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mf_newspaces • Show schema
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{'Nk2': 784, 'analytic_conductor': 1.5650678796170956, 'char_conductor': 28, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 6, 'char_parity': 1, 'char_values': [196, 6, [99, 101], [3, 5]], 'conrey_index': 19, 'cusp_dim': 40, 'dim': 32, 'eis_dim': 32, 'eis_new_dim': 16, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 343630938308, 'hecke_orbit_dims': [4, 4, 8, 16], 'label': '196.2.f', 'level': 196, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 72, 'mf_new_dim': 48, 'num_forms': 4, 'prim_orbit_index': 6, 'relative_dim': 16, 'sturm_bound': 56, 'trace_bound': 2, 'trace_display': [3, 0, 6, 0], 'traces': [32, 3, 0, -1, 6, 0, 0, -6, -6, -6, 0, -12, 0, 0, 0, -13, 6, 17, 0, 0, 0, 0, 0, 12, -2, 12, 0, 0, -56, 34, 0, -17, -6, 0, 0, -22, 14, -18, 0, -12, 0, 0, 0, -34, 0, -8, 0, 0, 0, -26, 0, 0, -10, 18, 0, 0, 28, 14, 0, -20, 18, 0, 0, -22, -20, 6, 0, 0, 0, 0, 0, 19, -30, 24, 0, 0, 0, 40, 0, 24, 20, -12, 0, 0, -52, -54, 0, 54, -54, 0, 0, 92, 38, 30, 0, 24, 0, 0, 0, 27, 30, -26, 0, 0, 0, 96, 0, -36, 18, -6, 0, 0, 72, -6, 0, -54, 0, 0, 0, 72, -38, -18, 0, 12, 0, 0, 0, -25, -12, -44, 0, 0, 0, -24, 0, -12, 10, 6, 0, 0, -132, 14, 0, 71, 24, 0, 0, -4, 18, 12, 0, 36, 0, 0, 0, 32, -6, 56, 0, 0, 0, -46, 0, 0, -70, -48, 0, 0, 96, -70, 0, 18, 42, 0, 0, -100, 18, 54, 0, 0, 0, 0, 0, 114, -18, -106, 0, 0, 0, -180, 0, -48, -38, -60, 0, 0, 8, -50, 0, -45, -18, 0, 0, -200, -36, -30, 0, -48, 0, 0, 0, 42, 84, 48, 0, 0, 0, -200, 0, 12, 76, -18, 0, 0, 172, 58, 0, 96, 54, 0, 0, -84, -38, 0, 0, 36, 0, 0, 0, -88, 18, -1, 0, 0, 0, 120, 0, -12, 80, 42, 0, 0, -76, 6, 0, -69, -18, 0, 0, 192, 52, 18, 0, 12, 0, 0, 0, -10, -78, -14, 0, 0, 0, 208, 0, 0, -106, 24, 0, 0, -40, -94, 0, 70, -54, 0, 0, 298, -50, -24, 0, 0, 0, 0, 0, 46, -18, 12, 0, 0, 0, 264, 0, 0, -110, 0, 0, 0, 68, 70, 0, -128, -6, 0, 0, 60, 70, -6, 0, 0, 0, 0, 0, -121, -24, 12, 0, 0, 0, 108, 0, 96, 132, 60, 0, 0, 8, 167, 0, 72, 6, 0, 0, 76, 38, -42, 0, -48, 0, 0, 0, -70, 102, 154, 0, 0, 0, -208, 0, 0, 138, 24, 0, 0, -44, -58, 0, -114, 0, 0, 0, -352, -82, -6, 0, -60, 0, 0, 0, 76, -36, -164, 0, 0, 0, -240, 0, 0, -38, 36, 0, 0, -316, -50, 0, -38, -66, 0, 0, -302, 58, 18, 0, 0, 0, 0, 0, -132, -90, 164, 0, 0, 0, -228, 0, 48, -152, 18, 0, 0, 24, 178, 0, 102, -12, 0, 0, 36, -108, -12, 0, 0, 0, 0, 0, -118, 18, -134, 0, 0, 0, 152, 0, 36, 10, -24, 0, 0, -88, 93, 0, -170, 42, 0, 0, -40, 46, -54, 0, 12, 0, 0, 0, 114, 18, 56, 0, 0, 0, 220, 0, -36, 100, 54, 0, 0, -72, -134, 0, 144, 36, 0, 0, 398, 156, 0, 0, -36, 0, 0, 0, 120, 24, 76, 0, 0, 0, 176, 0, 0, -100, 12, 0, 0, -132, -38, 0, -170, -42, 0, 0, 210, 26, 18, 0, 0, 0, 0, 0, -184, -6, -82, 0, 0, 0, 352, 0, -24, -86, -6, 0, 0, 304, 158, 0, 134, 114, 0, 0, 24, -86, -54, 0, 24, 0, 0, 0, -34, 0, 138, 0, 0, 0, -272, 0, -48, 98, 0, 0, 0, 212, -190, 0, -16, -96, 0, 0, -140, -58, 54, 0, -24, 0, 0, 0, 295, 114, -223, 0, 0, 0, -280, 0, 60, 64, -72, 0, 0, 356, -118, 0, 34, 54, 0, 0, -532, -306, -12, 0, -24, 0, 0, 0, -102, -60, 214, 0, 0, 0, -404, 0, 0, 146, -72, 0, 0, 24, 254, 0, 108, -18, 0, 0, -144, 152, 6, 0, 0, 0, 0, 0, -206, -60, -160, 0, 0, 0, -248, 0, -48, -74, -78, 0, 0, 488, 6, 0, -133, 18, 0, 0, 68, 70, 54, 0, 48, 0, 0, 0, 192, 138, 124, 0, 0, 0, 436, 0, -120, -184, -18, 0, 0, -152, -214, 0, 211, 150, 0, 0, 344, 46, -6, 0, 0, 0, 0, 0, 210, 12, -106, 0, 0, 0, 280, 0, 48, -20, 36, 0, 0, 144, -12, 0, -174, 90, 0, 0, 544, 198, 84, 0, 108, 0, 0, 0, -106, -120, -196, 0, 0, 0, 254, 0, 0, -4, -60, 0, 0, -552, 94, 0, 244, -150, 0, 0, -92, -130, 0, 0, 0, 0, 0, 0, 68, -6, 136, 0, 0, 0, -268, 0, 0, 92, 48, 0, 0, -232, -274, 0, -116, -66, 0, 0, -404, -224, -18, 0, 0, 0, 0, 0, 294, -90, -210, 0, 0, 0, -424, 0, -72, -28, -6, 0, 0, -572, -226, 0, -86, -138, 0, 0, -420, 220, 66, 0, 156, 0, 0, 0, -13, 0, 208, 0, 0, 0, -216, 0, -60, -162, -54, 0, 0, -300, 154, 0, 152, -36, 0, 0, -144, -78, 6, 0, 60, 0, 0, 0, -274, 30, -200, 0, 0, 0, 80, 0, 0, 174, 72, 0, 0, -320, 54, 0, -190, 6, 0, 0, 524, 118, 12, 0, 0, 0, 0, 0, 142, 90, 52, 0, 0, 0, 344, 0, 72, 130, -36, 0, 0, 20, -248, 0, 302, 0, 0, 0, 568, 194, 78, 0, 0, 0, 0, 0, 120, 54, 16, 0, 0, 0, 588, 0, 48, 154, -6, 0, 0, 424, 194, 0, -249, 6, 0, 0, 196, -320, -42, 0, -132, 0, 0, 0, -248, 48, -156, 0, 0, 0, 148, 0, -12, 8, -60, 0, 0, 0, 278, 0, 234, -30, 0, 0, -60, 98, -30, 0, 0, 0, 0, 0, -44, -198, 386, 0, 0, 0, -144, 0, 0, -324, 36, 0, 0, 504, -122, 0, -114, -24, 0, 0, -400, 106, -36, 0, 0, 0, 0, 0, 97, -54, -204, 0, 0, 0, -304, 0, 72, -134, 126, 0, 0, 344, -178, 0, -96, 96, 0, 0, -128, -212, 0, 0, -24, 0, 0, 0, -112, -78, 124, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 151524
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 19, 'conrey_indexes': [19, 31], 'label': '196.2.f', 'level': 196, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3, 19], 'sub_dim': 4, 'sub_label': '28.2.f', 'sub_level': 28, 'sub_mult': 2, 'weight': 2}
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id: 151523
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 19, 'conrey_indexes': [19, 31], 'label': '196.2.f', 'level': 196, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19, 31], 'sub_dim': 32, 'sub_label': '196.2.f', 'sub_level': 196, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 6, 'label': '196.2.f', 'level': 196, 'portrait': 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6OnDcfmNClDplopp9qKwWBEGicIIQlqdc7b4LNz/YhaCMYI5lYMF2wy1MOUubbPsXlFoMD3YTSQXLQtoTeKCTyJrzTH5gNOt33qgeGiLQMWljy0gXoo2b4h5vzNHRr1EUJAFEva/QZnl0Nmm5I0CTl21ufIacHRMwln2hF+fcRVF/T4kVs1o+EMh0+1OH5WcWY+5fRizIkFw4EFw9WXLPALb1ti8/QUR07PcHaxzvySz/yKYLGdstSOWe6kzLc1811l1m3frl978+4H/vX37/4PYfPCg5AcFeLvf8HX33uA//cPfJo0jrdPrFv/3mNHT79pa+PP+Z6bF+j1NjC/PMHiSp3FdshC22OpDUvu5CyspJxtw+F5wcb1y/z8P1ni+ovrHD8zy7EzTc4sepxeMJxdTDgxn3JiOWXDuh7ffkOfC7commGIL2ssrITMLynmV2AwgjgxeMrQqKVMTyQkBo6dhbofUQs9PJnSqkNnENKsjxBAI9QstUOWu5JmXbDUESx2UxqhwQDNmmJlKJiuj/Ckol6PCDzJ0dM+ifaYbQmaoUApSBJBfyiYX7EX00InxveH1BoJF2wb8ZrrYzZNNTk9P8XxswGnF+DMYsLcUsKxeTi8ZLju8gX+89uX2DQ9xdHTM/YuseSzsCJYamuWOzHLnYSlrmG+KzjRUfQ7K/zrtw95149+Gwnn/2W3s/LTnucd37DzLc81RL7p4++tBj9zdp6JicbUoSOn/sVv/v7nrnv0y4+96ZGn59i62ePiCwQ3XNQhihVpKkm1JNVgtIfRCmMAA0KkSGE4vDDNL/6J5OfePs81O2OmmjNMNCZo1kImGz7TLcmmZcmx+Sk+fkcDFYy4dMeQ8zandHsDzlufcOuLU0axh0DzlUdDlnohjXTEyQVFu1tj47aQxT6cnYeLz5McPGPYvdVnqhFxclmxaSoh1ZKFbp2FrmbTTMxSWzHRUFywpc/hUyGX7Eg4OW9Y6dS5aFvKeZsiji2kTLRGtLsxdz5WAyRRrHnRlQOuP8+w2PO5cEvExedJAlFnMFzHo8+GzC1J5pdSFlYSTi1qDs8LusmQ51+6ws++tceGiRmOnJxibrnGworPYluw3NGsdGPavZSVvmG5L5gfSFa6MS+9fIXvfckivblPs9S/6E2p3Gk27XzDw8Ph4P1p3F9pTqx7riGz5uPvJYN//ot3Ua+F4cLSym8++MjeH3xkz1F1+FSHlTRkrq+59vyz/Lcfn+OqCxqcWZxmqd1kqV1jqeOz1PZY7sJyO7Us1ElY6MCxJUFzcsDzLl7hzS8ecdGWOr3+JCfnG8wv+yy2Jcsdw8KKZm5F0xumdCPNcJSwYWrEJTs0xggCz7D/ZEiS1tm5UXLR9pTpqSFzyxFPH25y9S6Ymljmniem2TAVMdUULHZ9LtoWEUUJDx2cJIpTdm/WLPcFM60h6yY97nkyZqrR4MpdKU8fjZlb8plthVy0zbBjc4Qm4sBJhe8bMIZLz49ZNyHoD0L6w4DewOPsksfCimC5k7LcSVlopxxfFLTjhF3ndXjTTctcd5Fiqj7JybkJFlayO59l7pVuzEo3ZaVrWOzBmZ7kzErK9bvP8Cs/vsDu7U0WVyZZ6XiMkg0Q7kqn11/6h2Ft6ieTZDS6/KqbnmvorHr8vQL4wvwcnuf5n7v9c/7E5OxvfvXuB35g74ET3jCW9EeSlYHgbF8y10143q4z/MqPLXLNBQ3OLE2z1G6w3AlZ6gQsdzyWu4J2J2W5m7DSTVjuGE6uCM72NJMTfa6/uMP3vjzh4q01+sMm88t1ljoBnZ6k0xf0BoUkiRKB1uB7hnoNNs9qtq4fghrxzPGEpw4G1FSdl18b4wdtHnmmxeb1ikf2pWxbr+iPUibqKfPLmqt2C+aXNc2az2Ao2LYp4eFnamxdDw8fGBGIOi+9GoJanycPpzx7pI4kYMusYssM1Gvge4JUC+IE4gQGQ+gNNd2+ptPXLPVgrm3oxCkXnd/le75thet3a6brDZbaE5xeaLDYDlhqK5a7sNJJWekmlrl7hiUH7rNtzfUXn+W//tgcl++oM78yyUq3SacX0u56tHsCv7412Xnh8//42Im5n7zlVbfGSZLE69dveK6hlD/+3gC83V5mYmLKO3b00C/ccccdP7h338H1i8v9cDjS9IeG7tDQGUB7IJgbSM50Y647f45f/clFrtkVMpeDvMZKN2Cl67HSFax0De1eSrubsNJLWe7B2TYsjQxCDfnOm9pctj3h+t2GqWaNdq9GkvgkqSJOJKkWgEEbQ+gnTLT6PHZQMhzF3PFwCxHX2LU14Kare0R6mS/dP8NVuwLmux1OnG7yvEtinj3qERvD4VOGn3j9kEMnNbFu8exxzfN3C47O9VlcnuKqi2K+/PCAeNTkRVf47NoeYUSHLz4iGA0FTxwIadV9Gp6wMgzQGqLUEKeGkYZ2XzM1OeTaSwZccd6Q178oRdGg22syt9xgqWOPzXJH0u4aVnoJnZ4Fd7tnWOxLzvYk852EF1x8lv/2z+e5ZHuNhZVp2t067V5Itx/Q6Xt0B5JeXxCl4Wj9pvPnX/7ym/9w165dP7+yvJJMz0w/15AC/p4A/Iu3/TYnjjxeu/FlP/DvDx06/HOPPfaE6PRShiNNf5TSH6YW5ANDdwDtoQX52V7C9RfN8Ss/Ns9VFwSstKdYXGmy0q3R7gWs9DzaXUW7J+j0NZ1eQref0h1o2n3DUl+wPDD0ooRLLhgyWU/QScLrbxpw9a6UUazwpGEUGz719Qb7TjbZPK05eirAo87urYqrLjLUGj0eeKbP2fkW115UZ2ZmhTsfDXjezoCFXpdBv8n0OsOjeyVvv2XIw3sNG2ZCeqMuyytTXHFRn7sehY0TE1x7SY8zKyvct2eaht/k6gvhovOGKK/HwTOajTMRR0/FfPqekEGskBKi2HDNRSO+48Uj4thjqg5XnC/oDRp0enVWuiErPZ92T9HpSdo96PRTur2UTj+l09e0B7DUE5zuSZb7I268aI7/8mPLXLmzxmJ7gna3Qacf0un7dPsevb6iO5T0BoLeQDMcGS6/4ipz/s4LfuGCnTv+YtcFOw4Cw+e6iOs5B/g9X/51GvWgsbDY+5nFpc4vLCz2GAwl/ZGgPzQMhmkF5L2hoTeE9hAWBorTHc11Fy7yvd+2wBtvSpmoNZlfnmC5Y9mm3fPp9BWdvqTbh97A2N810HY7MvRH9s7QjwxRqgkCg+fCb19BKA1GS0LfY92EYtsGyflbDDs2D0hFh9vuUzx7cIJXXhvwomuX+cBnUqaCGV79wj53PxEzWZtky+YeX324znfelHLHYyk714U0J7rc81jIt7/Ap9U6ywc+NcNLLq/zius7PHFsyBfu9TFJgx0bA3ZuFmzbqFk3FREGMdqk+F6KUrZsJPCgFgji2KM/tAzbH3r0horeQNIbYI/dQNPrp/QG9kLvDGBlIJjvCc62DRMTHd780nm+9+UjLj+/zsJyi06vTqcf0h34dAce/YGkO5D0h/Yc9Yea/iBhMEwJay39+te9Or7k4guv7/Z6e5539aX/5wL88Xv+G2Hg17rdwb9fXFz+2aWVgRxGAX0H8IE7gINR6oCuGQw1/aGmO4TuSLA0lMx1IEoHvP3Ws3zXC/tcd5FHmrZYajdZ7tbo9u2J6Q0UvaE9MYMhDEeGYawZRYY40SSJIdWQasCAVALfE9R8aDUkky3B5lnNto0Dpibb3PWE4Y4HAgI5yXUXBVxzSYeHD/XYs3eKV1zrEzaW+OzXa7zmhpDpqQVuu3ual18n+MR9EZvqDb79RR1uu9fQUFO8/PlDHj7YZc++Sa7bVePaS4YE4SJfeEhx92MNZhoh22c9Ns0KJpuSVgNqAfi+QdkcF2kqSDTEiSCOBaPYMBzBIDIMh5rBKLVgHGl6Q+gOYa4nme9CLIbcdMkSr3tRh7e/KmUUTbCw0qTTr9HrB+74efQGkv5Q0hsK+qPs9yYMRprBSNPtJXhhU8+s2/CLExOTvzwajYa/9avveM4w9pzahFMTkZfEvZ81yeLPKEayWQ+RMitkk+7qEwihEEIgZYoSoCRIZfA8g680dU8w32/w4S9u54sPtHnNdct8500rXHVBj9mpBovtBt1BSH/g0x95DEaK4UgxigSjWBInkKSKNAVt7FUvJfgehL6hWddMT8Rs29AnMT32nYz5xL0BTx+cYKZe57qLPV76vA5ff6rNl74xyQ0Xh2yYHfC5Bw06rTMzEbHYGdmLBtg01WN5IUSJGi+8eokv3FPj+Jk6r72hT5Iu8pVH1xGnNZ5/6UZed2ObnVva3LPH4/HjdczhkG2zkpmmoFEThIHAU8KB3KCN1eVJai/aKDaM3EU8jKAfQWcoWB4JlrsgvSHXXLLCm1/a5pZrY9ZN1FlcmWalW6c/DOj2A3pDj/5Q5cAeOHAPhtZlGkYW3MORIdaKhfmeXOzy76+5ev15/+M//8gjv/Gef/k+339ukuZ/5wA33d9kaWEdfhC/o99++jWd/qmbfJkE9XoNRAIUAZQQEiFACoEUEimwaXYlUCrFVxAoCD1N3TNMDBULnRn+8IstvvJ4lxsub/ODr17h0u1t1k3ViJMag1FIdxAwGHqMYkWSSOJUorVAG2HBLQxhmNIME8IgRqohc+0Rn35AcvRMwKHj05i4xu5tPpeer3jeJR2EP8ej+yc4b7bGFRcYZqdXWGzX2DqrQGo+e19IiKQeGr7jxgEf/mzK6fmQ9RsUC90RTx4M2bp+musunOfux9t846lJhqOAS86f5drz+1x5fof9p1Y4etbwjScbHDrWIBSS0JM0Q6iVmNwYSLUhSSFKIUoEvZGgMxS0I4h1glBDrtrV4Yde1eGGyzTbN/j0BzPMLTUcqAP6AytxBiML7sHI3vkGI3tXHUY2ThpGFtyDyFjnSSsWFgZh95FDP/Iff+PTK81WQ/3S73zhvafOrPD+d333P16A/8oHPwbNN+N1f+OnGO75RaLTLV961MIQQ+xQDXYAiELKbGvlglIKT0k8L8VTAt/TBJ4m9KEWGOpBylRN0hn5LK3M8LGvTfL1pwZMNQe87ZY2uzaukMQeF20zXLJTMRxZtyTVEmPs/ULJlDBIOHASDs8JBonmT7/UYKU3xbAfMFtXbJnx2LHZ44KtgisubJPKRX770y167UluuNRj1/Yujx9O6bRrbN8FzXpCJ6oRBhKMIfB9VoZw4qzk4vNDLts1ZO++iD0H6txwxQz/9LUL/N5nuzywt0Vv4LHYbnHB1hqXbxvwoku7fMeNXdqDRf7kS3X6ccDxsz5PHA4IPEsEABortRKtSSLYvDHiskv66DRm1+YR33/ziMmGx6bpgCiuc+Jsjf4gYDDy6Q89B2rFYCTdE4aRsbIuA7cD9jDKntCPBf1YMNSSkyfbPPWnX5268sKNv/TKF1+Qvv9d0ftGix8inH37Pz6A/+cPfo5rv+1m9S9/6U//6YT4xq++5aY94WXnBwiaZIG2EAaByVlUSFcYpSRKCgtuJfA8hedJfC8l8FOCyBCONDXf0Iw1EzWYqQt6kaQzaHGs3eLdH5qFNEaScMXFfS45L2IUCYxOMcbKIikFUkqCMGDPwYADx2rUA5+mJ1nXFOzaItkw47FlvWTHZs3FO5aJWeR/fqrFsaOTXL/b58LtGul1uOPhkOmGz+wUTE8MadZrKKx/3RkELPY0i23DSrfJLde1eXxfxMGTHrOTNZ5/2RT/9HVL/M9PwsMHmvSGhpWex5nFCTbP1lk/M2LL5IB3ff+ARq3Ds8c1TxxShKFBKo0UTmcZg9EQRYJLzku4ZneKMB5xHICZZhiFnJ736Y98BiOP4UgxjCxjDyPBcCQZRILhCIaRZhRpRo6xR5G2Gr8E7kEs6EWCbixYjgS9VKP7fYYrD7defumJX31P58q4a77vdwbzH0nr67/vHw/A3/3Bz3Ppzs3+5z5+2w899OTh3/jGfXP+409N8u6f7LB7Ww8pjZUi0iCFQUqDkj5KGTzl4SmDpyS+skmOwLfPkS8YRZLQ14yClHpkrOZMrLU3FWuiBEaxYJhIRmlInNQ4cLjFU/sNqQHt9JASVu74ShB60Arh0g3QqsNUUzLdUsxOeayfhh2bR2xZv8LILPG+T0xy8NAU117gsXOrZNf2ZR48OOL4mWletFsyPaEJvAE16aMM1lfXgB6y1Klxat7jhivqXHZBhyf2hqyblDRqLa7enfKTb1zmfZ/UPHWyRbunaXcU88se66ZazEzWmWolTDQSphsRt14fE/oxvkpQSiOl/V7GCLSWRIliaUmRJB5RoohixSh220jaZywZRpJRLBhFgmEEo8hYMEepA7XV9cPIMIodq8cwjAS9WNCJJSsx9KIUhgOu2rHEu39ygVdccSrsLHi/YfyP6yi4+g9WTv1FPLXlf79c+d8O8P/v9z7PptkJ77EnD/3oI08c/vX79hz3aU5x2/0KqQS/9BNtLt3axZMpQmik0EipUVKjVAZyhecpfM/gR5LAKwE8UETu5MSxIUo0UayJExtkZdm+JDXulm3Q2gaThda3gasnrd0W+hCGkkZN0qwpJluS6QnYMJ2yY3OfidYyH7s75p6nZlhZmOCK8xTnb/G4cPsIoVb46F0TbGgoZiYl66ZG3L1HcvKs4uLNEKeCCzakvPiqEXsPTLHYFiy1W7zlZR0e2jvk0ClJsyYJ/Eku3wX/6Z8scPfTAz595zoWurBjQ8pyx2OqpZhshbTqAc16nVqoqQUpvqctIUgDwt4NDaC1vXukWpIkgiSVxIkgSgRxLIliwSixbB8lMIoskKNYE0WaUWIDVfuZYRg7gMeWufuxpB0J2gkMRwlEPa48b5n/8s8XufV6Ta83wWC03xdh4/1+o6ZUuP13Fo9/PJnd/l3/sAHumVgcO3H6nz/8+P73PPX0EX+q7tNJPBIhuO0+ySBSvOGmLm99VY+pVkpvUEcpjVIpntL4XorvefieR+BJAl8x8i2go0DYExMLolgRJRDHheWXpJokNTm409RgHGsbQy6NlBRWAnmCwBOEgaQeShp1wUTDMNVKWT8VsWGmC3KZP/uq4sNfmGVdrcaVOwTnbfY5b7Nmx6YVPveIZmm5ztXbJVMTkumJiCNzPp2+h1KQppJWXbFlY8I3ntCsdDRnFkMu39XgJde0+cp9IdNNCMMApSa5Yhf86Kvn8OUcn7h7mmdO1tjUiVk3mTDZVLTqkkZdUQ89wsAj9K2H70nyOyNYlGsD2gjSFBItSBN7wSWpJYGMIOJEE8fakYUhju0dMUrcHTKGobszDmLL3O1Y0E0M8WjEpN/lbW9Y4Lte0uNl10C312QYhYzikLh/0PeGwa8GLc8XMnyfu/7+YQL8A390G1rrn370sb2/sH/fseZ0XTFKNVIIuiIgEpIvPexx31N1FrqLvOMtfWYnY7qDOp6q4asUP/bxPZ/ASwl8jyDWhIEkihRRIogc++RslAiSRNmTlhpr/WlDqk3B2iXmFgJrsynsnSGAegCNmqbVsIN91k8N2Ti7zL17I373c00OHJvkvEmfXZsE2zYGbNsouHBbD+Ev8+WHp5kOFbOTkqmmYao1YKKlCXzrCGkNo8hjpRvT6ae0e4r5FZ9uv8Ut157l9vv6HDjdoh7GeCpAiEl2bZX8wM2L3HDpGT742UkefGqarV3JxomYiYagWbMXZBhKQl/ie846VAIpigvZGCdZTOH3p6kmdan+JCeGDOgW0PYuaBg5UI8SGMaCQSLoxIJuAsMoQQ8HTNS6vOMti/zb7+1TDwI6/TrDUUgU+0SxT5x4dPpHm37f+6WpDdeqo89++td2XPz6f3gAb3e6BL7/L/7n73/iF44eOz7Zqgni1OBJq3d9IehIn4FUdEY+//3PfR56doW3vqLLq67vMjMZ0xvUCOKAwA8IA59R5BHFtvslChRRIokTSRy7beoAnjqWSgWpJrcAjREW2yYLYp00UbaQKvA1tUDTqCU0awmTrREbZrp0Bj3+20c97nh0lm6nya51gvM2CLaut+A+f/OQVmOJD3854OTpJpdtFky3FNMTKdqM6A4EnrRg08ay+GQjQaqE5Z7PSgfOLtXZfV6dH7hlhT/7csCxOR/fi1HSx5gWcaq4YvsSP//2Dl95vMcHP7WO0ycabJ6E6XpKM0yph0V84nsST7nAWdihXvarFxe6vfBBp5rE3eEs0C05JClEiQV4lAhGqWPtBHqJtMCONWk0YrLW5dabl/m+V/R42dUaJRostWtEcWCfiT13cayIYklvcHYySg/cct2L9/3aV7/wPl726p/6hwPwX3zPr/OL//nn5Potl1/7+JMHJkPPWAmQWK9WCfCkwU8EXSHoyRqdyOO2+0LufqTJK69r872v7PPS50VMtUKiKGQYBYx83x6kxHeSRJEkyoFbkqSCJJGkaaY3hdPbAj3G3Nad0SgFvtL4vtWwzVpMsx7RagxQqsvXnjR8/J4J7nx4HZuaiss3w6YZyaZ1AVs2SLauj9i1bZmHDwz51N0bmA0UsxOSiaZk/fSQfScMdz8SIo29mNJUIFC8/NqYu5+ImF+p0emlLCx7bF3f4o0v7vHYwTZPPLOORpCglAB8dNpgNFJs3RjyfS9dZvPUGT5xT51vPD7NyU6NmVAwUTM0A00tgMBL8ZTLGbjvW85bm0yyaOuZZ4yeOGAnKcTaEkacwiixjN1PBL0EBrFGJxGzQY+Xv3iF73tlm5uvS2h4AVHcoN1zwI6zc6bybZzYQLYzPP3qOz5/8X8ZJtt+7ouf+e30Va/78b/fAHfTpGpz8ws73vu+333r08/s/dFup0c9lMQZuFO79VKrE30FtUTQlT6DxGMpCfn41+vc8VifF1za5R1v7nHVrojpCY9UBwyGAaPYJ44tyJNUEac2YZNqRZoIEm2dA20EWheJI5OD2zo1ntL4ShP4KY16TD0c4akRw2TIk0c1v/mZKR49MI2XhuyeNWycMqybUmyYCdg0K9myPmbnli5nVzr80ZeamLjG5g2CyZbHZNMw0YgYpCnaKAIpENIxuFYoT5FoTXeo6fRTVroepxfqXDrR4m23rPDLc3UOzTXwvNhKG+OR6BqjWNLtB7z40i4vvLTNE4eP85ufnmDvsRbzS3VCKan7glZoqHm2+8hXxibJ5Pj5Ig+4tYbEuTxW3kGUCiJtgT1MoR8bRlGCZyLWTfa4+qIu//YtK1x3cUKr4RGNWnT6Vo7EDtgFc8sc3HEiiRLJKIr83mDhP9QaMhHBhvd87pO/PXzNG/52Qf63CvCn9+6j1Wxc8sze/ffNzy/4w0Ff1EJFnBikFKgM5NLgJRbgXgKBNNSUoK8EPS9k6PssRXU+/5AdgPntN7Z5480Drji/x3nrBkw2PaLEdx3yHqPIMkOiJWmqHLAlWmNd9SyMceAOfG0ZzkvxvRhfRZxeTth/SvP1PR6PHZ7g/qemSOI6mycMG1qGmQnB7KRidspnw4xk87qEresHTE8t8dHb4d4np7h6q2B6QjDRlLQamlZjRDeNCHyFl1ipYIx1MBhJ+sOUjiuAavcMSx2PuaUJbrqsx7ffuMTvfSakuShRwibBjPaIk4BRLOkPfdZN1bh+d5cPvKPH/c90eOywz31PtDi+VGPvQp1QSerKyqPAM4S+QeGI3B2WjMlTY+VcrC1zRykMIitVYpNgkphWMGT35gGXnd/nu17R49U3xLQCn+GoRbcdECVWisSxR5w4OZJ4DtQFuONE5K9H/b4YRos/l6QibTSnf/XTf/nb/de/6W8P5H9rAD99+jSbNm2q3XnX3d/1udu/6I+GA1kLPZK08LiVEEgHcMviduunEKQQKkM9dbdCFTIKfNpxnT/76gRffHTA9tkBr31xl03TCedvGnH9JX0EitkZiackaeqhtcQY6Zg7uy+7fRAaI2xTwGCkkV7CN57xOHha8vkHGuw/1WJlpU4gfMvWM5rJhvXBp1oes1Mes1OCjTMJm9cN2LJhmXufstJk66THuhZMND0mGoLJZoKUEU8fVbT7im1NN9zWwCiWbJwVXLJjxNfmDe2BoTuwLL6wEnJmcYo3v3iOp44s8uCe9fjKgIgxBpLUSrRhpBgMPdq9gOlWk5dd1eMV1/ZZvGWeA6fg9gdrHDwV8tDeBsL3mB96DBcVUkiEEE6TCwdy40BuSI3GpBrlpcxMjJgUMdddNuD8jUO2zMS87kURm2YEMxOKwXCSpRWfOPUdoB2wE2UJJ3FxUiptSUQJ4FZOChLtMWh3iVPv5y+85AXyqmte+MsLC981XLdu498vgNdrNe/woUP/8dixw/9PNOrLet0jdYxtQW0HSarEkCiBl7oGXmmI3S3RAt1QV4KmFgxTwdDzLdCHdZ44mvD4kVmEjtm+Yci1OwdMNlNe+oIhW2Zj0jjBaHfiTCFNcBpUKkOk4f4n6jx1qEFQkzxysMGpxTo1z2MikOyYMUzVNBM1Q6sumWhIJlseUxMes5Owfjph48yQ7Rs7pCzz4TumWFyc4MrtmsmW7bFsNTQTjRhjYh54KmBxyefCGZtdNAZGI8mGKcmNlw/42qOpaxxI6PQUy12fs4tNLt814O2vaPPAM3UOL06ghAZiV2PiuwSNoD+S9AY+K72QiUaL6Ykh11804KbLh5xeHLLncIdaPWXPIY8HnghJjURIQV6nnduIBowGrUkTw6Z1CS99wZDpuuaqnZpt6wVJ6qF1g1Hss7CcNYW4u6d7nSQZmJUDtigB3AI7Tly85CzKJPXoL3bl/gOH/sPk1GZvZmb2PwHJ3xuA33fv3Xz+858Lur3eW599dl9QCxSJNqTSWk5SGhKZyRNQacbitrzTSwy+LgU3KdS0oZEKYm214CgQRKlPpH1ibTjZnuDYAxqpUj7/aEzDS9BG25NkbLd6Vo2IkPYpJVoo2j2fJPIIPUmrZrhwFpqBoRUk1ENo1gSNmqJVV0w0vDzRMzuVsGF6yKZ1XRK9zK/+RZ1H989y3jrDVFM4cAua9ZRmLaLZGFKr1/FdoCecLEi1IEp8BoMhK0PNdGhrtbsDTburWG4EHDszyTUXjHjn957lV/7C4/hKHUSKNglaQ5x6RIl0tSOK3tCjN/Bpd0PqtQZ1Fyy//KoIP4i4/qKUt7xkaCsypUYI7WzSIvrOyCHV1mqcaimUDBgOPRZWPFdxacGcJLbhO87ep9I+k2IbZyB2gM6ZuwzuxJX4xobHH3s8aLcHb200m+++++67k5e85CXPPcCffvIhpBThcNP633z2q0+dp6RBBgqZalJpUNKQSG3BLLM0vEEpG2gmqSFV9sumOciNta20sQfCRfmxtgFkoiEKJWlTkmiPOAlZiGwG3JgibyCELU/1hC0n9V22clPTUJ82hJ6m5rRpzRfUQ/tshIpG3aPVUEw0BdMtzXQrYd3UiA0zPbZuXOR3Pqv5xJ0b2Djpsa6lmWzYi6FZxwK8HnF6SbP/ZEg9EDbpQlbpJxiOPC7akrBpdkS3F9IfanqDlE5fsdLzaLVrTDSm+N6XzbH/xBn+4DPbnGWo0TpxnrXHKMrqRyT9oaJR86iHPvXAFo0FQUrgJ4R+Si1I8USKkqnNGAuDkLrik2d3vzSVLCzZiQVaZ1vhQC5JtEQ75yrNwJ2Wmdm6WYkL+uNUFO+dhZsRWpJadylONAcPHTrvpS99+W/6Qf3H773vgdELb3zBcwfwTmeJVmu68dD9d7xv/95H/4kgErVAkqS21DURFsxS4sDurDIl8FJNqtyXcx5s6sCrHdDTMQsrf5/ZWy4zZ0wG7ur+ZeW10u2H5zzvQBp8z9W1eBD6klogqIU2YVKveTTrgokGTDZTploJ0xMR66d7bFm/xOOHhvzxXVtp1kI2TWgmG4JmQ9GoC5p156PXRzx6RPDw3ho7p+3fF47CtYH+yOP5lxh2bxty/xOT9CMYDFN6A02nJ1lp+Mwv16mFU3zPSxd58Ol59hzehL1kNalOSbRxyRhbTzIYSRo1QT1U1ENN6PsO4Brf0/guO6yUdufFFExeOm5ZQsgmhUTuRmmX6k91yYpNpXNeHIDdzyq5iOy9XgvYjuRcxnkwGnjfuPfBf3L99dfr19x6y08tLi33Z/8G/Z1/I4AvL56l2176N6dO7P/hzsppaqFPkljNLaXNpKWpdVBSaUilRinLzjoVpNrgafvlUvfeJmaogFq7LGRaqiPJkxWZBVgGtzthUhT2mBLYu4YSrtTWgjvwBaGvCANBLVDUapJmTdBqGCYaKZPNhKlWxOxUn82zyzx2qM+//eBGTpye4sJZzVQDWnVJs65o1qBRS2nUEnx/xCAyeNIjVOSaN5MocSJJU59WkDBMNb2RtO1zQ6vJ211FPQypBS12bIr5b/98hXd+UPD4/o1gJKlOSVNNksREsWYUeQxHkuFIUg8hDCS1wBAEisAzBJ4FueeZHODKFbcVUqUEcgCXPzAZwI3Ia1p0Kc+QOJBbohK51Zg6UNsLQZQAnXnultgSbfKMapIYDh89IWqNiR++6KILD0ZR9Et/E4z+LwP8/ntuY2nh1LYTx/Y9f3H+BEEgLZhzp8RdpVI4BhekyoJYpRrtwJ9qg1bGgVu47Joosmwlr9Y41jaulsRkr6vYLgAubbOEchecJ23iw7K3dJWJ0oFBWolSMzRrmlYjZaIRM9mMmJkcsHF2hUcO9PkPvz/LwRMz7Jw2TDdwmlvRrEuadUMjTGnVI9r9hE/eU8ekHoGyF7kQhfccJxIlPF5/U5e7n4roDGu2kWCY0h8ougNJo+dRD0LCYIJdmxLe808XedfvSR7Zu8F6/jq1tl6SuvEWklGsGI7sdwpDQegLQt+472tcZaZBKScXBQhXsyKoAr1g8izFT4nNrbWYAz2/45aBnoE7u0uXgJ0Rmy7Y22ZU7dTew4eP8clP3f78K6+4dNuff/RTJ77nLd/5dwfwTmeBVmt26zN7vv7eTvvMG6NRh8DzSYRx7G0BLSUonYHb3p60NqRKkmptX6cmz6aZUs2IztnauINa2FmFQ2IKtqFIR2eZSlECuK0nFw7gNpXt+9ICIBDUQjtirR5qWvWUpgP3dGvA+um2BffvzvDk4fXsnJWsa6ZM1m3hVLOuaJTYu1GPMCLizNIEUthlTmQli2hv2dr4bJo2eDqhlwjXEWObobt9ST1U1AKfwK/heZNcsSPhPT96lv/wu/Dw3vWkRhGnmqRUNxJFmlGoqAWSILLfL/Clu6izQiwL8CwnIVeBvLyvY0DHVSbmpovIiahg9tJdOC3djUt1QTm4M/bOZaoluIWlNn5w5o3XXH1l+t1vfv2/Oju3eHLjhtm/G4CvLJ1i2F+5eNCbf3M0WKAWKrTWSGlvQ1JAKnHVc5bFtbbvswOQukSMTsdB7Z6uWF+bonYiZ27KRVOmckZErruFM05EUS2oJJ6XAVwQ+LY0thYa6qGmHqY0ainNesJEY8Rk04L74f1D/v3vTLPnyHq2TyvWNzWTdUGzIWnUFI26pFmzv6NRSwi9iPv3wenFgGZgL3ohrDWX3+61pD/02DwjuOLCHvc91aI/ytrBtAs6FbVAEfiB09BTXL4j5Zf/2Vne+QHDw3s3kBjH5KkhTm39exQbokASBNLVpsj8juV5TqZJcpBnAM8Ks/KjKUrSL5OFWLclOyepEe48kQNbl9+nJpeZmcQsAK7t+xzY5KAXwuP4yTlOnpl/8959h97X6fZO/p0w+LFD9xP4auv86afec/LoA4SBdiWYAqltQieVIm/gTaRAKbvzyt3KsttbmoJWogpu9zova82qALFHN2eUgmMc65TY2/m8SgoXC5CXw9qmCQh8Y+u+A1tgVQ9T6jVbi9Kqj2g1B8xOdnhk/5B/+1uzPHNsA1umPDY0NJN1aNZtFV/B3ppGLaUexgT+iCcPeszP17lgI0UtiLsmM7YbjDwu3C64YlefOx/X9CPJwDXwDoaa3sBWBwa+h+8FeKqBlJrLty/z33/iLP/6Nw0PP7uBWHusS7UFeAxRaGu3w1BbgLu7lS3AEu7p6lRkIeVEBnYH7vFHRioZ0DPZOJ7y18bdfbPYKTXuswzkbpsWJkLO7Bn7p7bI64t33IdU/nuuuPyiN9/x1ftPvuJlN/zvA/jc8W/wvvfczPf96Ae2LC0cvY5kiTAI7BUoTR5MpBJSZdfEUbKszQy6xOL2tXNDdMZuVBjbptsL5saUrEB3Jsq31SwGyANd55x4CjwPfGUIPIPvG2qBJvQtuGthQiMvtOozM9nlkf0j/s1vz/LMcWsHrm/YBFCz5kpUa8q6LqF2DQcJtSBGqhG9yEcqD19ZS9SyeAGQNM2aDnyaQQwkdKPQtopFmmGU0h9KwkC5QNHH9zRKNZDSsHur4X/887P86/drHnp2I3HquwZjQ5QaRr6hlpQ0uK/xlb3Is9Y/JSVSFccpA3n5eJbKyQuQQ0mulKSjzmrtTVViOuCaEsgLti8zt2N8gwW/kZw6u8zd9z5x3dmFzpaf+am3nbz9yw9w6yu/devwrwXw0XCZn3znZ6d6ndMfSQZHglpNkaYJicysI8veOgO6gVRRCkCyk1sOGjN9TQXcZa1dzkrmzO0yOdnJyJ65a5I93W3YUwbfdwD3NYGvCYOUepBSCxLqtZhGbcRka8Bkq8ODexN+6n0b2Ht8PRtaPuvrmsmaoeWYu1FTNGqKes3YZ6iphwn1WsSRM5o/+lKLsAZ+yanIdtuYwmLr9gN+4FVt/viuPnMLNQZZG9hIMwhSwqEsyl89v2TvGS7eBr/+L+f56d9I+cbTGxgkNdangijVNHwYxYZaYAi9rITW3sE8TzuAC9vM7e50GTlYOZWBfDWVZwRTlo0ZsE3lDrz6zpyBPnfHtCsRSAuyy4CeaNB47Nl7PLjyiks/euLU2Tds3bzuiTIM/nYB3n1c9OLkhl6vs0HJlMAThUuSGlIpi6tQluwkWUTcOmPusdtaAWrnbetCa+fMXdqX7LCXAyMps77OMriNq/fWtuXN0w7gNvFRCxJqYUS9FjHV6jOMe9z+ILz7Tzex9/g61rU8C+56Ae56TVGrKZcYsoFpLUgIg4QwiNAk9Ed1JgOBJ62zJPIQOLuYraccJx6tpsITI4aJZhCLvJE3HGmGgWbgKwJfEngKT3koFbiLxrBrs+CXf2yF//6RlLufXsfJbothqpj0Da1AE6WG0DOEiSHwMovUlHS4KBjcOT3Ztiz9VoM8u2BLjlbeVFKAvji3pqTPTenObSjbwtrlObKgNHGuy70PPbPz2qt2/+HcQvsF/DXS+N8ywPvtZzE6fs2pA3/2OyY+NeX7PlKniFSihCGREqWtLLF2YMHkmebMgpNUZ7pblA5GweQ2kCkFk2tcsjlzUwRIsuTiKOcUZLaY73zgwLPgDh0ga0FEozZi3VSP+faAX/7jBn/45Q1EZpINLcX6umaqbpjIU/i2V7MR2hkn9dCOq6iF9kLxvRF3POKTat+ypXQWoSy+R9E6ZlPdUvjc8rwuv/WZdXRjn0nH4rXITqPKGNxXKk+cCQEIg9GCS8+TfPCdbf7kjgH/5UMbOb00TW/CYzpVTCSaum8IY+P8cBuD2L5NUXJTnLQrA1w4Nl+LyLPz5NBejo0KqVICd4XQzJhmZ0y2lEp3nbx99Knj/I8P3rbp3//Um179yJ5Dn33elRf87QJ82N0HRv8U6fyWwHeZtNTeflMpUM7eSbWwwaRjqExza3dbNroAc56FNAXQxy2pceYus3ZW/pqztyiVAjhZYm/HLpPnxkyEfkKQg3tAvdbnjkc0H/3aBB+5YwNaTLChJVhXc7KkBo2acKCW1EJFzbF3LdD5nSD0Y7xgyJcemkKnPqEiB02ua4uaJlt2kCqU9HjVdX0+8ImIfhJYFo9N3tE+GGmrnT07G0Ypcga3x0cwPSn5oVd1qHun+cuv9bnj0XWcTer0A8Vkomn4jskVBJ5xcYnJWTy7cJQUpeSPix2cFqxkO0usk7F4xuzjrte49Czs30K2ZsBOMwOixOqJFsRacmKus+XxZ47/lJTys3+rDD5oP4UQ3o8sHP3wC0yygO95CJ0ihLEd8Km0CZyxTFehsTL2zjJiJRliRA70wgIUawK7AvAM2BgX/bvMnDJ5lq4CbmVrMgI/JQgiQj+iVR8Q1Ab8yRc93v2H6zmyPIPv19hYh9lQM1HTNjsZ2jFp9ZoFd92xdy0wLkC1d4R6GLHU0fSTAOUpAqlzl6KiwSFPfSeJYhQHhN6Aqck+7VGTYSwZRSnDwBBEtnbdWpuqCA6FnRmDqx/RWjDVknzvzV1e/vwF3vMHIz70hfUsxS0GoU8zFrR82wQRKpGD3Jcu8VO68+WBuigd6xKLr0HmBaOPOV25RKEEdp1ZjGPgNiIHfW5MGAdwIzhxps1n73riBT//r974I/c9euD3brz2wr85wOPhKfZ8dgs7rvvgC9P41HopUxACIQxKuCIcaT3N1Pm7KgezyaVI7pKU0r+mxOJZY4LOC37WArbJD3BWY17u0JHSlt9KZYHtKW2bGpTG9xKCICbwYuq1EWEw4JmjKX95d50/un0dJ5enadZ9ZmqG6cDQqmkaITRdAVYtlDaVH0pqgfXOa6ENVEPfsnerOeSLdysOHGpQzxIqmTtRQkh210pdoVIUe1y2C15+TZeP3TVLt+7RSuzwzFFkGHoaz9eFzSdl6cIxlcRMkko2T/b4+R/usWtLzMfunmTPkSmGXp1e6tH0BE1lCL1sDowrQlP2eHqiiGOyC1OKqg27isnHAV6ydPU32RaZ0SrYC2Bb0CeOxSNt2Hd0fv1Hbnvghf/1373z9w4dn+eC7ev/ZgDX8TxX3Lr/n7VPffQHSebwPQ9t0jw6ltqgjWVxC17tpIhEa50X65gKc4sKsK2/KvK6EjIWXwvcZfYWpgJu5WpdlNR4+diJBM9LCfyIehgRBCN68Yjf/IsaH/zsOs4uThGrOpNNxWxomAhscFYGt2Vs5YqxhGNvC+6aq9qrhTFpGvPUkYB+HDITuNu/zEAhKt+tHGgmiWJCeVx+fsRHvRHdyGMQCOqx086xxo+0K5SyU76EslO4hDuFVttbgklSyUTD56e/u8dbX32W3/1shw98Yh1L/RYDL6TrKxqeoK4gVNoC3ZUvZ/ucgzwHuKnah2M0bkz1dYXNKVyznOAcu2sKUGvH6qmpsnfiwB6jOHBqmaNn2z/46N67Hjh+dvmDfyMGT/qPoOpXNron/8eVJtoT+F6cH0jjeh5VKkmNxCjhyioFnpZooyvd7GWgmzFwZwAvKpPXYO8KuO1TltjbFhDZSjlPpW44Z4LvJdRqEaE3oj1IeOAJwe/cNsWXH5lmsT9BrRayPoDJQNMKDM3AUA+tLMmZO1S2XiWUhIGVJjW/AHngJzRqEWeXE2772gwjPAKvBO6ssSjT4Bm4jb0DxqnCGJ/Xv7TDBz7XZ36lwSARjGJr9QUx+FGaJ2g8pazz4YaTZtdOceHY7qZGXbFpZsBPv3nINbtO8oHbJnls/wSLvSZDFeIHiponqUsIlLFVlq6kOMtwVkFekitrgDxn9LFzm4FdG1f1WdLkaV7jMqa9jQV2bCAygjgDfgpfe/hgEP7xnVf+/i/8QOPOB/f2v+36S/4XAT46RRq3v12Ywb+S+hS+H2BMjDbSsbBEy0yS2HphZWSl+swYWQG2LnvbOGBnEuWc4DY2yBkHttAIx9yyBG77TAjDiMCPWOkl3PGI5BNfbfK5B6aYb7dQ9RoTTcWUDxOBDcIagaEekNeFZ+C20kRZaRIYQgfsMMjcmJjQH/H4QcnCICT0JIGreVelW30mmSsd7alwkwE8ZuqC6y7s8en7puknPsNEUIsNQWT9e8+zwaYaWfa2F1DRSZy7Fo5oUiOIE49GzecNLxnw8uct8fkHunz8q03ueWKSuW6DyAvoBwpfSgIpCCUE0mlzUViuGYvLkqtSTumvLretsnmR/RSrJYop/O8kB7Zjbvc02S8VhuMn5xj2z/9XH/3iw3e2u4OP/y8xuDFLwPT64eJHvzPpPYrvpRhijJFuByVaqxzYtg+yDG5ZAnQG7qLOeBzYWbF9FdmmZAeWmDtLnkhji/elRklbyB/4Vi6Efsx8O+GLD3l89u4Wn7h3kqVOExHUCFs+LU8w5Vtg131DPQN3IKiFwtaHB5Kabwfq1AJy9rYA19aN8RICP6YWjPjcfSGnluvMtoS95ecuxBqBWS5RCh2+bsrjO27s8cmvxxbgsWDkQ5jYaVJ+pK21VypDsKxaAjkFkaSuCTv7/c3aiLe+YsBrblzi0/f2uO3uBnc/1mKu3SBRAYPAs2PypMCXEk9YRvclKOF6aik5LO6KPZdcKecxcpBnjE2JtY0gMYbEOFmSB6DZLSB1vrHG/p8JX73vaa679ILv/H9+9JVfu+Vkb/78rc2/HsBPnzlNSryzbgY/ONU6jE5D0iTJm3otM0s3niEDtiwYu9T4mz9LvZLZ+/GDUoF5qYSzeGoH8GKGoXTADmsxSZxwYt7w1FGPP7p9inufanF6rkka1vBadgGnCQ+aXkrDt3O1a66jxzJ0Bm5bkWfBLXKAh4Eh9LVlbj8l8G3typOHDc8cqSGkT6AoZRyFCzILmK8CoUv4JKnHZecPueKCLntP1un7kkaSWnAriDzjgmc3tUpKJFlSRmaTp0tuhZONqe2nTBKfQeRTD0e87ZYRr3reCvc+1eVDtzd5+midI3N1kl5IUvcYeR5CSJSby66EdEObbGd+Ll3WuHiLi610x3LblIKxNYXm1m7ilsl6QzM/1aQ2FU4J5Knh5L7jTAbdH4zjs+836cr8X4vB3/vHd/LTv/hh/HCDWt86yEWb6rzs6pQrLojASMe+kiRVBcBzoGfMbWVMAWp7QikFlZknYsYOSxngMhup7NqrcmAL65AolSBUwtkluONuj2eO1Lnj3ganOzWOzjXAC1Etn4anaClD0zPUPQdqz1DzIQyEmzFegDsMbB1I6EtCH4IKe6eEvna2Y0K9PuLgGThyqo6SnpUnsnxrZ0wrl27ROptFokhTjwu2GC7e3OPJQzP0G5bFQw/8xODHLjurdJ6BtPUjmUsjHaiymEeWhm66VrNUESc+YRSwbiLiu14y4oZL25zptfnSN0L2Hgn54sNNzi6GGOkTS4+smCZbaSNL5UtEXkQmKG3Lo+Lc59pUAW/r+E0hPSj6aSuMbRLcKr8ILOCv3BVx0+VdLtv8GVh5RDWieTpnPs3EptUj4NYEuNaGN7z2TRvvfXTfBz/wx48IX2/mgvOGbN0Q88Ov7XPJ9phmQ7N9S4yvJWIM5NnQnQzsZfamrL1zVVo1nopgJmupci1frmHWqBRtNPPzsO+E4s/vbPDI/pCjx+p0RyH9NAQvQDZ9akrQ8KChNDXlQF2uJvSFfe/AHboy09CBPGfurH7FTx1zW3CHQYwkpt2XRCawqXCp7fBLUfXAywxriarUBpZK4tRDGEWrGQEjBrHP0BPUE+PKYF1yRtke16L2RpZKAWQBqPLfSGUOcD9xY5Rjn8APWDcZsXldzBXbR3SjPkeOt3lsf8CffaXB3uMhi/MBqfGIlUILlTdw2/RsMfxQlF6XWbz4T+4olA5ESXpkGTD3mdIaZVK2b41pNlIuPS/mh76jz5YNCRds04h0nxhF132wMXXLLSZdPPstM/g73vZt4mNffnTX3GL3wuFIMPAaPHbI5/EDCXc/2kBJzc5tMW94yZDrLxnx/CtjUm1diKkG4ACOkTbJk4O5CvA1H0K7drNskLud973cM+DDsZOSux4M6AwVt99bZ//RGr00IDE+KB+8ABUqAiWpK0MjA7WyTkGYgdu1qwU+hJ5teggDW55q2VsQBhAGhYzJQJ7VsmTuycmFlI/fMcFcu870ZKZZq+y9VlWezh0PC/LRyGfdjOJNNw+589E+J9oN+oGkkQiCGCLlBibFOGlGocUpjYJAFqWtzm7LssxJaif0JqnC9wqg+16C78e0vJhrL0q45sIR3/OqAc8elXz+3pDOSHHngzVOnAjAkyz2PYaxcoC2V7HJo81z1dquAXRTAFoYw1QjpRloUqN5/lUR118y4g0vGbJzW4ICWmFmhdaItEGY5Qs9X+0K133nXOnwfnOAn13s1tdNNj/01Qf3N0wttFeXlBjj0UlSQPPY/oDHn2mweX3Cts0xOjVcf2nEd750iHHVYTMtw+4LYmqhu0jzM7xW2OXYWxqikeCJfYr+yDYoPHnY56NfrmGEZLHrc+x4SGIU2vcxygPfR0oPKSWhFNSkA7XULqFhazCCbMhm3otJPmu8AHcmS7KGCCtLLHtrQs+xtwNE6I+4+wnFnU82EYEiVNno4pJ7MkZseQxSqsnJOtNHI5+XXjHkxVd3+bM7p+gnIcMEQg+ixI7Y8PLhScaNgBBuPaOyzs+YXFQDWne3SHzpxj0o/NQjSRKixMdTSe5CKZVw9c6Ea3aPSNEcf02PpY7ACMFf3FFjzyEfzxMMRoo9+zyikXI1N2sAvczi2Dr/MLT4mG7ZvIrRhje+bMjzL43RKWzblLJpvYZIYrSVw6ORQhtFqt0Es/4TjWDm9R/SaecaoP8tAfzBPYc5cHQuWFoegHLoFMpqI2mvNiNTjK85uRJwctEGBQ89q/nAbfa1SQxb16W88voRU03buTHWqTDG3BYFUsJKT/KZb9RY6imEtLqe1LP7oBTUFEj7Xgkb9YcKatIQSk3gfF2/DGxlO+kD12zs+4LQE3brul4CV7Vn29isNAkCYxk/cKztfG/fyZMoiXnqaECnVyNsSULpCqxyO7NcR1jhsFKW18q6RCui2GfdtOSK8weE/sDWpiSCMLGBphebUjeOtvXb+UWUhXxZIC9LhU1Z+USa16InniT1JUmakiiFSrIcQpLnEjyZIpV1qHZsTLhgS4qQmufv7mGMLWhb6Qk+c0/AykC4+Yfim0ee2H2aampueX7ElnWGNLE/k8piwRiJTjziXtnUKNy6zMEzSYeodyiQcbTmn1sF8COnlljp9H/4V3/n8zOpFMgsODRyLBhwuklm+sm4qjL3bwLDyWXDhz7XHKuaWlU6VQA8Y3YpIRTgS0ym+fKtdBG9zbqFwljp4ZIUgVvdwM/S0MrkXTxZPbTtcsna1gpwZ9Ik8DONbmen2FmG2o1fSN2scjus8+iC5ssPNkAFBMrZg2MB5qpGx5zFXcq+ZOklqUeS+rzq+hF/enufp+eadH2femILpXxXJJX9DZFbprpg8LGygNzazYreUu1KK6yD4yWKxEudQ5OiPIUn03whgsypiiKNcAG+VHa2ihCaRqB526s1UrlLtzRMCLEGozl5arQgiRXRUNg7jhHouOy8yZJJMe7OyTyI7szfM7Nu50/8cDKae78XbvjmAP/z2x9iFMVv23fkzEQoDJ4Q1p8kM+jV6kAh3+rqz5SBoKS9sperdFoJCRklUWxt8Y9NSnvSzjUJhLHJiCwpkW0zEJRe+x55N0vG4r4n8P2sZ1G51SOcLAksuAPfELiun8BPneed2roWP0bKmKePSA6eriOUlydI8jqRctmp+5rlYqS8qjIt6lKS1LL4+ZtGXLqzz96zIwaJz8AT1Nx4u3wMtbLFbuVEUuamMJYd1kYWg++9zH+3T8/TJKl0AJd4qbJ5BVfPky8p4xJqNsGWOVrW4RoMdWHlOteLfLvqdl3iOqfdS7FZ4bYV5oQugz67aLP0/vD4xGD5/rcJ6b//mzL43GIHrU3wH371ozKOYruENZDimIbSsB0Kw94yRcndz+sov1nyvcxqhUjNvFUp3Fxr3CxxYfCFA64oCpk8Jwk81+Scgbx4inzxKs9ts676wJcO5AW4i2fR+ROUmiRsMGYBHpuYbzxaZ3G5jjehCLI093iKe42vXgG5KbkpWjIc+cxMS150zYAvPTiim9QZpIpGUtyZvNS4ibXlxJeuBJr2TIjCrMhlis4Dz0QL/FTmlZcW4NqVA2T1LxbMFuDZReWALnBbU3nmSTqXhS7bvwUiylWj2bDUIstdJASL9znAy/Mndcyof0LO7PjhIIlWIi+YWhvgg8EI4Fc9Ka4XWhNIgclYJyt3pGTauz+s3R/XOVucO+0+ju9MNUoBCptIsIkFlwkUFtAq+yxrRRMFwJXMRiE4UEtKdRtZm5bAdyMjvFUAF2sA28kTT+P7qVsryLG4FxN4EWeWNA/vr2NU4LJ/peKvUmBZ9sBzcJdqNYo6DJHP/jOpx3W7Y2Zn+3QWGvSTOg0l8J0WV1l5sLBj4SQaIaTd5n9JVsohivS4W/jWcxWgym5TZZ+JknjZkCaVuqSVzrdFoi0rnSjKJkTJ5rXfvSC5NWtX1iiwMznw3bZsM5cuAMv69sLRRlxvdPSrBv7VORn84ScPA2x6/OnDUmGv5symLnOxzq8oU8lUkf/8r4glKT1FAXApbOwvckCXunTca7s6RKnvUjhgl5YjKbdjeTl724DStmzJ/Gn1OIV96GvCbBKUY28/A7mf4vsJnhcjZcRdj/jc83gLUfMIHMBz/zt/isp3rjJ4wd6FJ26TMv1BwIuuHPJtz+vzx1+KiNKQfiqpucZiT4JKMh/cdfkkmvGkUiZXNMKRlKBoOrB1/NoTVpMrQeoJVGpn1yhtq0Qz5i4YPLuQdV4yIUvDPAuZUi5xNmvcysooKffdjgE8/1kJ5Nl/BGBS+u2DstHZv2n8j+QAn1vosH62tftd//2j23vdAaFXrH9uo9pil/KmU/efMvgzwK91Y86+dPbTvBM+Y/O8DLaUBhbFcJoscCsDO39fYu18RJsszQFx3eTFfJAC3HlQ6RUd9/k8vxJz+16CryyDD9KE3/7MLJEI8aQiyGrRSzmQ4gIu23dVHZ4BPaulz2y8NPWQxufHX9flk18ZspzW6Kc16in4qR0/rbLx05lUEdjEWOl8ZMmfnPE8x+KeG8Lk2S5338tG57kxH6lx2VLjSnSNCy5L4Jay+ndziVKcSxjfll6X2btctpGzM6uATv5Z9u2MzQHEfUbdZ89fv/MHL0ui9tNeMFkFeBh6JKn+kV6n8+JBr0PN98ZgO2aGlK+i0g6a8R8wfmsyFeauNA2LcwBdZPMFS7MGK89iPIQqsbfKZoA4eeJ50oE86zIvyRIHbL80xy/wLYv7frYahGVvP4x4+pDk1GINlI+SwurvNZg7w/b4GIYc7Fkjdtbil9qlWOyIYp/NMzEXb+/zwIEGsRfQTwQ1JWywKS3Ipev7lAmVIE+U76vGMXkWQxlTdFdlf19py9wedo5kKvLeVpX9jTR7LSuFb9KV7la1eJnUqo0ZNuheo0jDVI9PEYi6z8blrwFQRPEIsXB0w/qdnC+EfHoVgx8+eoow8CAe0AzssPgqgLM/MPa7KX5g1vh83CHLw0qxWqKUq9SKstiirzEbollk8JyUyfsKyQuRcrCr0rCbXJrwTcBdNCiPs7enbHAZJTF/9Lkmp+friDCTJ+WBlqXvU/7OFKmAsv4uAk1yBtfaLv+xZb3g7d/R4cnfbtFLQoYqZJDa2hQv++4JJSYVTg5orBOl83NiqzmKgK0Y15G1F8piIKqSjjw0ShegVk6WFFKlsCplGdjlrQNz5iSVuXqVLq/IWzH2frU6yPCYaoXuxXrxzCM6TYb5z3OAf/gvvoRSkn0HT+ArgVQlMJsisz7eSmZyHcTaD1E9wTm4M3mSA71ahlkGSQXgblm86soRbqtKU6xU8VTZyDYl7WyUDOCecaMkSsztlx2TAuS+W8+nHkbsOwFfubdBLAKUVISyAFsF3LLK4qbUmFm4AtXxxHmXTypJEg+tfV7xwhHnfaLPM8fqjDzfJn6ksCUBCWMXVRlIDuRuRIExJfvQFOWrdnSebTbw3IAmL3XMrSTSAVwJ3ByVcjBd9MRmr4vS5nInUGm/ylLFgb9azCBWA7kENlMCXPbvtNaoJLpo4fQjNxutv1AB+IOP7uP6a3fzEz/z3nA4jJDOnVgLu6sAzjd/jF+1FR2eAbj0uipVirFicg2g5+MOVLFacaa/s1mEKmNuN1XWGwN3kD+tc1Kwt3YJnQLcvhejvIjHD3mcbYegfLvAk+vgl4JVDQ5lH3xMqVUmCWRTB3ItnioSbWtFNk6MuHbXgGeOjtBpQF+F1hPPkkolu1C4ftmi/sWBPJMrpaRJ1uzrudee0+d2YKoFu0zHBnXq0l2qBHThzIAiuHQ9s1mzSonEsnNfcVfGMb4Wtso6HMaUsCFNhyTRSvj77/43tBf2MrnuEgvw/mDAQ489+9ZPfu6en3psz7MEnjiHQb/2H12N6FUvK8mOVRp8DNiipGGrwBYFS5ZlSsbestDdyjG3r2Q+ts1TY8ztl7a+wVNurXev2Bapa9u03Bum/NHtUyyOQkSo8ITAkxpPlAZZlr5L+SIvHzKnlK2zkSeChXM2XDO3K22dbHi8/dY+n753SC+pESufgbQsXtSllAPNEpG4ANAWiWgMEpNty9MMVCZb7LyUbDiTkk7CKEMqrOxLRUn3iyqLi3wfsottjMUrAC+r63EGWBtjZq1/bOwvHA1HzPjTP/Uff+fZB+N4+CfgGPz48VPU60FzeXHeV8SEvl++MNYG9l/xKJ9UMf5+DXBn9cUVBs8nnxYzB6sSpTx+rCxTMt0tK0kf33cj3DKA568zKzCTJNqBPcVziR3fS/DDiA9/NuTBpxogA4TyqClTCS6FHL8j2W8vxk5IdbzCOVZSSLP0vc8LLhvw1pu7fPC2OtoLGMiAWp7oKgXgFWBBznlGg7HgzmBVlkiZZPGMQEvwjC3DtpLPsrqSVr5IKUrBpchtyvIwfVm6i5TlJxVGL5A1TgLfnFXX0umCNI1YXFr2g+bpZpqOyAEeOH0a+tIW1yuBHkP23xjgZZmSBUNrOChVHV6az1Fh7wzsssrgruO8HGiOD96saO6yJFElz9tzfreytqCnbOPywpLmy/e2WOjVIPTxhCAQphgPkfnRUqxi8TXPW87a5WCvbBnaqrko9phuSl7xwj6fumfImU5IpDz6qcibhPPjkvvQLtgs69Vck4M2upT2tvvhOUdFKSuZLHvbUXtpJcAvhptKaZBa5P2ahUzKmlUyX74AuShLE8pe+bf+KAi4sBOz5QuzZm4A7/CRE2zdvGHHxz75xdefOTtHGHpImV3dpvoLvwWUVxyTHODim0qTsk4tj/GtvM6H2YvSwRWr5EkhU6iyt2fwKqxdflr2tnNUyiMnHIOrhMCLOHxWsPdwDUyQ1554WfA1HhxTepYu7rxSZ9xF0eVntvCTyAuwNB6X7YzYuWnImaU6JrUsHqRFeUCW2SzS5SKXCqU0nZMpOFYv13dY9tYloHuOtZW0MyaVW46mcLTcReXOi9DGnccxoAtRpO/zOTHFvq3F4GINwI03p+fdYQZS7dFemWfdsPf6S6545edXlk4ddRp8dLE2+vVz8wvUwiBf1321sf5XgLu0k+NAL8uUcQaXY58VA2dEiZkK5s6licRZV2MB5hi47Qi31eD28nVrCkniZ1svq4tO8f0ISLj70SZ7z9QhtLXngSxmn4y3p4kSsv/KO2/ZKqxIFZXLlGjoc9HGiJue1+e+vQ1IAxLlMdCSMF3t4pR1cOZSiBLI8xqPyhIlAi2dZHEumnag1u4OpUvkkkpjZ8JnMiU/h8WSLdKB2Kbxx4kukyvFQaocq7E4MCeJkhdeHfHn0V5ZQmv9+jgZ/rqBo152+1BK5tNHs8GJazH3N4kpx1ib4uQKcU72BlHS2fYAlQGv3C2/CDLdmN/S2N+yD16tR3FLduQDOMdY2zF2Jk+8TJ5koye8GE/FhGHEI0ckf/qFFqMogEZZnqwFrMyPPre2rIxV0FTclEpzQqkpebLu8dZbBtx5X5+HDwYY5TMUAQPhgs20HNyVbbqyTVEk7QoXWBfza5TM7yrZhaslOXvrkhSzs1ncudNVi1eMX/BpKeDMSVC47Voeuf1gTYlXTjbmx9FeqElq62yyL+ilSUISx0jsFFOlQI4Nv7Sb1Rwuyq/Gdq7C1iXwZ6nrqjypgrrC4KXRZ7ksUSKXKzadTF5NmAVF2eD5jLlzgKusM90xuptdmEsSlaK81HW2JARBRJSkfP6eBnuO1sH3EUIVpbHCuADPMdj4d1sD5BVwm6J4zZSlSt4w7EY/aMVo5HP5jphXv6jP08caDJIILT0GWhGkRRWjEiWpUvnTmY9cSuK5fcAxtjIaIx3YpcSowjrMXkvjVvMQdnnI8t01n52iV9/R1speM4YP1ng9/n58ilZ+LBFEsWQUGaIoJooSvI99/NP4vseZs/MEvgeCkkQpU3ZVEVVvJaX3lZMq8p1bpbvHgJAXJa0FcBdMZnXh5XnWGWuXtzm4s/HJJZB7pTnhnpc6K1BXtgWD28zlgVNw290N4tiyt5TCyhNRLY3NFlQuf9fsLObHpFzTUwJ21c04d7DZqile95IhH79rwN6TlsVHUjJIHYtrg9IgU3KQkzo9nmZn0TG5qu6Hp5w3r+z+SGcdKikwTptnQX8eaBpHTtq4QURlmWmoFJuVHZ4SaM+5XYtNz5GHyRNXKA7s28OZ06dIdYJ35NgZpJQMhgMoAQ1XHnsuTVL949WmrPEdlY7CCl/WWWmyJF1yFi90dvZZBurcKlSFVVhm7awJwJOWuT3X3VMGuudlE6IK98TPu1mSHNieF+OrmMQkfPKrdb7xZB3qHggPXwr8UumulOPyZFyLs/ZjfGy0ZizYLAWcqUQrxWjg88Ir+rz+5X0Of6TOSPvoVDEQPn6KHQqUSYE0k0qFs1Jm8uy+XPjg9lhm75XROdi1EUhdrOmTsXphAlg3KC+z0PbEVuuLRAUbuV+fKYAyg6/CmlkDeIwVZdmHTjpEgwStNZ7vS6RUxLGs3EbOGR2tAfDVO1Yd71XWXNKd8KJuonzVV1k8Z2znphSJnTUKrpRtdChejz09K0e8NZ5KFUmdTJp4KsH3Yg6eEfzh51vgBSB8hJTFaLNS72V+ojlXk0NVKBTjzYSt4ymlzov0fSnp41g81R469vjBV/f51J1Nnj3jg/SIU8VASltlmN1VMNW756p0oZUrRX+KKerU3XtpBCa7g0qb0pdGoLTV5tKBWrryl8zSLdcTlc9xkcovPh/HSdlVEePHbw38mbHXeeGaBq8y2V9kIwjGTs25GGiVfqquBnCuL1FORJSlSVmWCFFl7cqtUZVLZ03O4F4mTaSpMng2EcrTJd2dOiZPc+3tOVswy1waL+ETd9XZf7QOngWSJ11wKUr7IwpQy/L3oyTXKqxTeunAVAwpLTUjr+r2scOB4sTnovOGfOfLerz3IzViFWOEzzCVtutJC2RakgWIkiNRBbkxAlSJyfOLz0oVacAYbaVIpr2lwUjL6JVkXPZaU7kbVy4yvYZMGYtVqq7KuapSz4HLrC3PVWl6UZRQq9Xycpdsll4ZtKt4aI1bSWXnSuBm7ISzBqhzoGeArrA4VYCrMoObCoOrbJh7WX8rU/K3dS5PPFX43UqmFEM7LYv7YcQzxwR/cHuL2M1cEdIGl7n/nc8nd99Xjt1qK1HmaoznHVKZVGG1Js8kSlafkirri9cDxQ+9ps/n7mnw5DEfZGQbJVJp5VPG4hnYUidV1gB5Hnia8bjAHl+jQBqD1LYuPHMspDAIp8HLgWfFQVkVbFbBPT6WuYolR5rfLPjMPy9dCBI8T4goSlAf+cgf7/I89YdPP7Nvo50gJZ1pX9K8lcxVkWAZf63K6XQ5ZuXlSRrp/j/p/l+Zf5552ZXgsRRAFs0MpvS60NvZSr7+OcDtV5YzKT/dDHFXUBV4EUpGfPBTDW67e5LEq9kRcNKjrgx1N47CV3Ykhec69/P2uCyTWsqqKinzGnXllVyfXGZlq1Nk3zfroslKVY37zHXRoJmZjplfEdz9RIhBgrCTp4SwDdqrE06iAopx46Cgp/ECu5KMyZ9jSztSWHVlCbbmU5ffjzcVlzK7uWwrvR5bbLb8e7JvKjBcftULr3v+ja++3XvgwUcbx46f2B1FQ+q1oOLhlq+Y1cxd/GBcL40vQ1ewt1glSwpNXlQMZlF4pR58jLWLhaaKIThliaI8Y4ugvMISVPmaPWVJUlQLKpWgVIwfxBw9K/jYV5oMtW/liVB2LEXeKlfSuqV9rciz8u3Xva5IgQqjizz5ki/QlY15KPVraqVyqVL3Fd99c58Pf77J4TMeyBgjFAPtoXLXJIsLXNBJuZDOFDtFtmMCowyqzOIIp8dBmZIOFyCMwQgrZXSW4DGiwtqrCtAqcQGr1uasYmY1/spB53jQKoVgOBgxd+b4bqN1wwPLCL4rUMosvGwnspvZKr0zJkeKO7IYA71YfXtaQ4NXArUyaHJ5YirBpVwL3KWV1Yo1ekweSPpKW9BngaXUboKTG3LjtLdWCb/1mQn2HbMdO0gPKRS+AF/YudlqjRMnGDtxFU4ckyglD7qctq9kFfOS1mzFDFeApSSpttNid5835Mdf1+U/fjAkTSMQ9gLoI1wTtzvGaZmX3ZkVJZDnF14WaGYgt/9CyWI/ZcbCLsg0wo46lsLur5SgS0aCrkiU1ccs25VVoF4V45XBPhZ+5heN1X1xbEgSjRdmw91D2+3CGr9wzfflQKDM0OV/L4QdXjAGaoHItX55vNkqxs5fl3oyS4VNhS2YFeeXQV6AO5MpSqXF1oFaZeWwwk5vChsxjx7w+Mr9DYapW8xeeihJPjW2WNGtXEFXulBLjL02O9iPyh40JWCXF+fSbrWMbI52Ntw0dbXidV9x840DrvrSgEf3+9CKQXsk+AyFbW2rlNGOxwROY1TlhWNyLHtnP5fSLTRmXC1KxuaiALoQ9t+OA1uWz7+g+NkYsMuHa3xbwv45CNe+SGLBYCQYRgKvFmTL4imklHmwM351VP+AWGMnxoPLsgVoEw0VpiuVlZYXOyqAbYFT6H8z5pyYkmSpMrcaB3c5oMy37jM3OF95Nms5t6T50G0TPH2oYG8hZIm9q00Nq71vseqErMXha66AUE7Xl+tTKgVYmZuiSaRta7ts54i3v7bHiQ8FzPWsFjdCMtIKX7jgL98XU9xZSoGZqQSe9hNFcWdRxgasWlIwew5sB3R3fnQWgGbZVCHQleKr1cZDEXSuDe41gS1WX6vGwCiC/ggGI/CkLPoVpbQHs3wC1rp6ylbOWvqbEpClKIO9BApZZbtCexdsnb+XVfbOWqbyTpMKi2snWTIQazeCrMzmRSODyhI7yg7UvOOhgD/6zAS9OLCzJISHFFlTsbCd5aV+0fHvwRjYqweufCbKPvhY4Gaws9UrTF4CeqrQMkU7Fm/UE/7J6/rc91TIn98RgHJSRQgGWqLSota+YPDxAqwC5uWZLcp54xhrDWYJQGlcnYpx9eHOWtTCVhdqV2UIroTWaX8hbSNdntVk9fGqSt7i+J2LvYUo8KoNxIlbbNYYvFxXiSLR8q0BvPjtYo2dqmTyYBXbjevXooE1kyrVVYutRVi0SpW7vXMtnmtrUwG3pzReyQqs2oIJnozxg4ijy4a/+GKTxU7gspY+SGmDy3LdtyjtY0lalZNkFYUyRo6uwrPC4IUez6aGFWuKmnxRr2L2eiZTpPaIIp/1kynf/aoe9zxa5/iyAhmBkMTYYqyiAcEy91oFWJU9LM0fURicXW6xIosMrBSuQ18USZ/stXbHyEoWd3yMA/t4SQPZBVENRCtqYQ3WzgEOlXjGRX945f49KURRVDUmPda6JawF6nOBfM0AQxQadlye5NsM5HmbVCFRlCi0d2ajlcHtVRhcV1ZiU3lwmeB5CUKmfPWhkK88Wrd9bdJzwaUkENWuGVXa17WcACHKB2ENBi8BvQzyzLWoBJvZGqO6KlcsuDVKK1szHileee2Il1zX58+/7KPTTKooRlo518etsZMKVxHuwC7GQG7ASMvcGaizGTlZAGqyngGZAdgUssUFpEJkurzE2DnQV7O4rrB2JmEKPFYZvEB9prQqFbDuXuTFiSFO7Kw6hb06x6+O8tUz/tm4jqIEYii2VXliVrF5BdAVDW5KgWYhUQodXl4fczVzZ1rbH0vF26mpiX2qmKPz8Km7Giy3g7zmBCnxBK6wKmNvUwW3WOOCXgPTqzBeKmhb7RtX5/FVtLjrVpFuwd3ULQUeRT5TkylvfHmf+x6rcWjRpXyFQiMYCmnBnUmFHAhrdf5YLGSAVqU7jMpkiHF3Umz3V9Yko4XJmVxIO6pClMoZxBg+imOX1a5nx6pau1ImW5FLrNWEm1nPvptg5uVkbsbYtXqRFFeLWOuXVl+LsX9bBUM1+5c7EePSpAL4ItlRCSzdqsa55pYlDV5ZMzNj7uy1Cy6VLaqKtOY3/nSCv7yzCbUx9pbFQJ+qtFoD6JkpWLrFVo7VuWi8ZEvnDJlXFY7VqOTltHbEm3JjkKVWxEOPN3/bkONzbX7ut3z6aUw2djrRPkMEqsyamCpJ5c0PBRXmjookDzqldBeCu+NI6WIGB+Qy0LNjZnLWJndR5F+Bm9WsbRiPa4qfOwxn++biCC/XgKLUlSLHQD3O5mO6fK2kRlWiVGeeZLf0cWBngFfZ5yXWHs/qld/nQaTUdhnvXJ/r3DnJlhnM9HdWb+IFCXv2enzm7gap9C1zi2y4PpWmhkppbOW7i7UZvILo1fDOu+opy5QSi2uKar5yhaGRFVdFOi2epilKJ7z+pQM+fPuQx55VGBnhUj3EwmOgnUzJT24hUYprzb3PQE2R+MnGVVrZUrIXpdXpRhT9mcbJEJOX0Warztm/UvHHx/C1pgd+LuLN/h8JUotcHklnDCBFMVZhPDjMf9FaQn8NQNs/Zqq6tGQJ5mAfB7YoS5Eygxuq3nchSyybVxk7lyuOraVbuCpn77L3rWK6Q8MHPtPk8KkaBB5IZw1KURqHbPLak1VlsWMXeIUIOPfDlF/kDO2KnPIl9YqWstXtbJl1qOyS6Tq13njss3PziB97fZd3vt+nk0gQMWiJEZKI8tKD2cVaSJRSRUd2S8kJMLsYlWN0QxZEuv0XFuhl7W0ZvXS8pHGyJWNwk8viYiJtRhjlbGWpj3Ps4OaBs7EXmD0ezkUJ3cKn9dCOVVjrxKwF9mybR74UJ7lqEZaTIasDS1Fm7qwrXZgKwJWoBpfZ6N6MpQtpktmB4553GdQJSsYomeDVEn73I00++sUWieekibC6NW9JKxculSTVWjXgkjGdmLH7WkjPo/1xHV6WKOUlTkxpaUDjBtrbVjOdSlKhkNKzgWec8t2v7vPsMZ9f+1O3prixvWcan5GQtimiBJ6Ko5IHbTaIVLisJdZJocLcFsyGzEmxGjgDuhZZOYbT4aZop8smfRljqmQ5ThRrSJYKo5cytELYmHIYaUaRwasHhnponzLb8XGAVxi8tDPjLL5KS5lqthKz5utx9s6GOhZBXfF+fJRvWYrY9wVTexVJ4tabkTbADMKYvccUH/lSk8WuD6FygaWHkK7sVKw90L4iU85xLHJmKW3XYvCsKzxDewH2LNA0xcDMjLnlWPJHWJmitUanilQq1jdTvveVPT779TrPnlAQxuBWzUi1z2CVTVhsjSMtI7MzbvJA083Vx4hS7bhjcwtaW5uSNT9IJ12EsAyfjZKgxPKmxNAZNqqsPc7m1eNbHFPtEj0pg2HCcJTg2TUhbUYaYQ3yPH28BouvJf7XAnXVDhzT4GOypApyvcoqrOpuvVp/uxUHvLIV6PR4VoGXg11aaaLR3P6NFvsPh1abOWmSaW/frfmjsn0QY4ydf/fVy5QIzsHa46RRAvsq/V3u9FmzpU3alRq0REqZr5oshUKmHnGSsvuCmFtf2OfAX/qkqdOF2urxBI+REChj55rIMshzJ82CIE/Xi0yTu4yy+0wbaycKkTG6CzZFoYeFLFg7O3Yml7IiB3UBaFECeglzogxrUz2G7phFsR3ob5B45++6si+E3Hfi6P4rRnFqC2bMuQGegzr/zKy6reQyZIzZy8MZixqU1XPuZIm584E6Qq8CeiFRCjBbNs+KpwpQ57agSvBrCZ/8Wsiv/fEESwPfam8XWBZp+WKViXwQ/5jcKgebiPFM4TcX4nlypwzuEqvnFqHOvGaqnrgYrxd3DC5dIVasmalp3vEDHQ6d9vn0XRLqknLSPhaKQdkmFC47M16U5V5nUkSVWDsjALSTZ84LN+4cZuwt8gvAHb9y8iet1vOcS3/nckSsJgiwBWCp1oRBjZ3nb9/3vGuv6qvnXzmz1G3P7zNGvz2OI/KlmislqmNetVijrDX/d0Vypqyrz/U6S7fncsP1VFZYulxM5epMMjtQyZLnLXVJkpTqTfLiqhjfjzm9KPi1P5vk7sebNvCQbhFZN0yzLg1hqbGhPPukvGxKMS7ODsgp18KXBxGtqpuX5Me3PNR/dRWlKb2uWqplYijel+YCOo9m/VRCYgz3PhXQ7csq4+R+inCwFzmg1r4iCyoVVQItOZ0i/6CaeHEXSalCsQi0RfUORqlcYPzzcg1P6W6ntU0UpamhVm9wdm7xbV/7+v0PeVIqtNbGGJPfmYwwlZ3/5g7KWN/fGKtXJUk5qCzm141r76ygSpQliRiXKVUGz52SPFPpak2c7pbSZiwjqfmj21p87EtNJ00y9i4VVcliYlWVvcdijbI0YewYiOrxK98By83clZMIFAmeskShKk/MGtahLHo4pVRoo0lSDxmnfPcrB+w57PPrH1IMU1naQYHGY2R9FXItrspM7mIyYUoJoMLzLrxxnK52skXYC96khXSpSlVRuC0UDE4madZQBphqr2/58inuiPbgaq2N5ym8KJFIYZeTNjhmNmucoFKBeaG3sz8+LkfWADhl37sE+NLw9NxByS250qD1iv7WpSRPwdwFyMvPxLF6DCLhq48GfOjzLUaJZ5M6IgO5tNrbBZfZoleVxouxstOK/s5O0Nr8t+ox/m9MxmSm6JTRplhXJ1+RQTp/XIrCSdHS1qvIomZcCIUUmiTxCBuat7+6x8N7Qu541A3GEZn9YS+YkRaOw1eD3LgTrzIwGfJREkaXgC4KMEuMG6DlLh1dxoPT3zkxjk+hzQCdafECg9+C+kMpu4JHmko8ow3aXZ3ZH1mdJSq2xWel8bxlkDs7iTVYW5QAko/aLeltIYpKQVEOLkV1la8suJTjzJ3r8dT53yV70Es4OxD82h9P8NTBsFgtWXog7YrKnigP84HVVmCRdl7VDraaE1Yz+RigV3nhZSYq16Pk9SmlXk3jumjc+pe5FhcSbe/KpEIhhEc8TLliV8w7fqDNE3t9zgyqLA6CVHqMjE2UrMnkWbYSe2zyu4/1/orAU5DXpJhcOmUOSuG2ZGl7SYE5QdHhVRy/sWyr0/MF8RbHO5cwxmCMxhiNt2nDNFJ5dNqLLC12K/fSSlq+NAKgKlPMauYuXSzZUPSyJ56DvrQMRrFaVwHqVe5JBnRVAnsF3GmVyV1g6amEKDX8wada3PlY3TZSZlnLEnsHjr29siyhdKFiSiFacRerZHIz37tEEpWAqCz9ykEmomIVlktqi4SPKYG+lPQRglQIZAZwbdBCoaV267r7yMhw89URP/iGLu/9C2kZO8uZuy+SasVQUtiWqbBlgdm+ZbZhJlcEObtL549nxyT7FeXA0pSDyLJ0MQVeiqSQyJVEFXOZlC7LGfLqzCQ1+GGDqZn1JHGC97wbX0ut3mLvU/cyN/dFPE+uimSlKJ3Msg9e+qwC8ozJc8BX2Txja1GSJjmLO5tQuVUDqouPluTJWuAekydSJkiVIIOEx54Kee+HJhhGbpkHl9CpOCeyNA6ixNzlupm15EmFtUuvVz3W+rCsxymY266nwypQGy3saDV3+zdCFKPWSomgVEhkqtBCo4UiTRS1QPOOt3X4yiMhDz6pMIFwSSAHdAmJVgzdzgpX82qcdWichazyrgayAbUO7Bb8QhZfS1LIE5Pf1d2xM9UsZ7U2ZWwSrSlkS1m3m5KMEQK01tz4gmt55c03sdLu4iEChAxJUp8otsvulbONa9k25c+KW0dZn46vzzKuv1ev7WLBo5Fj2ruy6JFy66RnCZ0xcFdkiUzwhLUHD53w+JUPTTDfD0CVwD2mvfPFZkuWYFl/rxVgUj4JZWof++84qAtbsBi+k9cyZ/SXsTcm74EsL+ZqjBlL4UuM1E6+FHUqqdAIqRCJZn0j4d+9vc0736c4eFqASCpSBSlItMxBnhd24xoetMlRmMkV45I/WtuSXEFWlzKWshdrAJ0i5stLazPmFtj68ZJWz9zM8r+TeXwoCDxBo+5Tq4VEUZRVE2ZMMXZiXQ1whallCdyl27SsAHp8pa0ysEvyJC+jrEqTnLGzgDNfn7Go586Xk5ap09yFHreuSYoXJqz04T99YJJP3dkg8cu6O/O9RWWJ8HHtvWbdSRkS+XtR+WxM33Gux+opvqUZJaucFVGRK9rYDnZbySfRwpBqu7yfbRGzdeNCGHRqFy7xpOYNLx/Si9v89H9VrPSdNsuKsbUA6ZFoych9L6TJ9bcFtpUdShf6G1Hc6aVDYQZwWdoKMQb0nDRFAXCq27UduwLsld9tDEYXQ0elEOAH4bOBLz69ccO0TWU7f9qCJitP1bZzJtfGhZ+tcrCNuR7jNl4uLcoet64+VfFvi6Cx8LsrwaUcc1GUBbYStgzWSM0n7q7xpfvrJNmQFWEbAUCx2jlZnbEcH1+xlkU4Fq9VIP1NM5plH/mctiFjdmE2E6RkF45p8urQoMxtkXblg9TD05JXv2DAG17aR+oE0sT6eToBk7itJjEw0jDUgthAkm+zde7tZ8VrO+czmyxlnxRPU7zWpc/sdzL5M3XfMduWn8X/b0pP+7NRlDI5NYs24tP1WvisMQa5fsMWDu696+jUVP3TGzbMulR2KaOodCUZU80kFj9TmftQ8qfLDQpZx01x4RSZyUr7WQX4Jgdv9v9Ut1aWZCye6W7PS9BoPnpHnXf/3iSn277T3a4NTTjnxIHbr7C3qXjf5buVoFRQVQp+VoE6364daY7FmasSItko4CpjF+PdTMbaujqN1mi7sFTqHBXjgJ11AOnUQ2uPOFZsmTC860fbvOmVfTwcqHVsn8YC3mhD7EA+0oJYQ+xAHmcgzwBvBGkO/hKI82kAa4B77HUZvOkY2LU5B9DdxZFoGI4SpmfWEYTNT3/itjuPbtu21UoUrSFNracphGXvVdJkTHKMyxQ5LktK/4/MTf5SQifX4eNrLpZtQU22RJ1SqfOlS1agKAWVwrG3SlFByrF5yYdva7L/UAgNRblSsKq9zapkzrmSOhlQC3urGuCUGx7GiVuMI/sccmVVCj9n8WJJmdxRAbS2y2nnqXsjkSXPXGhJKgxC2IAzNRKhPeLYcPHOhLe9rsuDjwccnpdWqmS6wgWdRnskLqjNdHeuDSROprgUvpMZeRJIFA5H5qBk5bXjuryQKsWxt4qoKmMy/Z0FnaaERa0zLW7yvI0H0JrcjO/Xeo3WbBz4yrfrjpdPbvmPlCf0Z47J6p8X9SbjS8tl+l5XXJTidck1EcVrG1xm7x1bi8I5kXmlYMzZjuDX/2SCLzxQh3oZ3NnWruIbSpe1zAPMDMilPtHSwc/LS8dZu8zmpc/+qoxPhbEzIZuN7ShLkxzsmf9d1KYIQT5pKs9uCoFwdqEQBuFyHXasmyG1v4m0r3nN80cceGuHX/59wVy/tHMSinVkLciHFF545uRokRVhWdBraV9nteNSM6bFi6VNyo0J+WE1JdCXAspzgT3T/kYblOezccO6eOeOrb3+YJB/DXw/5EdvvehP0njlfWGt5twMxiRDSV+LsRoRUU3KFP2SReVfxtiZDq9WCZYDRPdalG1BXcpaOjCLTI+nOXN7KiFWht/7eJPf/GiLyCiyvsScuaUC7Oy+Ys6JyeXJ6qbisexlVrdRZh6osFCFuf8qDW5Wvy3clCrQy764rtRvlKsNpXNYqoM7CwtROW/cs3pcwE99d5cffmOXmk4hf2Z6PHVbYzW5KcsVSEwhU5KK5l5Dg1dkSXbHKWlxJznW/H9W/TyTMdnvM9TrdeYXVt53+WW7/6RerxUMvmX7bu698w+QUo6kChGin4Mvo/+1Itkiy1T1watypSiNLX5WZu1ChmRVg8VWVy6ArDvHgrtkC7rmYeFrHn0m4ON3NogSVaoSLPvelr3LzF2VJmZNeVK+hZaBvbqkQVSZ/BxEbtba5oC3lJXpa5kHmG5ed56+z5I/rv46Z2/hGg1EIWG0dVmsdLSpfK01aarxwoQ33dznzgdCHni6jgncfjiZknneaI9E2BQ9rsoxc19sF76TLNJU7jp5W172zcryopSmz7OcY8e6nNAZz6pnLXFGQ70WMjszMfqV/+93ueKyiwuAA2zcehmeF35lefHYW1LJRZ7S+R+uJHYYA3smUVZp9Sqw1wZ5ttUUfnjG8LokWRy4RRncSRFgSqu7H9nv885fm+KhZ0KbrRSOwWUmTyRCCJuSZ232zt0T1mLvqvtX1t9lNK/F5OdEuAMBJRAU0kTk/7BaJ+4aIbQDsQO+Bjv4Mkvfu5x54YtnkiWTKspqgJHh+ktjfvkdK/yb/y54dF/N6nFECeRui0eqBaMsdZ+B2TUdZyl9JYrCK1PS5mXdnCc/RckmzHxvM0Yohf2+CuhZc0WtFux/0Y3XfGUwGOXHNgf49p1X4PtNefLQF2UniVEqO2vFmShrb1hdZ5L9rKq5qYC6XFwlxHiAqccY3BSsPcbcmYuiZILyUyIt+N1PNbn3sTraV/aribI8GbMFS/afWquhoRJIZoVhRUJnfNZfRXL/Vegec00yAFcZvWDxtazCfKGwMW880+ZSlNi8xN46Ow9aWiY3CmE0Mja8+JoRP/L6Hj/zaz5RItwcEQoE5TvsQC6K7KWtD7e6XDlg24XCyheua2fL0u3lINFkmczSYFYXbecZzoxASrDMXhpt8IKGfNENz5PdXhFM5AA3WmMMRzZu2j7nmaO7hsMhWqs8yVD88vLyEqZyqxBrSJOKY1IONB2IRRngma52r8uWoAV4pr8LS1B5CSmC3/rLFh+/o0HkybGgsggspQN3NWvpgE3xfVZ17pTuXnnNdIWxC5SLceR+60Q+prPX8MbJAF2k8LWxrG0DTgvschJI5CwvEEa6FRasqyJ0cedNMXix4c2vGPDsMY/f+liLJKW4gt1Iv6xlDRQayUjb0lgNVaDjejm1yAFv3DUiTJXRs2eGM5FLGFGpMxHCVOpTsuMRJ5pao8nOC3bOAUfSVK8GeFibpL9419Obt249ogfixoUkdWsO5vAec1DKcqUoqqIC5EzT6nMzeTbQXax2TgodnuZeuCzVmShlmfsDn2zy7t+d4OxK4HT3mC0o7LiAIqlTpOOVNMUQ0BKwGTv4wn3pVZnMygVQMMy30raWIXy8AKsM+FyqZOCHQqa4LaUO/MxRsYtGyXwwpnAZTpG/1giUIyyryUVq2Dqb8K4f6WAM/M4nW4xSkRWBW70NrgAr211JDEUJr7bSTzvJYcEtVpU+ZPo8K4GVpsTmmRoqpeSFQ3pZruBuLqMEPK/B+RfuOvLRLzz89Hd/+/NXAxygNnERwBkZXqyT9HEJpXQ95EFlhb3HfO/s32T6ugJqgQVtCeBZoClWWYNpDvAswCySO66RwTN87AsNful3Jplr+3bJBbHWs8zeRSODKgG4nNjJG7uy92WQZ59XPvjWGfucOM8BPLYwFKXlTRiTKRSJHuEG1GftbMKMs7YFthS29DYHvJYloBviyLBpKuVn/2mHhbbkI59vFgclB7mpfGaQJO5nphRwZvuvTJnZKUoR3HHMZUvJEsxnpmQSZaz+ROS/H0JP8MKrz9fXXn7+mfHjWgG4kCHGmJ8ZjIIbQd4AuiJBipObMflfIVHKQKcqRcpBppIaMe6eCI0oZTHL4JYiRQWa/Wc8/vKOBnOLvvW7K3q70N15xrIkTXJQs1Zip1r2S+VnpeNVugjGA9BxJ6XyEGv/YFWGk5I8qUiXqkzJWL5wXLL6lPLWsbkrj5VCkvUCCFMEnmhDGhk2zaS8+RV9Hng04MAZ4YLOtAB57pMbwMMgiI2dCa4pJIh2bK60Pd6qHHRmkYYpBZmQs3rG3PnyhKUcU3asDQbPkzQDHqyH3s8IKSvHtPJOqPWcPX5fNDO7QQeBl5+LSm1JVoudedolO0+NOSCZpVd41ha0hTduQStKoC5vy6n4CrhDzcEzHv/ptyb5y6/VoSarwK68LkkTWWXvtSoFz2URlpT22M/GI6CqpMllTQn9awWOFWCXiqyyD4vJs+XfsTrQrMwVL5fQlmYb5in80oSsonFZobVHOhS8+SVDfu4n2lywKYIozVP4VX8888ztnqUGIm398si42pXx+hWDS+uLigde1Kw4D90UHni5liVfr8ddBJ4fsGXrFn37lx6Itq2fPDeDA8xuvpE46n/4+JFnrkiSIxNBUFT1VZyS/HyuzdyZzs5+vlqWGJfN1NXXGVsLK0vEGsx96KzH//u+Sf7iy82SDZgVUK0tTTyc711qsKjYgtnrMQCfG/AFE59LrYixV99MyZS76st0Xm3CNSV5UpUpRhs3pqFUK26K91a2SIQmlyZkMZNx9pw2gK3RQRuEiHnbq/v4Ct71/ikOnQ3AT4p91BkDZjtlz4HGJoJSAUHJItT2t9tlwd3xz5qLtSi0eGENFprb4qgoxc1GDAYeXHbhps4rbrr6w61WY9VxleMfBLUNtFc6v79+641LQlCa7VfWw2V/ushwFg5Jta67OqyncEbKgK5UCDq3ZBW4Qwvud71/ko99qYGWWYVg2fMuXBOEBXXG3plbUq03KRVVQVEOTBW04psBPbvY/5a0+JpzCvM6FXcTd7bEqlmGjuWrlYZyLNtZZD1NXnFo1/bRRuVsnqYKtOAtrxrwi/+izc6NkaXnMpMbl/ksb41GO+aO8qcomNtUs572c7ceqCmYu1x9mJqiejHRgtj9/yD49puvX+qsLP/+9s2zq46nt9ZBXrdxB8OeivpzAehefqoLP4WcvclOPgXAi/qVUjLHBZJW8owzdyF1hLDAHge352kOnlT8u/dP8sk7GyQZczMuSTI2r7omWVKn3K1TBnzO4qyVyRyf8wPMmgAAJ6BJREFUoSRWgb/ys/8FoJdb1siBvMocr0obiuSPdnsljHNKXB+nKFUf5sGnltYTx9as4NhbSJsgEkY5BvcgTVAi5Xte2cdXhne+f4rDpwPwkuoXyHT52HFKsBZiShYnuFmPjr1tQO/uTO585Ku0lUe6mfHjBUMDrclJduw4L7rogi1rHle51od+MDEw6fLb1206r9+orRD4SaW8NQ8Gy+l1VWbz8SykLtmCJc1dLnfNtXaRwMmZW2kI4MNfbPLZuxokpsTccrUsyQLLVaPXyJyTcuPFN5EiJaYe/6wceGZAr7z4a4B8vOmhGmCKsddrzQsRJZYv6fJybXhFpxesXpTZjmlyx+TGKHQq8YXmdS8f8LZX9W0RitYlFi/XkSclZreCWWvystvI2PqVvK7csXmyFnOXWD0xIi+9TbRgmEjOdFMuu3JXf6HdefvUZHOw1rFdk8E/9PFPm0hPH5z2Jw/snlZXtUJtEwljGYyKk5LXORRaPPe/pS65KNr9vLSoqZMlYq2EjtJoT/DZu2v86e0NBqmyqM0B7VVBbvtJCmmCWZ3UKbM3ZQCXgk0KcLMGiMuqejwI/evg26z1vjSrcLzgqtyjWbYMRQ7qTIsX9qEYA7fQAk3mi7v/3yWAMnZ3Bp/7MoY0NjQCzfff2uORZz1u/0aD1N1AIVm9o8K482F51GhBLNzKztgJtb6wtdxZ83J2MZeKctdkYQPEqWF2xvCdL00PvPoFpw8eP/zRNdNrazJ4fyS59ZJ7z16+zfyzILzajCKxqlunWgRVYvMx1hZlNh/T3N8KuFMPPndvjf/3vVM8cyi0VVKyytbV4NLe3izAC3Cv0tznYupxEJ9DrpSZfLUgLwjgrwosM0t5POFTcVOyHVqLxcsXAWNsPs7iWZMEYg1Nbns4i2pEy+LG2EVnU+ORRpLLL4h590+3+fYXDfDSvJHAsXlZh48/7fLGqbFsHjttHpfYPCnp8cQxdep0e/mpDQQy5QUX7zL3Phb8s+//fw6fbdXXTh+vyeA/8f2vo714kBl/Ou0tfpWV408gZOCOfEZn1eRPob+rz0oyJw9C0yIdL/Sa4JZSk3iCz91T4+feN8meQ4Et4K7Ul1SrBDNLzpMlz3uNwT1lrS3HGXtcrvwVzLyWFhffCn+XKKoAcdVNKTsn5WaIIqPJGItnzO2qDscynuX0PTJL8thmCbJeTm2Vsc4vK5ul1trKOUYJV18Q80v/so0UcPs9NZLM/ljrwJR32t0RtEvV52yOLV9WmHxEc0E49jvZW1RxXIYjzStecg3f85oXpGcWVpjZfMG3DnCAiekpEDOHxSj6w3Si+UODwcDuYEXtF1lMhAse15QpRTCZgbocXIpVdSYaHdiD9673TrLncLga3ONPCt1dCSxLQF5zbZ0c3KbCyhmoZfkzMQ7k4vNzPv5XAs7x9D2lktOss6fioGT/X3nEBC6bCcI1RlQLs4p/g5YIaSdkCWmDU0whX9AgkDZQdCB/3oUR7/7pFYwxfO6eBtqnqge0A6Uw7geFXHHTZlzgaVnZAt4teiWK+TNZCj8nViBKNc2ZKTqJ+MPZdTOHo3PDeG2JAiDkOnoLn58XavOnvOY1ebtUwc4FI2dpdjEuU8qSxPna5WSOklmTcBXc+ILPfL3O//veSZ48HNgsmhj3usuAL9jb1nlX9XbeksYaTon7TmUpUoBaFGAvSxag3NUN1YvgnDRfoYa/HuBzeZsDvSphygvJFv9WlGQLVANOmUuTauOyrCaDtKx+liWDRoIrd8a8+x0dXvuSASJJS4FnSa7oZPVnJs13vmInOomSNVGkxrovmSzJv682vPKGS9i1bf2nfv/j98xvGUvufEsABxDeedSmX/r5VDd/XXrrwCQVK7Baz108yyxd6PHxTGVWW5JUwR3Ap+6p8a5fm+LJwwEmkFVgy9WOCcIOeqwkdEqBZUV3UwXy+HCfXHKI1aAu/4McxxWd/a3RtRl7PQ5Y1vgsCz6rwB0H9Ziuznxx49a7z3W5XOWsZJ9nzczlTiD7OzNXJesKkpgRXLUz4t3vWOF1Nw0Rubui1wa1LmdDs/d23zNtnvnmsRY5uNMS2OMk5bzNU8y2gl9/86ue9/lLd27+psfa+2Y/bE5fQW/lyf7k5lv3YLrRcGUuyCaA5kzmgkUoF1UVXTqZ3525JlbTpRXNDbYEwHiCz95T4z/++iRPHvHt/OJVYF4NbpzMKM/0rvRSlvxueQ6wV+LFMojLP1ujXLZYxWFcj/81YJ/rcet9l6fPrroiSro8B3UOdFMtsS0Hm6IEdmEQrkbFumNO7Uq7NIpw5ba4Yi1tR23l9SdCGrRWIEFGKVfuiPkv/6pNqg23f6OOVri1TqzCrn6HTHy476txRoHdx+T/b+/Lo+yo6vw/996qeq/f6z3pdHeSDtkXSAIJBGTYHEZFmFFR4Dcj85sDPx31zDiKMwcdHQ8yuAEeZZTNQYz+BGEYRxiRMzhEUURBEkhYhBCWLGTrLUl3utPdb6mqO39U3brfe6t6y0IDzj39TlfdulWvXtWnvvX5rjf+KskAxIkTgum3ViAZVi+fV/nwJWc/v/7pV4f/aPWiMS/tmBIcAByvGb3r591eUyj+oFisBYOf3FYFbu2Kt4Km4kI9jEh35aFU4GYsgHAChA7wX7/L47PfjBVKz1YobckdR+OztEMnsneTKVAokFMfs4CRBjOdPkNttxTODDpyxN5MakmROh6FmgW1G9+ut01t5up1TkovEykeAoaFRUJRkZi2qIq1IaEpISfjKF2JJPl1nxrE+aeXIJT7MWVdsezkhqQPE2qlpLmPSGqriICqH2Jacx3qG+t+cMKS029va2kc93I64w3I1bRDljcC3H3iwMj291eq5emcA46g1pIwic4bXbEMiGJJwO0BVc7x0ON5XHWT4tyjgBuWFI8zbFSkYNoNb63T6EfAkOK0sChggp10J50Ux5m8G+b+42BZAzpjmySfROGUWgGwaYq2iysFTaakuAI5I3SGkRqHgBlym5SOSwJhYP4vB1gxt4Ivf2IAAPDQY3n4nAMuvRr2BUpp01CFDUMAqqicAIPDJTxX4vg5DfsuvWDVExe/cx3mdrSMC/BxJTgAsNzJ2Lur63sl/idPloL2OHtEZeqofErtoVRmvwj42uynTYARuLkH7O1z8KOf1+CfvlmPZ18dT3JTkLPEoSMMqwmxewMGBTHS0SjgLUUyUTLJ/jAAzwyJbyAaY3aMj3LVRaiG6lTSWXHxZKoZUhzIsKwkJkS7eBCSokF2gaGkxmEszWVSRIgW91SeTmFk6odl4KSFFXz1igFc8s5htDdXI15uSGo/w1Yemp/4xwYxHw8kwBBiyax6XHr+6ie3b931vbPXHD8R6I4vwVXL1y2EDCs352uKJ3my3O46xIqiODi3ODcjAVUsBrXqywHbuxxc9e06PLohj90HnAw7tw1u7cxBDGwPkZBQ1hI6lyW1nCSKsQ1kpKV5wkot2oIU0LP6qKY6CtRth45aYLoj8kZG1h0tiZGULpbkyDprnRmKp2krl2lODiW5OaRURTt1HcRQcoCFsSTnUdBgSH5MliQvRZL8+isH8Mj6HL7w7boodsVTT2msNxmxK4F5UZIN0duoxKJYmfrG+s4TFs+5OZ9zMdE2YYBPa5mPkYEt64oLLuwOD3a3+yOvoep7yd1LkhiywK0kNwsBFkJ4wLYuB5+5sR73/6oGfsCzJXeS9Uokd1wlJpLadm7laI4c06mjuHcCTgJIA8im1pgCeqKLEATTB8Zo43AVyTK7idTO+s/i4ChTaicPhQFyMyk5sYsjAr8u5Ekq1MZez5DzJF2Nq9LIMnLra3Br0PJKgI5mH39xXoCcK/GPN9ZjR7cX0xXySqIgp68qKNt5dFHCyggWLG7H333ogm6fOeuWLZ0/YYBPiKKolq9bEhysdFz2xLZTd+zqFRDxOWgToeLjpuRWH8ZjcPc4+Pyt9bj/kRr4yAJ3HCUSBbLo/3G2Bk0eVjZvI3k4g3YYfJus86xxtpQeDcQTuWijDbQtJRTQGQfR/JslY9VCFIlohc5CKY9qmdARmDSFKqEp06HkJFGCUpnY8pGM4Sm64kiJ9//xCL7yt4OYO6Mah9oqumItw6IpMlYvQ2DODB9f/GjHjjNXTbvslBXzg8lgdlIAv+P+X8vWlvbn6nO4uFi7ouIH0fyTutSbGfpqRAo6EjwHbOuOkhXuWVeADxH50u1oQNiOHNWvTYIqMjBroigz5NWS3hTELP0wJJgkUtxUTNO8gylSY4E5oSyT8eoo0FJpTR+ApI/GiGsrSmjTFOr0CfV6ph2c8HTt4GHJd1HHT8LNQ8sJREAufcCRIT74rmF89RMHMbctzgyiHDwktnMQoCPu930snbu4srvLubhYe9FzGH5wUldzwhQFAC678O14b9dvsGhRU2dYqt0UHtr+NsZ7wJCDjKug67hwLbm5kKhKht895+G79xXx778oxMkJDNm27QxwkwQGL5be2g1PuXY6zjtlLUniZ8iPS8YyZEpqAl4D46PxbIrKiZoO5ejdBv1QAGYm9aABfRGft0pMxJQqeUhYBi9X64xk6ocMnEcTz0LRFa7PlydsQ9vH1RgWBOBS4s/fMYKKz7D2vgLWv+ihQulJfK5JvAkDIEOwYBjtM6bh7NOWb1q1fGHnff99Aljx1MlAdnISHACa2s5C/9DgXj930uee7jwPv33eM15hjBbwYZHkLkuOtQ8Ucelnm3DXQzG4U5J79Ix4BW4VJUh5dzp5QernxraBExRmeTVtqqK5uFXcnowbHdkTb4ZJ0Mi7ZKbdO/kylpbsCXCJNE4eDAYQSUyluO39pOWZqVufuvcp8BP7eKiiD5kpyUOBMGBggcRfnTeMu6/rw+XvGYLHgzgSkdIVGV9YAQaGM08Yxs2fXo73vWPx59zcob0fePfkwA1MUoKrNuAvQbHQ9PK2rgP3ssHVF+3vfwX1tQE8N0gUTMGjFLNqyPGd+wr4yto69PQ7cUkp5ahhRKEc31PpkI/m3KNMMwILsMmyzOTltNn7ZDdmWk+I1J+Mt0eD2VQ0pdKzCICjfi3lZMggheInOlPdzvpRceEJ7xbaspJMokZs4WFMgVSGfpQ8T6wrYEDII4UzDKN6KODgYTRTOEeYWFsigc+AIACHxOzpPr74sUG4DnDbvUX4FQbkyIxUYODCRR2XePuJC3DuKbPubWhd9DLQPd6lzGzicHb69o3X48/ecdpgczH/2OzppfkOH1qa9wbguRU4IprVTIgQO3sd3PaTIr5xRx26++O6JQrcCsxZ4IZ6CLS9WymV9nQjBg/n+j8nLntj9mD6P9XHwC3dlscSXO/DkrGK0qh+lvzXy5zHFae4Hq+Oq2hR2j6ftc5SY9OhvVTXoHN4Sthx7EYpYqgx6gGXGQJAP81JHXTEtCLx+jLjYU9+IHnryACoK4ZYtawKxoCd3RwDQ5z8aAHOBJa012Hh7ON+Mq3puE9uembz3qVLVx0WwA9LggPAOedegMEDz+5h/B0bBzu7LwxLL8EVVbiOD+EFeGKzh2turcdvfp/HUFVEYX4s60MkuQ3u+EolNm6WYedWN4ybMSY8CwSwbOG2cpkp2WmOpUm4bQlPHUJ0YJZAnyg1zwpLSZsDYx5O15k0aEso48KXSrKHLCrGI5XUp6lwHJKF8TEVHZIG9QlZlE8pZRw7LiNrmqqoBWVZTGZYY/HDHwCVEK31Aa766wGcc1oZ19zagA2b84Ab3ztewdz5i/D+C8/bOFKq7Hnfe//ocGE6eQ5OW219G4oNS27YsGP59//57vmy81AVoRti/YsePvOtRjy0oYAh34mnzB49jltbSSxwx6CmJsHEKq4US2RJPWlKK2vZAKkF6iyOnnQr2/moTW+cVEyKHX9Cuyj/Vnwa0KY+9Z1KwQRS1halmRqJypSPJxLWMjXaGfiJdUXlcVI+zlMeUElqrehaLFFt8tAXKAqJ89eU8LVP9WPNshG4fgUdDQfxwLWh/PyHWr8/d+H8Gzo62nEk7QjVI+A7P3oYkMg5ovIrd+SW03v3D+LuB2ux8ZU8pEs8j6DAZQTcZDkD3FGpY01L9DyWkmTsaIWTMWsKbpp0bPXzeH9NJ0ahLWqZM6M/Chlm8fxFioqYNIZz8mHWMbhJq5j6PaoQf7zMkjFqdozodwhr3Z5Al6k3nj0temqZlPmI4/uFHQpNxqbquhvZWiFo3q29PfGTIC62ygMwN8RTr7q4879q4PsF/7orL7yroantY5BhmdW894jweVgcnLYH/uMO3HLTvwbHzWpfuKdnzynrHt3rbHgmj7KTA7ir08q4ZQY0eHca3JwhnoUhi3NLQlsIGAhtSfPsdGYPT8BtAo+RMQq0CX/mhA9zzcFVZVe1HNEmxcc1L0/Nb48xOLUaH48ZKyoyKTFscfax3mSqkE6WYwy2Mk5oGuXkiouTd1dyHkQFj/4nlhwVlRjlfDIJ1DX7qFYdtLee+NruHv9PF3XUlZy6i44UnofPwWmb016AlLuvarvg/KB9mv9pJ/eUd88vmwDHJYSRXAAq0amnklw0AWIShP4k1Ujtm4z0DTToC+wbmLaAJGeYupmpW5Ux1j7O4b0cEwrBpHHVkvgUO5CFIaEfjJnjtGWGQdvNQQK3NMfWXDw2SRv7RMsM2j4OIHHrA5GlRPHdMCbgUTUFgIHHhe1VtAwif05MnRzB8cA6D73V8yorV7zv7saGtorXOO1oQPPoADxqI34+f8qXm1p2+2V0X8VdwYXnourHaUtJ7V0KZgJwAm6dV5ku90Bf5xwW184qmgkkcScsvgNUUiZWAftBsTFqKZAs68kwtk2yZWidLO5X5kPTPi6TgCwT0CRRmWkFk6tjQTuCTIcRLF4eXTfdHz9asXKqzidyAkVnSx/IEFGZOK7mX4kD8pKZ4sAQBA5830HVr6KtpSGs9068tth8/HUDA11WVaHDb0cN4Iwtws8f31JqqDvlP991TuNnX9v5oPta7wjvA4sztBVCbICb4M4OokpHBHJlEbFf3TCBqkBDX+Eg/ZnKZ7zBfiPQn0GPNRqgGf2iuNn27lQjQCfGEjvYMDmW0ZkayEC9g7FBL6ouZQdjgQA9BnMoWeKwjGJPIj6tS7ZErw1VIzEpVUiuQDTbRGj8RH29GQaH8qgEs3DiotprZiz++dex/+ESW3bD0YLlkXNw2u747k2YNaP+YEtT7d07t77UV1cYOefA4AE2UgYM5w2lJxngjj5S0xPCte1ptjWvlomSmczRqDg55doWB9e8eQybOOHiiqtTG7jm6SyZ5oQxc5zNwekbJLGJIzu8IPXfGDMa12YZ+7LMYwFEAFAA0rchpLVNGm80+3HOWkvAzSQE97F/wMdr3bNkWS74Ultb8/U7Xi2OzFh8zdGE5JGZCe0W38jSHXf+28u3fOP8L936aefaS86uVHPwNahplCC5iDa4qQkwNW9OYthKS+AU384CBvSNTW7kKPSE0HHrt2b8fmt9sjFWah9p7T9aoR+QdRU1CBqIpTyc1CwISkcyTINxfwhTwoNui8dCMtiRh9lFPmkWfyTjgzDAo5vbcM8TJ609+7zma5583ikdf+qVRxOOAI6yBFftVw//DHJ/nWycd90vW1e+ctqe7urishQEiTzR/jgBtsrMiezcWsHU02ubH2r+E1xLQNM6Yj4kOk7FtoLo545lSnYqpdWxqFWFejKJp5OzUSU4QB5aen4Y/+FMKdbIeoBNKY74u5AlyUEeeiowrMA03a9Yt5bVaUqmxQ49Jz8QCEIPc+efO3DG2R+5q39w2YY1p5xxLKB4dCU4bWza1/D5m9dhxbJVvzh5WcdAjsuoaGOs7jMQGzcFuQIp1I2XplRWVpQJ3fi0pAfdTsxb5puA3CRmrtuSe1Q6bQHQbnawVNZyeie6zIxjaQcPCbICDOURZDkdTpt28MCS6kpiI5Hk3Ihh1/trh0/k6FF3TcJzfFSqDkrhioHmhqarW8WPb5k3s/ZYwfDYSHDVfvPgXfjLi/9i/ZI59YdWzj94do3Y5m3tLIA7DnI8CntV0/kpya2ksJLOlFdnfwjHRgZHJzw6zcGZ0a8keCK9SfxJYs1kZuyJwbGJjdz8P4YdfIwPoCU9LUY0KicHlcJ0nDQ5eTIuw3o0Hhe3vMRqLF3Q3lX9QDAA+VwFDz0VYvfgqqGWltWf9/3CTdPmXHIsIXg0zYTZ7bL3DMqahuZv9/XMqv77fw/d+PDGIbfOiQAdSsN4qCkGIzcGineTdZZxY2EuG44KpIFDObb52tWdlI9bgjx1DKN7VLE+RrOtIHZ3Yp+mG2xzIdk9iVVRcd7E5MdoPDiIi1+H4Sb7MMT8O55bHuYbIvoqtcLiP0neJNExA87h+SPoGV5Z3dO76sqXhxZ+1y/3Ho6aMql2zCiKaoUZl+LJ5/r8ptltawN39cffffqCapNTRdGJvJMG/bAAyy0QGhwV0YUcy7uXXHMbrIzQE6b7oHcxvzhZZca2zGXaJgJ0mV41AGTHqUjLTGh/oUzTFG3/NuumJHEtSWpbFrWxsu8zzo9WvAU5LhCZF8tVFwOHcjgUrKmedfIJHxe52WuXtWz1r/7ou44UXuO2Y0pRVLv99nsxff7l4Zzj3/Zskxjqzgn/nbu7+53BKkMAbmTg0OQFk5rITIrCrP9GkjGHoSgaYzLoiV5m5r7MdNdnUhSeQU0wcYoCZj3AKapi0YmYQtmKoaFLjKJMpqgJeUBN06M0BIT5VouqfCWUBcrrS/ZhURLd8IiH0Dm+7BVP+OTSlSvXLm/Z669Z8/7XA3rHXoKr9onL3o3B7c8Gf/83d9+28oRFV65eOeOQcKoo+WF8A8dQEGHePCguaHNPAhTjpth0xKAy5j5gZngrI+KZSvzkpWzxEWN1AlyFvNwTSZvaCCSu8iyJHq0w3aeGZSiadqSiWaGWWVKemBjBdCwJ+T5FHG0lFQAE8xEyH8i1H2qYtuhKdvDq27Zv6Qxa5x5ZANVk2usiwVW778d34YZ//Sr+4UOdG85c0TRc2zDn9C3bBvLVkTIckZ6mz/ZSpqQtT0vfLAUzvc5S26mCyYzxpqQ2nTfm/0zFM7WNpSQ0TX6wpXpK3+D6oVLHS5ZBpa/iw5apkK4nEtgek/E2MPqkFijGOF23UYYSwi0MdQ/NfeSRV9Z852eb5I1nrDoX85a9fuBW5zwlrVz2UakGV9z908e/dMudv6jr7D0IIQQkzHBYBXKhbOF2tk4KyHLsh8AGcYrCMOt4zFxOjdNhsykqY4TIWhlAXH+nsKiU8szav0GFztpRk5qSkQlu436RbJc6qlKNI6GzSelrRfFI+CydRS+a4pGW5aMTjUXvhlAGYLyhkiu0fZ2L3NUzl33hqMWWTLa9bhTFbrmcg9qid/MH33Paxxce13J9Q30xHKoEcZmu7BPLMo0pywOlMoApfeibAdZ2Uwk1Z0+zn3/1Vqa0xRiV1TfBlpngQLqMTB7ab9mxo35mKovUTq62I2M/ydKKKWiJOMQWlWx7fZRoXoFw6kMn13ZtKBu/VK1iysANTCHAAYAxFmx6YeedV1/xgR/+w1+fX61rrA+HqtHlE/GZhRYvTTLl1Too35YWYG3LiQaxsb99XtZ/tWJw/YxtY3SM2WxrCOXPZn/aRGfuZLr5dYZ+zJ0VR9bl/wyubXJ2JBYZgBYRotc9skVGc/sAjlNFvlCPfM30a4Tb9DXBh0rHrfzCYSDj6LXXlYNnte/ffhNapzcMcCF+1DFr+r7p9blzejs7mYDESBB5w1RCgzCSii3+bFEOamXQlhPTGmG47QkV0ZTFduOnLSFJMjHXnNvg2wxQMy5P2NGD7HFmaQvyjrH4vWqMKde8+XAalhLqiqfnZxxHvbo0JYkmCA7BGTBSdlD1XTS1nirrZ5z1xYHun15fqJ0+0rb0i1MNr2Pv6BmvxRevtHXPgc1XfPCsr6xf2uoumR5+5tGNL7qPvzyIUObR5GlebsyzgzQ1AWBIdePmIa3IpgStoi5ZLRWzPYaYNkJUD6/RKFh9vcb4rgxnkJpgVsWGM2iHUCLlY4dPNLmBpKmfYGAIQzURVTxpFY/q3+S8CsKwgv29HeV8cfm+mmnn/iDfsPTLHatO9bnbepQQcmRtSikKbQtmNWP3ni5/396XrvrI5Rff8K0vnPfk/30Xr/jlEYRSwhVR1QmHm5I6AWTGJFIpjyRAJBhZppweeiAbdY0cf5zGgAmFFUo5xjAaPZhBRYx+GkUIWOY77eBJVcKyzsGYKhxRUnEQxIFSAYcMJTgbwlOvtfu7/T+9pyobFjvejH8ePtTzhgE38AaQ4LR1zG4HALlv748/u2i+k/vwJefcuru/+7Ld23eLYGQAOcdBxAczeCgRdTY/t23jxkMA83VPgW/ax4kJLYuHw/xuo2+MB8Hm+1kS31AymbaJx976JJFBSu180WG08VgJnX4GVUKCJRI/kuDpR0y9AZKZH/xonpxcrgG8ZkHACifd0X+g9m8DKcrnFI5OmtnRbIf79jzm7dVd+1BfW2jYuqPz43f824Or+/f3XLR//z6MVIBqIDTACWgphREcVqgsM9c55bTEvAfT/m0kN1gcnnJ0lVUvKI9NzIQmBzey6i19wDB9cpnSNbhB06QVTCbJWGmYEA2TIc3Gj9dV9r0gJkEKEAlgpMQxVBJobGxCa2vTvXOXXLApV5h5S+APH3RybZO+x69He8MCXLW1d9yP4VJ19vw507/V03vgA3f+ZD26eg6itkaAM21ViEAt08oozY5n2u6cAq9BVex1CszRAW5n1dOqVqnvsh5AA+DqnC2A2/Zx6nSh21S/GbYgjWMapSNiYAseTQamSkYojyRjEg4vA6IJTt3bUaxtvo+HvVdI5u1evOI9Uw2RMdsbHuAAUC4NQThiztZte+ff+/AL1z6+/vk1+7t2c84kqwYcfhCBwhUy4emGBOcmYG2vpk1f3iwAR4bUNiwulhQ3HEHJuoQQEbgdEcJxQrgiKn/tBxzlCofgUrbPnB42zVjxZOCe9rliw6xtMgx21tXWTDU0xm1vKA4+WsvliwCw88HHtuxcsXzBxYMHB9o7zlz8oxc2vzTvt8/uQv+wQEMecDnTr3Ar5jtLmUzc3KDgzuLYhyEHJrsLHT8B0wsdkiiHLGLmyazXDJHNm0OHyII4cMLo+oQhEonNIOE6Pgr5EvoGPMBZitaORTvyub7/U9+8oBOsb49XmHeM7vTRb28KCU7bLx/diD8+azV6evpWDvTv/P43vvefrQ89VZrlVQ6hsSZEMc/hqurMVtxHmu9ahTBhSmVAS3kkknUCEtx2zY8jwVMu+VE4uC3VbTu2LcUNXk6oCeO6P6nXyCU8N0TOraC+toRZ7cDzO2bsaZlzWff8uR3/r6bQ8Fz3nk1om33yVENgUu1NB3AACPwyuPDYzEt/I394RfMFz7y4+1PPPr15+WDfvvZDA31wHUBwoas8WBSEVopNHELQAKT7AATgTAOeKpF2LAqtMDspgNNzIwA3nE8wFcvoXE1Q02pVZgyKydmVIhlNXxLCc0M0NdWhZXpd5+zjFj3vFeZ90ylueBD4GzZS9mUhP/HJn94o7U0JcLv9/sVtAPDhhx/ZcEZpePDirdu21XV190deUM4zJbhdqg0kos7w/CENcGphSdLeEoBnlJJgowA8QycQFsCFZV1Jg1kD1aRfmnvr+oRIpLV6EMIwhB8AwmtG+8w5g81NxR/PPO6UxwCsbWheMNW39ojbWwLgqh0aHHQP9PVf9rN1v14+MFj+5KbnXmK9+/rhugI5T4CTmy84gxBIzHqJYTm+KokUh96u3wDpCEMb4ErBTMYj/XBkgZwCXJvzTLqRVoo1wI2bG4NbCMDhIbH/y6joJXx4+UY0tyyRlSB/45LlZz5fW9v4g9raYnWq7+XRam8pgAPASy9tQz6fa9q+c88Zvfv6LwqC8PLfbXhGdnftYcPDVYAJOA6D67CYyuhLoOeuQYqmqAjCLLs4twAuODMeBCOuBCz9RjFATYr5cys0QUlhpCU1SF8Y6t8khITrSHhOFDtSroTwAxcds9tkx7wTmZT8/3v5pnvrGtofC/xyX0vbm0eBnEh7ywFctbgGXmtXz/45P7znp3zWjLrb93QPLtrw9Mv5SukQCjkGz2VwRHQZounVZeIlpLxcXaqUKVEBkrME4ELoZdsMmZWAYDt31FuFx5JXAZ4ltEJLb3UHE+qC6AH1QxZNfyOjKddzOYnamgBNDTUoNCwpjfj1rxS9gY+sPPnPwlyheSeAbjsz6a3S3pq/ympPPfUkAj9oqYS5BcVi4c6du3a7GzdubBzo398Qhj4CP8BIOUCpEolvRV8UN6c+7wSgsfRWtcGjfWKAM2ZQFJPbx6bJGPC2cumIGOTKaSWogpi2JgKxkyu2ZYehxNAIQ7ka/YCanIuZ7dMPLjthZX/LjJnV0sjIX+3trWxljPeuXn3KVN+aY97+IAAOAPv2HwSLxFTNAz/7deVPzl71sc2bX/hQZ1eXLzg78cWXd+S27hzA0KFDqK3h8DwRWy3MeSdtdzsFthAcjpLmxHJCgZ26AVZogSPUhwCcWFPUnDhSAkEQAZozIOdJFGt81NTUoPdgPeqa5pQ5w7MtLa3OsmXHf6+v59nb5i0+0wMwAkjp5hqm+pa8Lu0PBuC09fT0wHEcPP300zj9bad61Wr16y+9un3Gbze8Omtk6NCZLi+jt6cTlWoVg4PDGC5VEYSA4ByuI3SsOAcEYxAO4DocjuBwBIPjKIpCpDWUQ0YayqyiPiKW3o4DuA7gOjKS5rEkT2zXCBCGIaoBEIYehJOH5+VQW+tsaW8RvLWtY58vFu5qaZ3b4zjOlS/8flNl+YqTEAQ+mqe1TPWlf93bHyTAs9rwcAkScpnnupd3dnaG637+MA4dGsoVi3Uf3du1rxiEDJ1dPTjYfwBgEYBdV4DzSGHNuRyex+G5Ap4jwIUZ8chYlJ0USV3tXFJjOGdwuITrRNI470m4IppOhCEAAxBKienTGlFb34JKVSJfM32o7+DAdwqF+mDBoiUPL126XIRhuBPA74WTn+pL+oZo/wvwUdrWrdvhOsIbGi5d8tquvQU/kNXhoeELhcD7IqAG2PDkMxgaGoLrMBRrBHI5BzKsgssyPBeoVIHhsoQjGGpyEcD7BgKEoUQ+J+AIhlIpQMWXcF2OxvoCaos55L0QtTVRbEixWETHvJUQnCOQDJ4r78/lCj/xA+Y2NLYPu27Nf4ShX2mfddxUX7I3ZHtTxKJMRVuwYB4AVADcBQAHDw4AEr9mjN0qgbBcqWDrtl0IwxCuw1EoCBTyLjv55JP+Zf++PUtzbhCUykDfoETOY2isjZTVXV0+AIb6Wgc5j6F/wMdIOUChxhUL5s3ZsmXLc3+fdwNZqJHgIkRjYzOWHP82OI4LKcHB5CsA214o1E31JXpTtP+V4Eexde7dgzDwF2zb+mJNzvVRqgAHBiRyHkdjXcShd+wNwBlDQ51A3mPYP+CjVApRrHGx8sTlI45wts6ePWuqf8pbpv0PIYTTio063Y0AAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMTFUMjE6Mjg6NDMtMDU6MDC0sWRrAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTExVDIxOjI4OjQzLTA1OjAwxezc1wAAADl0RVh0U29mdHdhcmUATWF0cGxvdGxpYiB2ZXJzaW9uMy4zLjEsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcv3d388wAAAABJRU5ErkJggg==', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 54161000
{'hecke_orbit_code': 343630938308, 'n': 1, 'trace_an': 32}
-
id: 54161001
{'hecke_orbit_code': 343630938308, 'n': 2, 'trace_an': 3}
-
id: 54161002
{'hecke_orbit_code': 343630938308, 'n': 3, 'trace_an': 0}
-
id: 54161003
{'hecke_orbit_code': 343630938308, 'n': 4, 'trace_an': -1}
-
id: 54161004
{'hecke_orbit_code': 343630938308, 'n': 5, 'trace_an': 6}
-
id: 54161005
{'hecke_orbit_code': 343630938308, 'n': 6, 'trace_an': 0}
-
id: 54161006
{'hecke_orbit_code': 343630938308, 'n': 7, 'trace_an': 0}
-
id: 54161007
{'hecke_orbit_code': 343630938308, 'n': 8, 'trace_an': -6}
-
id: 54161008
{'hecke_orbit_code': 343630938308, 'n': 9, 'trace_an': -6}
-
id: 54161009
{'hecke_orbit_code': 343630938308, 'n': 10, 'trace_an': -6}
-
id: 54161010
{'hecke_orbit_code': 343630938308, 'n': 11, 'trace_an': 0}
-
id: 54161011
{'hecke_orbit_code': 343630938308, 'n': 12, 'trace_an': -12}
-
id: 54161012
{'hecke_orbit_code': 343630938308, 'n': 13, 'trace_an': 0}
-
id: 54161013
{'hecke_orbit_code': 343630938308, 'n': 14, 'trace_an': 0}
-
id: 54161014
{'hecke_orbit_code': 343630938308, 'n': 15, 'trace_an': 0}
-
id: 54161015
{'hecke_orbit_code': 343630938308, 'n': 16, 'trace_an': -13}
-
id: 54161016
{'hecke_orbit_code': 343630938308, 'n': 17, 'trace_an': 6}
-
id: 54161017
{'hecke_orbit_code': 343630938308, 'n': 18, 'trace_an': 17}
-
id: 54161018
{'hecke_orbit_code': 343630938308, 'n': 19, 'trace_an': 0}
-
id: 54161019
{'hecke_orbit_code': 343630938308, 'n': 20, 'trace_an': 0}
-
id: 54161020
{'hecke_orbit_code': 343630938308, 'n': 21, 'trace_an': 0}
-
id: 54161021
{'hecke_orbit_code': 343630938308, 'n': 22, 'trace_an': 0}
-
id: 54161022
{'hecke_orbit_code': 343630938308, 'n': 23, 'trace_an': 0}
-
id: 54161023
{'hecke_orbit_code': 343630938308, 'n': 24, 'trace_an': 12}
-
id: 54161024
{'hecke_orbit_code': 343630938308, 'n': 25, 'trace_an': -2}
-
id: 54161025
{'hecke_orbit_code': 343630938308, 'n': 26, 'trace_an': 12}
-
id: 54161026
{'hecke_orbit_code': 343630938308, 'n': 27, 'trace_an': 0}
-
id: 54161027
{'hecke_orbit_code': 343630938308, 'n': 28, 'trace_an': 0}
-
id: 54161028
{'hecke_orbit_code': 343630938308, 'n': 29, 'trace_an': -56}
-
id: 54161029
{'hecke_orbit_code': 343630938308, 'n': 30, 'trace_an': 34}
-
id: 54161030
{'hecke_orbit_code': 343630938308, 'n': 31, 'trace_an': 0}
-
id: 54161031
{'hecke_orbit_code': 343630938308, 'n': 32, 'trace_an': -17}
-
id: 54161032
{'hecke_orbit_code': 343630938308, 'n': 33, 'trace_an': -6}
-
id: 54161033
{'hecke_orbit_code': 343630938308, 'n': 34, 'trace_an': 0}
-
id: 54161034
{'hecke_orbit_code': 343630938308, 'n': 35, 'trace_an': 0}
-
id: 54161035
{'hecke_orbit_code': 343630938308, 'n': 36, 'trace_an': -22}
-
id: 54161036
{'hecke_orbit_code': 343630938308, 'n': 37, 'trace_an': 14}
-
id: 54161037
{'hecke_orbit_code': 343630938308, 'n': 38, 'trace_an': -18}
-
id: 54161038
{'hecke_orbit_code': 343630938308, 'n': 39, 'trace_an': 0}
-
id: 54161039
{'hecke_orbit_code': 343630938308, 'n': 40, 'trace_an': -12}
-
id: 54161040
{'hecke_orbit_code': 343630938308, 'n': 41, 'trace_an': 0}
-
id: 54161041
{'hecke_orbit_code': 343630938308, 'n': 42, 'trace_an': 0}
-
id: 54161042
{'hecke_orbit_code': 343630938308, 'n': 43, 'trace_an': 0}
-
id: 54161043
{'hecke_orbit_code': 343630938308, 'n': 44, 'trace_an': -34}
-
id: 54161044
{'hecke_orbit_code': 343630938308, 'n': 45, 'trace_an': 0}
-
id: 54161045
{'hecke_orbit_code': 343630938308, 'n': 46, 'trace_an': -8}
-
id: 54161046
{'hecke_orbit_code': 343630938308, 'n': 47, 'trace_an': 0}
-
id: 54161047
{'hecke_orbit_code': 343630938308, 'n': 48, 'trace_an': 0}
-
id: 54161048
{'hecke_orbit_code': 343630938308, 'n': 49, 'trace_an': 0}
-
id: 54161049
{'hecke_orbit_code': 343630938308, 'n': 50, 'trace_an': -26}
-
id: 54161050
{'hecke_orbit_code': 343630938308, 'n': 51, 'trace_an': 0}
-
id: 54161051
{'hecke_orbit_code': 343630938308, 'n': 52, 'trace_an': 0}
-
id: 54161052
{'hecke_orbit_code': 343630938308, 'n': 53, 'trace_an': -10}
-
id: 54161053
{'hecke_orbit_code': 343630938308, 'n': 54, 'trace_an': 18}
-
id: 54161054
{'hecke_orbit_code': 343630938308, 'n': 55, 'trace_an': 0}
-
id: 54161055
{'hecke_orbit_code': 343630938308, 'n': 56, 'trace_an': 0}
-
id: 54161056
{'hecke_orbit_code': 343630938308, 'n': 57, 'trace_an': 28}
-
id: 54161057
{'hecke_orbit_code': 343630938308, 'n': 58, 'trace_an': 14}
-
id: 54161058
{'hecke_orbit_code': 343630938308, 'n': 59, 'trace_an': 0}
-
id: 54161059
{'hecke_orbit_code': 343630938308, 'n': 60, 'trace_an': -20}
-
id: 54161060
{'hecke_orbit_code': 343630938308, 'n': 61, 'trace_an': 18}
-
id: 54161061
{'hecke_orbit_code': 343630938308, 'n': 62, 'trace_an': 0}
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id: 54161062
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