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mf_newspaces • Show schema
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{'Nk2': 6400, 'analytic_conductor': 12.776064323404862, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [1600, 2, [1151, 901, 577], [2, 2, 1]], 'conrey_index': 449, 'cusp_dim': 204, 'dim': 34, 'eis_dim': 72, 'eis_new_dim': 4, 'hecke_cutter_primes': [3, 7, 11, 19], 'hecke_orbit_code': 137472509504, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4], 'label': '1600.2.c', 'level': 1600, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 276, 'mf_new_dim': 38, 'num_forms': 15, 'prim_orbit_index': 2, 'relative_dim': 34, 'sturm_bound': 480, 'trace_bound': 19, 'trace_display': [0, 0, 0, 0], 'traces': [34, 0, 0, 0, 0, 0, 0, 0, -26, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, -18, 0, 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mf_subspaces • Show schema
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id: 488109
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '1600.2.c', 'level': 1600, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '40.2.c', 'sub_level': 40, 'sub_mult': 8, 'weight': 2}
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id: 488110
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '1600.2.c', 'level': 1600, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '50.2.b', 'sub_level': 50, 'sub_mult': 6, 'weight': 2}
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id: 488112
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '1600.2.c', 'level': 1600, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '80.2.c', 'sub_level': 80, 'sub_mult': 6, 'weight': 2}
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id: 488103
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '1600.2.c', 'level': 1600, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '100.2.c', 'sub_level': 100, 'sub_mult': 5, 'weight': 2}
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id: 488105
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '1600.2.c', 'level': 1600, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 129, 'sub_conrey_indexes': [129], 'sub_dim': 6, 'sub_label': '160.2.c', 'sub_level': 160, 'sub_mult': 4, 'weight': 2}
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id: 488106
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '1600.2.c', 'level': 1600, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 4, 'sub_label': '200.2.c', 'sub_level': 200, 'sub_mult': 4, 'weight': 2}
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id: 488107
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '1600.2.c', 'level': 1600, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 129, 'sub_conrey_indexes': [129], 'sub_dim': 10, 'sub_label': '320.2.c', 'sub_level': 320, 'sub_mult': 2, 'weight': 2}
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id: 488108
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '1600.2.c', 'level': 1600, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 8, 'sub_label': '400.2.c', 'sub_level': 400, 'sub_mult': 3, 'weight': 2}
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id: 488111
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '1600.2.c', 'level': 1600, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 449, 'sub_conrey_indexes': [449], 'sub_dim': 18, 'sub_label': '800.2.c', 'sub_level': 800, 'sub_mult': 2, 'weight': 2}
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id: 488104
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '1600.2.c', 'level': 1600, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 449, 'sub_conrey_indexes': [449], 'sub_dim': 34, 'sub_label': '1600.2.c', 'sub_level': 1600, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '1600.2.c', 'level': 1600, 'portrait': 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EmfwycNR05rUoZMtVJOtBWDwYg0ThBCEtTqnL3RZ+fciFoIxghOrxrO3Wyohymn2z5HFhSBAt+H0UBy/raE3igm8CS+0hxZCDjZ9qkHhvO3Dlhc9tAG6qFk+8aYc7Z0aNRHCAFRLGn3G5xaCZltStIk5Mgpn0MnBYfnE+bbEX59xOXn9vjR12pGwxkOnmhx9JRifiHl5FLMsUXDM4uGKy5c5JffucyW6SkOnZzh1FKd08s+i6uC5Ww/LndTFlc1Cz1pNmw7W7/+O3bf++/eccF/Dpvn7YfksBATzzU0vunt2x7g/+tDnyWN4+2t2bnfPnzk5FvOqv8N3/sdi/R6m1hcbbG0WmdpNWSx7bHcoTg4i6spp9pwcEGwaW6FX/xny1x7QZ2j87McmW8yv+RxctFwainh2ELKsZWUjRt6fOd1fc7bqmiGIb6ssbgasrCsWFiFwQjixOApQ6OWMj2RkBg4cgrqfkQt9PBkSqsOnUFIsz5CAI1Qs9wOWelKmnXBckew1E1phAYDNGuK1aFguj7Ck4p6PSLwJIdP+iTaY7YlaIYCpSBJBP2hYGHVnkyLnRjfH1JrJJy7bcTrro3ZPNXk5MIUR08FnFyE+aWE08sJRxbg4LLhmksW+W/vWmbz9BSHT87Yq0QBbs1KJ2alk7DcNSx2Bcc6il6nzb9754D/8i9eTsI5n+i0V3/a89TRzee+7bmGyLPevm01+PypBVqtxtTBwyf+9e/96ReueegrD7/lgScX2LLZ54JzBded1yZOFGkqSbUk1WCMh9EKYwADQqRIYTi4OM2v/IXkF961wJU7Y6aaM0w0JmjWQiYbPtMtyeYVyZGFKT55SwMVjLhox5Czt6R0ewPOnkt47YtTRrGHQPPVh0KWeyGNdMTxRUW7W2PTtpClPpxagAvOluyfN+w+y2eqEXF8RbF5KiHVksVuncWuZvNMzHJbMdFQnLu1z8ETIRfuSDi+YFjt1Dl/W8rZmyOOLKZMtEa0uzG3PlwDJFGsedFlA64927DU8zlva8QFZ0sCUWcw3MBDT4ecXpYsLKcsriacWNIcXBB0kyHPu2iVn39Hj40TMxw6PsXplRqLqz5LbcFKR7PajWn3Utp9w2pfcHqgWOnF3HDJCm+/YZneqc+y1D//LanYabac+10PjIaDDyRxf7U5seG5hsy6t29LBr/5S7dRr4Xh4vLq797/0J4feuiJw+rg8Q4rScipnuaqc07xWz9+msvObTC/NM1yu8lyu8Zyx2e57bHShZV2almok7DYgSPLgubkgKsvWOWtLx5x/tY6vf4kxxcaLKz4LLUlKx3D4qrm9KqmN0zpRprhKGHj1IgLd2iMEQSeYd/xkCSts3OT5PztKdNTQ06vRDx5sMkVu2BqYoU7H51m41TEVFOw1PU5f1tEFCXcv3+SKE7ZvUWz0hfMtIZsmPS48/GYqUaDy3alPHk45vSyz2wr5Pxthh1bIjQRzxxX+L4BY7jonJgNE4L+IKQ/DOgNPE4teyyuClY6KSudlMV2ytElQTtO2HV2h7dcv8I15yum6pMcPz3BYn7la1vmXu3GrHZTVruGpR7M9yTz7ZRrz5/nv//4Iru3tVhqT7Ky6jFMNiJr56YzGy/607A+9ZNJPBpdcvn1zzV01ty+rQC+sHAaz/P8m2+6yZ+Ymv3d275+zw8+/cwxb5RIeiPBal9wqq841U24etc8v/ljS1xxboNTy9MstxusdEKWOwErHY+VrqDdSVnpJqx2E1Y6huOrglM9zeREn2sv6PB9L0u44Kwa/WGThZU6y52ATk/S6Qt6g1KSRIlAa/A9Q70GW2Y1Z80NQY146mjCE/sDaqrOy66K8YM2Dz7VYsuc4sG9KdvmFP1RykQ9ZWFFc/luwcKKplnzGQwF2zYnPPBUjbPm4IFnRgSizg1XQFDr8/jBlKcP1ZEEbJ1VbJ2Beg18T5BqQZxAnMBgCL2hptvXdPqa5R6cbhs6ccr553R5+3escu1uzXS9wXJ7gpOLDZbaActtxUoXVjspq92Edi9ltWdYzsB9qq259oJT/PcfO83FO+osrkyx0m3Q6YW0ux6rPUFQ35bsPP+aPz9ybOEnX/3q74yTJInn5jY+11Aqbt82AG+vrjAxOeUdPnzgl796yy0/9PTeA3NLK71wMNI2QTPUdAewOpCcHkjmuzHXnHOa3/rJJa7cFXK6AHmN1W7AatdjtStY7Rp7ye0mrPZSVnpwqg3LI4NQQ77r+jYXb0+4drdhqlmj3auRJD5JqogTSaoFYNDGEPoJE60+D++XDEcxtzzQQsQ1dp0VcP0VPSK9wpfvmeHyXQEL3Q7HTja5+sKYpw97xMZw8IThJ9405MBxTaxbPH1U87zdgsOn+yytTHH5+TFfeWBAPGryokt9dm2PMKLDlx4UjIaCR58JadV9Gp6wMgzQGqLUEKeGkYZ2XzM1OeSqCwdcevaQN70oRdGg22tyeqXBcsfum5WOpN01rPYSOj0L7nbPsNSXnOpJFjoJz7/gFP/jXy1w4fYai6vTtLt12r0anb5Pt+/R7Uu6A0GUhKNNW85ZeOnLXv6nu3bt+sXVldVkemb6uYYU8G0C8Js/90GOHnq09sIbfuA/HTx48BcefvhR0e2nDCPNYJjSH2p6Q01vaOgMoD0QLAwk872Ea88/zW/+2AKXnxuw2p5iabXJardGuxew2vNodxXtnqDT13R6Cd1+SnegafcNy33BysDQixIuPHfIZD1BJwlvun7AFbtSRrHCk4ZRbPjMHQ32Hm+yZVpz+ESAR53dZykuP99Qa/S496k+pxZaXHV+nZmZVW59KODqnQGLvS6DfpPpDYaH9kje9aohD+wxbJwJ6Y26rKxOcen5fW57CDZNTHDVhT3mV1e5+7FpGn6TK86D888eorwe++c1m2YiDp+I+eydIYNYISVEseHK80e8/sUj4thjqg6XniPoDRp0enVWuyGrPZ92T9HpSdo96PRTur2UTj+l09e0B7DcE5zsSVb6I15w/ml+7cdWuGxnjaXVCdo9y9ydfkB34NHtK3oDQW8o6A00o8hwySWXm3N2nvvLO3fu+Oiuc3fsB4bPdRHXcw7wO778Ppp1v3F6afAzy8udX15c6jIYSfojwWBoGAxTBiMX5JreEDpDwcJAcbKjuea8Jb7vOxZ58/UpE7UmCysTrHTqtHsh7Z5Pp6/o9CXdPvQGhv4wpT/Q9nFk6I/sSdOPDFGqCQKDl4XfvoJQGoyWhL7HhgnFto2Sc7YadmwZkIoON96teHr/BK+8KuBFV63wwc+lTAUzvOaFfW5/NGayNsnWLT2+9kCd77o+5ZaHU3ZuCGlOdLnz4ZDvfL5Pq3WKD35mhpdcUucV13Z49MiQL97lY5IGOzYF7Nwi2LZJs2EqIgxitEnxvRSlbNlI4EEtEMSxR38Y0Ol79IcevaGiN5D0BtAbGnoDTa+f0hvYE70zgNWBYKEnONU2TEx0eOsNC3zfy0Zcck6dxZUW7V6dbj+kO7DM3RuU4B6MDIOhpj9MGAxTwlpLv/GNr4kv3H3etd1e77Grr7jo/1yAP3T7/8QPglqv1/tPy0srP7+yOpDDyKc/kvSHgkEO8lFqmXyks52p6Q6hOxIsDyWnOxClA9712lN8zwv7XHO+R5q2WG43WenW6PZ9uoPswAyz3z2E4cgwjC37xIkmSQyphlQDBqQS+J6g5kOrIZlsCbbMarZtGjA12ea2Rw233BsQyEmuOT/gygs7PHCgx2N7pnjFVT5hY5nP31HjddeFTE8tcuPt07zsGsGn7o7YXG/wnS/qcONdhoaa4mXPG/LA/i6P7Z3kml01rrpwSBAu8cX7Fbc/3GCmEbJ91mPzrGCyKWk1oBaA7xuUtPszTQWJhjgRxLFgFBuGIxhEhuFQF0TRH1mS6A7hdE+y0IVYDLn+wmXe+KIO73p1yiiaYHG1Sadfo9u3Qay9y3IfZuAejiwJDUaabj/BD5t6w4aNvzI5Ofkbw9Fo+P7ffPdzhrHn1CacbI28JO7+vImWf0aZoWzWQ4SwjCSQCGGbcIRQCCGQMkUJUBKkMniewVeauidY6Df4yJe286V727zumhW+6/pVLj+3x+xUg6V2g+4gpD/w6Y88BiPFcKQYRYJRLIkTSFJFmoI29qyXEnwPQt/QrGumJ2K2beyTmB57j8d86q6AJ/dPMFOvc80FHjdc3eGOJ9p8+RuTXHdByMbZAV+4z6DTOjMTEUudkT1pgM1TPVYWQ5So8cIrlvninTWOztd5w3V9knSJrz60gTit8byLNvHGF7TZubXNnY95PHK0jjkYsm1WMtMUNGqCMBB4SmQgN2hjdXmS2pM2ig2j7CQeRtCP7NVvZSRY6YL0hlx54SpvvaHNq66K2TBRZ2l1mtVunf4woDvIwa0YDGXG2oL+0FgJOUoYjrS9R4ZYK5YXu3Klx3+6/PK5s3/zl370wf/1a//m/b7/3CTN/8EBbga/w9L8Fvwwend/9cnXtQcnrvdVEjTqNYRMsAa2l4FbIgEpBFJIpMCm2ZVAqRRfQaAg9DR1zzAxVCx2ZvjTL7X46iNdrrukzQ+9ZpWLtrfZMFUjTmoMRiHdQcBg6DGKFUkiiVOJ1gJthAW3MIRhSjNMCIMYqYacbo/47L2Sw/MBB45OY+Iau7f5XHSO4uoLOwj/NA/tm+Ds2RqXnmuYnV5lqV3jrFkFUvP5u0NCJPXQ8PoXDPjI51NOLoTMbVQsdkc8vj/krLlprjlvgdsfafONJyYZjgIuPGeWq87pc9k5HfadWOXwKcM3Hm9w4EiDUEhCT9IMoeYwuTGQakOSQpRClAh6I0FnKGhHEOsEoYZcvqvDD7+6w3UXa7Zv9OkPZji93LCMPQzoD6zEGYxsbbq9omKZe5QyitIM2Bbcg+xqEWmPxcV+2HnwwI/+wu98drU10VC/8cdf/u0jR+b5wC/84D9dgP/m7/8N1N6O33zvT8nB478i4lOtwPNo1GoIEYMwCGEQAqRQSGGQ0gZSUgmUUnhK4nkpnhL4nibwNKEPtcBQD1KmapLOyGd5dYaPf32SO54YMNUc8M5Xtdm1aZUk9jh/m+HCnYrhyLolqZYYY9WakilhkPDMcTh4WjBINH/55QarvSmG/YDZumLrjMeOLR7nniW49Lw2qVzi9z/botee5LqLPHZt7/LIwZROu8b2XdCsJ3SiGmEgwRgC32d1CMdOSS44J+TiXUP27I147Jk61106w794wyJ/9Pku9+5p0Rt4LLVbnHtWjUu2DXjRRV1e/4Iu7cESf/HlOv044Ogpn0cPBgSeJQIAjZVaidYkEWzZFHHxhX10GrNry4gfePmIyYbH5umAKK5z7FSN/iBgMPLpD70M1IrBSGZ3GEbGyrpRyjBKGUXavo7sfRDDIBL0Y0E/8Th6vM1jf3Xb1KU7Z3/1lS/emX7gFw6/P179U/ypH/qnB/Bf/eDnufYVr1P/5r99+F9Mqrt+6203PBZeuD0EWpBF2qICcIMUHlKCkhKlhAW3EniewvMkvpcS+ClBZAhHmppvaMaaiRrM1AW9SNIZtDjSbvGeD89CGiNJuPSCPheeHTGKBEanGGNlkZQCKSVBGPDY/oBnjtSoBz5NT7KhKdi1VbJxxmPrnGTHFs0FO1aIWeJ/f6bFkcOTXLvb57ztGul1uOWBkOmGz+wUTE8MadZrKKx/3RkELPU0S23DarfJq65p88jeiP3HPWYnazzv4in+xRuX+d+fhgeeadIbGlZ7HvNLE2yZrTM3M2Lr5ICf+4EBjVqHp49qHj2gCEODVBopMp1lDEZDFAkuPDvhyt0pwnjEcQBmmmEUcnLBpz/yGYw8hiPFMLKMPYwEw5FkEAmGIxhGmlGkGY3s4zDSVuNH+R0GsQV3LxasxIJeokn7fYbtI63vuPTEb/16//K403/THwwX/jKtzf3APx2A/48/uIlLz93if/6TH//hB544/Dt33n3af/iJad7zkx12b+shpcnY2iCFRkmDkj5KGjzl4SljAa1skiPw7X3kC0aRJPQ1oyClHhmrORNr7U3FmiiBUSwYJpJRGhInNZ452OKJfYbU2OpDACWs3PGVIPSgFcJFG6FVh6mmZLqlmJ3ymJuGHVtGbJ1bZWSWef+nJtl/YIqrzvXYeZZk1/YV7ts/4uj8NC/aLZme0ATegJr0UQbrq2tAD1nu1Dix4HHdpXUuPrfDo3tCNkxKGrUWV+xO+ck3r/D+T2ueON6i3dO0O4qFFY8NUy1mJutMtRImGgnTjYjXXhsT+jG+SlBKI6XdLmMEWkuiRLG8rEgSjyhRRLFiFGePkbT3WNrmkFgwigTDCEaRscDOGHsUG6LYSpJRnLF6DMMM3N1IshJDN05hMODyHcu8518v8crLjoe9U/7vaO+Tuudd9SfLxz4ez2x76z9+gL/3j25m04YJ797HDvzzhx47+L67nzjuMzHLjfeESCX51Z9Y5aKzunhSI4W2gaTU9q58lGfwlMLzFL5n8CNJ4DkADxRRdnDi2BAlmijWxIkNsvJsX5Ka7JJt0NoGk3myRGSBqyet3Rb6EIaSRk3SrCkmW5LpCdg4nbJjS5+J1gofvz3mzidmWF2c4NKzFeds9Thv+wihVvnYbRNsbChmJiUbpkbc/pjk+CnFBVsgTgXnbkx58eUj9jwzxVJbsNxu8baXdrh/z5ADJyTNmiTwJ7lkF/zSP1vk9icHfPbWDSx2YcfGlJWOx1RLMdkKadUDmvU6tVBTC1J8T1tCkMZKPsAAWturR6olSSJIUkmcCKJEEMeSKBaMEsv2UQKjyAaoUayJIs0osYGqfc8wjDOAxzlzSzqxoB3DYJRA1OOys1f4tZ9Y4juv1fR60/SHB30TTH4gaNWUqm37g6Wjn0pmt7/5HzfAQxGJE8dP/KsHH3nm1x9/4pA/XffoJB4RghvvlgwixXdf3+EHX91lspWg+nU8qVFeiqc0npfiex5+5BF4ksBXjHwL6CgQ9sDEgihWRAnEcWn5JakmSU0B7jQ1mIy1jSmUEUoKlBR4niDwBGEgqYeSRl0w0TBMtVLmpiI2znRBrvDXX1N85IuzbKjVuGyH4OwtPmdv0ezYvMoXHtQsr9S5YrtkakIyPRFx6LRPp++hFKSppFVXbN2U8I1HNasdzfxSyCW7GrzkyjZfvTtkuglhGKDUJJfugn/+mtP48jSfun2ap47X2NyJ2TCZMNlUtOqSRl1RDz3CwCP0rYfvSZDSFNuIsSe1NoI0hUQL0sSecElqSSAniDjRxLHOyMIQZ1fFHNyjGIbZlXGQSZJOIugmEA2HTPpd3vnmRb7n+j4vvQK6vRbDUcgoDon6+31v5P+W1/B9IcP3Z+ffP06A/8lf3IjW+qfvunfPL+9/5mhzui4ZpgYpBB0RMBKSLz/gcfcTNRa7S7z7bX1mpxJ6gwRvGOKrFD/2CTyfwEsJfI8g1oSBJIoUUSKIMvYp2CgRJImyBy011vrThlSbkrUd5hYCa7Mp7JUhgHoAjZqm1bCDfeamhmyaXeGuPRF/+IUmzxyZ5OxJn12bBds2BWzbJDhvWw/hr/CVB6aZDhWzk5KppmGqNWCipQl8a3tqDaPIY7Ub0+mntHuKhVWfbr/Fq646xU1393nmZIt6GOOpACEm2XWW5AdfvsR1F83zoc9Pct8T05zVlWyaiJloCJo1e0KGoST0Jb6XWYdKIEV5IhuTSRZT+v1pqkmzVH9SEEMOdAtoexU0jDJQjxIrSQaJoBNbYA+jBD0cMlHr8O63LfEfvq9PPQhp9+qMopBRHBBFHqPYY9Q90lRh8KtTG69S+x7//HvPv/T1//gAvtrpEvj+v/7Qn3zqlw8dPjbZDK1lpRKDEuAJQVf49KWiE3n8z4/63P/0Ku94RZdXX9thZjKiN6gRxAGBHxAGPqPII4pt90sUKKJEEieSOM4e0wzgacZSqSDVFBagMcJi29ggVshMmihbSBX4mlqgadQSmrWEydaIjTNdOoMe/+NjHrc8NEu302TXBsHZGwVnzVlwn7NlSKuxzEe+EnD8ZJOLtwimW4rpiRRtRnQHAk9asGljWXyykSBVwkrPZ7UDp5br7D67zg++apW//krAkdM+vhejpI8xLeJUcen2ZX7xXR2++kiPD31mAyePNdgyCdP1lGaYUg/L+MT3JJ7KAucsn2A3vTzR7YkPOtUk2RXOAt2SQ5JClFiAR4lglGasnUAvkRbYsSaNRkzWurz25St8/yt63HC5RooGy+2aZe3YJ4qz45d4jCJJMpifTM3eV11zwfH3fv2L7+eG1/zUPx6A/9pv/A7v/Y3/JsPZC6569IlnJj1pEIFAJsb62AKUNPhS4EtBT9boRB433l3j9gebvPKaNt/3yj43XB0x1QqJopBhFDDyfaLYI078TJIokkRl4JYkqSBJJGma602R6W2BHmNu66drlAJfaXzfathmLaZZj2g1BijV5euPGz555wS3PrCBzU3FJVtg84xk84aArRslZ81F7Nq2wgPPDPnM7RuZDRSzE5KJpmRuesjeY4bbHwyRxp5MaSoQKF52Vcztj0YsrNbo9FIWVzzOmmvx5hf3eHh/m0ef2kAjSFBKAD46bTAaKc7aFPL9N6ywZWqeT91Z5xuPTHO8U2MmFEzUDM1AUwsg8FI8leUMsu1189YmlyzaeuY5oycZsJMUYm0JI05hlFjG7ieCXgKDWKOTiNmgx8tevMr3v7LNy69JaHgBo9jWrYyigCjxiGPL3HFOTrEkSmB4+uRrvtY/69dWom2/cPNnfy/9zjf9xLc3wLNpUrWFhcUd7/vAH73j0J6n/3m306UeSuIM3FLYhIRMwBPgSwiloCt9BoliOQn45B0Nbnm4x/Mv6vLut/a4fFfE9KRHmgYMhgGj2CeOLciTVBGnNmGTakWaCBJtnQNtBFqXlXemALd1bDyl8ZUm8FMa9Zh6OMJTI4bJkMcPa373c1M89Mw0Xhqye9awacqwYUqxcSZg86xk61zMzq1dTq12+LMvNzFxjS0bBZMtj8mmYaIRMUhTtFEEUiBkxuBaoTxFojXdoabTT1ntepxcrHPRRIt3vmqV3zhd58DpBp4XW2ljPBJdYxRLuv2AF1/U5YUXtXn04FF+97MT7DnSYmG5TigldV/QCg01z3Yf+Srb93L8eFEE3FpDkrk8Vt5BlAoibYE9TKEfG0ZRgmciNkz2uOL8Lv/hbatcc0FCq+ETjVp0+iFR5BMllrXjRBVXXfs8u9omkiga+Z3B4n+uNWQiwrlfv/FTvz98w5t//NsX4E/t2Uuz2bhwz559dy8sLPrDYU/Ua4o4MVmqPWPw7NGT4CUQSEOoBAMl6HkhQ99nOapx8/12AOZ3vrDNm79jwKXn9Dh7w4DJpkeU+FmHvMco8ogTRaIlaaoyYEu0BoMow5gM3IGvLcN5Kb4X46uIkysJ+05o7njM4+GDE9zzxBRJXGfLhGFjyzAzIZidVMxO+WyckWzZkHDW3IDpqWU+dhPc9fgUV5wlmJ4QTDQlrYam1RjRTSMCX+ElVioYYx0MRpL+MKWTFUC1e4bljsfp5Qmuv7jHd75gmT/6XEhzSaJEbAGpPeIkYBRL+kOfDVM1rt3d5YPv7nHPUx0ePuhz96Mtji7X2LNYJ1SSurLyKPAMoW9QZESe7ZacyVNj5VysLXNHKQwiK1Vik2CSmFYwZPeWARef0+d7XtHjNdfFtAKf4bBFtx0QJTlj58BWxIlnwZyoUkomuYMjGfX7Yhgt/UKSirTZmv2tz3z8g/3veuuPffsBfH5+nk2bNtW+9vU7vuemm7/kj4Z9WQs9kjRnD4NKbM2ESi2Le6mx+jcFP4GaMtTT7FKoQkaBTzup89e3TfClBwdsnx3whhd32TydcM7mEdde2EegmJ2ReEqSph5aS4yRGXPn1+U8eaQxwjYFDEYa6SV84ymP/SclN9/bYN+JFqurdQLhW7ae0Uw2rA8+1fKYnfKYnRJsmknYsmHA1o0r3PWElSZnTXpsaMFE02OiIZhsJkgZ8eRhRbuv2NbMhtsaGMWSTbOCC3eM+PqCoT0wdAeWxRdXQ+aXpnjri0/zxKEl7ntsDl8ZEDHGQJJaiTaMFIOhR7sXMN1q8tLLe7ziqj5Lr1rgmRNw03019p8IuX9PA+F7LAw9hksKKSRCiEyTiwzkJgO5ITUak1oXa2ZixKSIuebiAedsGrJ1JuaNL4rYPCOYmVAMhpMsrwYWxGkmQRIvk435Xa5zt3FSnAhS7TFo90gS7xfPv/D58oqrXvgbiwtvHm6Y2/TtBfBaLfQOHjzwX48cPvj/i6O+rNc9ksQgJQgprDQRxrK3tED3sgZeP7VlqUEKQWKoK0FTC4apYOj5jHyf9rDOo4cTHjk0i9Ax2zcOuWrngMlmyg3PH7J1NiaNE4zODpwppQmZBpXKEGm459E6TxxoENQkD+5vcGKpTs3zmAgkO2YMUzXNRM3QqksmGpLJlsfUhMfsJMxNJ2yaGbJ9U4eUFT5yyxRLSxNctl0z2bI9lq2GZqIRY0zMvU8ELC37nDdjs4vGwGgk2TglecElA77+UEp3IOn1Ezo9xUrX59RSk0t2DXjXK9rc+1Sdg0sTKKGBOKsx8bMEjaA/kvQGPqu9kIlGi+mJIdeeP+D6S4acXBry2MEOtXrKYwc87n00JDUSIQVFnXZhIxowGrQmTQybNyTc8Pwh03XN5Ts12+YESeqhdYNR7LO4Yq+etjEkk4oZW+dxUV7nkySCOLXgzoFt38vMgMRjYakr9+078J8np7d4MzOzvwQk3zYA/8Y3bufmm78QdLu9d+zbtzcIfJUxtykfBUgFMrX6W0mDJwWetpdBPzXEqc0mxhpqqaGRCmJtteAoEESpT6R9Ym043p7gyL0aqVJufiim4SVoo+1BMrZbXeRHUEh7lxItFO2eTxJ5hJ6kVTOcNwvNwNAKEuohNGuCRk3RqismGl6R6JmdStg4PWTzhi6JXuG3PlrnoX2znL3BMNUUGbgFzXpKsxbRbAyp1ev4WaAnMlmQakGU+AwGQ1aHmunQ1mp3B5p2V7HSCDgyP8mV54742e87xW9+1OPoah1EijYJWkOcekSJzGpHFL2hR2/g0+6G1GsN6lmw/LLLI/wg4trzU972kmGRSBNCZzZpGX3n5JBqazVOtRRKBgyHHourXlZxacGcJIpE29gnSfPHHND2eR7056C2nru0QWwismA20/wxPPLoI0GnO3hHo9l8zx133JFcf/3fvcfz7wzwxx59AClFONw497t7nnribIEh8BVSalJpg7n8UWmTAdtG6tbKM3jKbqSv8wjeWNtKG7sDsig/1jaATDREoSRtShLtESchi5HNgBtT5g2EsOWpnrBXDD/LVm5uGurThtDT1DJtWvMF9dDeG6GiUfdoNRQTTcF0SzPdStgwNWLjTI+zNi3xB5/XfOrWjWya9NjQ0kw27MnQrGMBXo84uazZdzykHtj4IysPIdWC4cjj/K0Jm2dHdHuhbegYpHT6itWeR6tdY6Ixxfe99DT7js3zJ5/bllmGGq2TzLP2GEV5/YikP1Q0ah710Kce2KKxIEgJ/ITQT6kFKZ5IUTK1WWNhEFJXfPL86pemksVlO7FA6/xRZCCXJFqiMxCnaQ7oDNQFkC1TJzp7LD6jsHLjAgeCJNEcOHDg7Bte+h2/G4T1H7/n3vtG1z3/2ucO4J3OMq3WdOPeu776/r1PPfTPMJEIA3uGCiFtUCkNiTQW8NpmDVNpUEqTpqBS8HKrKvOt81LPdMzCKl7n9laWmTMmB3f1++XltVLkJ5b1vANp8L2srsWD0JfUAkEttAmTes2jWRdMNGCymTLVSpieiJib7rF1bplHDgz589vOolkL2TyhmWwImg1Foy5o1jMfvT7ioUOCB/bU2Dlt/77IKFwb6I88nnehYfe2Ifc8Okk/gsEwpTfQdHqS1YbPwkqdWjjF229Y4r4nF3js4GbsKatJdUqiTZaMsfUkg5GkURPUQ0U91IS+nwFc43saX9nssFI6k4qmZHJnv+UJIZsUEoUbpbNUf6odKzaVmfMisoYL+1nxumDpam4ityJzkkuz4z2Kht5d99z3z6593rX6O1/zyp9aWl7pz/4d+jv/TgBfWTpFt738708c2/sj3dWT1AKfJLV2VCrtBubsrZUgSS2rp0qgUkGqDJ42pKnJfGtbJ5KmVECtsyxk6tSRFMmK3AJ0wZ0dMFuRaL+PEqCUzVp6WadO4EHgC0JfEQaCWqCo1STNmqDVMEw0UiabCVOtiNmpPltmV3j4QJ//8KFNHDs5xXmzmqkGtOqSZl3RrEGjltKoJfj+iEFk8KRHqCg0by5R4kSSpj6tIGGYanojadvnhlaTt7uKehhSC1rs2BzzP/7VKj/7IcEj+zaBkaQ6JU01SRITxZpR5DEcSYYjST2EMJDUAkMQKALPEHgW5J5nCoCrrMitlCoOyAGy/IHJAW5EUdNS1rZQgNweN1FYjQVh5QDXJaiL5/nxT01GbJqDB4+JWm3iR3bt2rU/iqJf/btg9P81wO/42ueZnz+5bf74089bWjxGEEp0agPINIVUQCrtBsvi0YI6TTVaiWKjUmWKhIPNrokyy+Z4tSZjbZPVkpj8eRXbJcClbZZQ0mb0PGkTH5a9ZVaZKDMwSCtRaoZmTdNqpEw0YiabETOTAzbNrvLgM33+8x/Psv/YDDunDdMNMs2taNYlzbqhEaa06hHtfsKn76xjUo9A2f0iROk9x4lECY83Xd/l9iciOsNa1gKW0h8ougNJo+dRD0LCYIJdmxN+/V8s8XN/JHlwz0br+evU2npJmo23kIxixXBktykMBaEvCH2Tba8N6j1lUCqTjQJEVrMiqAK9ZPI8xY/D5tZaLABfkFIJ6uJ1/tk6wM7LKJLUFBlVg+DAwSN89nM3P+/Kyy/a9olPfvbYW77nTf9wAG+3F5mYmD3r8Ufu+O32yqk3R8MOgeeTCuuaJFJk4LYbpWR29soMuEqSam2fpyW4jVMzoiuPdofmdlbpkJiSbSjT0XmmUjgAV7Ksz/A9m8r2fWkBEAhqoR2xVg81rXpKMwP3dGvA3HTbgvsPZ3j84Bw7ZyUbmimTdVs41awrGg57N+oRRkTML08ghV3mRFayiJbRtPHZPG3wdEIvEQwigx2TkdLtS+qhohb4BH4Nz5vk0h0Jv/7PT/Gf/xAe2DNHahRxqkmcupEo0oxCRS2QBJHdvsCX2UmdF2JZgNv9YrJ95YLc/a5jQCerTMxNF5OXQ+Awe/567Grs1AXld506r7PnWguWV1Y5dvzkm6+84tL0e978xn97emHp+Ma52X8YgHeWTzAarF4wGiy8NR4tUKsptLbglqlNSScq2zglsg2zEiHfAWmWiMk3sABzfs9YOge6cZkbt2jKVI6IKHS3yIwTUVYLKonn5QAXBL4tja2FhnqoqYcpjVpKs54w0Rgx2bTgfmDfkP/0B9M8dmiO7dOKuaZmsi5oNiSNmqJRlzRr9nc0agmhF3HPXji5FNAMMqtUWGuuuNxrSX/osWVGcOl5Pe5+okV/lLeD6SzoVNQCReAHmYae4pIdKb/xL0/xsx80PLBnI4nJmDw1xKmtf49iQxRIgkBmtSmyuGJ5XibTJAXIc4DnhVnF3hSO9MtlIdZtyY9JakQGdApga/d1VslZArs8zi6w8yt2/tzgceTYaY6eWHjrnr0H3t/p9I7/gzD4icN3E9bkWYvzj//6qSP3UAssGAsdnTG3Sq1ESTRoaaWFGruUaQ1aiSq4s+dFWWsOcOzeLRil5JiMdRz2znxeJa0sUoqiHNY2TUDgG1v3HdgCq3qYUq/ZWpRWfUSrOWB2ssOD+4b8h9+b5akjG9k65bGxoZmsQ7Nuq/hK9tY0ain1MCbwRzy+32Nhoc65myhrQbJzUmdOymDkcd52waW7+tz6iKYfSQaRTUINhprewFYHBr6H7wV4qoGUmku2r/A/f+IU/+53DQ88vZFYe2xItQV4DFFoa7fDUFuAZ1crW4AlsntWpyJLKSdysGfgHr/lpJIDPZeN4yl/bbJYqRI7laAun5dxVcne2YlhDFEMN335bgz+r196yflv/dJX7zn+6pf/7VaG+1sB/Nihe/ibD7yAV3/fR7auLh26Jk1WCIPAllxKUZyBqRZoabWZ0oa0YG6Ddlg8P9utK5KzGxXGtun2krkxjhWYHQn3siqF1fyyYG/rnHgKPA98ZQg8g+8baoEm9C24a2FCoyi06jMz2eXBfSP+/e/P8tRRawfONWwCqFnLSlRryrouoc4aDhJqQYxUI3qRj1QevjIoRcbiJUDSNG868GkGMZDQjULbKhZphlFKfygJA5UFij6+p1GqgZSG3WcZ/v//6hT/7gOa+5/eRJz6WYOxIUoNI99QSxwN7mt8ZU/yvPVPSWlzE9l+ykHu7s8irT8WzJdyxZGOOq+1z0Gcg91kw1HL59/sMdWQGsn8wip33vPoNUsrna3/4afeefyW2+7lFS97/v83AB8NVnjLj399qtc++VfdlWOB70mUTkllHkUL0lxnV6Jt5/JlKMYzmCJQqbJA7o64AY5bMFU8cTRjfi9ck/yeXYY9ZfD9DOC+JvA1YZBSD1JqQUK9FtOojZhsDZhsdbhvT8JPvX8je47OsbHlM1fXTNYMrYy5GzVFo6ao14y9h5p6mFCvRRya1/zZl1uENfAdpyL/2saUFlu3H/CDr27z57f1Ob1YY5C3gY00gyAlHMqy/NXzHXvPcME2eN+/WeCnfyflG09uZJDUmEsFUapp+DCKDbXAEHp5Ca29gnmezgAubDN3dqXLycHKqRzkAoQBU1J6TjCubNRF4G+cK/DaK3P+WOLBNRhKfKQZ80up2Lf/aHDt1Rd97MT8qe/esmnDoy4M/l4BPlx9THSS5Lp+r71RKY1C2i+hDVLbhl1VAbUpI26dW01kLD7mkOSg1sJ62rrU2gVzO98l391uYCSzLhYpXHBn9S6eti1vns4AbhMftSChFkbUaxFTrT7DuMdN98F7/nIze45uYEPLs+Cul+Cu1xS1msoSQzYwrQUJYZAQBhGahP6ozmQg8KRt8BBFCJyfzNZTjhOPVlPhiRHDRDOIRdHIG440w0Az8BWBLwk8hac8lAqyk8awa4vgN35slf/5Vym3P7mB490Ww1Qx6RtagSZKDaFnCBND4OUWqXF0uCgZPHN68kdX+o3fymPiOFpFvFSC3q09L4+5cTR7OcvFBX3qXt1TuPv+p3ZedunuPz292H4+f4s0/rcM8H77aXQav+7wno/9gYlPTIWBh9bGAjpnJG3QqUAbWTYa5IA3pgS4zllblMGk45S4Efsa5nYAXhwEWZbi5vJEZU5Bbov5mQ8ceBbcYQbIWhDRqI3YMNVjoT3gN/68wZ9+ZSORmWRjSzFX10zVDRNFCt/2ajZCO+OkHtpxFbXQnii+N+KWB31S7Vu2zGpvhCy3o2wdk8SpQgqfV13d5fc+t4Fu7DOZsXgtstOocgb3lcoYPGNXYTBacNHZkg/9bJu/uGXAr314EyeXp+lNeEyniolEU/cNYWwyP9zGILZvUzhuSibtXICLjM1dRnFBXpCPKcmoIlWcunPj5jBMXvZSJO1cUFcCVmOlyoNPHOF9f3Dj5nf/xFte88BjBz5/zWXn/v0CfNTdizH6pzxOba3Xksz+kYUPqoxAp9JKlAzMaZ4cSEsPNZclucVUShG3pUyckbld1s7LXwv2zuq8bRIjO4ietnXfni7GTIR+QlCAe0C91ueWBzUf+/oEf3XLRrSYYGNLsKGWyZIaNGoiA7WkFipqGXvXAl1cCUI/xguGfPn+KXTqEyoK0BS6tqxpsinsVKGkx6uv6fPBT0X0k8CyeGyKjvbBSFvt7NnZMEpRMLjdP4LpSckPv7pD3TvJJ77e55aHNnAqqdMPFJOJpuFnTK4g8EwWl5iCxfMTR2WFcYXkk1mUM57tdFgnZ/Ec9OOuV8ni1SSdtYbzjLTD4vkVzpQW4yiRHDrZ2frwk0d/Sirx+b9XBh92HkcI/0eXjnz4+egFAt/P3BKZBZK2XkFLU5j/xd0I65RoB+RFUJmzuKi4I8aIdYFdAXgObEwW/WeZOWWKLF0F3MrWZAR+ShBEhH5Eqz4gqA34iy95vOdP5zi0MoPv19hUh9lQM1HTNjsZ2jFp9ZoFdz1j71pgsgDVXhHqYcRyR9NPApSnCKQuXIqKBqe8uiWJYhQHhN6Aqck+7VGTYSzt1KjAEES2dt1am6oMDoVdTIusfkRrwVRL8n0v7/Ky5y3y638y4sNfnGM5bjEIfZqxoOXbJohQiQLkvswSP86VrwjUhbOvHRYfJ3OXiKrHscrgJbtX5Wn5WlTKMHIVkGR1SIfn23z2tkef/0v/9s0/eseDz/zR9Vef93cHeDSY5+5PbOWCF/7hC0f9U3NS2Mu9FCALiWLQWpdgLzppRIXJTZalKtO/Zc1DVZI4pa4VYJtiBwtRdo0XM1WyQi6pLLCLrnyl8b2EIIgJvJh6bUQYDHjqcMonbq/zZzdt4PjKNM26z0zNMB0YWjVNI4RmVoBVC6VN5YeSWmC981poA9XQt+zdag750u2KZw40qOcJldydcBCSS7I0K1SKYo+Ld8HLruzy8dtm6dY9WokdnjmKDENP4/m6tPmkdE4cU0nMJKlky2SPX/yRHru2xnz89kkeOzTF0KvTSz2anqCpDKGXz4HJitCU3Z+eKOOY/MSUomrDrmFyF+DZBuYtggXAXfCP1RKtAXx2lU+y14kT0x09tjD3mZvveeGv/If/+EeHjy2wY9vc3w3gabzIdW9+5l8uH/vED+lkAc+TGJNkAWU+00+SphJlBMZYoBu3baxSvFNagoVDQtUpIWfx9cDtsrcwFXDbWSr20csKi3wvwfNSAj+iHkYEwYhePOJ3P1rjQ5/fwKmlKWJVZ7KpmA0NE4ENzlxwW8ZWWTGWyNjbgruWVe3Vwpg0jXniUEA/DpkJssu/zEEhKtvmBppJophQHpecE/Exb0Q38hgEgnqcaedY40c6K5SSKCkQygb1IjuEVtvbfZ6kkomGz09/b493vOYUf/j5Dh/81AaW+y0GXkjXVzQ8QV1BqLQFujQ2V5B95wLkBcBN1T4co/FKrOQy+BomF2Ov14K9kCZZljTRwrbTCcGRkyscO9X+oceevv3eY6dWP/R3YnBjHgQubrSP/fZlRI8EoR+B8DDGMnVasLVlFu2CWjvVaBmDU8iRnLGFc6aXxUgVenAuiyW47V067G0LiGylnKfSbDhngu8l1GoRoTeiPUi491HBH9w4xVcenGapP0GtFjIXwGSgaQWGZmCoh1aWFMwdKluvEkrCwEqTml+CPPATGrWIUysJN359hhEegeeAO28syjV4cTm2+zBOFcb4vOmGDh/8Qp+F1QaDRDCKrdUXxOBHaZGg8ZSyzoeQ5e+unDi2u6lRV2yeGfDTbx1y5a7jfPDGSR7eN8FSr8lQhfiBouZJ6hICZWyVZVZSnGc4qyB3gF5ekBg/ZIW8NKLK3JT2sHYAnz/PQZ7kEsVYYEdaEGdXgSSGrzxwIDDBrZf90X97R+Mzt+3rf9fLzv/bA3y1q+nEYiLt7vk5aZb/bd07RCLraK0LEBfa28isVUwUjF6ytAtqV2+XIF/D2A6w7X40NsgZB7bQiIy5pQNue08Iw4jAj1jtJdzyoORTX2vyhXunWGi3UPUaE03FlA8TgQ3CGoGhHlDUhefgttJEWWkSGMIM2GGQuzExoT/ikf2SxUFI6EkCaRM8yrnU55K50tGeiqwDxmOmLrjmvB6fvXuafuIzTAS12BBE1r/3PBtsqlFmyUpbluyyaAFwLUiNIE48GjWf737JgJddvczN93b55Nea3PnoJKe7DSIvoB8ofCkJpCCUEMhMm4vScs1ZXAqxpl5lTQBaSco52+ychHlgmaf7tcmano3V4YmB2FhgJ5nLgtGA5tDhE6RXb/23N33tG7f22sNP/r9i8NVuRL0eXrjnmfZ/TJfv5SWXDBgMBKlWDqhVAeaiF9IITCFNrFQxZJIFUdHcVAC+lhKKyrY8mMwBnidPpLHF+1KjpC3kD3wrF0I/ZqGd8KX7PT5/e4tP3TXJcqeJCGqELZ+WJ5jyLbDrvqGegzsQ1EJh68MDSc23A3VqAQV7W4Br68Z4CYEfUwtGfOHukBMrdWZbwl7yCxdincCskCilDt8w5fH6F/T49B2xBXgsGPkQJnaalB9pa+05ZQiWVR2QUxJJmjVh57+/WRvxjlcMeN0LlvnsXT1uvL3B7Q+3ON1ukKiAQeDZMXlS4EuJJyyj+xLbbihEdhxKbT5WCuQcy1KTV0CeAxzHLs0AnWSMnRYngM2KYtIsMZKCiWE4oDt/B2dNz3zXa1/6A1//frOwIMT6WvyMAF9aPMjkxCyHjuwnjRZ5aVPjx0Ok9jIAq4K5tVElgxtZgjl7r8Le2aWrwt7FPxVScDKVxrnrTJZkrC3tPMPATwhrMUmccGzB8MRhjz+7aYq7nmhx8nSTNKzhtewCThMeNL2Uhm/nateyjh7L0Dm4bUWeBbcoAB4GhtDXlrn9lMC3tSuPHzQ8daiGkD6Bwsk4iizILGG+BoRZwidJPS4+Z8il53bZc7xO35c0ktSCW0HkmSx4zqZWSYkkT8pI+9tdSy4jHlsW4JEkPoPIpx6OeOerRrz66lXueqLLh29q8uThOodO10l6IUndY+R5CCFR2Vx2T0pbUy9sZ34hXVhXqeAe0qJ2hbWMrSkBbUufc1DrEtQ6BZNkr2OIUkR0kjBIfmgUnfpAv7e48LdicJP8OfP7f4fZ+ozaOXOcL90d8siTMZedE6NMAkZitO3Ns+MZVMneJmP3XHM7TcD5ewXIKUE+vmsqPnfO3vmATmGB7XkpSiUIlXBqGW653eOpQ3VuuavByU6Nw6cb4IWolk/DU7SUoekZ6l4Gas9Q8yEMRDZjvAR3GNg6kNCXhD4EFfZOCX2d2Y4J9fqI/fNw6EQdJT0rT6R7aWdMK48FWEUrmMe5Ww0XbOnx+IEZ+g3L4qEHfmLw4yw7q3SRgbT1I7lLI4t9qk0pFW0SLms1SxVx4hNGARsmIr7nJSOuu6jNfK/Nl78RsudQyJceaHJqKcRIn1h6oBSRlJCttJGn8iWiLM5yge7OQxwDecnoJvPJc7rX5Z2s/NRoC2xbloiwvM9ll0TsPt/wvg/fQydaUEm0wC//7hf4xZ983bcGcJ3A5t2v39RfevxDjzx1u/i9v57iE18ybNsS8yNvGHDh9phmQ7N9a4yvJSKTLCZjIxfsBYM78oQC4GcAdxHMlKytpEFkDbNGpWijWViAvccUf3Nrgwf3hRw+Uqc7CumnIXgBsulTU4KGBw2lqakM1G41oS/s6wzcYVZmGmYgL5g7r1/x04y5LbjDIEYS0+5LIhPYVLjUdvilqHrgLsOavCwhbwNLJXHqIYyi1YyAEYPYZ+gJ6onJymCz5IzS1kkpam+kUwogS0C5fyOVBcD9JBujHPsEfsCGyYgtG2Iu3T6iG/U5dLTNw/sC/vqrDfYcDVlaCEiMR6IUWqiigdumZ+3ZWzZ4i7GjmT8x5SuT8bmjqwtw6/K50hplUrafFdNspFx0dswPv6HPti0JG6dTfulDe8TU9JUfuvD8F7yq01059S0zuAzfIR558hu77rhXn/fzH5pgsd3gZAcePai5/aEmSmp2bov57pcMufbCEc+7LCbV1oWYqgMFg0ubtSzALAp5csYLm9BZu1ne9a0ZJYaVngEfjhyX3HZfQGeouOmuOvsO1+ilAYnxQfngBahQEShJXRkaOaiVdQrCHNxZu1rgQ+jZpocwsOWplr0FYQBhUMqYHOR5LUvunhxfTPnkLROcbteZnsw1a5W9HVKrsnjR3ygZjXw2zCje8vIhtz7U51i7QT+QNBJBEEOkDF4CXkwmzSi1OM4oCGRZ2lpkBPNWMjuhN0kVvlcC3fcSfD+m5cVcdX7CleeNePurBzx9WHLzXSGdkeLW+2ocOxaAJ1nqewxjlQFaYvJL1JnsldJaKc9yHCmCRhjDVD2lGWhSo3ne5RHXXjjiu18yZOe2BCWgFRpb+CUFP/fOJfYunDhv+zmX7Lrowtef/i8/vjY3uC7AT6/06ovduQ//8h8sNhb7cxCarN4gpZPYs+/hfSGPPNVgy1zCti0xOjVce1HEd90wxBjbRDrTMuw+N6YWZttQHGHJ+jcbOEYjwaN7Ff2RxPMkjx/0+dhXahghWer6HDkakhiF9n2M8sD3kdJDSkkoBTWZgVrqLKFhazCCLE3tF72YFLPGS3DnsiRviLCyxLK3JvQy9s4AEfojbn9UcevjTUSgCFU+uthxT8aIrXCRnNqcvDN9NPK54dIhL76iy1/fOkU/CRkmEHoQJdksmbzWJnOQrGSQYzo/Z3JRDWizq0XiZ+MeUoWfeiRJQpT4eCopXCilEq7YmXDl7hEpmqOv67HcERgh+OgtNR474ON5gsFI8dhej2ikspqbdYDughtb5x+GFh/TrdRWIGrDm1864nkXRegUtm1O2TxnIBKYzNyIRplaQDA3CXPTjzWCLd/z4TTpXAn0vyWA3//oQZ45fDrodGMIW6XQR4O0Z5yRGuNrjrcNx5ftpeX+pw0fvDG1G5AYztqQ8sprR0w1NbowRM+A7QwFUsJqT/K5b9RY7imEtJKH1AOhbFtQTYG0r5WwUX+ooCYNodQEma/rO8D2VQbsrNnY9wWhJ+xj1vUSZFV7to3NSpMgMJbxg4y1M9/bz+RJlMQ8cTig06sRtiShzAqsCjvTrSMsj3VRdJXnDrQk0Yoo9tkwLbn0nAGhP7C1KYkgTGyg6cXG6cbRtn67OInykC+3YmVZxVeUT6RFLXriSVJfkqQpiVKoJM8hJEUuwZMpUlmHasemhHO3pgiped7uHsbYgrbVnuBzdwasDkQ2/1B8k8jTfqeppuZVz4vYusGQZuuPSWWxYIwkTXziXi5zqzGelcOKJBnRbB0KVBCv++fWAPzk/BKrnf6P/M4ff2HGVwZfKBIjMcKrXlJyHSU1+M7AnfzSE2iOrxg+/IVm1RStoroK8FzGSAmhAF9ics1XPNrI3suybqEwVnpkSYogW93Az9PQyhRdPHk9tO1yEc5yKBbcuTQJ/Fyj29kpdpahzsYvpNmscjus8/Ci5iv3NUAFBCqzB8cCzLXGsZvdE1nGTmZDdTyS1OfV1474y5v6PHm6Sdf3qSe2UMrPiqTyvyEKy1SXDD5WFmBjody9ELZBRevCwfESRZIvOKBSlKfsIgTSgtwuiZISRRohNUrYgUtWRmoageadr9EIZbKchaO3IXvtbnx2EmpIYkU0lNkMSYGORQFoK22l48JJyuShROfTtObvmtm468d/ZDRY+kBYr/ZtrgH4p754P6Mofuf+Q/MTQVbrERlBIrJCGFQG5By02gGvLrUVBpSBAM5M2w7IMy1XICKnJmRW/GOT0p60c00CYfCLzJtlNT+v/c7KVPPnvkfRzZKzuO8JfD/vWVTZ6hGZLAksuAPfEGRdP4GfZp53auta/BgpY548JNl/so5QXpEgKepE3LLTbFMr9Rh5B1Na1qUkqWXxczaPuGhnnz2nRgwSn4EnqKV2jqOXmKLeXWZavNowLLNDIJyrhSybC7zcf7d3z9MkqcwALvFSC3Cp0uxRF8vKyMzJKhwtaUE9GOrSys1ALsjrZEz1WBdEnjlqmQFBYUbgmBI5wBljcVEMJEr7xya6S/e9Uwj/A8/K4KeWOmhtgv/0Wx+Xq/3E+p0SPGPsGAgDKaLwMTXZWQWO3eNskNuxekZg5/+IcoYgWTd89jzPqvkSPGELgvJCJs8BuFIlyMu7KBav8rLHvKs+8GUG8hLc5b3s/AmcJgkbjFmAxybmGw/VWVqp400ogjzNPZ7iXmfrKyA3jpuiJcORz8y05EVXDvjyfSO6SZ1Bqmgk5ZXJS002sdZNfOlKoGn3vCjMirLhWReBZ6IFfiqLyksL8KzuRSqSbFCQFPljmYNwjQBZyVXkAC+z0M6WV46/O02rAvyK80aFxW3bXwl8JQaY6ICcOedHgzRejZQ/tT7A+4MIML8FXJtqjZ+VoeaFPDbdaorqsHzsrsapEsy+fPn8WXjbSRTkYFZ5ejgDsh3aWQ7Nz1c6VqIEuJL5KAR78G0tuKgA3DYci6yzfBzgYh1gZ/LE0/i+XRfeypOEwIsJvIj5Zc0D++oYFWTZP3e1uLHCpPEgs9DJ7vhiUcz+M6nHNbtjZmf7dBYb9JM6DSXwMy1eDDLNx1Kj7TQxtPOnZCWxVtZ/ZNlnzxbGaWUfU2XviZJWoihjJUo2mSx/zFfDy1vn3LKJnLXL4riS5Ny4c41adfMieRIwf087YIeS7bOSDkWKEFxrdPRbBv7tGRn8wccOAGx+8qmDMhQpvlJl/YTT+FsUsCPIB++4Kdn8TNTjGyEKri7vIp9CldWXZO/loC66dFywuz2XwgK7AHrWLe5nhfxewd42oLQtW7K4Wz1OaR/6mjCfBJWxt5+D3E/x/QTPi5Ey4rYHfe58pIWoeQQZwAv/u7g77V9rGLxk79ITt0mZ/iDgRZcN+Y6r+/z5lyOiNKSfSmpZY7EnQSW5D551+SSa8aRSLlc0IjuGgrI01bYcak9YTa4EqSdQqZ1do7RGpbIAt8rBXZzIuiiZkM4wTzEmT8oT/cyUVzC5A3YcQOf7C0fC5DVLqTF0Vw7I2tS+zeO/twD4wtIqG2Ymd//ab390ux71aQYCUay1WH6JomCGUpa4QK6IkjEWd/1gF9xFfXdRBuukgUWe9nYu/ZlUsZ0tJdjLcQj57A9nDkjWTV7OBynBXQSVXtlxX8zzc5jb9xJ8ZRl8kCb8/udmiUSIJxVBXovu5EDKbXTtu6oOzw9cqh1NmdpqQGl8fvyNXT791SEraY1+WqOegp8KvGy9I08a4lyqZHJBMC4EHCb3Mhb3suZwz45r8D2RzSmxbWxparJsqUEpmTlDGqkccEvp/N0yKeeWNK8H9Ge7rZUq5dWurF3Kq1BLSzTpx/hLB87Zdv47Lo5HnSf9cKIK8DDwSdL0Rzud9otH/Q71wMvYebzbxrJ5wUIOqk1+BlZJuwL+IqzIC3ZcoBcVa1SBLvL5gs6swcpdVNi7aMPKZ4Bk8sTzZAbyvMvckSUZsH1njl/gWxb3/Xw1CMvefhjx5AHJiaUaKB8lhdXf6zB3EV6I9feHyefDZBpcp5n9lSqSxGfLTMwF2/vc+0yD2AvoJ4KaEjbYlBbkMuv7lMlYBrhIlAOFds3lptsjm/19pS1ze5BKjUpF0dua5n8jzUe+ScvchSVqqgzu1I/nI5q/FYC7hDrO1oU8Kd7P2V2RDiOMd2jjtt2cI6R8cg2DHzl6kjDwMcmQRmiPhNtq5HZsVKrF3Njym3TzF+ztaNNcnpQ7wy3NLMHtDtEsM3iUkkWJgsWVKgfbFMt/ZwC3DM6zgLtsUB5nb0/Z4DJKYv7sC01OLtQRYS5P3IGWThaT6lXrTE0AuaOSM7jWiijx2DoneNfrOzz++y16SchQhQxSW5vi5due4DCpyAI7jXWldHFkNFkRHHnAWVY1Wr/cShYvG69nyUMXY69tia7GbTIpjlUxHsNUGdzR4uPH/5sD3A1Cy/iuJNyyayxJQLdjffzwIzpNhsX/LwD+8U9/GaUkhw4dw/fsRS5foayir12dbb4ZpNcBeMXOcsFdLcN0QVIBeLYsXtlDWM4eVMqZYqXKu8pHtilpZ6PkAPdMNkrCYW7fdUxKkPvZej71MGLvMfjqXQ1iEaCkIpQl2CrgllUWN05jZsk+1fHERZdPKkkSD619XvHCEWd/qs9TR+qMPN8mfmQWZySMnVTG2c8ZyLMZHMY49qEpZ8+k2fzHVIOXTUfw0mx+oZK2NTEv/80blIVxgkwcJ6eUJS6TU/le3wrITUENJe5EWctDvg3WNowTg46S8+ePPfxyY/QXKwB/8JE9XH3FhfzMf31vOBhGlRoKmU9vdRi8UsddfKMz0HXx0mTd2dWOkIpMqTC4y95iLZM7wJaqXK0419/5LEKVM3c2VdYbA3dQ3K1zUrK3zhI6Jbh9L0Z5EY8c8DjVDkH5doGnrIM/XyJx3JdeL8i0B8odreAufZglfbStFdk0MeKqXQOeOjxCpwF9FVpPPE8qOXahTduXgzTJQZ7LlYqPbOWJlz33Mn2utB2752krSSqDOrVzlRoHegXcFB65W/bsGg3r24eU33MdVi/0eE6wRRONQadDkmg1/KV//W9YXtjLzNxuC/Bef8gDj+x5x4033/lTne7TWfFOeZaNj+vK/9S41bPWzs9ei/JcdOsyxgHg1m7kGrYKbFGypCtTcvaWpe5WGXP7ShZj2zw1xty+8+gbPJWt9e6Vj2Xq2jYt94Ypf3bTFEujEBEqPCHwpLZBr6yenOPjz9z9lCll62xo92DJwg/XWWnrZMPjXa/t89m7hvSSGrHyGUjL4mVdihtoOsFdFnjaIhFtM4P5ozvNQOWyxc5L0SoDu8wkjLK5kHwBg0L3i5K5c4lSBp1ine8yJlUKoi7fr8JKVFUDVdlicSkAiU77NJsTP/UXtz19XxIP/qJg8GcOnqBeC5vHTiz6oyihUffXBkPrOCVnritZ+3S8WbWiv7ONz4v3x6WJkKCyuXlVieKOH3NlSq67ZSXp4/vZCLcc4MXz3ArMJYnOwJ7iZYkd30vww4iPfD7kvicaIAOE8qgpUwkuhRy/ItmNE2MIr7goRf322EoKaZ6+93n+xQPe8fIuH7qxjvYCBjKgViS6nADcBZYLHKPBWHDnof54G6E2GZtL8Ew2RDXLKyjtgrtcErJk8NLSrehwyniqOP5r9LhhLS2O3dZhdLfcWgggjRgNTvu99rFmmo4oAF6OFxaFMzFe/bYupr8JwN2vXLlkZ29Uxq6tK1Gc+RwV9s6ZW1YZPOs4dwPN8cGbFc3tShLleN5e5ncrawt6yjYuLy5rvnJXi8VeDUIfTwgCYcrxELkfLcUaFl/3mBWs7QZ7rmWoSLVdSHW6KXnFC/t85s4h852QSHn0U1E0CRf7pdC9WbDpmIam0OSgjS5qVPLv4RlnzLURGXvbUXupE+DnLlZ1ElaZdCpPsKqTUnVVqjGZfeMMgHLnIq6DSQsngcgznUKSZ3K9A4eOcdbWjTs++skvvWlxYYFGzVbnrffHcv3t+qxnxLco//D4xlR0qRi744wQc0b65t0rxY7NRyOPyZNSplBlb8/gVVjbvVv2tnNU3JETGYOrhMCLOHhKsOdgDUxQ1J54efA1HhyzNpmV78N1XRR3WFKx8JMoCrA0HhfvjNi5ecj8ch2TWhYP0rI8IM9slulyUUiF8ojlMoWM1YUDdMve2gG6J23QqbJFDVTG3unYSZWTjtAmuzIbe6LjypXxUdemgpHCJxknhTG2zt90QW430Wd5aYmJ2f6bzrv41TevLp847AkBg8HoAoF+08rKIvUwyP67cP/m384tGWfwNeyN0/ZUvZyPD5spd2LJ3IU0kWTW1ViAOQZuO8JtLbi9Yt2aUpL4+aOX10Wn+H4EJNz+UJM983UIbe15IMvZJ+PtacLZ4DORuCv1ColSkSqqkCnR0Of8TRHXX93n7j0NSAMS5THQkjBd6+K4OtiSVc7oFuRFvUdliRI79lobkWlyO9tdSQt8KU32KBxg4zA3xQkmpUCkFMxenHAVHJh1yfBMpOnurzWANwCK/uIKW8/hTUk8fJ8xHPbyHRH4knog8Pz8klnNYj4byMV6rwuQixLw6zF39nkxfD0DdQ54lV3yyyBTVNg7DzxzH7wAdzGbMG/zWoe1M8bO5YmXy5N89IQX46mYMIx48JDkL7/YYhQF0HDlyXrAyv3o9dwCKvu1LIRyiq/c5gSnKXmy7vGOVw249e4+D+wPMMpnKAIGIgs20zG2LKSBG82VGYsycNPFaA+tZHFVyU9cLSnYWztSTBbHx1ZNuxZvfjwRmWyilC0lFvKre+muuF/1WYnBJV5nMtoo9uxS6dm+9ZI4IY5iMCm+LzP9lRe0fHPmXi88qJ6V68gTRFWWjIG6ZHFR7EhRADwb2i5KOSLzQEuVQVE+eD5n7gLgKu9Mzxg9m11YSBKVorw062xJCIKIKEm5+c4Gjx2ug+8jhCpLY7MVnAsHY3zb1gF51eZyx5q5Mx2lE2xaLT4a+VyyI+Y1L+rz5JEGgyRCS4+BVgRpWcqgHNYUlT+d55JL67eodM4YWxmNkRnYpcSo0jrMnRVpBFLbv5UWlqEoAkwpBEJXryLj5FbFhnN1eRZgr4s/xxM3BuJYEMWaOIqJ4wTv05/9LL7nc/LUAmGgrFutqysqfKs39wojsqO6rvZ2Gc61BWUV7HkdeCFNhMveOOxN5bEAdz4+2QG558wJ97w0swJ15bFkcJu5fOYE3Hh7gzi27C2lsPJEVEtj8wWV3e3KLaICaG4W2AF21c04c7DZqine+JIhn7xtwJ7jlsVHUjJIMxbXBqWxK0rn0iDN5EGa+ycZTarq9/BU5s0r+31kZh0qKTDSKh0ty/ofKTOwC6u9pXP8XLBDCfZxc0Fke0OsI+e+1YynG6ynxmPPU49x7NgJUp3gnT69iJSSbrePFNnmyzJ7uea3rfPXxdq3znCWPhvIRSlRZB6Zu9q7XIFAqdIqdFk7bwLwJNl6kHl3Twl0z8snRJXuiV90syQFsD0vxlcxiUn49NfqfOPxOtQ9EB6+FPjC6dwZz2Cu0eJnOkKikuwxYzPVKwFnKtFKMRr4vPDSPm96WZ+Df1VnpH10qhgIHz+1dqrKmTPN93HprLhM7p5tueZWqvTFldEF2LURSG2BLmXJ6hUTwNjnWhiEzo4llG1148d/jPzWYKeCt/F9V+Ved1raoN8jTgzGaLxRZDNTcWLrvHPLZw15jw3DPJMV6PB2NamTbY1cF+BjKwuIMcZ2PXAHVJWCK2UbHcrnY3fPyhFvnbtSZVInlyaeSvC9mP3zgj+9uQVeAMJHSFmONnN6L4sDnbPVGjRXhUIOahDkHVJ6jM21o8F1xuKp9tCxxw+9ps9nbm3y9LwP0iNOFQMpbZVhflXBjLGlKygduVKUDjjFddlraQQms2OltCl9aYSVLJIC1DIrf8kt3aJGBTKwl8fZnYhbuCrOPis/M+vtvvLrOx/mWyalsZN/a3bpFC+KrVFvEV9q5G8mhMTYqzWJnPzsdHRpCfpSkxX10kXmslwnxmVt6V4aVRnYqXwGYBZUqrxdLV/0tHieB5SmZO0ia5lLEsveeebSeAmfuq3OvsN18CyQPJkFl8L5PqIEtXS3j/J+poNT1tg703dzT3xNt48dDhQnPuefPeS7Xtrjt/+qRqxijPAZphJf5Cn2HDxliYQL7Py5MQKUs0JDcfJZqSINGKOtFMm1tzQYKbJla5ygMn+unf0gy31TCXrH45R1GbzEofgWtHL+u3zPTiDTtnAsJfR9MRoJ5zIrKn/wWcHtngtiHc2dv1/ZSLHmsTzzx6SKoApw5TK4qTC4yoe5u/pbGcff1oU88VTpdyuZUg7ttCzuhxFPHRH8yU0t4mzmipA2uCz878Iay7ZLlgeussfXc1EoA8y8lmI9TZ5LlLw+JVXWF68Hih9+XZ8v3Nng8SM+yMg2SqTSyqecxXOwpZlUcUFusH2za5g8/w52/xpla5KklihZLjEjhUFkGtwNPEtHzAX7WllKdlVZT7K4JDlOomcEd0bQlhyUiOIY9dG//vNdvq/+9Om9ezcJQeFKVLTvOtbceq/d9Lkq2Df7LHc9pMzek4UromQ+LVVkS+6Jtfpa5fXeOXgdS9ArXZI8Y7keuK1bUi2osvdshnhWUBV4EUpGfOgzDW68fZLEq9kRcNKjrgz1bByFr+xICi/r3C/a4/JMqpNVVVIWNerKc1yfQmblq1Pk26ud5VjKEdFFFw2amemYhVXB7Y+GGCQIO3lKCNugvTbhJKoEJcSY8qyq9PIqY1gTHFM1IsrU/5gEGy9L0GOvcYa0OpOI3aVO1nuux94v/i62nubCS150zdXPf81N3gMPPtw4evTY7jSOCEN/jcRYf/PH2LvC4uWlReZOinB28JgskdnedysGhXAud27E7rB2udCUs+CULCWK8owtgspAna/PXmFvLy0kip8NulEqxg9iDp8SfPyrTYbat/JEKDuWomiVq3YY5Ve/ij0qyn2TP69IgQqjiyL5UiwSkC/w5fRraqUKqVL3Fd/78j4fubnJwXkPZIwRioH2UM5+t3FBFnRSxlgVJif/YgKjDMplcUSmx0EZR4dLEMZghJUyOk/wmGqstSb4Zv3nVfYWFXytURBi7HXe6yMFUTTi5Mmju9NUNzyBBUy+jqKz2c96Och/Yo3mdvWV8yXXlybVqkHhAGWtPDGV4FK64K4APF9zxjjgzhhcaTyZVwhqewKoJJv9UQaYWiX83ucm2HvEduwgPaRQBAJ8YTv83dFs0j1YjD0/w55cj91KNnL1dw52V6ZIUm2nxe4+e8iPv7HLf/1QSJpGIOwJ0EegioDTWoTVes+1mrxg5gzQKv+O2H2ef0/psLGU1n/QxlqCOntPO3JXjwHc1eTjFjLOPnTx5SB53bxLkdlMIU0Eo8gQxRov8EUxbNLzZNZf+eyCvgLwCpOPa3DndcXsF8Xc7GqJ7FrNPb72pVT53G1T0d4uwJWTzCnX6tEWxPmjSgtgK5WgZIKSKWEj5qFnPL56T4Nhmi1mLz3rrztXjzJNbSon7fjBWxNBOfvQ9aBxgF2MeMg1uNHZYPj8PZVNdbIs/vIXDLj8ywMe2udDKwbtkeAzFLa1rVJG67Cle/0oZrYrMldHFGBX2edSmizYzNhcZGwuMtBnQaQxYg2wpXP89TiLjyuB9QLPdVnb3YKSOKIIRlE2rDTwpZ2DHUiElNkqtSI7l8/wC0XJS+WZVgI+T3AUIM/Uf4XpnLLSSv1JUbVmxuSJcdrVTDb0Zn0GV+PgdgPK4jF7Lxuc73k2a3l6WfPhGyd48kDJ3kJYd8IXTnKnUjMzFkSNHYj1OHy8xl5XmLxcka6sS5EV2zBNFYm0bW0X7xzxrjf0OPbhgNM9q8WNkIy0whdZ8Fd8F+NQU3mEzRiTK7fv1pBJFgti4zy3wM6AnpGSzgPQPJu6Buzj5LcOo68D+LUk64A734/agnsUG0aJwXNLZa3bITDarClmKX5hUScg1v0ChaeZ678K2KtAdgutcsCU3SI5g5vMAy9liso6u4tOE5WvrmaKeR45iMu7y+ZlI4PKEzvKDtS85f6AP/vcBL04sLMkhIcUeVOxsGPLnH7RcRuMMbCfkW4qPvhY4GawQVeFyR2gpwotU3TG4o16wj97Y5+7nwj5m1sCUJlUEYKBlqi0rLUv2Xu8AKuEuZv6VqaULFZ3m+KEVDKTJjK3Ew1aWKbXQhQgl9nfy50mDWUKn7X7a02ScB2Qj18UXZkXp3YqQGYTZmMfhHUv0Nb/XO+27h9zbR+qZ+N4omf9mu8c4E43vSMBKit+KSzAHBavypRsMH7B4s7dsQKrtmCCJ2P8IOLwiuGjX2qy1AmyrKUPUtrg0q37LuTU+EpkpXCrKJSxoMZQ5s0qTkQe2OEu3kW2ooYuLUNTpvCl9ogin7nJlO99dY87H6pzdEWBjEBIYmwxViGlMk98vQKsKlqqbJ7Z5ZkGt7/PWoWZxSlz5mZMh1uwFxLVZIVX4yUN2N8JVdzkJoWLv/Xswnwf6uJn7InlpWk+NsDRw5UzpXq9FTh/bCwoeDaQj+ut8hLvzEIpkgaO5i6e521SDrhFqblzG82Ta8FdYXKZP08K/e15CUKmfO3+kK8+VLd9bdLLgktJIKpdM8r9ro7kquyHZ830OAfFAfn4is9u8VXuqGjtglujtLJyJVK88qoRL7mmz998xUenuVRRjLTKXJ9sjZ1UZBXhGdjFGMgljv7OmFzmDJ8DOivnEKb43kJgU/mZjBEi1+Xl/smdJqtay1oVIciYvYzfcp98DfbGBfnYLS/Ek0Liaa0zOi8BvZ64Hwf0+B9cA273gDs/4wLYBXsuR1zglyvv5p+Vza+FP6zc9TEdkEtd0dr+WCrejiTLgksVc3gBPnNbg5V2UNScICWeICusMoVMcsFdAbmo4tq9rTkcjkPh+sZuometo1L2bEotUZl1qKRl8anJlDe/rM/dD9c4sJSlfIVCIxgKacFNWWWYi5S1nT821swBrSTFFUYV4DaZTBHWHszYPHdTcmIyuQ7XtgEiG2tStLAVAacsS2pdlq4+uhLGEdEVos3rlawi8ezEUWOXacvA5gJ1/LmbqVsjTcaerwG2yLUX68qRAtj5+9I4FmEJ8GoCxNHczmKwpUxJHebOn2fBpbJFVZHW/M5fTvCJW5tQG2NvWQ70qUorU3GA8st/cRzWAfq6nOMa4kXpZ1abgihW/y2ym84S6alWqGwMstSKeOjx1u8YcvR0m1/4PZ9+GpOPnU60zxCBcrUvhrhCVmVGs0js5N64LAwWZGYhCmGpWkgLZJMBPQ9ESx2e7TOTyZbMWnSJMs9CFu+5Kf0Kc4+Ra/ZBRQrnCUcFngvu9VyB9Vj8TAxefjkbQJI/unYabnBm1pUqShrnc7ffMQc2zrw8UwaR2ew8b0yO5Lo7v7ud8l6Q8Ngej8/d3iCVvmVukQ/Xp9LUUCmNdU7wNcGSs8+eDd5FVz2uTHFYXFNW87kVhkZWXBWZafE0TVE64U03DPjITUMeflphZESW6iEWHgOdyRQcPZ5JlFwmUcgRR5pkJ58S5TmphEWzMGCkyUCOYxWaAtAiOwEQpZw5EyGuIcxnwR2UiSubZCoxZvsEKr2NWcPxOoyM80srZ966uttUD7ioglgUAHeBbSoWoStLxpk7X7bbShgLdC/X1gXgHeZ22dvxvj0V0x0aPvi5JgdP1CDwQGbWoBTOOGRT1J6sKYt199X4vuDMN+M+cUo9jckHZJqKVFnbzpZbhypbnDe13njss3PLiB97U5ef/YBPJ5EgYtASIyQRslgdTZKz+XrBpsgvKRmYM8jLrNvH5HrbZMxuAWxkVXtbPW5BaPKTRbrZbfu3ZfZZpVYF44DYfe0wd9ENlI+RsEuhpPnMF9/L16axsdW4bma9xzUAN1Uwj4M7+7ya1HHnZ4w7J/l7+Rw8U0gWd8ppvoyH66BYeeJ63ukYqBOUjFEywasl/OFfNfnYl1okXiZNhNWtRUuaW7g09j3HwW5tT1e/rY1pXIRXRuDhMLdTPlsC2ThLA5psoL1tNdOpJBUKKT0beMYp3/uaPk8f8XnvX2Zrihvbe6bxGQlpa7nzaG/MUXHnjRiZAVjmupzM7chOSGn/pxQZg+fBZXYMXZliMllTMng5NyUfZLUuk6/L4CVz2/czv90IdKptV4/NZJpsBV87WsG9mI4zd/kHzTrvrRdYVsexVV+vDShzH1xUAsyqe2IHsTsgHwO3q7Ora9dbq1BKG2AGYcyeI4q/+nKTpa4PocoCSw8hs7JTsf5A+4pMGZMklYNTMQ3XZ3CTe4Z5D2wB9nwetikHZubMLceSP8LKFK01OlWkUjHXTPm+V/b4/B11nj6mIIwhW0Ej1T4D8urCcQbPQU/GuPY7KOd752yeAzoHus7IwAKtNA7somilfCnB7V7phQPUMqahYPn136vi1II8ilNGUWpT9aGviiXzZKG9ygOyHpjHWbywfhy2rt7NmNtg1g0uz8Ta5evcOdEVqeLllXdF+asu5Ui21LeXpeI9aaWJRnPTN1rsOxjakkRZMrgSFMujuIP3x/3uCgtVGObZSztdElnL4FUWP3NLm7QrNWiJlLJYNVkKhUw94iRl97kxr31hn2c+4ZOmmS7UVo8neAyFTbsLnbGhzkCubLIvv+VT4g0U0kQVurtMDEmRn0Olg1JldHdfuWQnWLcZOQe7yRk7A7GzA12HM5coUWxX+dNG4u264NK+8sTe40f3XRrHSXbpKdlEOEfEZfbqAa3W9JZMPsbgmDMHl+7KZMp5XtHcrgZ3ykdzppZ5oict5UkG6sIWVAl+LeHTXw95759PsDzwrfbOAssyLZ8N1xdlrODGDOU2VSP5Uou7TLD25qaX3SAT53keXBppKoOBjBZo4dSquFpcZoVYsWampnn3D3Y4cNLns7dJqFtw5986FqpgchAWtTnIcx/PKdAyBmuFZNtlMpY3OgN6BdC5bMllSUlsBTEUXnmmw4v9Z5wrodMF5NSK5aAv9m8u67TB9wO2n3323quuvKyvrrl0drmzurBXkL5LJxFSSsdqWa/wqepZr1v5N/aZZd3q82KovXICSDXmcytT+ttuIZUTUHqFDNGlBVgElBq3kUGpGN+PObkkeO9fT3L7I007z00GoAKQHp4S1KUhdBob3Nkn7rIp1dnk5ZzE8YFE6425yDtgys6k9falGduvZTDuTnUtX4/NJsQwN5WQGMNdTwR0+2O+puOnWNiLElTrnZvCvaaP4X/NNX+8HDgvCR5zjPKfd052+x/G3neTYZWrXVnZmGpIUk1Ya3D69OI7v37H3fd7tVAiZWJSTzNStrZAuHUSlGdUwd75yTOutbP319Pb7vsFE44dKCVK/V3On9YV1i7ZfCy4zJ2S4rM8kWN1t5Q2YxlJzZ/d2OLjX26W0kQokA57y3JiVbGMylhAOX7P99a4o4Kzr4pjV/GZz3QATeUAal11U9ZYh7Ls4ZRCoqXt/JFxyve+csBjB33e92HFMJXOFxQ26Cwc/CqTF6WzGURzra2wjonCKb7KvG2THT+jRSZTMjbPGDxn9Jy9ZQU74gyYEoUUEcLuqPGTL9+HSWqIY81wlBpjFJ7v2aUo4izdbXQWbojyHKwGUGP1AoUONxXgy3UDTCfJI91LvgNqZ5i6633ny2ZUA0zH786DSulaga73HYNI+NpDAR++ucUo8WxSR2Qgxw58z4NLlUkU1y1ZW3uydr7Ls6iStWToHB2Ts1YObPLZ7Jl7gimAbOdo5mOQbY2K0RIts+ZkYRDaroKWJB5hQ/Ou1/R44LGQWx6y81ZsdsaiUhuPkRFWi68nV7JvrPLgM8tg2q9sMpmSAzw7TTJXJXdPTPYn8xR9YSG6+9C46/mUgWelSbmi/EQZG9tTEG0gSW3BldYGL47tH44TywT5/5PO/x+PWCseZiXgGkvmONOV1iZ0HGALUwF81f/WY2DPA0q7IKnL3C64ZQZsmXXqeF7CqYHgvX8+wRP7w3K1ZOlZ9s7S8uUwH8cSdADsXplKHmTNJb3QkM+iwc2Z3luTtjdrgs3ynq9/mWlxYTKgW+tQCI94mHLprph3/2CbR/f4zA+qLA6CFI+hBGEEwhjsrOQqyI3IHBVRXn1UlrYvwC2oBJZFsCkos5UFuF3MjJGFgfHAs0K0YH8oZ/PsOxWtjtkJ5Wm1CaU8ErNIFA/w/bWArQJ77L38DFsnsBSsBXZVoowvgZFLE12k50XFQdEFi0u5DriLbKXD4tJ631Fq+JPPtLj14bptpMyzltLDrp5M1rFDsXxhPgaichVyYTEuUxxWd2NMF+PVWTNVaVKxCtetTSmBbtk8CzxFKVG0yMAuFFpqtFGk2kdGhpdfEfFD393ltz8qGeUF2rr44qRaMSwYbi3IlXA+0xTMrTK/vAB4Vgqds3qe5HFb2dxEUI6LPLattDw+G9hddWFAZGXfWzZNsnnjnJ1s9eIbXke90eKxh+/mvru/hOdJpKONXatv3AtfL5nj/uw4i5eet/NcVNPy1fVfqsAuZElegyLHwD2WkpeZayKDhIefCPntD08wjLJlHrKETsU5cezA9VrSqjrcncG9FszrEveZtIub8ClAP67FS9Y22jKifRQY6ejwvJRWSGSq0EKjhSJNFLVA8+53dvjqgyH3Pa4wgciSQKJYCCJZD+RyzB93EkD5RhtEocFzaz8Hcl5dKDOgS1wHpUoSudsiclnj6u/iqlhOqXUVg60J01x7zZXc8JIX0+l0kb7vEwQBnqeqLFtUZJWJlpxV3VkkbhnreMVfVWqUTsiabnFnHUalxp87AaUL7mINdbuOupUl5XMlEzxh7cEDxzx+88MTLPQDUA64HfYutbfBHSbvZi/XY2ycHV3J+Iz9Ow7o0hYUZ5Al+Xv5Yqi5WyCKFabXTqQt13I3xh0YJEmNIkkUcw3Df3xXm3O3j0CnoJPq3WgSDSMNIy2IDcRakGhIjH3MV0lONSQmf53fRfFc558Z57nGLldoynS61lT+j3YeU22KatdyRbj8uck60PL9ZrKyb0UQBPi+HZJa+NBeYcnlXvR6TD1+uSjZ2vXE5TrMXVwVHDlS2FtjAaZw9HbhpGS6W1aA7z7PgZ4gZYoXJqz24Zc+OMlnbm2Q+K7uzn1vYcHtuiaVwJK1Sx1msK2871hrwv3BZ6XuarqewrkyawGfM6ebxq8wupUnqZbYIieDELZuXAiDTu3CJZ7UfPfLhvTiNj/93xWr/Uyb5cXYWoD0SIxkqF1Jkmttpw4ckZXPZtnNLG1vv49xtPhYbUrxPP+Z8mpoGMdatj+Ncd5zrp4ZsHPfPkk0SaKz/ZTVm/t++LSnxGdnZmeQIq16z3KcqZ2OmjG2Lpl4HWaWVU9bVuZ+lNpayQzAY+Wv64I7873zgNI2D6coYctgjdR86vYaX76nTpIPWRG2EQDUGdi7KkXc3svx8thKat65V6TKswSabpS5dsbIehnOksUM1VkibiFWdWhQzvaS1NgFZj0tec3zB3z3DX2kTiBNwKSgYzCWyY02JGYdJjc5a+cMLiqsXWHyYgQGBVuvYW2Hie3d+dys/T/aZKye3fPPE22I4pTZmVkQ8rO1Wu1pY0BumNvKU499/XCj0fjs7OwGe2n3HDbPwFaRGUXdx9jyzs6AGiXXkSKiTLPbtdZdbW0qz8cZeq1k0SiRlvJElbrb8xI0mo/dUuc9fzTJybaf6e6sDU1kzkkGbl+6zcSm4n0XV6GctTNd6Bb/rAkoi9djAn0trgsAVz7LNfjYkHrtvtZrp9EWdmF2Nxmw8w4gnXpo7RHHiq0Thp/7523e8so+Hq5MyUBuLMhjA8MM5JF25IqGxAF2YsZAblzJ4siWsRNBOz9rAVyVL6lxgT32O1IH7CmMooS5jXO0Ws3P3vTFWw9v336WXaPHLr9sQZXP0H629Q2rxS9rA8n8/1ow6CJorQSWAkRhAeZB5tgio9J6udVAs3RPpHCCSpGU+jtIObIg+ciNTfYdCKGR623H9xaZLSjMmmTOeEHVeuWxpbvirlpQoni8FkWMI3s9oK/D2OXrcbswT03Lou9ROkwutJ3vLXJfXNiAMzUSoT3i2HDBzoR3vrHLfY8EHFyQVqrkVoi2G2m0RyIFw8x7F1lDusmaj422EsY6Jlm9ePHabniRri8SPVW5Ujgrxr1CmqLQsciw5vGus38LbApDnECcGJLU3iFbhGpmdjOeX+t1VqbjQVv4kJSCyDlCVaCXwB/X24VulyWY1/rf5WP+nq0kdAFt9bdUuW2oiwDTgruUKUXmUiWc6gje9xcTfPHeuq2/kC6wM2kiIZRZ1lJUJ1WNLyfuasHxeGR831TI+szSuwr0Atn2KLup7vGxZGvswozBZWWeoUAIiU7zY5Hpc2H1eGrbmkn7mtc9b8Qz7+jwG38sON13vrSEch1ZC3L7Oi/Esq5KXmyVF6UZQOkSzCaPafLvT2YfG8dhcffpmFeeZy9zsBdDoMf2rdYGITymZ2bj7du29vr9YbEZ+EHIL/3g7r+Qeun9E60g61/MHA81njp3XBNlqLglGTurdWRKwciqLJJyy2GruloXP++m4vNAsgS3lShSZhJFJcRK80efbPK7H2sRmWqNd56SBzu7z8cUnrc7i6UyDmIssYO7g8eDoXWY260HWsPeY9mecQav9G2OeebakS7VakMrS8yYu1JqcpV543b8mycEP/W9PX7kzV1quati8sfEOi0mXV+uGDEmTZznxUD6tdJCO/p8XK6U03XXd1VyCaMdHZ6khlGsUV6NE6dW33/5pRf8Rb0elgy+acsFPHX/7yOkHCVDhU5S+wWygKUo46rU7651UqqLgGZgwVkF12HusjjIPUF09dGRJfbEyQNK7WQrs8ZhkSB8zUNPBXzy1gZRkk3GdFrQXPa2zsnYjME12rvKJuPsLceZOpcpTqD5zUi8UphUAN5SlynYubTBiolTxWPJ5DJL+thBO9mohlzCaImAwl0RwrMgSTVemPCWl/e59d6Qe5+sF3XguUwpvqRWlsnJpEmewcyzmdp27o9LFhw2r3jjQpROnXFrVqpsjvO86M+gPPm1hiiBCb9Ga2Jy9HO/9odccdmFJcABZjddivLCr/ZWD71NeZxvEmMvT6bURhbQYzIkE5fFMs7SATuuTKlagtah0BXJUupwG8RauZK5J7nHLUvnJLcDpUxRYcqD+3x+9r1T3P9UmIE7Y2yZA10ihKhob+Wwd8U9oQr2grQrLkqZaGCdx28J2dmlm7wnsmBrp8jJfS8ffpnVpthOdhBaooW22cIsfS+1Kcpq8/e0sbrcShVlETMyXHtRzG+8e5V//z8FD+2tWT0OZaYzP5szkOf6O3DA7Opyme1bK1Hs983dvNxOdJM5UmD1fQbiYr+vB/jcfnScJWMEvh/se+mLrvxqrz8q9m0B8JlNV+MFDXlk35el0aedS6tb1TWWhhfue+6qttVKQRfcVTBnIBZuUFkNLksGXytLCt3tp0Ra8IefaXLXw3W0r+ymiRzY6yR1nE4dta5zkp/QDoPLsZEaY/Kkoku+BXBXgsyx94z7/phNKJ1kUKHJKReIKoAvsmAz0+CC3B83CC0RQiGMRhiFjA0vvnLEj76px8+81ydKhA1OEOU0HQfkqRBEMjsBMmCjy2ymynaMcU+ALKyT2pQsXlyv7HfPsZSfAOO6vAg8zdh+M4bpyYZ85Uuvlp1efy3AjUkBDjWmdp1eXVnYlUQDMKLK3C6DV8Brv410GhqgrDdx5YgoalDcxI4uwV68LnV3+boKbintimgp8HufaPHJWxpEnhNUVqSJZYmymcHR3vmdEszrds/nLV7OCVBE+WfOW35zrLsHq5LgWeuJF0vmOQkfYbL1c3I2z6SNLZySiIz1hZF2PknmqogsMBNAisGLDW99xYCnj3j83sdbJKkoGzHHQY4i1YJRVhprMntDkweTJgOznZGijFOMJUTRDOHWppQFWSXQC8niAn6MS0xqmJ5qcPnF55wGDqWpLj4uvm5Qm+TEkfufbE2fdwjZJE1LFimbhsdKWMdqtvNEjp0bqAvvu0yxV+eZSKcjp5KOL7x3t2PHBpJyrM4k0vC/P9HkPX84wYklJxU/HlxmetAmdcqKwbxTPgdxKVPWy+COLU0y7qRUAs9v3raWI9z1wsv666onniOgytzjAaYzLCjzxK1n7ox8cxNAWjmBp0eaKrbOpPzcj3b48bd0CWVszWaTB5xJGXyaBLLU+EjDUAtGYx55Ja1vRJG2T03mm+fvjSV+ysSOKBJKbgBaJMUcZTE92eDyS3Yd+urX739yZmpiLYMDTM3sBJifmD5H97rLEpM3kTImL3K9XQ0o89W8ynR8VZqUzQ3aYev895ZM7bK4lGk28LL0vWXeyOAZPv7FBr/6B5Ocbvt2yYU1zG0Dy5K9zZglSFHPno90Htfa1bmD+fuuVvnbM/e6WHddlcJBcZY3yRhS5lKFDNB5y5hxCrAwDotn9zzgNGQ63Gr33EoUKJLIsHkq5ef/RYfFtuSvbm5WI+p1mNwgifN6cGlr1z3s4CIbeGazDWUZGJes7cwkdFjaZNtpq1TtSS8xrntZHBNfCS69cKe+5MKd8+NHogJw5QVgzM/EiXxBmqrrhEgtpzj1IW6pa5nQMWPSpQS0kG6wqaseuAvuihTJT4A8wMzYW2SBpUhRgWbfvMcnbmlwesmHumsFyjLAFLLMWAqnkaGivUuJ8s3KYmUV12uB737IGYD/Ldgra61BW3CFcNl7bZ24cCSLFqV0MVqigVTkjrrMjpGVMMIoWwduDGlk2DyT8tZX9Ln3oYBn5kUWdKasq8mz35hkn+WuivuZzFwWmQFaudsosvFvToBfBKC6fC9X68XuMxZXYaDwPXFfEAQ/I8cum9J9UatPsn/vvVFzYqtGBtj6XNerNlWPWoyn6tem7WWRnndS8kJXkjbVstcq0HNZUrC3SFGhZv+8xy/93iSf+Hodai6g8/EPOdgdaZLXzuQMjsPeYi2QXR1e/Dv2c26WLafyMigXpdPioH9NP+G4F14AW1R1ef6aPODMpAlrU/vaedQVCZN75aKQMuWULJXJFo90KHjrS4b8wk+0OXdzBJEjVXKfXMelb54VN8VOJWKkydL74yl7QaLLsXRpti25HClrVNZWG6bFdK9sKjJQr/ns3LFFf+3rd0fT0xMVgFcYHGDHudcQR/2PLM4/dumwe3CiCuxxhiYbmljNUo67JuvJlZyxy+fjTJ4HlLoqTQLNgVMe/+X9k3z0K03HBswLqMYCSxgbXr++LXhGv9vV1a6zMsbETsxZIWr32bORtltsVUE7LrjXGfNGxuA6T9eXE7FsRjNrRROlTIG80tBGpMJYprTfMTMNtEGImHe+po+v4Oc+MMWBUwH4afn9cq2gM8qVHggL0lyu+NmG5PJKGdv6Zq1Ce3ykMU6FoSjkicmvpKasVs2D0fw4aCM4a+uWzvOvveIjrWZjzX6V42+0JmcZDZf/eMeuq5cDv1xPspgilWch80KrNU0J1YpCG2iOAXisriTX2mvvY+AOLbh/7gOTfPzLDbTMKwTLxuES7Lb0zxPjfZbjjsnYzBbWT+qMs/aaYqviBPi7qfF1pUkuSSizmFTYmqLwygJ7rDDrDMxuTFmclRaBaBl4pqkCLXjbqwf8yr9us3NTzuSpw+Ru1jPOMp9W50duXXlRU57XlVeznhX2zoPNvFIxr1x0Po9TQZwI4hReev21y6dPr/zxxrnZNfvTW28nz2w8h1rNjxYn6uhkxSkTzdl6rfddLbhaJ7kj9FjSRzPue4uiQlBnhVhOhaCv2X9c1fip+gAAKFlJREFU8R8/MMmnb22QVBI448wt13FNMu3NWErekSF5cOyC3TLF2jEKleSP+5lrIf6tgF3Oo8lfuy1sbjWW67oUTRHOTEOB25hcFl/lbG6EROucrW02TxiZNQwYcm/QcmmCEilvf2UfXxl+9gNTHDwZrEVOzuaQ/X8bEsbOV9fY9X787Cdyba7Ih+eXwWRReEUekNr4IhXZbxa2g35yapJzz90enXfOWevuV7nem0EwMTBp511zm3f1fTXEVyl+MV+ktPMqCZrc+SiW+KgyduF9u8wt9Bpwiwzc1bYzDT585EtNPn9bg8TkzO0ElbLqmoyXwlaqBVmblh9n8fWKq1iP1c+E2G8R5BWwjr3OtbX7fFyilLaZcB7tMiF5vfh4iW3Z+SMrdmJalNmqrIZc2eepwheGN75swDtf3beiWrtM7rC5ye86u1s2HmX3xOS15TkjO3ZibiE6rJ3bhkmm5ZPUluxGqaAzSLns0gv6y6v9d01ONgfr7d91GXzhyBeM8if3B0HzmTAUl2OSdY9Y2VW/PoNLqS0Q3JS80E6ZbOaWVICezzbJ3BKl0Z7g87fX+MubGgxSZUsAKzbgGcC9njRxg8d1AL8egNfcx6wSN8njavFvZpasq7mN/QO53i4TPyVLr0kGOT9jq+qsk2Jn3FjtrR0drk2eyawmgKTM5uJoy6P2dLJsnsaaRqD5gdf2ePBpj5u+0SBV+ceVy4mzIZanjZEYIYizFH1qbBeVwRS63FYc5nPH8wynoFJN6O4qA0ifVqv5TLcf7f/jv/6qYZ3bugwOMFi+5ZQU7X/ZmjrbKBVlCze5Gny8MMqs0dXjMkQVurrqeyu3IlCmFXCnHnzhrhr/5beneOpAOAbubERUBeAWrLYM1lQzllRBvO4gH8bAPcbeObrXMvs6UP5mLD4G7vE0/fh7a7p8xh8dy7AyY9xk6/7oqotSGehZVCFa/W1Z3Kk8NB5pJLnk3Jj3/HSb73zhAC/vOjB6bTKouOefW5sw1hCZ/G61eGJKhyRxkj9FL2fmuiSZlo+0oB9pdu/eYRZWB//yI5+959SZdvG6DL5xx+sZdp9G+TNpb/FrJIMniojVXs6cI5hranAcEz2mxV3Grr6WmSzJn+eWoJSaxBN84c4av/D+SR47ENgC7vHS10J/y4pr4rEOezvaOx9UVAHxGYBb8bqpPq/gudDlzidnArmpflapPSneK2u/15TN5mQpqrYiUNR+5Gl8kTF5DnLrnFipIqTV31rb46e1Ld62LJ4l3WVWby2BUcIV50b86r9tIyXcdGeNRFB2Ioxvtxl/U5Bm14bU2FIWD5scyi8IJnstq7uoCKYToDcyfOfLruTtr7s2nV/scM2l53zrAAfww41Ib/qg55k/bTZbPxxHXVLtk5IzQh6EuEGmqQDYlSr5iWABrKtyZQzcSmp0YHfez/32JI8dDLPxxuuBuwwqhbBFVMF4YLlGnqxnEa5TJuuCeT3Gdk6KZ739LYPOcW+crLaj2hQh1pEoWeJHQD5npbALAaEsUwsDxmiHza2vJ3TemWBBTzbGzyZ27MXeSGCYcPV5Ee/56VWMMXzhzgbap6oHNNUdmIWPoMDYueF58VUKBNi4QZv8qlsO8sz/e4p1ZvqxZnZ2mkSoPz1r88xBP/DPuC/PKFGUP0O8+rmFsDbzmdbMhQTesGBgxsDsuiLVupNxOzCtpODlGcCNL/jcHXX+y29P8vjBMebGBbZXWoKUxVQluF3bbwzUDmgLNnc+s8CtTowdZ+5xKePWo3xTEJ8B2O7nawAMlEttOydC/lyX75fr+pQSpQg69ToJID0mYfKeTl1Kl1y+aOORjgSX7Yx5z7s7vOElA0SSLddn0rG7W7viBqD2ZEwMxJlkifPezjz5QxlE588jLRhFCTc87xx2bJn4zIc+9vWFTbMTZ9zPZwQ4gBduxZt4xc2e573PC2YwWhcaL3fbi7pu6diBwq0lsVq80N9FJjMtGhUq4A7gM3fW+Ln3TvH4wQATyCqo1zB3Jk3kWnBLMdZvydqsZTFM2AFxha1dUDuAX1eOuAkd5z+P431NXOkwtql8MP6eWMPu5ZAgd7TEeAFW5o2ztnlZV8BeZjWrnUAqy3JakBfPR3D5zoj3vHuVN14/RMRZ2tHoEtxFgVZKpVPIAbp2QW6qIM93Qz6MiTRl2+ZJ6qF639u/8/k3X3jOhmclEu/ZPpT1a4n7D/X96bc8FrdVNIzuD0AV7A3re90uwCsMX2QuyySO/dwGrcYTfP7OGv/1fZM8fsi384tzIDMeTP4/7X17lF1Vnea39znnPur9SCWpVOVNSCqEEF4GhpfIo0G7FVBWyxLbGadnXOoSsRfdM63N9KCItkMrKsogItIzuFAereK0QCMEbCSERxoSnoGQVB6VVCpJpVKP+zhn7/ljn733b+97qlJJKgTRvVbl3Hte9+bc73zn+z23fp9O+En+fN2tLw5laANy4vc2CTxZ7sIMoPrSZCJ9PrnBANjpPIwrnDC4liuGwZnV6cYP7nlWTCUQcScq2aK7YiktrsHPjHSBimhyQd4j9bYEKsJYSbBsThVfvWoIiZB48KkiRAA7a6x2fxg/OblzIZXmSRv4C+ZeC11zoIsnQgY05STOP2Vh5aorz1v/xLOvjZ7znuMmvKITMjgAsHAa/u+33nfbaKXrzlLchXIlfXyZH98P5Fi2Zoz4u4k0YVSW8BhBmECEwP97qoD/flNqUObGMyg14AODPs50X8HUUKnxnGhQj8PeHpAVeInGptu9/fwwvm9fHtBN6L13fOBSAzo9W41kYbUyJZUjNNLpsLiXZiul9Ynb/XiNd8Wwe+ojN3JFBBApk3/96v24+PQSAh1u9OWKGOe9sD7zmDC5lics/U1zLEHPnGYsnd1858lLz7+ta0brASkjPOAOuW4MDrwOxsPVY8NbL62M7J4mZeJFMDW4E+MuZCBFDMy6DK3fOwFjCYIcUOUcD/2ugGu/m2ruTHBzuG5BN1oZgPQ2yTAsa/JNzPev9aJk6fSa7MBDo+iJUZ7hE6feFRP4MR4VkiYrbQafFIBQHlPlSUE2m4vUymNE0kBwMK4mt+KCQ6a+cmgD1HhbAqfyHuUEx8+r4PrPDQEAHnqygJhzIPL+szINyhEfuxrcLBMAVaj6zsDe3ggDYH53+8AH/2Tl6ovWP4Rj5sw44OU9IIMDQMu0YzG2//Uftc1Y/kwu3wIG6gbUWYK2N6ABMF3n5ZswloDngO17Q/zsX4v44k1NeOGNSTC3Wc8yAzpuZJL6vGsLG2rY29fdjtZ2dTc1MP3tjutlEveDE/CRhLmZfW8Y3QsAQVL9ncXgqfGpI5zGB27Z3LR/czplceMWNoamY3im7C1tpb4oAyuOqeCGzw/h8gtG0dlWVbpcZhmfvgHq6vIkZXHtC4+FREd7C846ffkzz67b+KMTlh0zKf44IIPr0dC8EEJUbi4N1q+Ix/o67RyVJFDjZAda/a20dsrwTLkMeR54a0eIa29pxBNrCti6Jxzfzw3yR12CTK0NiRzx2685vQUd9s5wCRoWZ7XAZoy8trD1bwoQ8MNd7SHaBbf09jeAZV7gx5cjUhKZ4vYuZKlGV8l+fvGyLWBmUhmgkBxMJoTJVZEyV+oBQjczkdzNJKTLkmLyf7hmCKuezuN/3NKocldysHpDV21YExKQaQE0kwDXRRQMAVT2YZJINDQ39fUsmnNzPj++W9Afk2JwAGhoWYThnff+Oor4J/LFjn06GOPkc5NZFfzMwCCNTjIuEOQk3toR4m++04SfPVSHrbvD2vC7w9w+i6s7Mwd1mAI2mdceKWNrINOyNL0O2WF5up9fUV+jyTMAPGnlQm0tb5WEdy5iIFpNXmOuqfwTB8DEneiwuK/NqeeFmziHZXudP05dhT6T26WsALPbYnz0T0bxD1cNYd7MClCdQI87ZXA6x1xASImyBEqxxNJjZ+MLf/mBnSwIH15x3PxJA3zSDA4AdS3LJQ8a1sSlLbvGBn7ZbDpKBTHxilD/OGVyoRg0B2zcGeJL32/CLx4rImZ8YlkC+l6BW3tFAgaEqG29Vju7mwvYrFZsvsTI0t1qnywIT2ROHppYd4xHcgobnlcRSrc+U5pyNdeLkvZDcaKhGrACus+KSJ8CLHUiCC7SCKhMga2+A+fCRDxdBpeOJg9DiUvPHUMcM3zpe43YtDNK88nJrWyiOak+1/OcQAIsRIIAMWM46z2LNy1eMPMTc2a1J5O7gul3PZidw1wb+p66YB/k6Efz9bMrAR9DFKmZy8KgmnZ3pX827M4DCV5g2LgzwhdvbsLdD9cpcAcZ4E7nVleuQb1kBtx2JgZdepZRFa8BjdqoJYBazc0sgJkP7CxtTnagT4bJROnHR7Wnx8nLrEp7/SlWn9sKIHsMI9soi7ua3feu0ACQAjdzvCkql9wGhYTD7CmTx0AoJa64cBQ3fG4I82ZWVShSB4QEzSvX7F0BRBmIS0BSBsplHH9sV2VguPyRuV3zXrz3wefkZC6lwezB7NzQfg5Gdj8KBK19It/wPBvpPS3iO8E5EERqjnCRaBBoP7nCbVVwPPVCDj+8vx4/faQuTXFltRIE1FtiAzla2yrNTQI63GVv7gGaZ7AxnUtoomQrmKU92HEPUlAfhlfF+cV07wS6XuecmJ18llZfpGbyWAbXB663g7C+bsXMYZKzBJeq16Hgat5YKcDBbXgf+mbhkDJR2X9S1Xz6mpwnCRgE/vz8MVRihtvvr8PTr+RQSdIngHb2pySOWBnIPGKQ1TI6Ojpw8Zk9z599yrF9Z614DJdffMpBXdtD+lmS0cfBw+b3jg09+thDj9yL/j0hTjmhiu6OBB2tAqhYhmEBQzlhuOOBOlz/wwb0DYYqjaYG3FmZgbb0jDHtC7XsbRpnkmCOqhO1OSe6BtOZ31PLHLOOLlnGembfc5axnpnXAWdgNa/VnJn0GD1Xppoj1H6enjOUs3SGDUZm1yDv9TyjNVOd67YdfosPZt/708MwRlMrxmmhR9Obae4/p6nO1CVsvWmcJWCBhGQc2/cG+MrtjfjxA3WoJMxWcUuAVRg62hJ0TUtw8vIKBvoZlh7/UZz/vjPO3Tc0tOrS8w8O3MBBMrgevLgAQOfra97sve+mn6348HPrt+G4hRJLFpbwp+eM4YOnlxGlaSLVBPjBz+vx1dsa0D8YqGwoB9x8AnDzccFtTmMq+/1AjnRkC+BqbcebYpbMkSwgx4LpZ4gmbHcipEzPiT5NxnodrMx83tKN9JGR+r2dqh6qz6VdR7W2qfKhSVnpdiHT+SxNFBMQqqUsoJeCA1wAgoFxjnSeEPWhpMKe611R6yfniXIwdE8Dvvyp/YgCiVvvrUNcUT9SFEl88Nwy/vS9Y+hZUEVPZxl7Sguwo9x+X+fsRa+Xx3YdClQdT/ukx3XXfQuvl0/e/8qW5icHh8sL9gxVl2zYlODFNwKsfj6HXB44uSfG9oEAt9xXh3/8p3rsHAwVOjmfJGvrbbApsGmOd5gyYEhcgv6clgF3ZYplO5ed2XhMrb8qs4zNUgZXnhmWHmur5vWSMz2bmGpjzL3tvizK7D/uG8EZxwD6EpHJmMh7s0+WUW1eu3INeh0yjjE3um+HWO3G0g80xcuELVgqqxrrJU7sicEYsHkHx2gZ+PRlo7jus/tx9vIyutoBxmagsfXYn887duZVLfW/2z6t7exDAvhhKEfgwSdfRl0h93c3fP+Brzy4ag3AqkAlRndHFZeeX8bGTQFWrc1hpMrtM9kJ2IzH2iSJCkqGGPZOe5kYA5PZx7U/M7GRJtxleB/EQSrzA0aliAU905KCjSdPlLRxX9N1zN2ffgbP+J5mUi9y45Ib1JUn8CQI4MoUeLLDbnfafDBvHXmtJ0fwOyD4csVUapk0aB0bsblHnAllZoUMI1WOx9bm8NamAJeeX8bsjhiiBJRKAeLoHBSm/cW1UpavLzSedMgYPSgvij+WLezCWSct/OaZpy64o2fBdMniBFEg0T1T4JyTKshHEiMj6a9m0pmId2RcYNeCW2vt8crP9JlrGNAYjnJiJjTURG77LG8KUhb2tvuel4MdjmfEc4hbzwjz3oNEOrXxByNhBPWDGy8KPEOT+Mu9dSLDV24zDIl3RdiopzlOWK+KJFFQU3KXSDTUC5SrDKvW5rBtZ4BqAjCeIFfskoXG4+9g9Uu/yaJ5hwPRQ5Moenzzxq9j7gnnVpub6h6cPb1lTmnwlWV//v5B/lcfH8X5K8vYN8qxel0Oo+XAZXCewdrQHalS3Z2COyIsnc3Q5HUWS/OMm8GRIOPLE860DIGVGXQ9s6+V9KDShKX/FUb+MiQKam849yZkmftlyw36no2/D4nAmhuf3qR0SeUKAH/6GjssQVh+IGyht6WfyUNg11CAW++px09+VYd1GyLsGQLapjWhrfOTq8Oo8XJeeaMU1S8/LIAfkpFJxycvey++dccD5UvPevUzf3HBrLM7G7fMj8IELGG44LQy7n+0ioeeDmEYnPkMXgtuAF4KrOp1l5lIBRqKJy5CDV5k/fg+KFimzqQ/tgn+kN/TWcLbfojDSYnVK2rOm7aYSAMkZpICEzshbkTjPmQ2MQsknA/K3uqUQsq0sCcNBkGYogMITgI9yn2oCszUfEGABDhP7UsBLjgEl2lQSiqDl6ng0nPrIzzyVAEIONa8kse/b8yhf2xl6b99+tzHC/l8ubW5blLXbKJx2AAHgC/8pz+DlNsrSLb9RA7W/3U8/GhOMIb5s2KccnwFjz9XRAmcgJgKCl4Dbt9jYpv1SCpyHEDXABkErL7R5IG9BqjmOM87ojFFpIp/LOADvRb1E3pOPEz74XvnEBIItHkrjGQZ6up84iMH7HzyRrJI05yKJnppP7lIG3kr+KY3FGBADnClrSWU9wRCOQc4IJhIJ8fiabcs9b8rxRJr1uWxeVsE1Kvc8ksuOr1y8XkX/ePQiPifndMPH9zAYWpw52JXyjGCU66Pg9O+Vopni0olBBIOmZDMCubJFK57CNaCW7dZo2F5V3pIJ3sws6ZSP4Lhgr72BnC3OcAkGr3mpoC7zTnAvHKhKT2kSm85bvosvGgmSZ+traxHht72NDc83Y2sHoa0A5bb63C8XiuOTjd9VwInE1GXE6uHdwggj+kzusXZp53wtQvP6LleiLF4qnA5JQwOADw/H3ve/GJJovkbHLMEWHwdxPaU8XSBQjpfjp7Sj3ODMAZkTspK2z3Y7qO24lrrwppIJJDJ2r7zmqa+Ut+3I1kc3DKzj7O6Zr9x1MUEo8avbdYrCWIBLV2KZ3qpqdluUxJF70Pzx0EkC3PzVNKlSKPCtLgC5MZA+n20oSs4YXIZAEKopxxnpjMuk4AUCcDTTrUxMH1aG7706Q8lZ528+J9XPfNG6dz3LJoqWE4dwAGgbeEN2Lfpr0ersvsb+aASjI6NXjs4lDABCmoKbps8pTW2BnfIXCmSihkDdNdoIcbieIYYwV8W+AF336xjMr0rBPgZ989BD8rEGlyMLC2AvWacjEgTI1NUQpaOhhupzkiYniMtaoAuqLcShhHAM+b0JFfCRDf8NDOZqPI3JsGEgGQBOBNGFpnrloTgTKChroKZc5rwt5/+YOVjHzjlc23N9S9NJR6BKQY4ADTP+18Y23p1qdC14bqf3nvmrOde3vKXFVEBohzAIwtuwtoBAbhfakY9JDQC6fbzRia4amZp8IHvRyONkekJ8vS9C3w2MYLp0yBjP18/Z+6jT5MR2fSPcXLHM9jYaHLN5IBTz8kYkTQp8NVkV9rlKO1clzI1g5n6QKfJrPnj6c3FwSQzrmKt33M8waXnspHFy963a+mys25sa87dpr7SFFjqZEw5wAGg2H0TtvcPiQsuiP591cv3DL2w+cmmMRameosZ4OqCBdveQTqtHrRhadnZ6mkL7uw2yFrWZ7K3dzdQw9Fxh2dq8/SwLIkytb+Nk2SVbUS6bKuOUR4Uxrz9iGdF3SvUAFWGpv5IfQxEmoSlmR8a7Oo/S3v9UDml5t9JmwalASSTxahrPUWE6e3HrHqo/4oPndcBjJQgG4pTfQGn0Mj0x6zpTbjprt98r72t9e+PX7pgKGQBAsaQ42ry4Tqu+tbnue7dTatyvMxAeKAnhiWVGiD7OMZlJnt74PdA7oA1C8zSO5bufqjaBNYIrU2LdfdzAj0GpBnH+QYldFDIDfgIx/jMNiRtORyc4A+ke4w2OpO03UQsQsRxiDhJ/+IAVbZ4CLmVj3z8hLuSQsiSIwFu4DADPQcaT/zLT/DeD1z5dNeMlmEkydkDu/bmiiFHLu34Sqfy82dUcIM3tX+B04bND+LIGk1OAzvqPTNM7z8BTC4JDfAwmCxBmoti8k8yclJoACgz0IMJbsCJ7Anz1PHzWrQ3xwvyqFWOQa2lGLUv7LZUhDkE4LWVJqSi+5zp9cp37lf1ay+KQFR37Eiu4fgvSUTfbey88khC8MhIFDoa8lzO7ey4pRDIajHCd55ZtynK5wITIheOha4vZu0F1VKlxihELQjoNvgA8Y8BHCZ2AjvpC+py1O/td52AeQ5E5d5mCfeRSpwftZU6WjZ4UkXq7+0ZnsyROyxdJ41utz5xpBLHPZ8Tzk/1in1IMP2B5oubkLyeXYdJcFSQb+iphnU91wT5zh8m1X2ZIYGpHEeUwQHgkQfuwjkXXi6WL5r1ggDbHjFctHtgb5ALmcqXho3e6QU1HrMYOqvfoA2pZ7A3d58MhnWJVnf3Z85rl6kJW5pQvGVqZzvZxwnpg0giytRA7U3sb0v1mvYk2ZB8baG0w8jmZvbYmR6bdR6zj/5M2rSUznZtP0OzdpL2Fo8TjiSRKDYuqhYbj/1srm7JHXF5d9za9eEjDb8jD3AAePiXd+HUcy8TJ65c8UIxGdvJkVywZ8/ekKcXRsi0rRjsj0oBTlNhAy4zJQvjVrMzui5Dqmhw01wUI094rTzhzJMqzk3gpsm6EkiDOVuiZNaITiBL7NOIuesdQPsyhQK2Fsj06aXhz1KHtSNn0p3s50p3CdVZ2LowlQavVjmqMUeh/physannqunzl98+urc3buu+7O2A3pEzMv3xV5+8CH2vvJx88+bbbl154oJrTuzpHi5GUG0KANPlnwYRfKarMRAzgJC1rz98mQNyrLOSuBHpel+WUAD6+05m0P+zcfGRE2jjUEsP5zjP6HSCMMTwpJLCP17LFpvHYlnYjVxSAzXVNvSJwHSarkqtTRKgGufB8wuG8w091/zbqrtu3fHW1uTtAvdB/gxTM2669X7UFUIIIT8/ODR23T0PrW3e0DeKmCtdnmMSOa7yvq0hKk0ply1w8FlaGvehw4p88gzOa9bbrEFtYHIiS2i+uFpqtidFERzgjJPeiG4+ODWAa2SVbndBn0TauHZmiSN53tx7z+DMb2p7pNttZoJfkPf6mtJccyeHXHcRJtM/pkswVZs7VmkbiYNFTza0LP41wG6Ssor5PR95W/F2xI1Mf1z9KXX3xnH87Uo1RkNb+1e+/L9/3dg/WEKQywEBQyDVVBaasgwI4Hk8jLaWrl6kTA6fmLMjjoy+gd1Yw8x0HMiIlDAz94439CZJbDRyeE24316W1OgkEkL7tpkxSJnyR9NQv2Spf9oGhRhscEezsppehKVlaNLuR6r0Xc+AYu4wjBHyEoL6hkpetH5byLG/n7XkkinLLTnY8bYD3HxwGEJKefOVl5wRxyK58Ybv/6rQP1xBXMjZgmVPkjhRTGI4UqlCDTZ9DqB2PycQSXWtee9+Xx+jWaCd6F440LAgzTgHyQJkGYjXHhYG6wPX/w+aHssAz2uSekvSE+pwPcjZFMi5Anza4sr0Y9FfGFqLC4RBCcViXoT51q/VB/LrUgwcNXADRxHg6UiaG4o/uOIDK2PG2Hevv/2xYO/QGJceeJ2gD/fBbWv/XPddhpFGkOF7K+jWzCU18A4AfvoZ4w2aBsvG2V4Deu3qk1b+KrDa9YysV+9Z+l7CNAuCYnZ9Shq0UjlbaUIXAbmKw3MwISCQyjEd+DEHCvCwDTxqvC5fzN8YV0ZKUdctRxpDE463zcjMGqmxVp3e3nLn6SctXvF3n7r4yx+76EQZBUjna6TeDd9zIuEXP9RY/VmfiXFuBEerpN/NlygZwKayZ/xPPLiRmTo7zo6OkQgSU9DGIlym9c/tH0fbLOsGnWbpTzCrTyUlhAyQbzpH1nV87LrRoZe+MbS/fjTqPLrgBo4+g2uQlzZv3/PyVVec/dXVizujHJN/8+Szr0Vj+4fBA0YMLLfRj+M9AQE39ZD4zEvZ3uzHzP7MfqfakZLapKTIweI6Y3+jqUEYWydoke+rYyy1MsQeo4M+qQJPk64YdAma/jymtTus/WCulVTVOwwqcisFg+QSQZgvFxsXDdS1X3Rnobnn+qhhZRzmO44scCY5jjrA9Zg7qw1v9e6Id/f1Xvvlqy8L//W36953x09/c0Lvlh25iHMEnCEM3CIHYAItnCVkxzEwQZcsa1sWQ09sObKDQLiRExPfVzXZh2k6k/pIEqk0iVEa1Abk+mze+YnNQ5SJyRNHqvEFt6zNRQLJq4jys+LmmafdnZS3fSbMT6+WR3fEhfrOw0DC1I5DtYmO6LjznlWoL+bzOwf2ff+p51//xJbNvcHI8H7UFULT4sGxs+hv5kkV62JjrguOjeMOZKnLD5a9nAAOzUcx0VBGXIYZAaDMY2gxc23OjHUPejk3xk2o93d7oNdEdP1WEfo1cTfSjgMY57rqa6n6TVbQ0FCHtmmdSX3rsjuDqPUzIimVO7ovONrQqRnvSIADwFtbdqGxoa55U2/fZ//p7l+f1Ne388MDAwMIOUMQBhBOHz51DDXMMgHu63jq0yZgY8wFJJVCWWDlnJFErCkAONNgska0D3A3AiprbwhOo7q2hRsjAOcewPV1k0Sfm5kgAEihfN3Nza1oaum4b/6Si5+va+z8Xlwd3RcVZh5tyGSOdyzA9bj1x79AuVzt7u5s//bA7t2XPfbEGuwdHAIPAmX06Gal8N1WXgCFW5bWTwHTnIcYmj5jU7ADGQAnDX7YFAHcfcrUAhw1+8vM1w57e70MAwYVxOHS3BR6aMNV524ngiGuJsgXmzB34alobGy9v1re9XnGo60Lj7vkaENkwvGOBzgADA+PIAj4nE292xc8u/alr61d+9Kpb2zayisVyYyVLwjAPTZUCVrMkSa0A5XDiGBOAhZAAO5IHQtuRm6ggwI4/dyMSKZlX/f/ggwjW0UdPanisXVNQ05jsKd5JOkwnhTBUE0YypVANrV0ia45S5+Z2dXzt00tszYKIXoLxeLRhsYBxzvGyJxoNDTUA0Dv2hdf6V26ZOFHhvfv71y2bPHP1jz3yvwNG7fWVIlDAlzCVKMAcKzJrKQmDW7fS0IZwHk9DjWwFHG+vKkZNBUV1jA8EOVM5De3rkB1VpP+qqOe8HW1DcOz1ACV2u0CVaZW39ixb/b0FbvK5coVbR0L+qrV6rZcPv+2/v6HM34vGJyO361+HqevPBG7BvYsf/OtbXfc+ZNfzRjYs79r58Bg2vRU5x8rKaL/woCZVsUBt1LD19q+h4a2i6AMbiWPl4viGK5kG1wGBxtHotQYwBMzuP2eRItrXW56LqasHSjmDgKpejwGEkEgUm2eglooN2GYawUPW3ZIhFcuWPr+1VJiNIlLct7CFUcbAgc1fu8ADgBjpTIK+Rx7+LE1sqO9+f2vbui9+t9Wr1u2vW+gc9vOQQgJFHIcYdqtOQwswMPAypPAkSfuhFKpOnEBDtpp1iZWqb5FNl02S7ZYEGaky/o56aQpJ/MBTqRIZkqCJ0/0+QNmAR4GEmEoEAYCUbrkLIaUQJCbhkLdtL7W6cvXNzTPvamhsf1fnn3yLpx54eeP9s9+SOP3EuD+WPfyRgD4zw8/tuaMrTuGPrJ2/VuNQ/v2Ihdy1OUZohCIAoYwSJvKc+Y0xTeFCfSipP9YoNd6UTRr6yeC6zZ0DdUsgNcYlwbU9knjA5x6SpybkXxPwHcPwjB4mP5FoUAuTBCFVYRhgsbGBtQ1Hrtf8PZ7Z8459UkAtze1LjzaP+1hj3cFwPXo3z0U9fUPfuLuf358mYjLVz33wutseGgQDcUAxTxHlFYRBcTI9OsuzZBaxRJwOo03NXNrA5aR87kFDtRIZd75rJHo5tlkAZy+ByyDU/1t1qfs784YoUAeBQnCIEYhV0FLSz1api2R+XzwnRmzz18f5tvvDKKm6tH+LadqvKsADgAvrn8TdcVc62sb+87YtXvfh0Mu/uPqNWvl1q1bGGSCXBQiDKhnIwUquRq6QEBImg/jAtscGxCApyCvLUB2JY89p8vkFMj+dCa0RzhlfmtIegak40WxPcSlrKKQDzBj5iw5Z/7xLJeTP87lW+7L181+UojS3ua2yU2w+vsy3nUA1yPt8zFjZ//uOT++65d8Wlv9bcPDI4teeXVDYXRkxLB1oAEauBM1JUKaafMAV574Te+DIJ2Ph6knhJYr1I3n573oczoAZ3pentQ4DghACVg10AHqrwYSwUjY3WNvDjQ01mP6zAWlYrF+Q8CG/0vPCX8mivWtvQB2TnXDnXfKeHf+r7zx+G9XI0mSjvr6uoUN9XX/p3fLtmj108+19O3ob4aIYef2VFlycSwQJxKxsAlMdkYGZgxUDfQgYAjSfBl6E1jtbi+zJFqCGrDGiExbqYcE4AFhcwPa9KkjJRAnDNUEiGOGOFFtioOAIRdx1BVDNLd07Fu4aMXg9Bld1XJ59OOl0tibnPNdi5acerR/miM+/iAADgCDg/sAxhgDio89/tvKihOWf+r5tes+2d+/Mw4DdsLWrVvzpbFR7B8eRbkqMTqWoJpIy8qpFybQoE7BHKQADzlXQA+Iu5CmNRofdW1xpPXIWOYO0z/l+XABHqZaWmX+SVRihtESx1iJIcwVUSwW0d3dXQ64fGHmjBnhvAXH/ei119bfeuJJ/yEHhjEpIYt1jUf7J3lbxh8MwOnY3rcTYRhi9dPP4ewzV+biOL5x8+bN03t7N8/e3Ns7rX9gv+jfPbZkZKyMsdEShKgiChjy+QD5XOi4GYOAKRdkwBGGisWVzLBGq9X0VgLRoIvW8xTY9i9lbb1kalr0KBTI50LkcgXwoIChscKr5bied3XNGejqnr2lu3tufxRG12x4bU1l0eKTkCQxmlreGSmsb+f4gwR41iiXywBwfBDwOY8+8XzyzPMvnbd///6gtaXpv+7ds6c+ihj27B7A3r17lPYOmDFYo4AjjDiikCOKOKLAGq66l58qFoCaLJcu0yxsJW0kwhDIhQxRKBGFuoNXjICrm6OtrRXT2tsRBgmaW1pHSmNDP6hvaEhmzFr6m/aZJwZSJr0A1uXzhaN9Sd8R448AH2ese3kjwjDIjY2VLt+2fXsdB6qVytglgPyQMkIF1r34Iob2DyMXBcjnOHJhAIYKkrhkNLtqnYDUCNTJYWoqj2oskCTSaPn6ujo0NRYQBUAhLxGFEoVCAxb3HIcwTS4LAvaLhvrCzwMuo9b2ztFcrnBPIpJKS/v8o33J3pHjjwCf5BgaGgKA+QAWSQlRqVZx9933YPuOfuSiAIV8gEIuZKeesvxbO/q2LRFSJLlQgbtcYaYFsRCKvSWASkWgmghEIQdjLJg7Z/arr726/gshF7KuIBGGEo1NHTjvwksRRRGE6uywAcBb9fV/GBr6cMcfAT6FY6B/G5IkXvj6a68UEyGQiySqMUO5ovS4Arg02lsBXCIKGTjjOO64pWNhGL45d+7so/1fedeM/w9oQyIBZHj+uQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMVQyMTo0NzoxNC0wNTowMCBIxU8AAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTFUMjE6NDc6MTQtMDU6MDBRFX3zAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 27581000
{'hecke_orbit_code': 137472509504, 'n': 1, 'trace_an': 34}
-
id: 27581001
{'hecke_orbit_code': 137472509504, 'n': 2, 'trace_an': 0}
-
id: 27581002
{'hecke_orbit_code': 137472509504, 'n': 3, 'trace_an': 0}
-
id: 27581003
{'hecke_orbit_code': 137472509504, 'n': 4, 'trace_an': 0}
-
id: 27581004
{'hecke_orbit_code': 137472509504, 'n': 5, 'trace_an': 0}
-
id: 27581005
{'hecke_orbit_code': 137472509504, 'n': 6, 'trace_an': 0}
-
id: 27581006
{'hecke_orbit_code': 137472509504, 'n': 7, 'trace_an': 0}
-
id: 27581007
{'hecke_orbit_code': 137472509504, 'n': 8, 'trace_an': 0}
-
id: 27581008
{'hecke_orbit_code': 137472509504, 'n': 9, 'trace_an': -26}
-
id: 27581009
{'hecke_orbit_code': 137472509504, 'n': 10, 'trace_an': 0}
-
id: 27581010
{'hecke_orbit_code': 137472509504, 'n': 11, 'trace_an': 0}
-
id: 27581011
{'hecke_orbit_code': 137472509504, 'n': 12, 'trace_an': 0}
-
id: 27581012
{'hecke_orbit_code': 137472509504, 'n': 13, 'trace_an': 0}
-
id: 27581013
{'hecke_orbit_code': 137472509504, 'n': 14, 'trace_an': 0}
-
id: 27581014
{'hecke_orbit_code': 137472509504, 'n': 15, 'trace_an': 0}
-
id: 27581015
{'hecke_orbit_code': 137472509504, 'n': 16, 'trace_an': 0}
-
id: 27581016
{'hecke_orbit_code': 137472509504, 'n': 17, 'trace_an': 0}
-
id: 27581017
{'hecke_orbit_code': 137472509504, 'n': 18, 'trace_an': 0}
-
id: 27581018
{'hecke_orbit_code': 137472509504, 'n': 19, 'trace_an': 0}
-
id: 27581019
{'hecke_orbit_code': 137472509504, 'n': 20, 'trace_an': 0}
-
id: 27581020
{'hecke_orbit_code': 137472509504, 'n': 21, 'trace_an': 16}
-
id: 27581021
{'hecke_orbit_code': 137472509504, 'n': 22, 'trace_an': 0}
-
id: 27581022
{'hecke_orbit_code': 137472509504, 'n': 23, 'trace_an': 0}
-
id: 27581023
{'hecke_orbit_code': 137472509504, 'n': 24, 'trace_an': 0}
-
id: 27581024
{'hecke_orbit_code': 137472509504, 'n': 25, 'trace_an': 0}
-
id: 27581025
{'hecke_orbit_code': 137472509504, 'n': 26, 'trace_an': 0}
-
id: 27581026
{'hecke_orbit_code': 137472509504, 'n': 27, 'trace_an': 0}
-
id: 27581027
{'hecke_orbit_code': 137472509504, 'n': 28, 'trace_an': 0}
-
id: 27581028
{'hecke_orbit_code': 137472509504, 'n': 29, 'trace_an': -4}
-
id: 27581029
{'hecke_orbit_code': 137472509504, 'n': 30, 'trace_an': 0}
-
id: 27581030
{'hecke_orbit_code': 137472509504, 'n': 31, 'trace_an': 0}
-
id: 27581031
{'hecke_orbit_code': 137472509504, 'n': 32, 'trace_an': 0}
-
id: 27581032
{'hecke_orbit_code': 137472509504, 'n': 33, 'trace_an': 0}
-
id: 27581033
{'hecke_orbit_code': 137472509504, 'n': 34, 'trace_an': 0}
-
id: 27581034
{'hecke_orbit_code': 137472509504, 'n': 35, 'trace_an': 0}
-
id: 27581035
{'hecke_orbit_code': 137472509504, 'n': 36, 'trace_an': 0}
-
id: 27581036
{'hecke_orbit_code': 137472509504, 'n': 37, 'trace_an': 0}
-
id: 27581037
{'hecke_orbit_code': 137472509504, 'n': 38, 'trace_an': 0}
-
id: 27581038
{'hecke_orbit_code': 137472509504, 'n': 39, 'trace_an': 0}
-
id: 27581039
{'hecke_orbit_code': 137472509504, 'n': 40, 'trace_an': 0}
-
id: 27581040
{'hecke_orbit_code': 137472509504, 'n': 41, 'trace_an': 4}
-
id: 27581041
{'hecke_orbit_code': 137472509504, 'n': 42, 'trace_an': 0}
-
id: 27581042
{'hecke_orbit_code': 137472509504, 'n': 43, 'trace_an': 0}
-
id: 27581043
{'hecke_orbit_code': 137472509504, 'n': 44, 'trace_an': 0}
-
id: 27581044
{'hecke_orbit_code': 137472509504, 'n': 45, 'trace_an': 0}
-
id: 27581045
{'hecke_orbit_code': 137472509504, 'n': 46, 'trace_an': 0}
-
id: 27581046
{'hecke_orbit_code': 137472509504, 'n': 47, 'trace_an': 0}
-
id: 27581047
{'hecke_orbit_code': 137472509504, 'n': 48, 'trace_an': 0}
-
id: 27581048
{'hecke_orbit_code': 137472509504, 'n': 49, 'trace_an': -18}
-
id: 27581049
{'hecke_orbit_code': 137472509504, 'n': 50, 'trace_an': 0}
-
id: 27581050
{'hecke_orbit_code': 137472509504, 'n': 51, 'trace_an': 0}
-
id: 27581051
{'hecke_orbit_code': 137472509504, 'n': 52, 'trace_an': 0}
-
id: 27581052
{'hecke_orbit_code': 137472509504, 'n': 53, 'trace_an': 0}
-
id: 27581053
{'hecke_orbit_code': 137472509504, 'n': 54, 'trace_an': 0}
-
id: 27581054
{'hecke_orbit_code': 137472509504, 'n': 55, 'trace_an': 0}
-
id: 27581055
{'hecke_orbit_code': 137472509504, 'n': 56, 'trace_an': 0}
-
id: 27581056
{'hecke_orbit_code': 137472509504, 'n': 57, 'trace_an': 0}
-
id: 27581057
{'hecke_orbit_code': 137472509504, 'n': 58, 'trace_an': 0}
-
id: 27581058
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