_science\n", " inference_python_version: '3.7'\n", "model_provenance:\n", " project_ocid: ''\n", " tenancy_ocid: ''\n", " training_code:\n", " artifact_directory: /tmp/tmpxr6jncu9\n", " training_compartment_ocid: ''\n", " training_conda_env:\n", " training_env_path: oci://service-conda-packs@id19sfcrra6z/service_pack/cpu/General_Machine_Learning_for_CPUs_on_Python_3.7/1.0/generalml_p37_cpu_v1\n", " training_env_slug: generalml_p37_cpu_v1\n", " training_env_type: data_science\n", " training_python_version: '3.7'\n", " training_region: ''\n", " training_resource_ocid: ''\n", " user_ocid: ''\n", " vm_image_internal_id: ''" ] }, "execution_count": 47, "metadata": {}, "output_type": "execute_result" } ], "source": [ "automl_model.runtime_info" ] }, { "cell_type": "markdown", "id": "0aebec7f", "metadata": {}, "source": [ "The `.schema_input` attribute provides metadata on the features that were used to train the model. You can use this information to determine what data must be provided to make model inferences. Each feature in the model has a section that defines the dtype, feature type, name, and if it is required. The metadata also includes the summary statistics associated with the feature type." ] }, { "cell_type": "code", "execution_count": 48, "id": "b9dff1d4", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "schema:\n", "- description: MDVPPPQ\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.515\n", " mean: 0.245\n", " median: -0.119\n", " sample maximum: 4.664\n", " sample minimum: -0.842\n", " skew: 2.358\n", " standard deviation: 1.254\n", " upper quartile: 0.394\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: MDVPPPQ\n", " order: 6\n", " required: true\n", "- description: ShimmerAPQ3\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.546\n", " mean: 0.672\n", " median: 0.561\n", " sample maximum: 3.935\n", " sample minimum: -0.899\n", " skew: 0.776\n", " standard deviation: 1.236\n", " upper quartile: 1.485\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: ShimmerAPQ3\n", " order: 10\n", " required: true\n", "- description: MDVPJitter\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.523\n", " mean: 0.324\n", " median: -0.211\n", " sample maximum: 5.571\n", " sample minimum: -0.862\n", " skew: 2.407\n", " standard deviation: 1.45\n", " upper quartile: 0.432\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: MDVPJitter\n", " order: 3\n", " required: true\n", "- description: RPDE\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.229\n", " mean: 0.373\n", " median: 0.699\n", " sample maximum: 1.666\n", " sample minimum: -2.334\n", " skew: -1.053\n", " standard deviation: 1.097\n", " upper quartile: 1.264\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: RPDE\n", " order: 16\n", " required: true\n", "- description: spread2\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.814\n", " mean: 0.075\n", " median: 0.197\n", " sample maximum: 2.498\n", " sample minimum: -2.647\n", " skew: -0.473\n", " standard deviation: 1.258\n", " upper quartile: 0.956\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: spread2\n", " order: 19\n", " required: true\n", "- description: MDVPJitterAbs\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.69\n", " mean: 0.337\n", " median: -0.114\n", " sample maximum: 6.22\n", " sample minimum: -1.007\n", " skew: 2.31\n", " standard deviation: 1.599\n", " upper quartile: 0.462\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: MDVPJitterAbs\n", " order: 4\n", " required: true\n", "- description: ShimmerAPQ5\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.442\n", " mean: 0.522\n", " median: 0.529\n", " sample maximum: 2.683\n", " sample minimum: -0.893\n", " skew: 0.462\n", " standard deviation: 1.005\n", " upper quartile: 1.104\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: ShimmerAPQ5\n", " order: 11\n", " required: true\n", "- description: MDVPFloHz\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.938\n", " mean: -0.264\n", " median: -0.407\n", " sample maximum: 2.472\n", " sample minimum: -1.171\n", " skew: 1.606\n", " standard deviation: 0.958\n", " upper quartile: -0.003\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: MDVPFloHz\n", " order: 2\n", " required: true\n", "- description: JitterDDP\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.559\n", " mean: 0.358\n", " median: -0.248\n", " sample maximum: 6.127\n", " sample minimum: -0.732\n", " skew: 2.567\n", " standard deviation: 1.525\n", " upper quartile: 0.467\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: JitterDDP\n", " order: 7\n", " required: true\n", "- description: MDVPFoHz\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.671\n", " mean: 0.028\n", " median: -0.279\n", " sample maximum: 1.821\n", " sample minimum: -1.156\n", " skew: 0.792\n", " standard deviation: 0.899\n", " upper quartile: 0.548\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: MDVPFoHz\n", " order: 0\n", " required: true\n", "- description: MDVPRAP\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.56\n", " mean: 0.358\n", " median: -0.249\n", " sample maximum: 6.126\n", " sample minimum: -0.732\n", " skew: 2.566\n", " standard deviation: 1.525\n", " upper quartile: 0.467\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: MDVPRAP\n", " order: 5\n", " required: true\n", "- description: PPE\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.406\n", " mean: 0.211\n", " median: 0.16\n", " sample maximum: 2.65\n", " sample minimum: -1.479\n", " skew: 0.522\n", " standard deviation: 1.057\n", " upper quartile: 0.599\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: PPE\n", " order: 21\n", " required: true\n", "- description: MDVPAPQ\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.362\n", " mean: 0.45\n", " median: 0.537\n", " sample maximum: 2.241\n", " sample minimum: -0.824\n", " skew: 0.238\n", " standard deviation: 0.886\n", " upper quartile: 1.021\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: MDVPAPQ\n", " order: 12\n", " required: true\n", "- description: MDVPShimmerdB\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.577\n", " mean: 0.52\n", " median: 0.426\n", " sample maximum: 3.332\n", " sample minimum: -0.876\n", " skew: 0.744\n", " standard deviation: 1.069\n", " upper quartile: 1.033\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: MDVPShimmerdB\n", " order: 9\n", " required: true\n", "- description: DFA\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.806\n", " mean: -0.394\n", " median: -0.302\n", " sample maximum: 0.497\n", " sample minimum: -2.042\n", " skew: -0.515\n", " standard deviation: 0.651\n", " upper quartile: 0.199\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: DFA\n", " order: 17\n", " required: true\n", "- description: D2\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.27\n", " mean: 0.466\n", " median: 0.207\n", " sample maximum: 3.377\n", " sample minimum: -0.992\n", " skew: 0.901\n", " standard deviation: 1.011\n", " upper quartile: 0.761\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: D2\n", " order: 20\n", " required: true\n", "- description: MDVPShimmer\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.566\n", " mean: 0.605\n", " median: 0.487\n", " sample maximum: 3.428\n", " sample minimum: -0.91\n", " skew: 0.616\n", " standard deviation: 1.133\n", " upper quartile: 1.283\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: MDVPShimmer\n", " order: 8\n", " required: true\n", "- description: HNR\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -1.483\n", " mean: -0.667\n", " median: -0.699\n", " sample maximum: 1.026\n", " sample minimum: -2.949\n", " skew: -0.047\n", " standard deviation: 1.143\n", " upper quartile: 0.603\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: HNR\n", " order: 15\n", " required: true\n", "- description: NHR\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.358\n", " mean: 0.627\n", " median: 0.043\n", " sample maximum: 7.193\n", " sample minimum: -0.542\n", " skew: 2.686\n", " standard deviation: 1.687\n", " upper quartile: 0.595\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: NHR\n", " order: 14\n", " required: true\n", "- description: spread1\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.387\n", " mean: 0.208\n", " median: 0.225\n", " sample maximum: 2.532\n", " sample minimum: -1.666\n", " skew: 0.168\n", " standard deviation: 1.057\n", " upper quartile: 0.947\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: spread1\n", " order: 18\n", " required: true\n", "- description: ShimmerDDA\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.546\n", " mean: 0.672\n", " median: 0.562\n", " sample maximum: 3.935\n", " sample minimum: -0.899\n", " skew: 0.777\n", " standard deviation: 1.236\n", " upper quartile: 1.485\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: ShimmerDDA\n", " order: 13\n", " required: true\n", "- description: MDVPFhiHz\n", " domain:\n", " constraints: []\n", " stats:\n", " count: 37.0\n", " lower quartile: -0.583\n", " mean: -0.006\n", " median: -0.225\n", " sample maximum: 4.268\n", " sample minimum: -0.924\n", " skew: 3.203\n", " standard deviation: 0.9\n", " upper quartile: 0.332\n", " values: Continuous\n", " dtype: float64\n", " feature_type: Continuous\n", " name: MDVPFhiHz\n", " order: 1\n", " required: true" ] }, "execution_count": 48, "metadata": {}, "output_type": "execute_result" } ], "source": [ "automl_model.schema_input" ] }, { "cell_type": "markdown", "id": "d60267a8", "metadata": {}, "source": [ "The `.metadata_custom` attribute provides custom metadata that contains information on the category of the metadata, description, key, and value." ] }, { "cell_type": "code", "execution_count": 49, "id": "9f106b23", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "data:\n", "- category: Other\n", " description: ''\n", " key: ClientLibrary\n", " value: ADS\n", "- category: Training Environment\n", " description: The conda environment type, can be published or datascience.\n", " key: EnvironmentType\n", " value: data_science\n", "- category: Training Profile\n", " description: The model serialization format.\n", " key: ModelSerializationFormat\n", " value: pkl\n", "- category: Training Environment\n", " description: The conda environment where the model was trained.\n", " key: CondaEnvironment\n", " value: oci://service-conda-packs@id19sfcrra6z/service_pack/cpu/General_Machine_Learning_for_CPUs_on_Python_3.7/1.0/generalml_p37_cpu_v1\n", "- category: Training Environment\n", " description: The list of files located in artifacts folder.\n", " key: ModelArtifacts\n", " value: score.py, model.pkl, runtime.yaml\n", "- category: Training Environment\n", " description: The slug name of the training conda environment.\n", " key: SlugName\n", " value: generalml_p37_cpu_v1\n", "- category: Training Environment\n", " description: The URI of the training conda environment.\n", " key: CondaEnvironmentPath\n", " value: oci://service-conda-packs@id19sfcrra6z/service_pack/cpu/General_Machine_Learning_for_CPUs_on_Python_3.7/1.0/generalml_p37_cpu_v1" ] }, "execution_count": 49, "metadata": {}, "output_type": "execute_result" } ], "source": [ "automl_model.metadata_custom" ] }, { "cell_type": "markdown", "id": "25fabd8a", "metadata": {}, "source": [ "The `.metadata_provenance` contains information about the code and training data that was used to create the model. This information is most useful when a Git repository is being used to manage the code for training the model. This is considered a best practice because it allows you to do things like reproduce a model, perform forensic on the model, and so on." ] }, { "cell_type": "code", "execution_count": 50, "id": "cd9962b2", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "artifact_dir: null\n", "git_branch: null\n", "git_commit: null\n", "repo: null\n", "repository_url: null\n", "training_id: null\n", "training_script_path: null" ] }, "execution_count": 50, "metadata": {}, "output_type": "execute_result" } ], "source": [ "automl_model.metadata_provenance" ] }, { "cell_type": "markdown", "id": "09683b7d", "metadata": {}, "source": [ "The `.metadata_taxonomy` is a key-value store that has information about the classification or taxonomy of the model. This can include information such as the model framework, use case type, hyperparameters, and more." ] }, { "cell_type": "code", "execution_count": 51, "id": "00e12e83", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "data:\n", "- key: Algorithm\n", " value: ensemble\n", "- key: Framework\n", " value: oracle_automl\n", "- key: UseCaseType\n", " value: binary_classification\n", "- key: FrameworkVersion\n", " value: '1.0'\n", "- key: Hyperparameters\n", " value: null\n", "- key: ArtifactTestResults\n", " value: null" ] }, "execution_count": 51, "metadata": {}, "output_type": "execute_result" } ], "source": [ "automl_model.metadata_taxonomy" ] }, { "cell_type": "markdown", "id": "5dad2dff", "metadata": {}, "source": [ "\n", "## Verify: Test the Model Locally\n", "\n", "If you modify the `score.py` file that is part of the model artifacts, then you should verify it. The verify step allows you to test those changes without having to deploy the model. This allows you to debug your code without having to save the model to the model catalog and then deploy it. The `.verify()` method takes a set of test parameters and performs the prediction by calling the `predict` function in `score.py`. It also runs the `load_model` function.\n", "\n", "The next cell simulates a call to a deployed model without having to actually deploy the model. It passes in test values and returns the predictions." ] }, { "cell_type": "code", "execution_count": 52, "id": "08067c1d", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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nameMDVPFoHzMDVPFhiHzMDVPFloHzMDVPJitterMDVPJitterAbsMDVPRAPMDVPPPQJitterDDPMDVPShimmer...ShimmerDDANHRHNRstatusRPDEDFAspread1spread2D2PPE
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26phon_R01_S06171.041208.31375.5010.004550.0000300.002500.002340.007500.01966...0.026660.0109525.90810.4186220.720916-6.1835900.2262782.5897020.147403
27phon_R01_S06146.845208.70181.7370.004960.0000300.002500.002750.007490.01919...0.026500.0132825.11910.3587730.726652-6.2716900.1961022.3142090.162999
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29phon_R01_S06162.568198.34677.6300.005020.0000300.002800.002530.008410.01791...0.023800.0117025.67810.4277850.723797-6.6357290.2098661.9579610.135242
30phon_R01_S07197.076206.896192.0550.002890.0000100.001660.001680.004980.01098...0.016890.0033926.77500.4222290.741367-7.3483000.1775511.7438670.085569
31phon_R01_S07199.228209.512192.0910.002410.0000100.001340.001380.004020.01015...0.015130.0016730.94000.4324390.742055-7.6825870.1733192.1031060.068501
32phon_R01_S07198.383215.203193.1040.002120.0000100.001130.001350.003390.01263...0.019190.0011930.77500.4659460.738703-7.0679310.1751811.5122750.096320
33phon_R01_S07202.266211.604197.0790.001800.0000090.000930.001070.002780.00954...0.014070.0007232.68400.3685350.742133-7.6957340.1785401.5446090.056141
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10 rows × 24 columns

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" ], "text/plain": [ " name MDVPFoHz MDVPFhiHz MDVPFloHz MDVPJitter MDVPJitterAbs \\\n", "25 phon_R01_S06 104.400 206.002 77.968 0.00633 0.000060 \n", "26 phon_R01_S06 171.041 208.313 75.501 0.00455 0.000030 \n", "27 phon_R01_S06 146.845 208.701 81.737 0.00496 0.000030 \n", "28 phon_R01_S06 155.358 227.383 80.055 0.00310 0.000020 \n", "29 phon_R01_S06 162.568 198.346 77.630 0.00502 0.000030 \n", "30 phon_R01_S07 197.076 206.896 192.055 0.00289 0.000010 \n", "31 phon_R01_S07 199.228 209.512 192.091 0.00241 0.000010 \n", "32 phon_R01_S07 198.383 215.203 193.104 0.00212 0.000010 \n", "33 phon_R01_S07 202.266 211.604 197.079 0.00180 0.000009 \n", "34 phon_R01_S07 203.184 211.526 196.160 0.00178 0.000009 \n", "\n", " MDVPRAP MDVPPPQ JitterDDP MDVPShimmer ... ShimmerDDA NHR \\\n", "25 0.00316 0.00375 0.00948 0.03767 ... 0.05197 0.02887 \n", "26 0.00250 0.00234 0.00750 0.01966 ... 0.02666 0.01095 \n", "27 0.00250 0.00275 0.00749 0.01919 ... 0.02650 0.01328 \n", "28 0.00159 0.00176 0.00476 0.01718 ... 0.02307 0.00677 \n", "29 0.00280 0.00253 0.00841 0.01791 ... 0.02380 0.01170 \n", "30 0.00166 0.00168 0.00498 0.01098 ... 0.01689 0.00339 \n", "31 0.00134 0.00138 0.00402 0.01015 ... 0.01513 0.00167 \n", "32 0.00113 0.00135 0.00339 0.01263 ... 0.01919 0.00119 \n", "33 0.00093 0.00107 0.00278 0.00954 ... 0.01407 0.00072 \n", "34 0.00094 0.00106 0.00283 0.00958 ... 0.01403 0.00065 \n", "\n", " HNR status RPDE DFA spread1 spread2 D2 PPE \n", "25 22.066 1 0.522746 0.737948 -5.571843 0.236853 2.846369 0.219514 \n", "26 25.908 1 0.418622 0.720916 -6.183590 0.226278 2.589702 0.147403 \n", "27 25.119 1 0.358773 0.726652 -6.271690 0.196102 2.314209 0.162999 \n", "28 25.970 1 0.470478 0.676258 -7.120925 0.279789 2.241742 0.108514 \n", "29 25.678 1 0.427785 0.723797 -6.635729 0.209866 1.957961 0.135242 \n", "30 26.775 0 0.422229 0.741367 -7.348300 0.177551 1.743867 0.085569 \n", "31 30.940 0 0.432439 0.742055 -7.682587 0.173319 2.103106 0.068501 \n", "32 30.775 0 0.465946 0.738703 -7.067931 0.175181 1.512275 0.096320 \n", "33 32.684 0 0.368535 0.742133 -7.695734 0.178540 1.544609 0.056141 \n", "34 33.047 0 0.340068 0.741899 -7.964984 0.163519 1.423287 0.044539 \n", "\n", "[10 rows x 24 columns]" ] }, "execution_count": 52, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df[25:35]" ] }, { "cell_type": "code", "execution_count": 53, "id": "2cf9a2b9", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO:xengine:All work stopped\n", "INFO:xengine:All work stopped\n", "Start loading model.pkl from model directory /tmp/tmpxr6jncu9 ...\n", "Model is successfully loaded.\n" ] }, { "data": { "text/plain": [ "{'prediction': [1, 1, 1, 1, 1, 0, 0, 0, 0, 0]}" ] }, "execution_count": 53, "metadata": {}, "output_type": "execute_result" } ], "source": [ "feature_columns = [f['name'] for f in sorted(automl_model.schema_input.to_dict().get('schema'), key=lambda x: x['order'])]\n", "automl_model.verify(df[25:35][feature_columns])" ] }, { "cell_type": "markdown", "id": "73c61f5d", "metadata": {}, "source": [ "The `.summary_status()` method is updated to show that the verify step has been completed." ] }, { "cell_type": "code", "execution_count": 54, "id": "16c198df", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Actions Needed
StepStatusDetails
initiateDoneInitiated the model
prepare()DoneGenerated runtime.yaml
Generated score.py
Serialized model
Populated metadata(Custom, Taxonomy and Provenance)
verify()DoneLocal tested .predict from score.py
save()AvailableConducted Introspect Test
Uploaded artifact to model catalog
deploy()Not AvailableDeployed the model
predict()Not AvailableCalled deployment predict endpoint
\n", "
" ], "text/plain": [ " Actions Needed\n", "Step Status Details \n", "initiate Done Initiated the model \n", "prepare() Done Generated runtime.yaml \n", " Generated score.py \n", " Serialized model \n", " Populated metadata(Custom, Taxonomy and Provenance) \n", "verify() Done Local tested .predict from score.py \n", "save() Available Conducted Introspect Test \n", " Uploaded artifact to model catalog \n", "deploy() Not Available Deployed the model \n", "predict() Not Available Called deployment predict endpoint " ] }, "execution_count": 54, "metadata": {}, "output_type": "execute_result" } ], "source": [ "automl_model.summary_status()" ] }, { "cell_type": "markdown", "id": "8fa6d57e", "metadata": {}, "source": [ "\n", "## Save the Model in the Model Catalog\n", "\n", "Once you are satisfied with the performance of the model and have verified that the `score.py` file is working, you can save the model to the model catalog. You do this with the `.save()` method on a `AutoMLModel` object. This bundles up the model artifact that you have created, and push it to the model catalog. It returns the model OCID. It's important to keep track of this id, as it is used to delete the model later." ] }, { "cell_type": "code", "execution_count": 176, "id": "ea166951", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO:xengine:All work stopped\n", "INFO:xengine:All work stopped\n", "Start loading model.pkl from model directory /tmp/tmporx7m9r7 ...\n", "Model is successfully loaded.\n", "['input_schema.json', 'score.py', 'model.pkl', 'runtime.yaml', 'output_schema.json']\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "", "version_major": 2, "version_minor": 0 }, "text/plain": [ "loop1: 0%| | 0/5 [00:00\n", "## Deploy\n", "\n", "With the model in the model catalog, you can use the `.deploy()` method to deploy the model. This method allows you to specify the attributes of the deployment such as the display name, description, instance type and count, the maximum bandwidth, and logging groups. The next cell deploys the model with the default settings, except for the custom display name. The `.deploy()` method returns a `ModelDeployment` object." ] }, { "cell_type": "code", "execution_count": 178, "id": "446eb623", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "", "version_major": 2, "version_minor": 0 }, "text/plain": [ "loop1: 0%| | 0/6 [00:00\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Actions Needed
StepStatusDetails
initiateDoneInitiated the model
prepare()DoneGenerated runtime.yaml
Generated score.py
Serialized model
Populated metadata(Custom, Taxonomy and Provenance)
verify()DoneLocal tested .predict from score.py
save()DoneConducted Introspect Test
Uploaded artifact to model catalog
deploy()ACTIVEDeployed the model
predict()AvailableCalled deployment predict endpoint
\n", "" ], "text/plain": [ " Actions Needed\n", "Step Status Details \n", "initiate Done Initiated the model \n", "prepare() Done Generated runtime.yaml \n", " Generated score.py \n", " Serialized model \n", " Populated metadata(Custom, Taxonomy and Provenance) \n", "verify() Done Local tested .predict from score.py \n", "save() Done Conducted Introspect Test \n", " Uploaded artifact to model catalog \n", "deploy() ACTIVE Deployed the model \n", "predict() Available Called deployment predict endpoint " ] }, "execution_count": 255, "metadata": {}, "output_type": "execute_result" } ], "source": [ "automl_model.summary_status()" ] }, { "cell_type": "markdown", "id": "60b8b229", "metadata": {}, "source": [ "\n", "## Predict\n", "\n", "Earlier you used the `model.predict()` method where `model` was an `ADSModel` object. This did inference using the local model. Now that the `XGBoostModel` model has been deploy, the `.predict()` method is available to do inference on the deployed model. It effectively calls the deployed model endpoint.\n" ] }, { "cell_type": "code", "execution_count": 280, "id": "35e65ba5", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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nameMDVPFoHzMDVPFhiHzMDVPFloHzMDVPJitterMDVPJitterAbsMDVPRAPMDVPPPQJitterDDPMDVPShimmer...ShimmerDDANHRHNRstatusRPDEDFAspread1spread2D2PPE
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..................................................................
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195 rows × 24 columns

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" ], "text/plain": [ " name MDVPFoHz MDVPFhiHz MDVPFloHz MDVPJitter MDVPJitterAbs \\\n", "0 phon_R01_S01 119.992 157.302 74.997 0.00784 0.00007 \n", "1 phon_R01_S01 122.400 148.650 113.819 0.00968 0.00008 \n", "2 phon_R01_S01 116.682 131.111 111.555 0.01050 0.00009 \n", "3 phon_R01_S01 116.676 137.871 111.366 0.00997 0.00009 \n", "4 phon_R01_S01 116.014 141.781 110.655 0.01284 0.00011 \n", ".. ... ... ... ... ... ... \n", "190 phon_R01_S50 174.188 230.978 94.261 0.00459 0.00003 \n", "191 phon_R01_S50 209.516 253.017 89.488 0.00564 0.00003 \n", "192 phon_R01_S50 174.688 240.005 74.287 0.01360 0.00008 \n", "193 phon_R01_S50 198.764 396.961 74.904 0.00740 0.00004 \n", "194 phon_R01_S50 214.289 260.277 77.973 0.00567 0.00003 \n", "\n", " MDVPRAP MDVPPPQ JitterDDP MDVPShimmer ... ShimmerDDA NHR \\\n", "0 0.00370 0.00554 0.01109 0.04374 ... 0.06545 0.02211 \n", "1 0.00465 0.00696 0.01394 0.06134 ... 0.09403 0.01929 \n", "2 0.00544 0.00781 0.01633 0.05233 ... 0.08270 0.01309 \n", "3 0.00502 0.00698 0.01505 0.05492 ... 0.08771 0.01353 \n", "4 0.00655 0.00908 0.01966 0.06425 ... 0.10470 0.01767 \n", ".. ... ... ... ... ... ... ... \n", "190 0.00263 0.00259 0.00790 0.04087 ... 0.07008 0.02764 \n", "191 0.00331 0.00292 0.00994 0.02751 ... 0.04812 0.01810 \n", "192 0.00624 0.00564 0.01873 0.02308 ... 0.03804 0.10715 \n", "193 0.00370 0.00390 0.01109 0.02296 ... 0.03794 0.07223 \n", "194 0.00295 0.00317 0.00885 0.01884 ... 0.03078 0.04398 \n", "\n", " HNR status RPDE DFA spread1 spread2 D2 \\\n", "0 21.033 1 0.414783 0.815285 -4.813031 0.266482 2.301442 \n", "1 19.085 1 0.458359 0.819521 -4.075192 0.335590 2.486855 \n", "2 20.651 1 0.429895 0.825288 -4.443179 0.311173 2.342259 \n", "3 20.644 1 0.434969 0.819235 -4.117501 0.334147 2.405554 \n", "4 19.649 1 0.417356 0.823484 -3.747787 0.234513 2.332180 \n", ".. ... ... ... ... ... ... ... \n", "190 19.517 0 0.448439 0.657899 -6.538586 0.121952 2.657476 \n", "191 19.147 0 0.431674 0.683244 -6.195325 0.129303 2.784312 \n", "192 17.883 0 0.407567 0.655683 -6.787197 0.158453 2.679772 \n", "193 19.020 0 0.451221 0.643956 -6.744577 0.207454 2.138608 \n", "194 21.209 0 0.462803 0.664357 -5.724056 0.190667 2.555477 \n", "\n", " PPE \n", "0 0.284654 \n", "1 0.368674 \n", "2 0.332634 \n", "3 0.368975 \n", "4 0.410335 \n", ".. ... \n", "190 0.133050 \n", "191 0.168895 \n", "192 0.131728 \n", "193 0.123306 \n", "194 0.148569 \n", "\n", "[195 rows x 24 columns]" ] }, "execution_count": 280, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df" ] }, { "cell_type": "code", "execution_count": 55, "id": "517b26b1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ERROR:ads.common:ADS Exception\n", "Traceback (most recent call last):\n", " File \"/home/datascience/conda/generalml_p37_cpu_v1/lib/python3.7/site-packages/IPython/core/interactiveshell.py\", line 3457, in run_code\n", " exec(code_obj, self.user_global_ns, self.user_ns)\n", " File \"\", line 1, in \n", " automl_model.predict(df[25:35][feature_columns])\n", " File \"/home/datascience/conda/generalml_p37_cpu_v1/lib/python3.7/site-packages/ads/model/generic_model.py\", line 1194, in predict\n", " raise ValueError(\"Use `deploy()` method to start model deployment.\")\n", "ValueError: Use `deploy()` method to start model deployment.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "ValueError: Use `deploy()` method to start model deployment." ] } ], "source": [ "automl_model.predict(df[25:35][feature_columns])" ] }, { "cell_type": "markdown", "id": "44f8ec5d", "metadata": {}, "source": [ "\n", "## Invoking the REST Endpoint\n", "\n", "To invoke the RESRT endpoint, JSON data needs to be passed to the HTTP call. The test data is created from raw data by selecting the appropriate columns and exporting to JSON with pandas `to_json` method.\n", "\n", "Then a HTTP POST request is sent to the endpoint, and results are received as JSON." ] }, { "cell_type": "code", "execution_count": 185, "id": "6f0a1b26", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'prediction': [1, 1]}" ] }, "execution_count": 185, "metadata": {}, "output_type": "execute_result" } ], "source": [ "input_data = df[25:35][feature_columns].to_json(orient='records')\n", "endpoint = f\"{deployment.url}/predict\"\n", "auth = oci.auth.signers.get_resource_principals_signer()\n", "\n", "requests.post(endpoint, json={'data': input_data, 'data_type':\"pandas.core.frame.DataFrame\"}, auth=auth).json()" ] }, { "cell_type": "markdown", "id": "78c2ca2e", "metadata": {}, "source": [ "\n", "# Clean Up\n", "\n", "This notebook created a model deployment and a model. This section cleans up those resources. \n", "\n", "The model deployment must be deleted before the model can be deleted. You use the `.delete_deployment()` method on the `SklearnModel` object to do this." ] }, { "cell_type": "code", "execution_count": 55, "id": "7a1421d0", "metadata": {}, "outputs": [], "source": [ "delete = automl_model.delete_deployment(wait_for_completion=True)" ] }, { "cell_type": "markdown", "id": "4fab2791", "metadata": {}, "source": [ "After the model deployment has been deleted, the `.summary_status()` method shows that the model has been deleted and that the `predict()` method is not available." ] }, { "cell_type": "code", "execution_count": 56, "id": "dd8f6662", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Actions Needed
StepStatusDetails
initiateDoneInitiated the model
prepare()DoneGenerated runtime.yaml
Generated score.py
Serialized model
Populated metadata(Custom, Taxonomy and Provenance)
verify()DoneLocal tested .predict from score.py
save()DoneConducted Introspect Test
Uploaded artifact to model catalog
deploy()DELETEDDeployed the model
predict()Not AvailableCalled deployment predict endpoint
\n", "
" ], "text/plain": [ " Actions Needed\n", "Step Status Details \n", "initiate Done Initiated the model \n", "prepare() Done Generated runtime.yaml \n", " Generated score.py \n", " Serialized model \n", " Populated metadata(Custom, Taxonomy and Provenance) \n", "verify() Done Local tested .predict from score.py \n", "save() Done Conducted Introspect Test \n", " Uploaded artifact to model catalog \n", "deploy() DELETED Deployed the model \n", "predict() Not Available Called deployment predict endpoint " ] }, "execution_count": 56, "metadata": {}, "output_type": "execute_result" } ], "source": [ "automl_model.summary_status()" ] }, { "cell_type": "markdown", "id": "e74dd3e7", "metadata": {}, "source": [ "Use the `.delete_model()` method in a `ModelCatalog` object to delete the model." ] }, { "cell_type": "code", "execution_count": 57, "id": "6e892335", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 57, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ModelCatalog(compartment_id=os.environ['NB_SESSION_COMPARTMENT_OCID']).delete_model(model_id)" ] }, { "cell_type": "markdown", "id": "0e26341d", "metadata": {}, "source": [ "The next cell removes the model artifacts that were stored on your local drive." ] }, { "cell_type": "code", "execution_count": 58, "id": "cd26a406", "metadata": {}, "outputs": [], "source": [ "rmtree(artifact_dir)" ] }, { "cell_type": "markdown", "id": "bc8e553c", "metadata": {}, "source": [ "\n", "# References\n", "- [ADS Library Documentation](https://docs.cloud.oracle.com/en-us/iaas/tools/ads-sdk/latest/index.html)\n", "- [Data Science YouTube Videos](https://www.youtube.com/playlist?list=PLKCk3OyNwIzv6CWMhvqSB_8MLJIZdO80L)\n", "- [OCI Data Science Documentation](https://docs.cloud.oracle.com/en-us/iaas/data-science/using/data-science.htm)\n", "- [Oracle Data & AI Blog](https://blogs.oracle.com/datascience/)\n", "- [Understanding Conda Environments](https://docs.cloud.oracle.com/en-us/iaas/data-science/using/use-notebook-sessions.htm#conda_understand_environments)\n", "- [Use Resource Manager to Configure Your Tenancy for Data Science](https://docs.cloud.oracle.com/en-us/iaas/data-science/using/orm-configure-tenancy.htm)\n", "- [`runtime.yaml`](https://docs.content.oci.oracleiaas.com/en-us/iaas/data-science/using/model_runtime_yaml.htm#model_runtime_yaml)\n", "- [`score.py`](https://docs.content.oci.oracleiaas.com/en-us/iaas/data-science/using/model_score_py.htm#model_score_py)\n", "- [Model artifact](https://docs.content.oci.oracleiaas.com/en-us/iaas/data-science/using/models_saving_catalog.htm#create-models)\n", "- [ONNX API Summary](http://onnx.ai/sklearn-onnx/api_summary.html)" ] } ], "metadata": { "kernelspec": { "display_name": "Python [conda env:generalml_p37_cpu_v1]", "language": "python", "name": "conda-env-generalml_p37_cpu_v1-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.12" } }, "nbformat": 4, "nbformat_minor": 5 }