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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, 1]], 1, 1]], 'ALdims': [0, 0, 1, 0], 'Nk2': 80, 'analytic_conductor': 0.15970080404256076, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [20, 1, [11, 17], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1, 'dim': 1, 'eis_dim': 5, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554452, 'hecke_orbit_dims': [1], 'label': '20.2.a', 'level': 20, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 6, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 6, 'trace_bound': 0, 'trace_display': [0, -2, -1, 2], 'traces': [1, 0, -2, 0, -1, 0, 2, 0, 1, 0, 0, 0, 2, 0, 2, 0, -6, 0, -4, 0, -4, 0, 6, 0, 1, 0, 4, 0, 6, 0, -4, 0, 0, 0, -2, 0, 2, 0, -4, 0, 6, 0, -10, 0, -1, 0, -6, 0, -3, 0, 12, 0, -6, 0, 0, 0, 8, 0, 12, 0, 2, 0, 2, 0, -2, 0, 2, 0, -12, 0, -12, 0, 2, 0, -2, 0, 0, 0, 8, 0, -11, 0, 6, 0, 6, 0, -12, 0, -6, 0, 4, 0, 8, 0, 4, 0, 2, 0, 0, 0, 6, 0, 14, 0, 4, 0, -6, 0, 2, 0, -4, 0, -6, 0, -6, 0, 2, 0, -12, 0, -11, 0, -12, 0, -1, 0, 2, 0, 20, 0, 0, 0, -8, 0, -4, 0, 18, 0, -4, 0, 12, 0, 0, 0, -6, 0, 6, 0, -6, 0, 20, 0, -6, 0, 4, 0, -22, 0, 12, 0, 12, 0, -10, 0, 0, 0, 18, 0, -9, 0, -4, 0, -6, 0, 2, 0, -24, 0, -12, 0, -10, 0, -4, 0, -2, 0, 0, 0, 8, 0, -12, 0, 26, 0, 4, 0, 18, 0, 8, 0, -4, 0, 12, 0, -6, 0, 6, 0, 0, 0, -16, 0, 24, 0, 10, 0, -8, 0, -4, 0, -12, 0, -10, 0, 1, 0, -6, 0, 14, 0, 0, 0, -6, 0, 6, 0, -16, 0, -24, 0, 14, 0, 10, 0, 3, 0, -8, 0, -12, 0, 0, 0, 0, 0, -12, 0, -6, 0, 4, 0, 6, 0, -18, 0, 6, 0, 12, 0, 18, 0, 20, 0, -8, 0, 0, 0, 26, 0, -4, 0, 6, 0, 14, 0, -8, 0, 12, 0, 19, 0, -4, 0, -30, 0, -12, 0, 0, 0, 12, 0, -20, 0, -12, 0, -2, 0, 2, 0, -28, 0, 12, 0, -22, 0, -2, 0, -6, 0, 0, 0, 12, 0, 24, 0, 2, 0, -4, 0, -12, 0, 8, 0, 2, 0, -2, 0, 2, 0, 12, 0, 0, 0, -20, 0, 12, 0, -30, 0, -10, 0, 8, 0, 18, 0, 12, 0, 24, 0, 24, 0, -3, 0, 22, 0, -2, 0, -22, 0, 6, 0, -12, 0, 26, 0, 2, 0, 12, 0, -28, 0, -4, 0, 6, 0, 0, 0, -10, 0, -6, 0, -36, 0, 0, 0, -8, 0, 2, 0, 16, 0, -30, 0, -8, 0, 11, 0, 0, 0, -34, 0, -36, 0, 24, 0, -6, 0, 8, 0, 36, 0, 26, 0, -6, 0, -6, 0, 4, 0, 0, 0, 36, 0, 2, 0, 12, 0, -24, 0, 8, 0, -3, 0, 6, 0, 6, 0, 12, 0, 6, 0, 0, 0, -40, 0, -4, 0, 26, 0, -24, 0, 30, 0, 14, 0, -8, 0, -30, 0, 4, 0, 44, 0, 0, 0, -4, 0, -6, 0, -24, 0, 4, 0, -24, 0, -2, 0, 26, 0, 20, 0, 0, 0, -36, 0, 0, 0, -24, 0, -4, 0, -36, 0, -18, 0, -6, 0, 18, 0, 6, 0, 4, 0, -16, 0, -14, 0, 0, 0, 12, 0, -6, 0, 14, 0, -4, 0, 24, 0, 13, 0, 12, 0, 12, 0, 6, 0, 24, 0, 0, 0, 14, 0, 20, 0, -2, 0, 26, 0, 2, 0, -24, 0, 16, 0, 4, 0, -30, 0, -20, 0, 0, 0, -18, 0, 6, 0, -22, 0, 30, 0, 8, 0, 24, 0, 6, 0, -22, 0, -52, 0, 12, 0, 0, 0, -2, 0, -6, 0, 16, 0, -36, 0, 18, 0, 12, 0, -16, 0, 0, 0, -10, 0, 2, 0, 11, 0, -22, 0, -24, 0, -12, 0, 2, 0, 12, 0, -6, 0, 20, 0, 24, 0, -12, 0, 1, 0, 0, 0, -12, 0, -28, 0, 32, 0, -2, 0, -6, 0, -12, 0, -18, 0, 14, 0, -20, 0, 42, 0, 0, 0, 16, 0, 42, 0, 0, 0, 2, 0, 36, 0, -22, 0, 24, 0, 8, 0, 36, 0, 20, 0, 0, 0, -46, 0, 4, 0, 18, 0, 4, 0, 12, 0, -42, 0, -18, 0, -28, 0, -12, 0, 8, 0, 0, 0, 4, 0, -36, 0, 12, 0, -30, 0, -8, 0, -12, 0, 12, 0, -34, 0, 8, 0, -24, 0, 0, 0, 48, 0, -24, 0, 28, 0, -28, 0, 6, 0, -46, 0, 13, 0, 60, 0, -22, 0, -6, 0, 0, 0, 20, 0, 16, 0, 6, 0, 6, 0, 6, 0, -12, 0, -4, 0, 0, 0, -20, 0, -22, 0, 0, 0, 42, 0, 4, 0, 6, 0, 24, 0, 2, 0, 12, 0, -30, 0, -4, 0, -8, 0, -24, 0, 0, 0, 24, 0, 22, 0, 26, 0, 36, 0, -12, 0, 4, 0, -12, 0, 42, 0, 36, 0, -6, 0, 0, 0, -12, 0, -36, 0, -6, 0, -16, 0, -40, 0, 10, 0, 40, 0, 4, 0, -54, 0, 38, 0, 0, 0, -30, 0, 2, 0, -52, 0, 18, 0, -18, 0, -16, 0, -48, 0, 7, 0, -12, 0, 9, 0, -22, 0, -28, 0, 12, 0, 50, 0, 4, 0, 18, 0, -4, 0, -24, 0, 6, 0, 6, 0, -38, 0, 0, 0, 4, 0, 2, 0, -2, 0, 26, 0, 60, 0, -18, 0, 14, 0, 24, 0, 18, 0, 4, 0, 0, 0, 24, 0, 12, 0, -24, 0, -24, 0, 36, 0, 40, 0, 10, 0, -46, 0, 6, 0, 12, 0, 0, 0, 4, 0, 0, 0, -16, 0, -4, 0, -24, 0, 2, 0, 14, 0, -42, 0, 12, 0, -24, 0, 0, 0, -22, 0, 44, 0, -18, 0, 36, 0, -8, 0, 18, 0, 4, 0, 12, 0, -6, 0, 12, 0, 0, 0, 36, 0, -15, 0, -6, 0, -26, 0, -22, 0, -48, 0, -24, 0, -8, 0, -4, 0, 18, 0, 0, 0, 2, 0, -18, 0, -18, 0, 24, 0, -60, 0, -4, 0, -16, 0, -8, 0, 26, 0, 8, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '20.2.a', 'level': 20, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.2.a', 'sub_level': 20, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '20.2.a', 'level': 20, 'portrait': 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8XZxSZHTvscPW04dlaTMWSqlXGqrRgMIrIkRQhJUKtzzgaf89dH1EIwRnB2xXDBJkM9zDjb9jk2rwgU+D5EA8lF21J6UULgSXylOTYfcLrtUw8MF20ZsLDkoQ3UQ8n2DQnnbe7QqEcIAXEiafcbzC2HzDYlWRpybM7nyGnB0TMpZ9oxfj3iygt6/PBrNdFwhsOnWhyfU5yZzzi9mHBiwXBgwXDVxQv88tuX2Dw9xZHTM8wt1jm75DO/IlluZyx3Ypa7GXNLmsPL0rz1DU39r95+6YMPHXj1z+68YPvBLNNHX7jzW9+j+JYH+C++9zbml832W24M3zsTHvmuhx7/EjdffYotkxs4vTDD/FKDhZWQxbbHUgeW2hlL7YSFlYy5NhyeF2xcv8x/+MElrttV5/iZWY6daXJm0eP0gmFuMeXEfMaJ5YwN63p82/V9LtyiaIYhvqyxsBIyv6SYX4FBBElq8JShUcuYnkhJDRybg7ofUws9PJnRqkNnENKsRwigEWqW2iHLXUmzLljqCBa7GY3QYIBmTbEyFEzXIzypqNdjAk9y9LRPqj1mW4JmKFAK0lTQHwrmV+zFtNBJ8P0htUbKBdsiXnddwqapJqfnpzg+F3B6Ac4sppxdSjk2D4eXDNdetsD/+44lNk1PcfT0DGeXLLgXVgRLbc1yJ2G5k7LUNZxpSw6uwLaJ47z9dYpdl72Rq3dt/PglW8/85GAYHG9s/IHnGyLf9PYtq8HPzM0z0WpMHT566l/91ge/cO1/ft+J75pfOMSl5w644VJJq9ljYlgjSRSZlmgDxngYrTAGMCBEhhSGwwvT/MqfS37xHfNcfX7CVHOGicYEzVrIZMNnuiXZtCw5Nj/FJ+5ooIKIS84dcs7mjG5vwDnrU177kowo8RBo7nwsZKkX0sgiTi4o2t0aG7eFLPZhbh52nSM5eMawc6vPVCPm5LJi01RKpiUL3ToLXc2mmYSltmKiobhgS5/Dp0IuPjfl5LxhpVPnom0Z52yKObaQMdGKaHcT7nq8BkjiRHPjFQOuO8ew2PO5cEvMrnMkgagzGK7jsWdDzi5J5pcyFlZSTi1qDs8LuumQF16ywi+8rceGiRmOnJzi7HKN+RWfxbZguaNZ6Sa0exntvmGlL1gYSuJhxMZtGVecN8+OqQ8T9C76roMHLjbT277zkeFg8Ptp0l9pTa57viGz5u1bksHv+urXaTTCcGFh5Q8eePjpdz6w+6jac6TLwjCgN0x44c6z/OaPz3Pl+U3OLE6z2G6y1K6x1PFZanssd2C5k7HcTVlqpyx04NiSoDk54AW7VnjLSyIu2lKn15/k5HyD+WWfxbZkuWNYWNGcXdH0hhndWDOMUjZMRVx8rsYYQeAZ9p8MSbM652+UXLQ9Y3pqyNnlmKcPN7lqB0xNLHPvE9NsmIqZagoWuz4XbYuJ45SHD04SJxk7N2uW+4KZ1pB1kx73PpUw1WhwxY6Mp48mnF3ymW2FXLTNcO7mGE3MgZMK3zdgDJecl7BuQtAfhPSHAb2Bx9ySx8KKsJ+9k7HQzji+KGgnKTvO6fBdNy1z7UWKqfokJ89OsLASsrDisdgRLLctuFe6GStdw2IPzvQkZ1Yyrtt5mt/48QWuuiCk3Wsyt1Bjub+VTF2YtWYu+ZOgNvUvdRZF11534/MNnVW3bymAHzl+GqU8/4F7vuhv2bLxD75+z8M/8PhTx7x2H1b6gsW+YK4vWewmvODCOX7jxxa56oIGZ5amWWo3WO6ELHUCljsey11B24F8pZuy3DGcXBHM9TSTE32u29Xhra9I2bW1Rn/YZH65zlInoNOTdPqC3qCUJHEq0Bp8z1CvweZZzdb1Q1ARzxxP2XMwoKbqvOKaBD9o8+gzLTavVzy6L2PbekU/ypioZ8wva67cKZhf1jRrPoOhYNumlEeeqbF1PTxyICIQdV52FQS1Pk8dznj2SB1JwJZZxZYZqNfA9wSZFiQpJCkMhtAbarp9TaevWerB2bahk2RcdF6X733lCtft1EzXGyy1Jzi90GCxHbDUVpYMuhntXkq7m7HSMyw5cM+1NdftOsN//rGzXH5enfmVSVa6DVY6dZbaPnOLiphN8Quue/njV15x+R1TU4/8bNS/zNSaG59vKBW3bxmAz88vsm7djLf7qX2//MgDd75zcf74+vnFYbjUTlnppbS7hpUBrAwEZ/uSuV7CtefN85v/coGrd4ScLUBeY6UbsNL1WOkKVrrGLrndlJVexnIP5tqwFBmEGvLtN7W5dHvKdTsNU80a7V6NNPVJM0WSSjItAIM2htBPmWj1efygZBgl3PFIC5HU2LE14KaresR6mdsfmOHKHQHz3Q4nTjd5wcUJzx71SIzh8CnDv3jTkEMnNYlu8exxzQt3Co6e7bO4PMWVFyV85ZEBSdTkxst9dmyPMaLDlx8VREPBEwdCWnWfhiesDAO0hjgzJJkh0tDua6Ymh1xz8YDLzxnyphszFA26vSZnlxssdeyxWe5Ie0x7KZ1eao9Rz7DYl8z1JPOdlBftmuM3fnyeS7bXWFiZYqVbp92r0e4FLHd8ljqKs0saTY1rrtqVvPrml/yX2Q07fmnQ76SN5rdGx9G3BMA/8dcf5MTRp2o3vPx7fuaxJ/f/4pNP7BaNukRrQX+Q0O1ndAeazsDQGUB7IDg7kMz1Uq676Cz/5cfmufKCgJX2FIsrTVa69iSs9DzaXUW7J+j0NZ1eWvyudt+w1BcsDwy9OOXiC4ZM1lN0mvKmmwZctSMjShSeNESJ4dP3NNh3ssnmac3RUwEedXZuVVx5kaHW6PHgM33m5ltcc1GdmZkV7nos4AXnByz0ugz6TabXGR7bK3nHLUMe2WvYMBPSi7osr0xx+UV9vvoYbJyY4JqLe5xZWeH+J6dp+E2uuhAuOmeI8nocPKPZOBNz9FTCZ+4NGSQKKSFODFdfFPH6l0QkicdUHS4/T9AbNOj06qx0Q1Z6Pu2eotOTtHvQ6Wd0exmdfkanr2kPYKknON2TLPcjXnzRWf7Tjy1zxfk1FtsTtLsNOv2Qdi+g0/Po9BTtvqQ7gDTVTLUEV1x5tZled/4vb9my/W/OP/+cg8Dw+S7iet4B/vUv/y5TE37j+MnBT5043f3lk2c6ZFoghCBNDcM4YzDM6A81vYGmO9T0htAZCuYHitMdzbUXLvLWVy7w5psyJmpN5pcnWO7UafdC2j2fTl/R6Uu6fegNDP1hRn+g7WNk6Ef2ounHhjjTBIHBc+G3ryCUBqMloe+xbkKxbYPkvC2GczcPyESHz96vePbgBK++JuDGa5Z5/20ZU8EMr7mhz91PJEzWJtmyucfXHqnz7Tdl3PF4xvnrQpoTXe59POTbXuTTas3x/k/P8NLL6rzqug5PHBvypft8TNrg3I0B528WbNuoWTcVEwYJ2mT4XoZStmwk8KAWCJLEoz8M6PQ9+kOP3lDRG0h6A+gNDb2BptfP6A1y0rCr4nxPMNc2TEx0eMvL5nnrKyIuO6/OwnKLdq9Otx/SHfh0+x7dvqQ7kPSHgmFkSLXBGEOWGZB1/apX35JcdOGO63r93pPXXHnJ/7kAf/ye3yQMglqn2/+Z+fmVX5ibH8peFDCMBUkCcQLDxDAcZgwiC/L83h1CNxIsDSVnOxBnA97x2jm+84Y+117kkWUtltpNlrs1un2f7sCjN1D0hvbEDIYwjAzDRBPFhiTVpKkh05BpwIBUAt8T1HxoNSSTLcHmWc22jQOmJtt89QnDHQ8GBHKSay8KuPriDo8c6vHk3iledY1P2Fjic/fUeN31IdNTC3z27mleca3gk/fHbKo3+LYbO3z2PkNDTfGKFw555GCXJ/dNcu2OGtdcPCQIF/nSw4q7H28w0wjZPuuxaVYw2ZS0GlALwPcNStrjmWWCVEOSCpJEECWGYQSD2DAc6vIYRpYkukM425PMdyERQ266eIk33tjhHbdmRPEECytNOv0a3X5Ar++XF8tQ0htYcA9jTZLaexTbQBXV0NMzG36lNTH563EUDX//N97zvGHsebUJN69ve3GU/kK/3fkpXyZyerKGN0gJhpJhLPEUCCkQKBDC2X6gJEhl8DyDrzR1TzDfb/CRL2/nyw+2ed21y3z7TStceUGP2akGi+0G3UFIf+DTjzwGkWIYKaJYECWSJIU0U2QZaGOveinB9yD0Dc26ZnoiYduGPqnpse9kwifvC3j64AQz9TrX7vJ42Qs63LOnze3fmOT6XSEbZgd8/iGDzurMTMQsdiJ70QCbpnosL4QoUeOGq5b40r01jp+p84br+6TZInc+to4kq/HCSzbyxhe3OX9Lm3uf9Nh9vI45HLJtVjLTFDRqgjAQeEo4kBu0sbo8zexFGyeGyF3Ewxj6sV39liPBchekN+Tqi1d4y8va3HJNwrqJOosr06x06/SHAd2BdWh6A8VgKOkNBf1IMIgMw0gTxRlxrBkmmmFkGMSS5U5Pnl4WP7PrsvXn/MpP/8ijv/zzP/F766fk/xkA/8MPfYqDyyEN37znNz/2wOv+9euevKlZC4K01ULIGCF8lFQoZVBKIiVIIRBCIQUW4EqgVIavIFAQepq6Z5gYKhY6M/zJl1vcubvL9Ze1eedrVrhke5t1UzWStMYgCukOAgZDjyhRpKkkyaze10ZYcAtDGGY0w5QwSJBqyNl2xGcelBw9E3Do+DQmqbFzm88l5ylecHEH4Z/lsf0TnDNb4/ILDLPTKyy2a2ydVSA1n7s/JERSDw2vf/GAj3wu4/R8yPoNioVuxFMHQ7aun+baC+e5e3ebb+yZZBgFXHzeLNec1+eK8zrsP7XC0TnDN55qcOhYg1BIQk/SDKFWYXJjINOGNIM4gzgV9CJBZyhox5DoFKGGXLmjww/d2uH6SzXbN/j0BzOcXWpYxh4G9AdW4gwiW5s+GAr6kVv54oxhlBHFmmGsGcZ2tehFhn7qcXppEHbTp3/4+P4PrVx+wYwyKx95774j0+y66o3/dAG+d/cXufiq3+WPP/yud3/qzv2/sjQ41DJvWGCyOUOa+ZgcYNKytKdASYmSFtSeUnhK4nkZnhL4nibwNKEPtcBQDzKmapJO5LO0MsPHvj7JPXsGTDUHvP2WNjs2rpAmHhdtM1x8vmIYWbck0xJjrFpTMiMMUg6chMNnBYNU8xe3N1jpTTHsB8zWFVtmPM7d7HHBVsHlF7bJ5CJ/+JkWvfYk11/isWN7l92HMzrtGtt3QLOe0olrhIEEYwh8n5UhnJiT7Dov5NIdQ/bui3nyQJ3rL5/hR9+wwIc+1+XBvS16A4/FdosLtta4bNuAGy/p8voXd2kPFvnz2+v0k4Djcz5PHA4IPIEUFuUaK7VSrUlj2Lwx5tKL++gsYcfmiO+/OWKy4bFpOiBO6pyYq9EfBAwin/7Qc6BWDCLp7jgQmzFg56uDjWW6kaA9hKVYwpljLJ/aO3VcXvcf++aa7JrrP/J7H/vkl3jLm1/zTw/gTz9+O+HUi9Szj/d/dM+zj/zmyTNHw1QOkUoTyohGLUA7kAkBUmiU9FDSWJArYcGtBJ6n8DyJ72UEfkYQG8JIU/MNzUQzUYOZuqAXSzqDFsfaLX71w7OQJUhSLt/V5+JzYqJYYHSGMTZQk1IgpSQIA548GHDgWI164NP0JOuagh1bJBtmPLasl5y7WbPr3GUSFvlvn25x7Ogk1+30uXC7Rnod7ngkZLrhMzsF0xNDmvUaCutfdwYBiz3NYtuw0m1yy7Vtdu+LOXjSY3ayxgsvneJH37jEf/sUPHKgSW9oWOl5nFmcYPNsnfUzEVsmB/zc9w9o1Do8e1zzxCFFGBqk0kjhdJYxGA1xLLj4nJSrd2YI45EkAZhphnHI6XmffuQziDyGkWIYW8YexoJhJBnEgmGEA3J5rwI7ig2DBLtKRIKlWDJMEwgzWvUeJ08/2rrzCfWb9z/1/cn3ffsVH/zYJ7+U/e8C+f8WgBvzJ8CSv3T64z90ZnD8d6+94HH/5364y0N7JbUgIZARtTBAa4lAIIVBSR9PGTzl4SmD70l8ZZMcgW/vkS+IYknoa6Igox4bqzlTa+1NJZo4hSgRDFNJlIUkaY0Dh1vs2W/IDGhnKCth5Y6vBKEHrRAu2QCtOkw1JdMtxeyUx/ppOHdzxJb1K0Rmid/75CQHD01xzQUe52+V7Ni+zEMHI46fmebGnZLpCU3gDahJH2WwvroG9JClTo1T8x7XX17n0gs6PLE3ZN2kpFFrcdXOjH/55mV+71OaPSdbtHuadkcxv+yxbqrFzGSdqVbKRCNluhHz2usSQj/BVylKaaQ07tgLtJbEqWJpSZGmHnGqiBNFlLjHWNp7YmOfKLHVi8MYotg4UGfEiSZKjAO4IUocqycwSCyhrMSCdgomjYgwfPFBw317DPc/fTR87Y313917KtOnsh1//KO//KXkg//hfz3I/5cD/Ff+8Iv82/du9M6f2fsjO2d3/87ODU/6rWbK+umEwA84OS+4fPsQ7WpIhNAIYU+QUh5KGStNPIXvGfxYEngVgAeK2J2cJDHEqSZONElqXHSPCyKNW7INWuNqV+x7FC5w9aS120IfwlDSqEmaNcVkSzI9ARumM87d3GeitczH7k64d88MKwsTXH6O4rwtHhdujxBqhY9+dYINDcXMpGTdVMTdT0pOzil2bYYkE1ywIeMlV0bsPTDFYluw1G7x3S/v8PDeIYdOSZo1SeBPctkO+KUfXODupwd85q51LHTh3A0Zyx2PqZZishXSqgc063VqoaYWZPietsQgDQhjiRzQ2q4emZakqSDNJEkqiFNBkkjiRBCllu3jFKLYBqhxooljTZRaxravGYaJA3gO7sSCeyWBZBghkiHbtkYkKay0NYke8pWHd/vv2r7w+7/0XSvq4ss3f/B3fvyv0sbGt/7jBvisH4swPfjjn7njyK89tX/ev/kFLWZaCbc/UOPAMcldD/Z588u6/MCtfSaaBik0Umo8leF5Ab6X4XsefuwReJLAV0S+BXQcCHtiEkGcKOIUkqS0/NJMk2amAHeWGYxjbXsx2feopEBJgecJAk8QBpJ6KGnUBRMNw1QrY/1UzIaZLshl/uprio98aZZ1tRpXnCs4Z7PPOZs1525a4fOPapaW61y1XTI1IZmeiDly1qfT91AKskzSqiu2bEz5xhOalY7mzGLIZTsavPTqNnfeHzLdhDAMUGqSy3fAj7zmLL48yyfvnuaZkzU2dRLWTaZMNhWtuqRRV9RDjzDwCH3r4XsSpDTFZ8TYi1obQZZBqgVZai+4NLMkkBNEkmqSRDuyMCRuVczBHSUwdCtj391XEkEvNSTDIZNBh7e/YZHvenmPV1yT8AOvSfnC/UOmJiQ3XnrCnyD7zRP76j6i9nvu+vvHCfA/+YvPorX+yW88sPeXD+8/0RwMZviru6bJsgzQ4Kfc/nCd+/fUmG8v8Z7v6TM7ldLtp/RVhqcyfM/H93wCLyPwPYJEEwaSOFbEqSB27FOwUSpIU2VPWmas9acNmTYla1eYWwiszaawK0MA9QAaNU2rYQf7rJ8asnF2mfv2xvzR55scODbJOZM+OzYJtm0M2LZRcOG2HsJf5iuPTDMdKmYnJVNNw1RrwERLE/gSIayFF8UeK92ETj+j3VPMr/h0+y1uuWaOL9zf58DpFvUwwVMBQkyyY6vkB25e5PpLzvCBz03y0J5ptnYlGycSJhqCZs1ekGEoCX2J7znrUAmkKC9kY5xkMaXfn2WazKX604IYcqBbQNtV0BA5UEcpDBPBIBV0EkEnhShO0cMBE7Uu7/nuRX7q+3o0ah6DYZPzNir++RsVcerTG9RYmDvZ1H7rPzZnrlX7nvz8b++84nX/+ADe7nQJfP9ffeBPPvnLx46dmJypW0+5Gwt6mc8wg2EWknkpncTnv/5NwMP7Vnjbq3rcel2XmcmE3qBGkAQEfkAY+ESxR5x4lq0DRZxKklSSJO4xcwDPHEtlgkxTWIDGCIttY61AUXFrfM8Q+JpaoGnUUpq1lMlWxIaZLp1Bj9/4qMcdj83S7TTZsU5wzgbB1vUW3OdtHtJqLPGRrwScPN3k0s2C6ZZieiJDm4juQOBJCzZtLItPNlKkSlnu+ax0YG6pzs5z6vzALSv81VcCjp318b0EJX2MaZFkisu3L/Ef3tHhzt09PvDpdZw+0WDzJEzXM5phRj0s4xPfs3kE6f6ucDk9Q3mh2wsfdKZJ3QpngW7JIc0gTi3A41QQZRbggxR6qaSbwjDRZHHEZK3La29e5vte1ePlV2mUqLPcDknSgDRVJJlHnPgMI2vRDjtzk1G675brrz7123d94fd45Wvf/Y8H4P/5N36X//beX5GyufOaJ54+OBl4BiEEKjH40lBPBcPMMkA/8xkoj04S8Nn7a9z9aI9XX9vmra/u87IXxEy1QuI4ZBgHRL5PnHgkqe8kibIHz3nZaSZIU0mW5XpTOL0t0GPMbf10jVLgK43vWw3brCU06zGtxgClunz9KcMn7p3grkfWsampuGwzbJqRbFoXsGWDZOv6mB3blnnkwJBP372B2UAxOyGZaErWTw/Zd8Jw96Mh0tiLKcts4uoV1yTc/UTM/EqNTi9jYdlj6/oWb35Jj8cPtnnimXU0ghSlBOCjswZRpNi6MeT7XrbM5qkzfPLeOt/YPc3JTo2ZUDBRMzQDTS2AwMuszaoEyn3eat7a5JJFW888Z/TUATvNINGWMJIMotSdr1TQS2GQaHQaMxv0eMVLlvm+V3e4+dqUhmdtx04vIE58kswjSfLz5RHFHsPIYxhDd3D6Nbffs+U/ne1s+8XbPv6H2Ru/659/6wP8w3/yfs4/Z6b2jYeTnz10cN+PDPtdJuqSYQJKGsuW1kGipgx1B/SeChimHktpyCfuqXPH431edEmX97ylx5U7YqYnPDIdMBgGRIlfHLQ0UySZTdhkWpGlglRb50AbgdZl5Z0pwG2Q0uApja80gZ/RqCfUwwhPRQzTIU8d1fzBbVM8dmAaLwvZOWvYOGVYN6XYMBOwaVayZX3C+Vu6zK10+NPbm5ikxuYNgsmWx2TTMNGIGWQZ2igCKRDSMbhWKE+Raltb0+lnrHQ9Ti/UuWSixdtvWeHXz9Y5dLaB5yVW2hiPVNeIEkm3H/CSS7rccEmbJw4f5w8+M8HeYy3ml+qEUlL3Ba3QUPNs95GvjE2SjSUTjQN4kf10Lo+VdxBngljb8zPMoJ8YojjFMzHrJntcdVGXf/fdK1y7K6HV8ImjFp1+aIGdWmAnqSWiJFFEiUcUK6LY2pH9YeyblcWfVYFIXvTqt/+5MT92lH/gAq1/UIB/6mN/yORE2Dh67NRP6aT9i5KIiYbHMNIIaVBCOF/b4KcGXwmC1AE9FQyUoOeFDD2PpbjGFx+2AzC/7cVt3nzzgMvP63HOugGTTY849V2HvGWFJFWkWpJlygFbojUYRBnGOHAHvrYM52X4XoKvYk4vp+w/pbnnSY/HD0/wwJ4p0qTO5gnDhpZhZkIwO6mYnfLZMCPZvC5l6/oB01NLfPQLcN9TU1y1VTA9IZhoSloNTasR0c1iAl/hpVYqGGMdDCJJf5jRcQVQ7Z5hqeNxdmmCmy7t8W0vXuJDt4U0FyVKJBaQ2iNJA6JE0h/6rJuqcd3OLu9/T48Hnunw+GGf+59ocXypxt6FOqGS1JWVR4FnCH2DwhG5Oyw5k2fGyrlEW+aOMxjEVqokJsWkCa1gyM7NAy49r893vqrHa65PaAU+w2iCTicgSQLi1LPgTj2SRFmAJ3aVjRLlAC4dwCUr3YGIsoVf2PP0np+Joh0v7g/6j/9DYvIfDODGHAXOqR0/8tV/f+rEXb9gsh6tZgCkFl9CI4RBSAvyWIKXGXwJfmar9mqZY3Ql6Xs1oiCgndb5q69N8OXHBmyfHfCGl3TZNJ1y3qaI6y7uI1DMzkg8JckyD60lxkjH3Pm6bIrkkRG2KWAQaaSX8o1nPA6elnzxwQb7T7VYWakTCN+y9YxmsmF98KmWx+yUx+yUYONMyuZ1A7ZsWOa+PVaabJ30WNeCiabHREMw2UyRMubpo4p2X7GtaXWwMRAlko2zgovPjfj6vKE9MHQHlsUXVkLOLE7xlpecZc+RRR56cj2+MiASjIE0sxJtGCsGQ492L2C61eTlV/Z41TV9Fm+Z58Ap+MJDNQ6eCnl4bwPhe8wPPYaLCikkQginyYUDuXEgN2RGYzKN8jJmJiImRcK1lw44b+OQLTMJb7wxZtOMYGZCMRhOsrTik2Q5Y1uisbLESUcnIePEevEW3PY+iARRoji71JZ/8/HP+6+89fXf+do33LT3kb1nh9devOFbC+Bff7zlBeKZnw8HT/4/vliSgV+zcsSXhNo4faCLpVIp8FwDr59B4KyqIDPUlaCprU4fej6R79Me1nniaMruI7MInbB9w5Brzh8w2cx42YuGbJlNyJIUo92JM6U0wWlQqQyxhgeeqLPnUIOgJnn0YINTi3VqnsdEIDl3xjBV00zUDK26ZKIhmWx5TE14zE7C+umUjTNDtm/skLHMR+6YYnFxgiu2ayZbtsey1dBMNBKMSXhwT8Diks+FMza7aAxEkWTDlOTFlw34+mMZ3YGk10/p9BTLXZ+5xSaX7Rjwjle1efCZOocXJ1BCA4mrMfFdgkbQjyS9gc9KL2Si0WJ6Ysh1Fw246bIhpxeHPHm4Q62e8eQhjwefCMmMtAVsuQwobEQDRoPWZKlh07qUl71oyHRdc+X5mm3rBWnmoXWDKPFZWLagto0hTiqmnq3tyeOiVFq/PbGee+SAHsWCKIYosUEsSI6dbss9+/b87M3Lk94Lds3+EpB+ywB8pT1kGMW/8sE/u+8969SzgScC0kwUFpzvCZeGl0isHkyksd6zs/P8zJAoB3Rt2byRCRJttWAUCOLMJ9Y+iTacbE9w7EGNVBlffCyh4aVoo+1JMrZbXeRnUEh7lxItFO2eTxp7hJ6kVTNcOAvNwNAKUuohNGuCRk3RqismGl6R6JmdStkwPWTTui6pXuY3/6bOY/tnOWedYaopHLgFzXpGsxbTbAyp1ev4LtATThZkWhCnPoPBkJWhZjq0tdrdgabdVSw3Ao6dmeTqCyJ++q1z/Je/8Ti+UgeRoU2K1lhXIpWudkTRG3r0Bj7tbki91qDuguVXXBnjBzHXXZTx3S8dImWGktol1ECIMvrOySHT1mqcaimUDBgOPRZWPFdxacGcOlCnmXRfS/e8AmwX9KepLCzcJBGFrZtm9rrylHWdjj77ePDMI+23bdnU+NWs/dFUTX738w/wz99+P/c/tDs8PN9/xV33761dtc1nesKz+tcYpLQjynwDAntQpQTlIvU0M/gu2eBnhjSP5HVeEWdHCGdOG6ba1jzHoSRrSlLtkaQhC7HNgBtT5g2EsOWpnrDlpL7LVm5qGurThtDT1Jw2rfmCemjvjVDRqHu0GoqJpmC6pZlupaybitgw02PrxkU++DnNJ+/awMZJj3UtzWTDXgzNOhbg9ZjTS5r9J0PqgbBJF/JKP8Ew8rhoS8qm2YhuL3QNHRmdvmKl59Fq15hoTPHWl59l/4kz/PFt25xlqNE6dZ61VwRsg0jSHyoaNY966FMPbNFYEGQEfkroZ9SCDE9kKJnZhJowCKlHfPJ89csyycKStBMLdP4oHMglqZZo51xlWQnuNBOFm5W6rKm1b3HsTgFura1sCwPF5nWSyaaPHhw8Z9vml/zB3PIF//zMsfujTee8+PkD+OLiEjMz042//viXfu8Ln7vnBhV36A0CfKXxPInBgtlTlr1zxsgDTU8aUgmZsin0zPnWealnNmZhFV/n9pbLzBmTg3v0/eXltVLkf8963oE0+J6ra/Eg9CW1QFALbcKkXvNo1gUTDZhsZky1UqYnYtZP99iyfondh4b82Ve30qyFbJrQTDYEzYaiURc0685Hr0c8dkTwyN4a50/bvy8chWsD/cjjhRcbdm4b8sATk/RjGAwzegNNpydZafjML9ephVN878sWeejpeZ48vAl7yWoynZFq45IxVtsOIkmjJqiHinqoCX3fAVzjexpfZXhKW3tUGpfpdExeOW55QsgmhUThRmmX6s90xYrNpHNehG24yKR7LBujC9BnOMBTAlyA5wl8JZlsGZbb0tvz5NM/2Fq/Se+64pZ3d9rL/YnJ6ecH4KdOn2ZhcfHfHj28712hnmdmnU/ggG0lgnAAxyoFIVHCkCqDymyLk3JZRi8TNtuoIcsYAbV2WcisUkdSJCtyC7AKbnfCpCjtMSWc7leikE2BB4EvCH1FGAhqgaJWkzRrglbDMNHImGymTLViZqf6bJ5d5vFDff7dBzZy4vQUF85qphrQqkuadUWzBo1aRqOW4vsRg9jgSY9QUWjeXKIkqSTLfFpByjDT9CJp2+eGVpO3u4p6GFILWpy7KeE3fnyFn/6AYPf+jWAkmc7IMk2aJrYIKvYYRpJhJKmHEAaSWmAIAkXgGQLPgtzzTAFwJY1l8UKqVEAO4PIHJge4EUVNS1nbQgFye95EYTWWQHcgT3OvvTzHxpgioxwngpNnG5xZ6ItN2w6+qzVz+GCaJP/xfwaj/8MAv+P2zzHozG37xhN7X7i0cJqNszVXqy3xPduoIJwtJrGdOVIYtDRIbcikIVMGT1ugZ8q4A1d9LD1a7WKgzNiDYkzONIYxbJcAd80SStqMnufqyi17S1eZKB0YpJUoNUOzpmk1MiYaCZPNmJnJARtnV3j0QJ+f/e+zHDwxw/nThukGTnMrmnVJs25ohBmteky7n/Kpe+uYzCNQVqoJUXrPSSpRwuNNN3W5e09MZ1hjEBnbfzpQdAeSRs+jHoSEwQQ7NqX82o8u8nMfkjy6d4P1/HVmbb00c+MtrBU3jOxnCkNB6AtC31VjOl/cUwalLIMrAcLVrAhGgV4yeZ7ip8Lm1losAF+QUg76EvBpTlrZ6Eqcnz8hBKSG/tBe+IKAXnSKTu8rL9y07aJtt332syfe+IY3/O8DeK+zQKM1u/XJx+95bxbNv9lXA2amAjdNigLcORVoI1AGtBIWzNoCWmvQmUEr95ox9mtTsrZ9FIWm15WDXgRHBbir9eQurnQAV7Ksz/A9m8r2fWkBEAhqoR2xVg81rXpG04F7ujVg/XTbgvuPZnjq8HrOn5Wsa2ZM1m3hVLOuaFTYu1GPMSLmzNIEUkg8ZVvtSuBYZtPGZ9O0wdMpvVQwiA2DyDZDd/uSeqioBT6BX8PzJrn83JRf+5E5fvaP4JG968mMIsk0aaVuJI41UaioBZIgtp8v8KW7qPNCLAtwe1yMO1ZVkFff6xjQcZWJueli8nIIKszuVt5VK7GTmJltUtY6P3uCVAiS1BWHGTizuMxSV715y/Zd2Rte//qfmDs7f3Ljhr//LnH/QwBfXjrFYLCyKx7Ov0XqedZP+ySpKRMrlVs1Jaw1ZCo/CBWAu+IfrU15dyytK0VSBXNTLZoyI2dEFLpbOONElNWCSlq95+6Bb0tja6GhHmrqYUajltGsp0w0IiabFtyP7B/yMx+c5skj69k+rVjf1EzWBc2GpFFTNOqSZs3+jkYtJfRiHtgHpxcDmoFxF7y15orlXkv6Q4/NM4LLL+xx/54W/QjL4pF2QaeiFigCP3AaeorLzs349X82x0+/3/DI3g2kxjF5ZkgyW/8eJ4Y4kASBdLUpslixPM/JNEkB8hzgeWFWcTRFRfrlshDrtuTnJDPCAb0EcXGuK6AuV2T73OiyqtNGUBbZebVnksLc4hku3Hn2LXv3Hfq9Trd38n8Eq39vgJ88cj+1mtg6d2rPr504/CD1mk15J6ldiizTliDMl2RjRBEclle7ZfWCqSusXZS15gDH/tKCUcpLyLFOhb2dz6ukcC4ORTmsbZqAwDe27juwBVb1MKNes7UorXpEqzlgdrLDo/uH/Lv3zfLMsQ1smfLY0NBM1qFZt1V8JXtrGrWMepgQ+BFPHfSYn69zwUbKWhB3TWrnpAwijwu3Cy7f0eeu3Zp+LBnENgk1GGp6A1sdGPgevhfgqQZSai7bvsx//Rdz/Js/MDzy7AYS7bEu0xbgCcShrd0OQ20B7lYrW4Al3N3VqchSyokc7A7c47ecVHKg57JxPOWvHTvnzzNHYrqIoUxBVvm5zrkq//kks80Wt9/1AMjg1y695KK3fPmuB07e+sq/385wfy+AH9z3EF/7i+u46tY/29JeOnKtSZephwGe1HheHnSYAtA52K3EMJUDYJcxoytuiBbF/6kytl0VRg9CYQW6M1FdVqWwga0s2NsGuZ4CzwNfGQLP4PuGWqAJfQvuWpjSKAqt+sxMdnl0f8S//cNZnjlu7cD1DZsAatZciWpNWdcl1K7hIKUWJEgV0Yt9pPLwlUGpimzLU+NZ3nTg0wwSIKUbh7ZVLNYM44z+UBIGygWKPr6nUaqBlIadWw3/34/P8W9+X/PwsxtJMt81GBvizBD5hlpa0eC+xlf2Is9b/5SUSFUepxzk1eNZpPXHgvlSrlSkYwW8VTCPyE09Ws1YkKADfO6apamtWT81t8zd9z1x7fxiZ8u/e/fbT379ngd52U0v+l8D8CxZ4oa33DvV65z6y5Wlk0EtFCRZZi24TBY2n424jXscv7rHwF75mVzOlI9iRP/lDFg8qWjG/F64JvndLcOeMvi+A7ivCXxNGGTUg4xakFKvJTRqEZOtAZOtDg/tTXn3721g7/H1bGj5rK9rJmuGlmPuRk3RqCnqNWPvoaYeptRrMUfOaP709hZhDfyKU5G/bWNKi63bD/iBW9v82Vf7nF2oMcjbwCLNIMgIh7Isf/X8ir1n2LUNfudfz/OTv5vxjac3MEhrrM8EcaZp+BAlhlpgCL28hNauYJ6nHcAFUpUrXU4OVk7lIBcgDJiS0nOCqcrGHKBmTFrmoM5/pjzX1c6q8rnV6GVloxEeBw4dD66/9pKPnj4z9x2bNq57ogqDf1CAdxefEpj4+ixZ3hAGKcZIlDKk0pBqbe2iTLjomiLaLiLvVUEjI4ytcybHLX0VpsCw2i2BkcBIui6WfHaKBberYPS0bXnztAO4TXzUgpRaGFOvxUy1+gyTHl94CH71Lzax9/g61rU8C+56Ce56TVGrKZcYsoFpLUgJg5QwiNGk9KM6k4HAk8YyYxEC55/bespJ6tFqKjwRMUw1g0RYgLtG6mGgGfiKwJcEnsJTHkoF7qIx7Ngs+PUfW+G//mXG3U+v42S3xTBTTPqGVqCJM0PoGcLUEHi5RWoqOlyUDO6cnvyxKv3Gb+U5GXO0KjJl9dcVsquyfoXwcplbJvus+/LV+585/7JLd/7J2YWVF/H3SOP/nQHeWd6PzpLXHXn6ox9Mk1NTjZpyhr8kU9plscyYRyqKSFuvehTFB8391vzKrkbsq5i7AvDiJDhQ2zLYnMGN6+d09S7OBw48C+7QAbIWxDRqEeumesy3B/z6nzX4k69sIDaTbGgp1tc1U3XDRJHCt72ajdDOOKmHdlxFLbQXiu9F3PGoT6Z9y5bSWYSy/Bxl65gkyRRS+Nzygi7vu20d3cRn0rF4LbbTqHIG95VyDO7YVRiMFlxyjuQDP93mz+8Y8J8+vJHTS9P0JjymM8VEqqn7hjAxzg+3MYjt2xQVN8VJuyrAhWPzKqNUQV6QjxmJuaoBZEFcBdO785yDuqhJz/U3BbBTXfrqu/cc57/999s2/eS/eMtrdu859LmrLrvgHxbgfvY0xuh3t8JTWzwdo40qTlCaSjwtiyyWzXYJdCac3hYFa+XSo3itIkHKljLxnMxdZe28/LVgb1fnbZMY7iR62tZ9e7oYMxH6KUEB7gH1Wp87HtV89OsT/OUdG9Bigg0twbqakyU1aNSEA7WkFipqjr1rgS5WgtBP8IIhtz88hc58QkUBmkLXljVNtuwgUyjpceu1fd7/yZh+GlgWT0zR0T6IbIzjeQKllNX0jsHt8RFMT0p+6NYOde80H/96nzseW8dcWqcfKCZTTcN3TK4g8IyLS0zB4vmFo1y+opB80kU549nOCuvkLJ6DPm8uqYK6MBuoSlYzAvDybmuQiqaLDOJMsudYb8vdjx5/t1Tyc/+gDL648DhD6f/w3ic++KLNjYNMT4ZEcUCS+nipIlG28MZz9QiZ1pbFs7LpoGTsEuym+FqUVz8W8GsBewTgObAxLvp3mTlVKQWoglvZmozAzwiCmNCPadUHBLUBf/5lj1/9k/UcWZ7B92tsrMNsqJmoaZudDO2YtHrNgrvu2LsWGBeg2hWhHsYsdTT9NEB5ikDqwqUY0eBQHJM0VURJQOgNmJrs046aDBNJFGcMA0MQ29p1a22qMjgUnnVmXP2I1oKpluStN3d5xQsX+LU/jvjwl9azlLQYhD7NRNDybRNEqEQBcl+6xE9l5SsCdVE51hUWHyfzKhGNnsfVDG4KiUJFd1cCb8fcSWZr0oeZoJ8JeolhMTnDgUN3vehfvf1tP7x7z5MfuuqyK/7nAf7skXlm113Bz//We2+4665k/U1XZPzsOzr4Xp1hHKISH6U8V/yjUEoWAZRWupLilaWjUqR/y5qHkYNSbVIYAbYpDrBll7zO2zK3dPUtUllge0rbpgal8b2UIEgIvIR6LSIMBjxzNOPjd9f50y+s4+TyNM26z0zNMB0YWjVNI4SmK8CqhdKm8kNJLbDeeS20gWroW/ZuNYd8+W7FgUMN6nlCpRg9V0IjPw6ZK1SKE49Ld8Arru7ysa/O0q17tFLhZpAYhp7G83Vp87lpX/bCMSOJmTSTbJ7s8R/e1WPHloSP3T3Jk0emGHp1eplH0xM0lSH08jkwrghN2ePpiTKOyS9MKUZt2FVMXgW4+4A5ixeMPQ54XcZcmSnZO3XNFom27XHdTDBMUgLd59993wm+/9b2+pa454ZHv/4jH8riU6hgy/8cwE+dXeaRpx/6Z7/+wS++8+69GSdWZvm+bzvJpdttA4NlTk0iPZTUKKfLtcqr0FzDr9YlgxdNwBSNwCP12zmLrwXuKnu7v5+DW0ntNKUbO+GA7XkZgR9TD2OCIKKXRPzB39T4wOfWMbc4RaLqTDYVs6FhIrDBWRXclrGVK8YSjr0tuGuuaq8WJmRZwp4jAf0kZCZwy7/MQSFGPls10ExTxYTyuOy8mI96Ed3YYxAI6onTzonGj7UrlJIoKRDKTuES7hRabW+JJM0kEw2fn/yeHm97zRx/9LkO7//kOpb6LQZeSNdXNDxBXUGotAV6Xr7s3nMB8gLgZtQ+HKPxkVhphKzG3LFcplKyd+bS/qkbZxFl0NeCbiqI0xQRddl13hLf9/IhG2orZHLhna/5wYMPpvHiB/6nGHz3kwe58vILGj//X/7sisP7DgSTDcnx+Rne8ztDfutfLXDxOQNst0zoqgQ1KlNkUpIZW05Z9kUKl/WqMnbZDJwDeoS4DSPLYglu4y6uiu5W2gHcgtsO50zxvZRaLSb0ItqDlAefEHzws1N85dFpFvsT1Goh6wOYDDStwNAMDPXQypKCuUNl61VCSRhYaVLzS5AHfkqjFjO3nPLZr88Q4RF4FXDnjUW5Bi+Yy1bmJZnCGJ83vazD+z/fZ36lwSAVRIm1+oIE/DgrEjSeUtb5ELL83SMXju1uatQVm2YG/ORbhly94yTv/+wkj++fYLHXZKhC/EBR8yR1CYEytsrSlRTnGc5RkFeAXi5IjJ8yKqvwKuamlCl5NWha0d2xFgwyGGhBkqYQ97nqghV+693LbJqpsdRuMFw+ErQHd12x/ZJ3NRZOH+qv2/zcAec3BXganeHZZ1a+bceG9CemxTKbm4ojxufrj0/xG3855E9+tk2mpbuiNZlj8Uy5+mFVTm01eRNwwdolg69i7Aqw7XE0rhpxDNjC9XpKOywoB7e9p4RhTODHrPRS7nhU8smvNfn8g1PMt1uoeo2JpmLKh4nABmGNwFAPKOrCc3BbaaKsNAkMoQN2GORuTELoR+w+KFkYhISeJJA2waMqS30umUc62jPhJgN4zNQF117Y4zP3T9NPfYapoJYYgtj6955ng00VWfa2F1DZSVxmjp1MNIIk9WjUfL7jpQNe8YIlvvhgl098rcm9T0xyttsg9gL6gcKXkkAKQgmBdNpclJZrzuJSiFX1KqsC0JGkXBXkwk6ty5NdTqamxvWBahhqQawNWZZCNgQz4N+/bYmbrtQsLtfo9lscPG5QE8FPLMZP3JUmw0/8DzG4MfPAuvVzxz777SrZQ6MmCVzZp5aK5b6H8jJ8HRVTYVNpUDJzlW6y6GzPJUkZULq2skrtSl5sX70VlW15MJkDPE+euL8npUZJW8gf+FYuhH7CfDvlyw97fO7uFp+8b5KlThMR1AhbPi1PMOVbYNd9Qz0HdyCohcLWhweSmm8H6tQCCva2ANfWjfFSAj+hFkR8/v6QU8t1ZlvCLvmFC7FGYFZIlFKHr5vyeP2Le3zqnsQCPBFEPoSpnSblx9pae5UyBCHGQE5Zx525Juz89zdrEW971YDXvXiJz9zX47N3N7j78RZn2w1SFTAIPDsmTwp8KfGE65mVoIRtGpdUHBZ3xX4zuWLG5IrOSzYcwFPjmNvYTq7UGNApZDFkEWQxU/UMk5UNF4PI56uP7OPKF2799h9/281fP3qmM3/upom/H8B7nSWaE/r80wvmnXc/vsyJlQaLkSbJMjAZh48r7nnK46VXpGgdW+BlmkxKlFYO3NIFl+VBHw0qK7JkLKislr1WZYlwnSgyZ22pkQ7YYS0hTVJOzBv2HPX40y9Mcd+eFqfPNsnCGl7LbuA04UHTy2j4dq52zXX0WIbOwW0r8iy4RQHwMDCEvrbM7WcEvq1deeqw4ZkjNYT0CRSVjKNwQWYJ81UgdAmfNPO49Lwhl1/QZe/JOn1f0kgzC24FsWdc8OymVkmJJE/KSPvbK5ZcXtRlywI80tRnEPvUw4i33xJx6wtWuG9Plw9/ocnTR+scOVsn7YWkdY/I81z9vkQKbGArHNCpSBfWVColwClZ3EqUEuBJIVPybKcGk4GOQdstPl529ZALtqcI4RF4Cc16xDmbIs6fO8WmqfidB48v/363uzL/92Lw/+9Dt/GZT38GFbTU0RNnIIggjJlrK3SaQBJx8oTksQM+L7u2h5cIhDZIkVlwGwfwHNwItJEj4CafMoUYw3bplBQ+d87eUrtWKwtsz8tQKkWolLkluONuj2eO1LnjvganOzWOnm2AF6JaPg1P0VKGpmeoew7UnqHmQxgIN2O8BHcY2DqQ0JeEPgQj7J0R+trZjin1esTBM3DkVB0lPStPZHVpZ0wrM5bkyFvBPC7YYti1ucdTh2boNyyLhx52zEbisrNKFxlIWz+SuzR5s0m+YspK0s21mmWKJPUJ44B1EzHf+dKI6y9pc6bX5vZvhOw9EvLlR5rMLYYY6ZNID5QilhKEKqoirUUryuKsMWLKP2d+bkcKtCiznBR9tFl51wmYFOKUay6M2bbNDhWdMG3CIOL4Qh/p1enN389jDxxXZxd6ZO2/RE1+398N4EoKeuG1G48dPfqBuSNz4vtf5fP2W07T7vf50y8G7DnsMVnP2LBeg4LAS8hMhlYKnSl3YJVjbOnYSroETj4+TVDOPh01nspgpmRtJQ3CNcwalaGNZn4e9p1Q/PVdDR7dH3L0WJ1uFNLPQvACZNOnpgQNDxpKU1MO1NVqQl/Yrx24Q1dmGjqQF8yd16/4mWNuC+4wSJAktPuS2AQ2FS61HX45VhtfZVjrCVfawDJJknkIo2g1YyBikPgMPUE9Na4M1iVnlLZOSlF7IyulALIEVPVvZLIAuJ+6McqJT+AHrJuM2bwu4fLtEd24z5HjbR7fH/BXdzbYezxkcT4gNR6pUmihigZum561V2/Z4D1WLj3yT5HJK4GNy3qRg9sVkrvnZ+cle/b7TIaapw5LPvT5BvOdKWpZi7e+8ox4zcu2fGDT9otuiXr9ub8zg//EO18vdj+xe4foHbmw1lcIE3LBpjrrZ/q8/AXLGGU4dMLjo1+p0ZRw3RUx2hiafsZUPUUYWYA7194YOQps8xwLm9Cu3Szv+tZEqWG5Z8CHYyclX30ooDNUfOG+OvuP1uhlAanxQfngBahQEShJXRkaOaiVdQrCHNyuXS3wIfRs00MY2PJUy96CMIAwKGVMDvK8liV3T04uZHzijgnOtutMT+aadZS9K/0foyyuy+xvFPmsm1F8181D7nqsz4l2g34gaaSCIIFYGbwUvAQnzSi1OJVREMiytLXwmfNWMjuhN80UvlcC3fdSfD+h5SVcc1HK1RdGfO+tA549KvnifSGdSHHXQzVOnAjAkyz2PYaJcoCWmHyJ+ttqbUdAbizAHdiF0Uw1Mpp+RmYM170k5opLE3781yc5csInEyGdbIrZVoMrNhn2HjY89ER44a5k+46dF191llVC9zkAHg169c3rmx9eXzvQWH+BplGP7aiDxKdZl0QkfOWBgF/74ARbNmm2bc7Q2nDdJQnf/rLIdn5nMN0y7NqREgbGjSTAAfu5VZuQhjgSPLFP0Y9sC9xTh30++pUaRkgWuz7HjoekRqF9H6M88H2k9JBSEkpBTTpQS+0SGrYGI3Bpar/oxaSYNV6CO5cleUOElSWWvTWh59jbASL0I+5+QnHXU01EoAhVPrq44p6MEVvh/xcFaGVnehT5vOzyIS+5qstf3TVFPw0ZphB6EKdulkxea+McJCsZ5JjOz5lcjAa0brVIfTfuIVP4mUeapsSpj6fSwoVSKuWq81Ou3hmRoTn+uh5LHYERgr+5o8aTh3w8TzCIFE/u84gj5Wpu1gB6lcWxdf5hqNl5Qcp0K3NNEIY3vzzihZfE6Ay2bcnYulGz0Bb84dGQvvaRoYeUgn6kOXTK8PEvPNv4qV03fbjb7V0N9P9OACd5kpC54LyNRzFG0KhFhGGM56WIQPOlr4b8xocnMKHi5LLHyUXreT78rOH9t7kPkMHWdRmvvi5iqmkBXyleWIO5LQqkhJWe5LZv1FjqKYS0k6rIPBDKdg7XFEj7tRI26g8V1KQhlJrA+bp+Bdi+csB2zca+Lwg9YR9d10vgqvZsG5uVJkFgLOMHjrWd7+07eRKnCXuOBnR6NcKWJJSuwKqwM6t1hOXHL4qu8jmKWpJqRZz4rJuWXH7egNAf2NqUVBCmNtD0ElPpxtG2fru4iPKQL7dgZVmXnZdL6KyoRU89SeZL0iwjVQqV5jmEtMgleDJDKutQnbsx5YItGUJqXrizhzG2oG2lJ7jt3oCVgXDzD8U34TB78rU2TDUMt1wXs3WdJs3sQVEKq7JyFRMZ/v0Pdjlwwuezd9XIvIxuajjTUwxTzeGFNnfvPhKct9Bf88+tAviwt4DR3Xcl3b+aWTfVxiAIvIRWq4+SQ/aeELzvU5PML4fYdvHROLrIRkrDyWXDhz/frJQFronsEuC5oSYlhAJ8ick1X/FoI3vPZd1CYaz0cEmKwO1u4OdpaGWKLp68Htp2ueRtayW4c2kS+LlGt7NT7CxD7cYvZG5WuR3WeXRB85WHGqACAuXswbEAc7VxXE1+CDcXULqhOh5p5nPrdRF/8YU+T59t0vV96qktlPJdkVT+N0RhmeqSwcfKAmwc5HxnI+xMcK0LB8dLFamXOYcmQ3kKL7deVea2RLHbBQqpUcIOXJJuN45GoHn7azRSuXNcGSaEWOOcO0vYGEEWS+JIFY5altogWbjfI4Rmw2TGj39Hl2cPBOyfU0RdyZwOWI4lmYGP3PbQzAd/+e3vOnt26fc3bJj55gDvL92DMfHbs+GpiYlGDz9ICIOEp48aPv7VkDvub3DP3ia65oHwRgKNNctwgjVYW4w/qfz/4vfJQt/Z4h+blPaknWsSCDuK2XeM6eXJiRwElee+R9HNkrO47wl8P+9ZVG73CCdLAgvuwDcErusn8DPneWe2rsVPkDLh6SOSg6frCOUVCZKiTqRaduo+pjGj4LYxVVmXkmaWxc/bFHHJ+X32zkUMUp+BJ6hldo6jl5qi3l06LT7aMCwdqYjKaiGLVrIs775yf9fzbLmzBbjEyyzApcrco8sSO2vWJticoyWtGTAY6tLKdeZAbhisBsAICFaVZVCUBViAG53yymtS/tvPL3D7fQM+/tUhTx9pEfkBSI99h+YnbrvribeHgff735TBF5c6gA6i+ffKQTRHlMU89LjHp+9p8OzhgN0H6vSjABN4hURYDfA1S3HWvolxgJfeqhRurjUWrL4w+MIBV5SFTF4F4EqVIC/voti8ynOPeVd94EsH8hLc5b3s/AkqTRI2GLMAT0zCNx6rs7hcx5tQBHmaezzFvcZHHwG5qbgpWjKMfGamJTdePeD2hyK6aZ1Bpmik5crkZcZNrK0mvvRIoGnPgCiq+MqGZ10EnqkW+JksKi8twF3di1SkblCQFPljmYOoGgFyJFdhSpC6LDQVz+ybAKJgbsgzp4ZUengy46WXJVx3UZfXvWTAs4cX+dTdDe5/poYn2zx7eJ987//vncGPfW8n9sMy6TMC8P4gBsxv/vqfb7ruc3duJzUpvb5gaUVhhMJIBQ2vlAzktRClynzO0c7ODayOqM5HqwkHbIVNJEiXUPCcD24TDC7JkLeiiRLgSuajEOzJV5JK3UbepiXw3cgIbxXAxRrAdvLE0/h+5vYKcizuJQRezJklzSP76xgVuOxfpfirEliOL255kqtao5EVbWw28DOZx7U7E2Zn+3QWGvTTOg0l8J0WV3l5sLBj4SQaIaR9LP5Sxbmqeu/OH9eetsVwyj5myt5TJa1EUcZKFGlcUi0HtynZOy94c2UTomLz5iD95ky+mvPydSf/PVJqUqFJEh/Pz7j2Qs11F2W89vou7V6fNFO0ZgfXQfybWvMTz8ngj+05BLDp4cdOydPLU8TY3kpTd4fLnSmbnaNg2KKgnyI+qF6UlUG9oz9b/bqoL3EfMgd10aVTBXu151JYYBdAd93ifrF5bM7eNqC0LVuyuFs9Tmkf+pownwTl2NvPQe5n+H6K5yVIGfPVR33u3d1C1DwCB/DC/y7ulfavVQxesnfpidukTH8QcOMVQ175gj5/dntMnIX0M0nNNRZ7ElSa++CuyyfVjCeVcrmiES7BUu2TlbZJ3BNWkytB5gk7dUxJlNaoTBbgVjm4iwtZFyUTsjLMs5Qp1RLnksmBapgwxuGmEkaUv6tYIZLyb/kKZlqKOJEkg+Oy396/afz3FQBfXllhanJy53vf9zfbZdJlU8MQaUnkina0qTCuqw2Rla/z9zv+nsfrh6vVaEUnfP47izJYRn530W0iyuSJ54AtK4AvxyHksz8qc0BcN3k5H6QEdxFUemXHfTHPr8LcvpfiK8vggyzlD2+bJRYhnlQEeS16JQdSVEBWjsxIU4ApgZ7lafW8DTDzkMbnn7+xy6fuHLKc1ehnNeoZ+JmdyqtS+zeTXKo4uVCVAnnyp2Byz7G456aHeXboku8J19Fu29iyzLhsqd1S3ctZW1XALWXl75ZJueq5LJh4TKpUyW8UMNXmitELZdV4OS2c86SI0ozk9LHzLrriuy8dDrpP1+qtUYB7nk+msx+eX2q/pNvt0gx8gsxQy/vrKm9NVN5kFcCjQB57TZSnWFT+30jTcL4kVYp5ZAXUuXwZ6ZqX+TaAJXsXbVj5DBAnTzxPOpDnXeYVWeKA7Vfm+AW+ZXHfz3eDsOzthzFPH5KcWqyB8lFSWP29BnPn2F51PHKw543ZToPrzG7FYkcS+2yeSdi1vc+DBxokXkA/FdSUsMGmtCCXru9TpmMZYHTljzkmz2vyx6ceaEGmbCWo8iCTGpWJorc1y/9Glo98k5a5C0t0FIh5zb5gHOglkEeZ3Ixgp6SDfEUaA7fLI9g6HsUwGqJXDm5AcJ4Q6ulVDH7g8GnCwGNxJUIIQehav/y8691ZAKti4bETVwLfFG9RrPVzVWDnX4vVQM8BXR2iWWbwKCWLEgWLq8pgm2L7bwdwy+B8E3CXDcrj7O0pG1zGacKffr7J6fk6IszlSXWgZSWLOXZs1m7nEoWjkjO41nbTpi3rBe94fYen/rBFLw0ZqpBBZmtTvPyzp1SYNA/UtF0bhS7Og0Y4qVLtqMo9cuNWEDcvUklHHhql3eeS0sqUSpNJca5kRUYUQC9X7NIZKS/varxWMnwFJ9WfHQG3q7cpVj2BEIZAruilM49qnQ2Kny0AftvnbkcpxdnTJ6gH9jUlq5NcK42ljL2RMWYaX3rE2BuvZvbKhtzRMswqSEYA7rbFK3sIy9mDSlWmWKnyrvKRbUra2Sg5wD3jRklUmNuvOiYlyH23n089jNl3Au68r0EiApRUhLIE2wi45SiLm0pjZtnFNDqeuOjyySRp6qG1z6tuiDjnk32eOVYn8nyb+JEuzkgZu6jKJd4yuCSfwWFMxT4szqsb1uSGMXlueJOXufmFSiIdwJXAzVEpg+mCiAonh3IFqbyf0Y6sCmifA8SrQTXG3nkMU5QgGKIVcdFg/1M3Q/alEYB/+d7d3PqSq/il//TeUJiYwLMVX8rkndDfvMt91Xta40qsWkai+vpzMniVvcVqJq8AW6pyt+Jcf+ezCFXO3G6qrDcG7qC4W+ekZG/tEjoluH0vQXkxuw95zLVDUL7d4Ml18BeB95gvvVaQSYU0ioSPrmjxTJFqWyuycSLimh0DnjkaobOAvgqtJ54nlSp2oU3bV+WAA3kuV6o1Qq7OyXPPPafPlYZMWrDLbGxQp66sUuNAL8CdE5MZPedi/PxXQG5ynDwXusrvVIdB5eSQJIZ4mJGKbvjq1/84Jrkf4b/YArzbj/jivU+87Qtfvu/dJ8/2CbzcQ3XSrTL3YoTBn9u7L9k6f+9iNXuPA2C8yXUU5NURY2MyJWdvWepu5ZjbV7IY2+apMeb2K4++cTsru0Zl91imrm3Tcm+Y8adfmGIxChGhwhPCjq4TlUGWlYt0rYs+j2dM7mxoKq6KLPxw7UpbJxse73htn8/cN6SX1kiUz0BaFi/rUqqBZkX7usDT5is0BonJH6vTDFTOiHZeilYO7NJJGGXIhD3Wmazo/or+rjK6vcjEGu+lIlVMBeTfjLVHcFedwFDpChPQqi2x88Kt7zbJAw/pdPjnBYOfPLFArR405+ZW/ChJqYf+SPXb+Fy64o/9LQCvvjTerFqAumJr5cX7xXIry0fl5uaNSpTq+LGqTMl1txxJ+vi+G+GWA7x4nluBuSTRDuwZnkvs+F6KH8Z85HMhD+1pgAwQyqOmzEhwKeT4imQ/nBhD+IiLgmDNnRSyPH3v86JLB7zt5i4f+Gwd7QUMZECtSHRVAvAqsKpSwGhX0akLNhxtRLGA9oxAS/CMbQZWLq+gdBXcotKUnDN4aemuJU9k9fwLM4aLvyUhCJX+gbL7q1pvLgXoLKXbbvvL8wvNLI0pAL51WlGvKc6ZlZyp27R29Y9WGXtcpvytcoU1GNu9uNpBGZcolfkcI+ydM7ccZXDXcV4NNMcHb45o7qokURXP23N+t7K2oKds4/LCkuYr97VY6NUg9PGEIBCmHA+R+9GVWu3nTHxRZe1qsFe1DBWZVsSJx3RT8qob+nz63iFnOiGx8uhnomgSLo5L4R27YLNiGppCk4M2uqhRyd+H5ySpUm6mu3QOi7KSJZdfuYs1OgmrTDqVF1jFMasyd0WKjK9u3/RYIdbEYA7wwTBELkwimpOkaWQBvu/gCbZs3nDuxz/95TedPHOWes0rK8LG/sDI8zxQ+iYQrw6kH38ckSdVYCOKwfVVFs+7V4oDm49GHpMnpUxhlL09gzfC2tW7ZW87R6U6csIxuEoJvJjDc4K9h2tggqL2xMuDr/HgmMq9EnRX27hGXBRdvZcjN/ICLI3HpefHnL9pyJmlOiazLB5kZXlAntks0+WikAqV3honU3CsLipAt+ytK0D3pA06LXvnstCQjV1UOekIbdzKbPdELQ2E8jliHBvPrbtHyHQNkFd/VGufXucsQq+86dIrb/liv3PiqAcwHEa7oli/6ejxedZNhS4SLgFeXjGm4gDk3xPf9P2tJVGKUWBjAWYxvjd/LqoHsWTuQppInHU1FmCOgduOcFsNbq/Yt6aUJH7+6OV10Rm+HwMpdz/WZO+ZOoS29jyQ5eyT8fY0UUH2cxFUdWUsJMqIVFGFTImHPhdtjLnpBX3u39uALCBVHgMtCbPVLk5VB1sPWSAqIC+6q0a2KBFo6SSLchegA7V2K5SukEuZZRaFg5JfYFIKRGaBzgijl8ekZO9vogOKuTmjIK8O5i+wJAVpNIeS6ZuyJPodYzjq+S7N3agJWg2bBMm7tfNfUM7nLgV+ldXLE1XJn61hDRYArzK4092F3s6ZO5cl7rEMMsUIe+eBZ+6DF+AuZhPmbV5rsLZj7FyeeLk8yUdPeAmeSgjDmEePSP7iSy2iOIBGVZ6sBSxKxipO4th5q54wzYibMtKcUGlKnqx7vO2WAXfd3+eRgwFG+QxFwEC4YDOrBndmFFSr5EpVZuqiIVwrWawq+YWrJQV764oUG5nFLqzlXo1FyvNrRo9JxU3JETIi5cYk8IjmNjkhjBqLArvKpEnAIPaL7iXP7tIVo9A0a3YWSHU3gtFgiArAy/FcJchHz+TaAWZFexfpbDECDFlh8WL3gQLgbmi7KOWIzAMtVQZF+eD5nLkLgKu8M90xuptdWEgSlaG8zHW2pARBTJxmfPHeBk8erYPvI4QqS2OFcQGeKSWWGLuQxw7NCLjN2NyQYo6jrASbVotHkc9l5ya85sY+Tx9rMEhjtPQYaEWQlaUMSlSkysifNg4KZnWbpGNsZTRGOrBLiVGldZg7K9IIZA7mwjIURYAphUDofIU2ZdlwhfvGZetzEQDgWh7H8VjGLiMXiVEMI0OSJCRJivfJT9+G53kszC8wNRHiKWcR5rsrFL/MHpTqiGO1FouP3aog/+YBpqgscVWAi1KaiCp7U2FvRh4LcOfjkysg9ypzwj0vc1agHnksGdxmLg+cgs/e3SBJLHtLKaw8EaOlsfmGyiN2aOGijK7Go1p83M147mCzVVO88aVDPvHVAXtPWhaPpGSQORbXBqVBZqVcIHMyIcuDO8fkavR9eMqdW2Xfj3TWoZICI63S0bKs/5HSgV3gpipUVtuqVagrF7s0BQkU+BgH+SrdXfG9K7uGVOMYF06A8dnz1FOcPHmaLE3xTLJClkkCFTE94duD63ZCq+6RUwyql5X53YXYXzvULMFdCShEydoj7kkhVUQlMq9q73IHAqVKq7DK2nkTgCdx+0Hm3T0l0D0vnxBVuid+0c2SFsD2vARfJaQm5VNfq/ONp+pQt00evhT4ldJdKcflybgWf46r39WEjMzV1s8RcGYSrRTRwOeGy/u86RV9Dv9lnUj76EwxED5+Zu1UlYMry2WBqUiVksmrV1uuuZUqfXFldAF2bQRSW6BLWbL6iAkgQRqDLsCcbyFZJnqELrFQBfeYQineWj7qbbXjRGWjhXIrnCQR9OMuc4sZWmu8zeskSkk6HYkwkjiVJKnbOEgbNwrZ7WvoUrojJ8WVYFbf2HhqvvgQFXaugjzfMFZUpMgIg1c98AqoRgquVKVstjL4fpTFK1NnK3elyqROLk08leJ7CQfPCP7kiy3wAhA+QspytFml97I40TxXk8OoUCilnrAEUUmdl+n7StLHsXimPXTi8c7X9Pn0XU2ePeOD9EgyxUBKW2WYryqVAqeyznoU5NX9j2xCT4x8LY3AODtWSnv+pRFWskiQxv2tAuz5OQRhXPlzzuBCjEkTM8rkVSUwFvONzpIpgV3swakhSQ3DYYocpgTDFKM1XquRoZRBZ5puH1RiraEks/l96XYglpm2EbY2I5Iln+U9/uae00ER5Y4Bo25J7qCIMtissLasLo2qDOxUPgPQBZUqb1fz8rnXFXB7uqK7M8fkWaG9PWcL5plL46V88qt19h+tg2eB5EkXXIrK+6lYg9UsbNUqHF+Ci6cOTEWQVz2Jq7p97HCgJPW56Jwh3/7yHu/9yxqJSjDCZ5hJ2/WkBTKrsCa5k1Jlb/vcGAGqskNDcfFZqSINGKOtFMm1tzQYaRm9zFM4kOfg1qNOWJnMg7JjR4zo8rFDM6K3x8cul/v4uO1OMkOS2B0xSDNirTFG4y2tGPzAE8OhrR4LAwemFGQqSKXVc5mwHdqZJRykKSf5ryVTCq1deWE0kq4y+mpZkgebRao+B7SqMrgZZfB8mHtVf+dBpVfxuYv2LLd3u8woh3ZaFvfDmGeOCf74Cy0SN3NFSBtcFv53kcErXZ/8c46sw2u5KJQBZrEqwipNnkuUvD4lU9YXrweKH3pdn8/f2+CpYz7I2DZKZNLKJ1EyqxQgMidVxkFu1mLy/D3Y42uUlR5SS1RFokphEE6DF1pclKyuCxIbBbioJAaqAedax2cVg1f27bHg1qSpIUk1aabJNLQaismJQAyGQ7xve9MP7ziwf89vPfbQnYS+ja+Loe2Vq0wAmQtatAsyhS4tp7VF+Ggr2wizuSdyFchHn48WWI0CWz4XuEf25ykBbd0Ss4ZMcSMScmmiEoRJ+cSdTY6cqNkcv/SQwoLHq3QZ5Xp3vAZlxCZcdVxGCXXNpI9hRIdnbpBp5kYjJ7HHBduGfOcrezz9kRo6UyA8EhEw0LYhQgock1f3Eh1l8jxZV6zGea6jcpfGuEBT2+DTvSaFQBh7DLQpk3NFc0wlDslXuMw9X2uFHwF4NRgf2xWiYG4H6iTRxIl2e0QZsiTmxhuu/a2rrrz82725E481ssHJnTOtLp7nE6eGKLaDHItu5/Fh9MY2QdideyuMULHB7YMoP8iIhTb+OFoxmC9z+QEqs5fj4M7lSRlQFgD3jNu/U1Pdn32Evb2skCi+G3SjVIIfJBydE3zsziZD7Vt5IpQdS1G0yo12GMnKiSsv6PJE5s9HpMAIY4ki+VLsNudkSrVfUytVSJW6r/iem/t85ItNDp/xQCYYoRhoD1WxY21c4IJO50tXQT5qWQiMspWkGBcfIJweB2UqOtzpbCMs6HVuETo2rzK4roBdM3pcRtA1GvuOOiUVaZKlFtBJasE9jO1W5mlqWFrp8tiTh3cud9KGVwvarJ9epsESvcEkK12frvAca+RlnLgIOrcKbXRcueBHjpeg/ATlEjS2c9cqDV4J1Cpfly7FKGvLKrhHAF7V3qOM7SuNJ/MKQW0vAJW62R8lg2uV8r7bJth3zHbsWPZWBIKCwauj2cabG0b199oWSnV62fhJLORJZTtGMyJTJJm202J3njPkn7+xy89/ICTLYhD2AugjUEXAaS3CUQZarclLNh81EiT2mJeMXro+UlocaMfo2kkUXRwXMQLuVWUaVDGzNsDJpVx1a3BjyJw8saSs6Q4N7T6cWck4byViXTTA++jXDD4xV25Z4MItGmOmSVLJMK7On6ZI38vxJcRUg5acvUTlecnchQ7PXRMqtdNrALtk78ogdpXP3TYj8qQKcFVJ5pR79WgL4vxRZQWwlUpRMkXJjLCR8NgBjzsfaDDM3Gb20rP+emX1KNPUZuSildWLuor4cZUiShYvwZ5vFsCoBjfasnjxmgVxmloWv/nFA668fcBj+31oJaA9UnyGwra2jZTRVlaW6vpRTP11yQ07JNWCXbnvS2lcsOnYXDg2r4LaafRxYFfzG1WAfzOpMmIXVq3qChlobR2/KDF0+nBkCTZu6PH6m5Z50RVNvOnGBE/tm+Hh3S1+5m09plp1lrsBhVwzo8ciP4lG2Kt89UahoyZ+njZGiNEy0kpZabUOvAS4GZMnptKuZtzQm7UZXKm1tLYLKItH95obnO95Nmt5dknz4c9O8PShkr2FsO6ELyrJnZHadVatTlVCWovDR2srquxdbtQ1WpciR2zDLFOk0ra1XXp+xDve0OPEhwPO9iQIhRGSSCt84ZyP4r2UnbVVkWTGmFzlKX2TZzgLBVOuOg7YJge6Y3ldxCVlsZeRo/gZd9Py52sQ+chKNyLs3O8xxsqWpT7UGgPedeuQC9Y3WVmZxbvxck2oPb58qsVie5H1LUOaStLUZdJyt6SE74jNs4qZKoVUJYGNpa/XWN5H9bepBJmmlCWiZG0pKp0mKt9dzRTzPHIQl/cqm5eNDCpP7Cg7UPOOhwP+9LYJeklgZ0kIDynypmJhx5ZV+kWLGpoKa1fBztiJK9feqg9ekQfF8j/O5BWgZwotM7Rj8UY95Qff2Of+PSF/fUcAykkVIRhoicrKWvuSvY07W6ORgH0fogLsqga37Wr5BZnLltwPN06PC1fVaES+AQCODB0ghbvQxKiMHVn5R6Fc5Fyq38/LNTw3FiTTmk2zKb6Y4LFnm2hP4X3+8ZT50wnbNqT4ss7pxQYrPUV/KIkSSNIyPVr97XL8rFUAPQLw5wD2KpBXQS0qEqDK3goLsAqLj8oUNxi/YPHKvWIFjtqCKZ5M8IOYo8uGv/lyk8VO4LKWPkhpg8tq3beovMfqylOJP0YUypiKy+O3KoOXLJVvGFC6KcbJlMIyNGUKX2qPOPZZP5nxPbf2uPexOseXFcgYhCTBFmMVUsoR1FoFWKNoGmNzUepy6eSKcQ6KMLjOLydTbG9FUeylRWVo/hp6PHfbRoqw8ve6xk0K3B8GkNSxGN08Bf045Ph8wndes8SWLR7e9hmPGQmi63H89BRzSw0Gkd1dNtc8+RnIr/m16ryrwcKI1qpo7fzNFRJFjOrDKoOXzQ25/jYVNnfgFqXmznda8+RqcI8wucyfp4X+9rwUITO+9nDInY/VbV+b9AprMBCjXTOqciGOf86RGpQqyte4jZgXlN7zSLCpxYijonUV3BqllZUrseLV10S89No+f/0VH53lUkURaeVcH7fHTiZcRbgDuxgDuaSiv917kcY9z4FuZYcRLttpTAFqG3SOkVjleyMYcTUuIhcGI9JlfIZKqQ4kdjWxw1TtDnjNumG+LTh4VHPwRIAIGnhXndfn+PGIew9o5p7JwMS0GmXDbtl44JYaURbLjJ/YKsDXrMuguqyvBezR4K3ceTeXKmXzazGiQVX3xyz1t6qm4VUlW+mcEjuSzAWXKuHoPHz6qw2W20FRc4KUeAJXWGUKmVQF9wjIx6TZ2AK3tkzJn444KmvUaZuyyjDT0iZdnHWopGXxqcmMN7+iz/2P1zi06FK+QqERDIW04KasMjTFajPK5HmsSQ5yWa4wVqLYANTKFOE0eJ7ssVnOPDdgitxJSQpUj5Wp6nUr8PNjaCrJo2rddylpXU2SG8k32bQDQA+fgmMLNXqiibduOiKNNJdekHGq0+PgEcH2dZKJhh0E7/sW6MrR7yrWEqNvelyCML6EV6dXySrAS3ckfy2faFVs011pDSsAXtXchUwxFSbPKsydP3fBpbJFVbHW/O5fTPDxu5pQG2NvWQ70GZVVZsQBKtyiHM1rAH1NIq8a4kX9hatNQVScAzFWTmtHvCk3BllqRTL0eMsrhxw/2+YX3+fTzxLyAamp9hkiUNXumiIBVEqrcu+cfHVx3rh0Bgsu8WMoAGlcYjBnceMYuQp096MV+3D0bsQolqwTY9CI0elpBTZs9WPg260dJ5sZ2zf22H9qmacO10kbEl3TeF97dJZBJ2FjQ7HzvAGP72uy0gVP6cobkC5QEOWVJMdP+DfR2bKsQVgL2IUEKRi9yuLVfkdTzCKUlUE7RRApdSXQHNsYVpb3aqe8F6Q8udfjtrsbZNK3zC3y4fqMNDWMlMbmOBalI7CKwUcQLdbAdlmbPV5vb3K7UI0Bu6gVL10V6bR4lmUonfKmlw34yBeGPP6swsgYl+ohER4D7WQKFT3uKNJgQZm/O4P93FQaXlSut7GSDYRjZxdY5gkfKYrAchXQczIoznnZFGHc11KUq4pGjBzz3DL2PQg9QyPUzEwkNOp99hzVdHo+L9whufgiiXfNRQZP9zk7t8L9dzToDiS6ZUhTyDI7u05pU/ngo3JjzeV6LHAsfr6isau24MhE1nF5UgC7ZO5cb9ufyRlbF+ytVJWtx9i74n17KqE7NLz/tiaHT9Ug8EA6a1CKyjhkU9SerCqLHdHdo8fnOaT3iP4uHZVcklSK2SpSZXU7W24dKrTWducGrUgTn/M3R/zYm7r89O/7dFIJIgEtMUISI4vd0SQ5m68VbIpCQ1kwO8jLSoWfK4+19qCVKoUOpwRrCfQx5s7czxQYKhuWC60t3cWXi3dKLEkXi/m+xUSrbrj+sog7Hxpy75MwROI1mkt02ot84THNE/snWRfak4oYPxMVtqoAe9wuK/1hs4rR1wL2asbG+d+64qCY8nllymm+jUfVQbFypep5Z2OgTlEyQckUr5byR3/Z5KNfbpF61ZnnqmxJqxYurYoTxi5qKlZXcZLG2rEqwB6pt6DC3JXy2RLIprI1oHED7bWr35dkQiGlZwPPJON7XtPn2WM+v/0Xbk9xY3vPND6RkLaWu7B8KyKXygQzI8rgUlZ0uahYiTIHs3G5kVyOjAadQpSyoyrtjBEu3Z8X27kSWukuPGMDyqI0u0Ib+SppDKSZoNcPuWaHz6teuIgIl+gmU3ifvrfOs4em+fLXNrKu5rGuaQh827xrT2C5kenIMlwFebUvb02NPV6MVAaOVb1dattqgDn+tS6ALWU1sMxBXzK1NyJJrFUopQ0wgzBh7zHFX97eZLHru+1YPMferuxUrD3QfkSmjEmS/DVyCVB5XIvBTaXmYxTs+ZaLphyYmTO3HEv+CCtTtNboTJFJxfpmxltf3eNz99R59oSCMLFSRQgy7TNYZROWjyafK2l1pS3Aq7zvnM1zQBdAF6ZkbffZpHTeuKDwxU0eWMry+IHA6BIPaAt4rW0zc5EbEJUOHkcAaSaIYsViuwZimu+/eYmJ9QmNyQiv5deZDmqcM6GYaNpNm8LA7mFTbDbq7vlsklVFRtX0dZXNKx+iCmxRSb/nLF4A3IG6CDAr2ruQKEpXgs4S3N6YLJH57gRS47lUvCetNNFovvCNFvsPhzZacdIk19759iiFNBoPlsdWtFGr9DlYe0wAjKmUMRfFMO6qjLa0SbtTg5ZIWVYaSqGQmUeSZuy8IOG1N/Q58HGfLHMHXls9nuIRCYEyxtZ1j7SyiZHsnsqZHQoNrpx1OMLmhQxxF8gImC04ZXERVBndXlS5Hq+mz0sJ5XBUOEv5BrqGOBH0hUIbGMYKT3p4zXV44Qzeq192dX/jjLdveW7/5b1+jBCisF08zw6tlPm8kWpVX2U2dzHwRjj/XVaBW2Xs8sqtjtst7bcS7GU2swTyiCYvdLjb0rvic5flr1kB6sIWVCl+LeVTXw/57T+bYGngW+3tAssyLZ/vz14ZxL+W9CrYezxTKFYjeZzBx23CCqvnLK7zIjfDqCcuxuvFHYNLV4iVaGZqmvf8QIdDp30+81UJdQvu/F0nQjGo2oTC2RxOa4+uNa5WRZricxnH8kY7Nhc5a+fgrLD3SMCZl3s4K9EB2bjzjS5XETtxzh5ooW25rRAgM0idwojcW00zRcdIUl1n4wUX7pvZdFlfbdu8bqnXWdonhXnHMIrs/Gw/3wUhH1xpgV7O4C6tmqImJGfyyg5gsqgXybON1e+bojOn9LPtayWA175XA0qvcEpy5i4lSVFvUmjxBN9POL0o+O2/muTu3U1X6x3YuhM3TLMuDWGlsaE6+6S6bcrobPJyTuL4QKK1xlzkmwWXnUlrrYpmdIXMiWGENKpfV+YCOo9m/VRKagz37Qno9seivIqfIqmuPM9Ry+7Yek2tVfyMKF4fbUivjF6r/Nz4f69u8T76R0aDzDwhlCcf83gliiHKGhw/ufz2Bx965GFvfsWgupHp9RKModzmQ0mUV87XroK7bLYdBXeVnUdamURFX48FlaIiVcpppVVpUu4qUJUlcjy4zJ2S4nt5IsfqbiltxjKWmj/9bIuP3d500iQPLCtFVbKcWDXK3qv92wIrOS+OOSr5N6qSZdRnHmXwfKvzUYniSmYrbsoq61CWjRFSKrTRpJmHTDK+59UDnjzs8zsfVgwzWXmDwgadhYPvgKQci+als+6NGpPbhk5S4PR4ocHz4FJUZIjFgHHnFV0yeh5YGpGzfV7AVZZm21UDyim5o1dcedG4OnYJM82Mej02Whu8UwsJCIlJMwJpqIflHjbFDgn5tiDjtdirmKYMEkqNXVnWx5p0VSFLRn3v6ljeUVmiVz2qCnOXIK84J7n2VgmIlK89FvDhL7aIUs8mdUQOcmm1twsu802vRt2i8dqT8SIyUQD9b7uN/ExRj1LR3rjAEueeYAog2zmaonRStLT1KtI1J2d2KxEpNGnqETY073hNj0eeDLnjMTtvxaEOjEAbj8gIC74xkBclTkKMVBgq6cDlrMF8bINxAah28sFIW5uSux264n3nF0RhB4oyUJX5xS5d4Gt/q/tFwr0mKzGKPaqBZ9gwnTEzk5CmGm+yYU9OEguEKXce8z05ytqqDLhGhi9WPOqqRTgadJpRVi9e1yM6u6w9GdXa+Z4w5W5fukzRV5i7+rWUVaBb9p4bCH77zybYczAsd0uWHki7o7InqsN8Rq3QMqAsNXjJg6t978JN+SYa3DzXa6vS9mZVsKld61i5/6XT4sI4oFvrUAiPZJhx+Y6E9/xAmyf2+pwZjLI4CDI8Igky1+BjIM/licEem2Ilkg58ogLwCmtbk6hkdOmCUekCVC2EWwUqDowrB5Ci1Djl8TDY+eb5ANE822vflJKCdk9ihEemNd6OczeiPI+V5SXa7ZRaTeFX5vuV4xkqfYiyKjPGAJoDeE3JUmX6NbbAqIJbrMHeOdCVLll8BNzZKJM7BvdUSpwZ/vjTLe56vG739s6zlhX2DnJrsMrWVBuLzSigx2VKhdWrenFETY5Wp45IkxGrcM3alBLoI3ahEGRCILVEC1d1KBRaarRRZNpHxoabr4p553d0ee/f2M3FEMIBWDj7UDHMg7oc5HntSdHmJgrgKhcgKuPYOHdVHGsXtePSVhRKwYh0ycmPke+Z4kI3omRxW+uS16VrZC7NMhvr5JsHJClMz0wig1l0muK99Xu/g2azySOPPMDdX7udMFi9m0K1o0ZUn1eAW/266mdXkz4jVmAhV0wle+kAXLkIyq3rKrLkucA9lpKXMkWqFBmkPL4n5L0fnmAYu20eXEJnxDmRlXEQFeYeqVkfYfNRbV0F85rE/VzapZrwKUA/rsVL5s79YPsoylFrlURQJiQyUxbwQpGlilqgec/bO9z5aMhDTylM4E6kkydISB3ITQXkeQYTnQM7d1pKaSIlKC0qrF0meSyj5yzvGiPy356VF0ZZO54zurCSxlCk/rUuu73slFs7IkNKgYgFWZbyohsu5yU33Ein28Vr1H1qtYCplmTdpLaaypSMJGGk+i8HfHnCTRHJj3rfo5P/R5h75HnpeQuhx2RJCWwpqsHl6PbSObhHZIlM8YS1Bw+d8PgvH55gvh+AqoB7Te1tqA6Tr2Yv12JsK09H9+IpUxfPgeoKcxcAWkOWFCl8TD6/3lqEhf42Yyl8iZHayZeyTiUTGiEVItWsb6T8+3e0+enfUxw8LUCkoyJLClJti4dEnlXJA1Dh3ot7H8VYCQd0HIA1ZVlxvqt4ocPdBSAqssXovAirot1xiSHjfqcpZyBa3W6nZJVzx+17Gwxiohik8hBS4eVuQS3ImGikpMYvskTV4vM1M5CCSqNCRW6MaO/qz+sKWKr1JyXQRd7Q4NyTKouPALwCbqmy8muVuyYZXpiy0odfev8kn76rQepXdXfue4tii/DCNRkrQ8ir2UT1kbHXK9aaqP7gN6XuMSvNUIJpHPCskcYfYXSrvzMtbRWeMAhh68aFMOjMblziSc13vGJIL2nzk/9ZsdJ32kxTShbpkWrJkPzDOJkijWN2rGfuAl6VVxHmx8956nlLm5RlFWHO0KKoW8kTQFXWN+UYCumKt4zV61LnhsX4UTUYY2j3MgZDe5FnGXhCGIIweFYI+ZmJydk39XodBJKsGgW5czVeU1LNPI6WkH5zxi7924pMWUuHO91dlSmrwZ0/T13iJ0MJWwZrpOaTdze4/YE6aR4pF9uQq+dg71EpMtIvOm4jC0aDyepr+aH7JoFmNcpcVU1I5V61C41tRJHSAVuWDC6KxJD7OtfkUto6ciMRmUegDa950YDveFnIRz4v0ZlDpnZbJ2tKkBeJFgduaex4cWlT60rY50qP6m9Z0dXVYqtCDY0BPdfoI7UrlECvMrwd6FkC1Lg0f5plbNywDqXkZ2ph+OyyAW9yZhv7nrr9aKPR+MzGjTNvOnNyHm3Coh8zPwkjzoEc9bXFmCxZC+RrAj2XJc8RZFZ1t91lV7uWNVORJblEsSDP/W6N5hN31PnVD01yuu32DhSuDU0458SBO9feo2n5aid6GVwW6eTK6rYqoCy+HhPoq3Fder2rXhNjgWY5j6Qopc3LUx2whZAYF2Tmx7jU5ArhjLYk0WyZSPm5H2nTjyWf/FqTVFfeoKsFGQe5EWWtih3EWvrhpuqGlA6kK8aypQCFXhfPDXThZE4OdKnd+iEph3qOEYYxdqJVb5Bx/gXrabZan/nMF+46+j1vvtXu0eMHbZQKmWi26dVjBnGAyCrtapWTKRgNJHMAjI9RWAXsStApnBUnRIXFK2yep99HAs/itVyDZ07yWO0thZUlSqWoIOPYvOQjn22y/1AIjWpCZ1x7m1XJnPGak7XKY3N5Uk4AG0Xx+EkQ48heC+gVqTLC5GvahfmMGumYzYJfY7W5cFpdOOtQCBtwZkYitEeSGHadn/L2N3Z5aHfA4XkJASMBZ+43p1owxLJsUWRVSdErKEpllWNTnS8K5Mez7AirNjdUga5dLGscTgyV0RN59YDDYPXwauxAoM7AsDhI6aUp/TQF3CZUz5zahvRqvc7c8cQMz/o5aL1xdqoEWjAqQdZi71USpPpahcmFWEua6DEmr+pvl7EU2Zh7YmtN5jqC3/nzCb70YB3qo9nKvMNFSQily1qK0UlVYgzshaTOD3AF7FUJV5Ut46z9nLc8pe2shxy4VXYvJcuoXahdVrDK7LltKNwsSSFM+SisHs8sdMj6mte9MOLA2zr8+n8XnO0HFM6CoQQ6HqkWZXApTbmCuOeqEhjKnM2dds6ZXFeAXgaUY7KkAnRdSF9LIrp63MXYITawYcbj1S9uJW/5tsletzfkXW4xohs1uO//vfrPe21+b6U/TRyPdatX60JkPgewHInmyXI0Wv69MsNY/f+VSr9Vejr/P9mo5lYVbzvX3Y65c4kiRV4Gm5Iow4c+0eQPPtoiNoq8L7FgbqkAgUd1zslYu5xgrAi/wuaMtaWtEXyOMLdYG+dlULma0c0I6POs5qhnnqfrV1cbWr1tKoVY+VxDK1eU88Y9sszDE/Du7+nyrjd3qekMinsKJi0fnQyIDQy1INaQGEi1INWQGjvKuPhaU3jT+bDMYuya+7nq91Jdfq+4Z/n33MzB4v8y8lwbUEqzfdMk7SXxe55/3Z9PTfklg3/3rVfy8Y9+BCFk1M8Ct2cNRfYKU55oWC1NCrlSqS8RrNbcosLWZcBZyhRRZewRqVLqblkweO51l+l44WseeybgE3c1iFNVqRL0VrF3lblHpYkZlSSV5VSMgVpWQFwyeanP/44EPgp456TkM1LyjCVFFi//XmUirCsflQV7Cxe0iVLC5FIF664IYasPs0zjhSnfdXOfux4MefDpOiYYY3CNqyL0yLQs/GztUvJaCjxtiaKqse1A/FHWLgYDyVK6CPfrdS5zK2wtnTzJhwlVyaQ4ZsKWkfieT7PRiv77H/8xQry4BDjA5ZfuQqjane2TT3/3oDe8KEk90kwWTFHdrVa6AzWeyBmVJHnwqUcuhlG5okcBvkqD5zJFF8AuC6lKcEtpdfej+31++renePiZ0GYrhWPwgsUlQgibkmc1e4+4J4yCvZRpVbkiRsBdlSt/K7qrDkql3roIOouqOrNKh2tjgzatHYhdTbc1O6wHbj1y42pN3GtOqgijEHngqQ1EhusuSfj196zwb/+r4LF9NWsdkoO78oiHRhDjynalHZ9mRF4fY1DO9VDYAHQtoOegVc7uq7a35cFk1V4cP/aC0lVKM+hHhgsv3sxLX/5Koigpjm0B8G0XXIrnteTBzp/Ipr/ASncdvaGPcHvyjGrw0e6bER2+RnCZfy2kcZsSjWrv4mLJmbsCbJFLmeJ5Fdzu0c+IteCPPt3kvsfraF/ZjyaqgaWNjAtbsOJ1q7UaGnJQV5lEjo1le0558rege6SMtJQlqxidUqpUbUJZgL2SxmdUm0tRYXPH3pCfC9urLoStV8FoZGJ4ydURP/ymHj/12z5xiu1RK2xD3LATQHoYIMHWgRhXj6K1DTK1a28zbmScBXdJFkqIAj95UrFMHIqCYLT7f0Y+B8Cxlmk/Fpxop3g1OP+cLQyiaDXAjdYIwZFE7Dxb8+Z2pJk9UDAqScYr/0b3Jh8PHtcAeM7+uZQROZCrDK9Hg01RsreUGaKSildeSobgfR9v8Yk7GsSerASVkmpKXrqkji/KasFyuw+KVWpVgFmAuJwJk3+v6OB57rzl3471SulsNeisziqUeVXfSHOyw1xhE4piCE/ui4uC5W0xnWVxaT9PzugoMgxeanjLqwY8e8zjfR9rkWaVAMJlIks2t/ycGmEnv+asLQyezt0RN7eEyqB8kY9ZLhk9P7ZF1piKsyLEqgtkXDpKoVk30+DC81r3ItSHMGsw+ERrij1PPfC0X7/2yKN7Tr1YZss063Y3smp99jiwS4mh17AHR9lcVMGeA3vVRbFafwupUSKryBQHcmWZ+/2favKrfzTB3ErgpEkV2A7sVNi7ko5XzsddBezx1DwUKfmRILP6fESj/+1taznCq174eIKnZPiqL24qbkpFthRyJN80ShaDMYXzxoUDut2R2Gpx+7pBpIatsyk/98MdjIEPfqpFlMKInaZNhc3tsdZaEgnbYeM7oGeirOuxQDflfj4in3VSau5i0wOzmmSqF8to+YTtV2nV4cLzp7nhyiuOP/rYI/uufcELVwMcYHr2AoAzibhI1JlEQgAANYlJREFUD7qPyzBI7CSFwouuVg2WwK5mM9dka9fmVABeOmBjVjN/DupCqmROulQ8b2knVAnf8LEvNviPfzTB2RUf/KpjMmoLSjHahpbXSpRMYFYz9liAOcrmFIz9dw0o/1as51VKefAIpfRw38/jPYszUWnGdWDPA01TsrbUpnhNGml9ardaiYLRFcIYktiwaSrjF360w0Jb8pdfbIHIXEt9xdYpLkfPPbPZby0hAzwjyCrHW1HuwlaA1wXQo7asKHIP49MLcp2fvweF1fAzEx43XXehvnTX+WfGj+kIwD0vwBj9U5tmzYuXUnN96GfFjgjjddojwB6pDKywNM/N3gWwqa4AVbmiEcJqblGweZ7UyZC+Yf8Zj4/f0eDsgm/7DQvG9iogtwLOE2ul5McbGCrszdpgL/V5xS7MwS5G9yQa+3blB5/7ihhh7rFkT4GvMZlS2oSmkul0lYY54PN6ldxFMcYVOUmEVu4t2T+QxYZNsxlveVWfBx8LOHA6YKSZpgg4c8Pclj4YJEYLYsfmHraUtjjmWTXQBIkZYfT82KsK2IsLwpVt5/67/csGEUN/KDi7ZB4KAv+nxicejwB844YpDjz9xXjH+bN6wRsgTERmVGETFuCuAjx/Psba1ip8DmAzKl/GJYsQo/JkHNwq1Bw84/FL75vk41+v2+YF4a3S3Pn4rVFpsrY1OMLUa+jwHNDjwWd1Z+Pq69Uv8vLaHNQjKfixr6tsnrN3SZyrN6uyTJ6POLYgF7n+Lu7SzgDMv+fS+vZr6SSOcUC37J4NDG956ZB+v8MvvW+CQ6cDCMdALlSFBZxkcdGMNoJEQAokoty/08v1NG4YqKAAt31d2G3DCwlZ6vi8ZS5PBiWpoKP//+19d5gcxZ32W1XdPT1xZ7VBu6u0K6GIEhLRJgfjdAZs8PnuzMHZ53wHth+fEw6ffRif/fhxAvv77mzOxx0OZxsb/IGMsTFRmCCSEBJJAaQVChtndyd0qPr+qKru6p5ZCbBA2PfV88zOTM/sTE/3W2+/v1C/H1AnFnJtXfxnv7rPe8fbzpoe4AAwa95a1BuT1z6z484jF8wYKlYmiwhCGgE8Xt0e52VHRiHSDC4BDkOTA8bjJrDH7K0ZPCFPFLi377Pw6atK+NmtuZQbUIE64RZEk2GZXn6WBnertNhkemzytYOT9AEM0HSwJ83aKbBH4Ebs1JCMreuUmHkqqeecpqSJ0uaIz4vuCCtfD/DOs6uwLYHLrixh+z5HhvObfgBHVLlQqBXVkFcM6S+XTVopATxIZmZQrK7BDRLJRiZUNJTG54xD1lUUUAtuVGBpf5XjlJNLE689fsW1+Wy+6fA2AdzNdWLj5g0/6Jtz8sdrI7uLXsCUT1KXZDAikCw2CE0jMaHFoYEcb4vdVYhkjMncRIHb9KAQwiW491q47LslXPe7HDg1Zcj07G0Ro+VgC2PS1N7xpfIAt1TOSWISHBI1jqQWFya400lYMKRJHAAyjU3J4Dxic73sS2pxREYm50IxOINelU9JiAvOrIFzgs98t4gdCSZXgKaqJzgR8rhHII8LhQtITa4tc2206yIWuryzpfS6RWSBT4sIWETVSaext4VQGccrZoDXn3jsKBV7f9A78+iDAxwAFvYvxuhwm7f+kX6UcqMo5nzVutpoARJ5NGK5QkyAwwQzovtWgNf/BxgyJfKchCAkBLOAbc9b+PhVJdxwew4B1emvOvU1GdABoaBAovVIrPmSud4JFtcJYTBvyYL2EbCNY2Zq7wOmyLYEM6L1jpoT40ROM2KJVARTYYiY0iS+1y5EU5MnPSpUsrWQckUzN3QwSAggFGDgePuZksk/cVVJgtwSMalwBW7Q5C1KMInSBKMDIxTodce1wJB6THljbCHBbRPAFkI5aeOgXN4VWLNkBvpnL/I6O3tbHtqWAHezhVplon7hzL5Ft04N35OLeuCket0wndFnsHgzqOPTFOt/Y3vE9PH/a3miwU0ZAAe49rc5rLsjh0CoJf5NrK0BLw3LiL0Nr0kyHC+aquSmDctEcpX5XKE8DfI0rg+GcyMjWT43PCmRTzx6kQCCJ7ZpbMUSxmByTmI3oXETghjbNJNLqcKpZHMhBELOJNhDWeDyzafU8NhTNi7/dyvGcfqXCAEZHUyBOq3xhEEZRE9w+b6QEPgq1cAmQIYKZNREJ5A9h0IhEAQBli5eUA286oXFQrb2ggG+a+tvRSlf2ub00K1jaKygRKjW17KPjWWZS8Ritx40+2oQp850oh+Mli8myA1pIp+HoJbMdVh3l4sf/zqLWqAq8kyjudOGpU6HZdOxdwLQycSqVoBPdIyLtpMmdJsG6YHAnUwdTAI9ocE1c0PngCNu52eye6TFYYDYiHiKmMW1a5ErBo/ueeze5ZzJhcF+iJwj8FdvqOLhp23cfI+LUAhERQtNcEfRIAPEwrjkiRZUQEzAy0q4IWTdRZ8S+EzqeEmOBBAC9cBGjee2Pr+/um3TL3+fsmYOAHBKAavx633FXPk9rKvnD+MjO4nFBBw7gGP7qkJrEAdetEFINHCNk5U+ycpAMhmeaMATrjQWBwgHtYCQEdz8Bxef/lYJT2x3VI4EMZjavLHIa2GhOQ02UaPFBG1CX6fAbQZ3DNCmARzHMpMa/YAULuLXzeCOeaZ0XCXhaUlFOptX4KOJxXUqLUn4yIlad0lU0EeCXMoWEd1zoZa9+SGWDfi44pIKBAduuTeDQMfVhTBkivph0Ykm8fPW0zw+WATJ8wqGUFioCoaA0jh8zzmOWNQvnt7beM/dmzfs++szl7Q8xC0BPmv+6zA1/gxspy30cR/C/T+CbYXIOB4cuwHb8pF1fVArVN4Qrn6cNuv12QECT7IGAHVPDOxrBpdvTvjPKRAwgl/f4+JzV5awaZsjE7hNGUJZEuiKjymRCiYufSyamNsMLpih95ZyJCVNEsxsSpb0awcCucC04DdX1keGJjG8KUYgKJoc0WstjE6Rli1al0sHY7TEzdDkQskUznW4SbkEGyFWzvdw+SUVUFrEzfdkEUBIVoxmn8HQYhqG0zvuq+hVghH1QVfnlTHAteExG0LYsCmBRTnOP3MV3nDmseHQyDhWLe1/4QAHAOZ0w3aLOyih1xRLhYuL2UEU8jVk7AYanOOuxxhGJggooxD6xxvADUKgu8yxdqmPQlYAMqUYPGxVew6Gx0X+Ju4Q3Hy3i8u+WcKm7SlwR8lTaR2u2FsxuJlnkvZ3J3zeMKzzNJubjK0BDYPZRbw9Ed48yGhSJqKZvZFgZe1F0Z4StTaTmOydTJ8lKk+EGFLFZG4uVBaN9oVznZylr0dUlnvQmYl6hxocRx3h4YpLZUj/1+tdcFt7UEQMzjRlE0idwaXxWnA51qz20d0WIgg14cU6XUD23xmuWLh3Uxb1ug3fymHYczBzTjsYY9f0dZd35N1pYTw9wN1sCZNDtwy1ldt+xfj8i7dufQrX321jqFKExwnu2+hgskIlcabPqODgoUC5PcSKxT7WLvJw3sl1tJdCzChzCA8p60mdTZX9BpvgxrtcfObbRTy+3Y5liaHR5AE0tLdCntbezdFKEYO5SWs3551Agxgmiyf1N4wJYCJbT4Dk1mZwJ4BMmt8j0u83iwNpFWDKlUiOpHzn5iRJhfOFKjUhBI0nCURCl+sPJBAxszcElvf7uOLDEyAEuGm9C2Fxw4Bs4eD3gRnlEO2lEOedUsOahR5WLglQbgvlwufox8asQilQqRDc+6gDn1Psqzi49ndtWHPUahTbu371g1/eO/Sut57w4gEOAG6uByy74jff+dnGb//qluWX3Lt5Ah63QMAhzNa8TadF1p3YPRFi87McN90Z4ge/DLBwgYf3nlPFyUd5yLtcFn2JDoQMysAm+NVdLi77ZhGbn7UhnBRLJ/zeCugqe17nm7Rib0JMJm+tv5OGI5rBrBgmYmy1NTH9XqD8bj0kYtOreZqNzLTbUL89bskt02alQRYxOlQ3hbTBaXpXuGZtKNdj7DMXBptTcBBPYEW/jy9/ZAIAcNPdLoQF6EbBWq9SDuRdjpOOa+C951axaMDH7A6OYiY2coWgMtQvUkdOEHTlgIEu+TvrXh3nnlhGlU59e9BZ+Zs57dsOeEQPCHArtxK33fd09ZTXvHnThi22l9n6iGMThlooIEQoNUfTTOXqFkIueQox6YfYMsjw5C4b9z/s4MSjG/joO6dw/HIfNIzXFgoGrFufwWe+VcDjz9oSrZEWM11NBrCN2DiLgN3M3uZ6S9IC/PpTY9lCEjLFzD9JyBfz1hqy046EF0UD2XhNqBMcASYK7Gjo6ExCRJ4SCcq0wWkGgRTYTS1uAF1MdyOxtwWK5QUE4Assn+fjiksnwAVw8z0ZcN2klQuQEDhuhYeP/M0UTjy6gZnFULr5QgbPsxByS9U2l6WcOaepYySvMiG34PkWOAdm9a3x2vrevGlt+HjVyi0/IMApDjL6Z7XjmOWv+d6iOaVrjl9UQl8uRMmhoMwGYRkQ5oJZ8katDIjlAiwLMFfdVO1tywK3KPZM2Pj5LTl8/Osl3PaIgwmfgjoAtwhuWp/BJ79RwqbtCtwwwK2lSQRq414blgdg7yavSfQ8pb01KNP/kwI6SDOu4xyUZnQngC6SD1sBHQYTm+BPypUUw0eMTmJm54aLkOv4pJ4o5lpO856q/6GJx0I9RvRcXXF8gRXzffzLRybwhtc0wNTizaLDcdqaBr760Qmc/7oaevIhhE/g+xZ834YfOPADB56fgednUPdcNNS9fuz7Dhq+g2rdxfBYAUOVAdT8mdf8/tol3wvQdTD4HpjBAWBgdieeeuoZ2JZ1L58YPG/3nvFOP5C5ApQCGSK9FYTIAxYItSCVUwjOkIABV35TKnD3Yw7e/4USzjmlgff+ZQ2bn2H4/FVFPL7NipdLJRCpPdYGe0fMnmRv2uI+kfqa+uj0V6EF4Jvei/inJRKstA5P6pgDe1JMd6HhYYsmgOFFQYqpicnQ+r1cp5TEJYqbincSWTxHkBfI4BH7KxYnKuyiJ5YHrBgIcPklE6CkiC1bLbzvHVW85ZQGFs4KIOoqe5FThKGFkNsIQgtBaCMMZbfmkDNZuEgdDFmnUnrXHCuEHzKMNQaGegtn3Lvs7Kfg5mYeFODsoO8AcOWV38bpZ73l4Z6ertN27d22cGRiDJN1B3kLKFoCeVtWZ3BVZwRLISKMOggoKpH+oMhnOrKfYnCIwWHAj9Zlcd9GW+Y5RLIkpbcj/Z3U44TGCVW2SquU+ScqzZIYFXKjx8Y6TBon0MddGtSEiC4acXc5QoiS/XpFipIzlKS2xTdK46zCVpmL6cdN91D7gdT/UzKNTSES3GBGktNBq+b/EcbE1Y+NfP9UGoaey4IT9PZyzOzkyBcELnxTHfPnhRANOVUFp+DCAuca4Db8QN4834HvW/BCG75vIQwZhJD2gOs0MDJZx3i1A33zTr/Dq49/bOCI1S8EugeXKHrMmzcP8/vnXPWht+aef+PaMdhBgIIFFB15KSplOIoZLh/bAiVLyHo7VOdna9ZVbOUDA3NDfOkfJnH6SQ3M7uKGBZ3WBXGGWpMe1+wNI8USLSKSrVbooDWrA2gpT9LhfFOmJLocv9SRCuIk3IQA4oXIRmh7moAPNw1JnpIuxmfyhF7XnhQavx9pSRJ/DkCjGIcpsQb3M9x2ZwaXXVXEjp0M1DFbE8alLILQgh9YaPg26p6NaiODai2DqXoG1XoG1boDz7fh2CFuesDGz+/ue76jc9ZVvX1zXvAhPahE0WP1igUQ/hO3TM05b++dm71e255Ce4ajkBGwLcnTIQf8UBayJL6MOnmcwOMGuIU0TAZ6Q3zlkgmcd0YDliNg/c0UduyhWL8xI/eqJVCajU6COM+EkdhQbNLgCTAagDfAbOrupjlmShDjtZYGpnrztK8jqae1tIhzMvQKe7PK7PRAjo1KEUmYpuVtUcCIxEa9MQkQyRgKXRpIqNoNcbtAY4Ik/KPSB04t4K4NDq78UQ4PbHZw/zMCjQD46iUT6O/2wRtKkWmQhxRBYMHzbdQbNhqeBT9gCFXVWNuSXeTyrovurgEsXnH+3g1Pu7e8/qR5hx7g8t2Lw+Ha/ouc/PE3zCnf1t9Z4LLlCZVs4IcCDV+o4IOAF6pa0vpgCAH4HAMzfXzpHyo497S6LGheB45b5uOvXl/HfZsdBE0+chPcxj0ib7gqBRcn0yeilRAJF2HLSzpasLaB0vRraUPTZP7UXh/ck9LiccTiaT0OBWq0Ar42IFO+cIgI1LLpanJhcszucSAIIull0YDWE6/p7FAB3yf40c0uHtgspWYgCG74vQubAV/6UAX93SFIjcvfpAzYIGRoeBZqdRu1hoW6ZyEI5b7YlkC9wcCFwFnHr91R6O66yCl0hy8Gsi9YogDA1dc9LI5Z0L2R+I3zT1vb580ocHS1UcxoY5hRZCgXKIo5gpwje4jbavU9hCpT1Agw0OPhin+o4B1n1mBxDhFwiFCWJ7rgrDredU4Vts7VaYKJCW6JLu09iZI0yQGAjAM/p1qXotn7krAXExOAGNuToH8pI+1RicFOmmhfgzJie8jo5vSelTRra4NVeVA0gFPGpfw+/ZhEjyNvNwX8kOD7N+Rw3e+yMFvI+YThx7fk8OnvlLBjL4OdkR03KJHtR4KQwvMtVBs2xqccjE7YGBq3sX/Mwd4RB4P7bFQay7ypKXL+m05bvTFTXS/wIsaLYvC/P38N7rjrPuQLhed3bC89tOGB6vG+V4XFGAIuUKtzWFMBwpCj5svVPQIECAI4pIHjV03h3edM4O2n1cADEtWapkSA+wLdnQHOPrGBdbdnsWuEJk3gtNNZAYlphm7S0uaCipTUUAleiaI+KQNMT6smqWJsb5p/OMi2aRDdFJUkJkiN58a2yPdt/l/kNVGfB83SpnQRzXIjAXrS+jX1o82e8dFPZQR7RhhuuTuD/fstIEdim0mVpvrvW4uwbYJ3v2USxyzwYdsBaEPKIj9gqNYZKlMWxiYpqjUpdyEE2sszsKR9xUNtnQPPX/Oj/wuSP/oFHNSXCHAAOOWk4/DElsd3H73myE+15fltmx69E9kMgRdQjIzLksR1zwerCgSCIPA5MqSKi984is9eNIbuEhAGjtRZAEA4hEqRRYPjyLkBBuYF2DViJdxnMeJisCdzvJHMJ0EMyjSTT5f7nWDgaB4ljccoZG/+H5ITILWzrTDdchtBzOCmPElkEhISzQJTc2u3YWu9ThLBIK3NI6kDNAMasSEbA795v+UyN2D7sxY277RVKnMyuxOqEu21t1i49f4sPnvRGN75ujoytgtCBMKQoFq3MFKh2D/KMVYJ4fmy9uXKo1ZjZt/STw2NVncvO/LFgfslARwAZvb0IF+c8ZQ39dx1lu+8TQS7EYQu9g3nEYYWxiYCcEEwUSUQ/iTe86b9+OxFEygXbXierTpixYsbBA0hSAh4Aov7fSxb4OPuRzLyBCYPZ8IaVOZmc9H6VLQyLTk0UKfV3y3kifw8kmBwkqB686Sbm5KzNMpFSoPdQLggSeCpFQ3KDy1i5tYgNAxRbXTGgNYMH9c61EsHktmGWheHqpCQTJ81JQ5AEhpcHx8uCDZvtfHUdhvIklTJDgVyJr9v96iLz//AhheO4F1vmEIpn8XQmEDDJxgZF9g26GNfxcd4NcCS/m442fJ1c+fNe2pkZOSlQPWlAby9vQODT/9098I5xUtv39DO7t04cW51YhRnrw3QWS5j6y6CsTpBe7mCi0/Yh388z0fWLmK8IgM/BEgW0RRE5k0JAeYHOOfEOm66IytZXCMmAglNgNtcuGDKlGkNycjwbM3o0XYAZi54xOKmKRA9NQsCJdGe9MAYQxhgN6UGaX49kS5LUqF3odrxgaiIvmlgGiyOmLnj/0suddP5KlF+kJHeHKUR6JmlzwYR2DnMcP3dGRmE0OCmFqJOdsRC1ILREdhfy+HLP85hytuPvzh2EoVsHkAew+MBbHcSF540AbAyrEz++o1Pi0uf3HHD7o+879xXDuAAMGvh23HfQ1sGj1678MHh4d+cu/6+TXjiuTqWzG5g/wRFX08Fl14whFXzKCDaMTQqBbWuEmtZsnCmsGKkEAgIHmLpvAAlV6D5Wh5f9mP9bWhuGJo7bUTC0Oj6+xLvSTWSatLeqTwUE/TGviU+/wDHL4XlxOOE7tYuOSNWH2EsYmf5enoSxKvuVeIVU0A3ukNE/xulB0x3U0VJkr8eIEClTrFlhx3LEg1u6oBQCxYlcKlcesYoAJfB821846dZ3L5hHB966yQ6yzmM1RwsXcCRJXkU25fipFPe8GDg+4OdPae+VJi+dIADwDHL+kAypa9v2jJ3fs+z+y+eNWOQDA6FcLJ1XHh2gIGOTjy/3wHnBIxx2FYI2wrh2AFs7sM2SoLJVs4hBCdwHY6+vgBbdhsYT8XWCUmF5pFa0AAjTG9OguTHNE8GffpMwCdeIxHgkf6/tOwmB4K4ArRhYCYAaiBfiLh9R+Qzb2Jz0/hUabM6ZI80m5tSRmUTRkydDASZ2X3p51Cfs2s3Q8PTOUMa5DYItZBhBAUmg36uxZFhArYlI8kht7FjsANX31jFxWdXMKeriN17XJxwZFEsWNz3Hw1r0dd9r/rHQPSPAzh123DNL2+vNpD/wLv/6qwlt9/x0xPqjSpWDtgYG+3G+lGGrCuQz3Lk3AA5N0A240d912WQUoByDs5DcEoRBhRdXQHOO62Oex/OY9JcnGq6B6HSWpBibZKUKmn93TJEbgZv9GswJ0bq6+PdSOlwkpAuMYilQRxvSL5BCLkvCUvTkBiRjImAZ8gMGKBOBHf05IjlTNLzEqflmpWxiBnsaeVN0daBYp6pEPjlbS6GhlhTdTGLEuSZQN4SyNnylrUFchkgmyHIuwRuxgJIGzY9U0HG8dGbdwKrdPIP5w+EH/C9GxtO718cPoADwEXnnYqxSq3h+94d27c/edTOHQ+6W3dTPL3TRyFDMG+mha52C+0lijDUwNZFhORqfE5D1fdRZqw1Fa40ZYACVnN1KkSZL61D862KacZgTWp2Ys4lJBY+GLvUdBWIwE0S+3wgIjeliQa7ZPBUuQgYTE2a3YTNLsS05k6Cv2mi6Khl2o2I5L2esFEYH/H+xSnMsj1jhsr8JJcJuJZAzhEouEAxR1EuMnSWbczrDVHI1TA8bmPb8xZWL1i2c3xs5IN33j+nccrJp/6x8PzjAQ4A5VIWQuz57Btef3z401/wf5rlP+hQO8DDW0IwuKDUAWMMNpPhV8disuYhD2FxBWwu62i09uJrBFENnyZ5ogGXqC1IprkZYE0kHGGaewP4yQlgyJUUYElia/MQxk2DhBhoj0BLUu/VG0nSWGwuDGQuikj5yvU2VcCeKHanJrCjVtyx/jZBPt1p0ueKEgKHyGCfzQCHCWRsydzFHEV7ycbcHoJl88fwwBMh9gxlcPapq7wZs077EbE7vWOXlw8FNF9cJPNAY9duEZTLSy/vnLnwy1ONMl8xr4HOchXDFY5qnaPuSV+5H1IEnEqZwo1LIDQLSPBYVtpsi2CsykCkvSdxiN70kLQyNtO+cXowUKdeg/Fc72LignNw6T3tSAAZJAJm5O9Gkqn18eMCKa2dXMyQTsCKnsOIggpqPKdGcpbZE0ivvol1eRAgnqnpGIXK5rQYYDEC2yLIOAw5l6KjzcfwRB0bnwEWzivxlcsWfPnY1QsuXzyrERwqXB4ygM+Z1YuPXHZV/es/eParx68ofSEgeewfk64hzqHAHJ+o6BwmHsgDMjVB8PAWGw2h0GcmVxGdXNW8Yl5r+kSyFQDSZGwmDUlNPAnPifm6wd4ASbG5/n9tlKbQ/gJRbbJsciFDnPGXDOIY8sAIuTctkGhyEyYnhj4vIgX+GMyx8YkU+wtOkCHAUUsD5IrKEk79eKJsAdMekunJcktbPkRPTwE7x/q+2Ne35asb7vpmva394HneL3QcEomixzev+Edsf/Tyav9K8tUPfHIWKxfHPltwG8S2CRiLK9Mys9xytCxd6mTKOIaGKe7Z4MgsRF3EW4GcIK53Eh0wDchWrS5ayJPk0rQ0i5PESrgEZlOfg9QkiXU4afrOaYGtP9cEJYlf0x5C1Ww4bsjUwtdtMr1uKUIoSboJTf2dCPaIWLYQWbc72TWCQgi1OBl6/SSFQwlOPLqBjnaOqb0COomIQ3VlRrSIPurSHIYCfiAwNkEws7OrceH5b/IC97X3PfbcVPWYk3txKMchBTgADKz6DC76yLfrd+5o/+I7V2esxtTIP2Wd0HYdgYzNkbGluzCqb5gAegx4j+uV8uYCY1mc0SJx8fNk1qAR6IkA14K9TUY2jEPa4vXIB05UJNN4nga+VuNNirwFwrWxaBqZBDFgCWINrCOKsnwIkb3h0WwoatcfiXzipqFKou+MS0RApc/K32tmE8ZrO2OJwgUFFdzYJu0mhyrkyvVxkV89EKqlYCjghwReINNn6x5HtRZiqpH3x2pzvnbSkcu/BhSrQPFQw/HQSRRzXPONS/D+14yEX/zccZctPGLOLaUiQyEboJCTbkLX8WFbARiTxe2J0YuHQOCZXQyTjXRZZBL5vhlEXAqZmp6UZBLVwULvTc/TbAwc8EoQ+8KNGuEGwhNRTAPkpjRLGoCGLIHJ0EnpwZVRmFynSZokjECcXQhtOIr0jUS539FzbmhvrhYCJxZQJHtxFjICC2f76ofIlVtcCHgC8EKgHhLUPIJqA5iqC0xWQ9Q8gVyx95a/vqzwmV/+7MYxQoiXLl7/qgU4AHziny7FnXfUsXDh/N/Nn9dRaS81MKNUQ2e5hmK+jozjw7ZC2XseRkUrJvDz27PYNWSrHnNx7RNdTNMixnIzNBfsiZ8bnRrM19PbkPSVt2Lv2NhMLz2LtTkQe0/ic3XgkyaM+8Rj0XwzK3Xo93DTyBTJbbH21sapTotNgxpxyqyRPms+DzXYhWoqy6lsKBsyzO4QOP9UlQIodQ4gBHwBVDlBxSfYX6d4fsLC0ATBSIWjUOquzJk78LvrrpyLt779Ay8XDF8+gAPAKae+Dt0zgm8tWDDwmf55XVNthSFwMoqsW0E+W1fVY2MLk1KOIBCo+wwiVTE26m9pdmkwgBl5UVJAbhXkAWnhGjS9JeZ2itZXAYqorWDCDx6BP5WFOB24m/Rz6sa1h4SktpMk4Hnaq2J4S7gxKXhywiQ8K9FnNrO40ODm0qUreNw1GZwiY3NQW8kUNVVDAdQ4MNoAJn0PgV3F4KSHrlnzpgbmH/GZ/aPet84++3UvJwQPvQZPj54ZDZHLdf7viYk5/voHx779jWt32WceV8PfnuXDYW7EKICA7XDcs8XBI5szAHROgwUQWUbXVYVlrWixcKq/JUW0WLhlpdhpZAc1AE9bgr6ZvWOnpcHyIEnGIEoTt5ApGuHarcxFPCmhHusLPjVZG60COyRyV5BIOxs3YkwOkroK6CauJNbfphbXJZZlixPZPY0QWXGWcI4wZOA2xeqlPo5f2sA9m1yFKklIEEDJbeDvz96D01bV8IdnjvLt7PyPZYrzvj86Odw67HEIx8vK4AAwY87b8OjWHUHnvMzV+6fWfKhYOta/5b4itu5y4QcZVcyFRiy8fbeFPSOOAW7Z39Khmr2FkiryXrcPTy94SPvCY2YnKTnSgsmN99EUS5ufk7gagCg7uNkAndbIBGBqE1lWAVH4vZnJiWJd/Z5mFm9aySMIWkud2AeeXKAcs3jc614/jrfxUDJ4EMriPX0dAgO9HrQXhVKgZAmUGLCoz8dpqwRWHnGsf/7piz7U1pa5embpieDSvzv75YbfCysb8ceO73/veixf/X7e2Xvyowt7J/aetFycRUPfavgOHFuWZc5lGxiqBLjyJwXc/1QRyGQAlgGlDK4qSeFQGRmzdPCAxqUhonIQhj43X4vvSaJMhC4Rod9DoufxPTGfq9IQycnSyjeuDVAkPDVRw1hzAqhBWjw254Z5VUmkEZi2Ao2vNun8mqZ9jCSV4aol8f/Gz409N41pvZ9CoFQI4ZMQdz+SxVQjC8exMcMRmFUKkWUMVnZlY2bvqkuOPv70qwtiNDjxxHNfCei9/AyuxwXnvQ7dmQfCjZt+/K/dM5d9bLS+ZLIylUOoii5SwnHnwzZufTQP2A7AMiDEQoYCOVVvJQa3TLs0e+wkgj2YLsGKJJKwpmVvJIEbt74jTQz/gsDd4niYEctkQAYJ3cyFqZfldi5SWjpahyldfma0s1VEsynYY+Sd8MhzovV7/DzUjK4L9YQWgpDBD20EvoMzVgU48agqIEJ1jDnaC8BZx/VPLjti8cc++6mv/OuNv9kcrjjqjFcKdq8Mg+vxb9//If7581egrZi7v9zeVStm6zSfGenJuRPOVKOBq36Rw31b2gE3B8psZJnMRksyt4gK+1ANdBqHhaM6hCZzG+xNjG1p9maUpFjefG5KlhjcUSEg07hMg9tk5jTcjfe0EqRpJjcnEFpMqMRz/R4zAGYUD0q4MaNENaXnibmv0XVHvTOxR4DyyMwohvACjvWP5DDRyKC/r4zzzj5mfNFA3+dAyJUnvPZEnPPml1+WmONlNzLT47QzztUPv7lz0xevopj5hYCPf2zdA1Vn3YYZQCYP27KRpUTKEqbAnQZuygcuT2zcgSvpr0YSACQJnKShmaxapcFtArglcxugijBDWgA6NTRrt7A/o47ZusiAfk6gjUC5CgeALKZJdVqsNtuNQJAqtSaN2VQiFjHZXERXAtkoLa7zrYNGNO0TV/qc1YDXHV3FmUeN4vYnuxurj5z/w/dcfM7Djm1dlXVecahF5/ewjdG9t6FcLnQ9/uTOp973xXXlP2yxUcg6yDLAUR4Sq6n9X7KI/YFAn9TfJGb7lB5nlCS2MZPBW2lyQiIm1/uS1sTpEQVqovh8krH1REM6zG/Kr9RVSdsb8e8SUUk6RhGlR5jb4+f6WHH1eUYna7Ppb7SNR44As4U7Y7J+IGMcFgvgOlU8N5rjV9965D//dP0R/3Lk3JH6nT/48GHD2GEF+NikQFse9vbBiXetu+3BK//th7ewqYkJajO9OFbVGTRa+2kg6RQVlgK3CYhW4E7XHzSlCaMEjGkw6/+JGZzRGNyR3NFGGdKX/HiYHhMNcFN/a7cgjN9navrEb2n6HYjAykxgEw1wGIA2J0ArECubxtjGVHtISnVNQrWbUVtJlXvCCSgNkc0V0N6Z+3x7P/8aJlAlpW8eTogdXoAD8pIIwH1sy3PzN27ZccHTTz/z+Vtuf5gMT8r0yowlYClTmBuUFzE4TYI7MipN1jcYmkSeF2J4XWIwJwDOUhpcF9c0inM2FbA0f5v6kzQiRTKgA8T0jpT3AzHQGW0Gud6mgWxpsLM06NWNGfEDmkx+i9g5BXLG4s7UhMSLJwC5DNGxAxCEqEzlUO4+RvT09X9x7zPf+Zd8+3H1/lWfPNzweuU1eHoo9qvv2ze8ecVbT/7Sk0/22iPV8OM33f2UDb+OGQ5gMYGAA15AEPL4cm5WiG3KLYm+wPwyMziTkhSExFVktUGZMDCT4KbEZHBD06v7KGEKSEoSI2DDFbCFqVWESGl7lXnNSSzGzZ9GoXrPx4XwddkIanxvlNNCtJ7W6ctSVxNi7ofU4Pr7GI3diJxTeAFFEFJYjMOxPbS3+Y3ijLlDzozTr+mYNXB5rn1tkMu3H25oAXgVAFyP7u4O7Nu3N1jcNvrZT3zofGvZ8k2n//qm369Cda/DGEOlCtQ9me5AVdErfcmN9WsSvEiBTj9u9gMnjVXJ9EbpYwPoTPvKU7rY+DoAccorV/dmMwydvqqNOr1Nf4gu/2CWXY4Sqw2Qa4dHHHmMS0BQZWxSgTiPG8Z3qY8zy0lolAsgimgCKiWISKYXgsPzbYyM2wh5gGJpdlDuW/6TycqeD9q5Dn94eDjo7Ow83HCKxqsG4ADQ3T0TAMQNN932ybllJ/O35x7/3X3Pb7tocHAnW79xFEM1C4RQlByBDFPuQhqzT9rNFjE0muVD9J6EvFBBHKPmtpQDNKXJjcCQMSnMYWYJcuN7klFF2e8mem9iv/X7hVwcQPT1QIFcQHZvJPFjkfp8uR8EIqrLrrYTo/ZJakRlJYS+ukqtbTkc2YwHQGDfCMHgcDtm9swOM+X5/1mpFz9Y57MbCzraDjeEmsarCuB6nPOm0zA8PNywndxHpyYWb33kgZvW9PUFb9s1/ByuX19CvZpFyRVwLdlCUQgg4HFwJO1TNq68qVRYnb9Nmtk8kibUMFIJkl6Y5tRcIBmwIaruvzBfE7pVtpC5IAKROw/QkcX4KiEEIKj2VIvoh0QtShFPIqpdfkivmo8hLRIHJVlGmgsg5AShSrYKQqnHHbuOkclJXLfeQSHXiYLbd93Rx531UP/cnu9MTtUas/o7DjdsWo5XJcABoKOjAwDGR3b+9xXHrCrPPumEI8h4ZfCtdz/+MHZXPOQyDAVXdnfwfVm8MxDxanNm1NqfLuytN2r3XDriGbkGmWmIojXIqdTLgE5iIpFRrPO79VdKSSGbrHIuVFRRRHIlAioRcnUNFWoVjf4VKrEKsUxpbusdA90cUS1wQ3NHXhK1TD8IKRoeg+fTaIKVCwGsTA7tvW9BZ3vvL/bt3ffhX/zusV2f+uD8ww2VA47D7kV5IaNea4BSNnd4eNv8//rV419+bOOWY8Lq87SUY0SAYGwixHAlxFRD/hyLCtgMsC3ASuWeSK+DdhNKr4nFpO/bYtJzIu9ptE2/j7G4HYr0VBh56cYk0slScnmWXNXiB/om4AccYcARcIEwbJYp+upCE1cNIqUSkfso3YEEltoPuahXelRsdS+3SU9I2ouivSeWqnQgV1nJ6VCtyfLFIxWGMBQoF7lYubTM5w4seGA0OOZTA7PmbAvD8Dk3nz/c0DjoeNUyuDncbAYAnrvn/i3PnbB60flWWO2d17P0x6P7N3cNDQ21PfYMMDwJjNcJsjZQyMgTG4WmW+lj9Tj2pqTkCTEmgemSo4jBrl1xCjTm93AO1akAEAEQkOT3h1wokMvH3PCORPpfMTOLElc4CKXREjOZvirfy7kMOlLDS2OOJhcmV4sglH/btjhyrgc3E6BiO9i1j+Gp50L09MzC6oVLdljZibc7+ZXP9xB/0Hbdww2JFzz+JACux2uOXYoHH3pk8IyT1uyequVW93c9cPxze0rXbnpe9GQKO0FEiKGpEjKWZGybSeYFEBlYWipoN54eZtAmDuYoOcLixlVMsyKNGVP7ok0QhVzaBdqwDEISGY2cc7nwNhQIAgVwoQ075QIlIrpyJGYjOITKkdNMz4kEuq5rwoWQk8L4bXHhIxEZvrK7MFUMzlEqTGJ0agKVqouujjKKHeXBE089a++qJf1/Vy63bXxyy2NYsuzAfSlfbeNPCuAAsHbNagAQj97ziaklR3/61mX+4LtzXYMfDiqPLvfqW3o/+n9qCIIMMhaBm5FMLMEU53VQhfK08QliyJkUeyeYm6mgSiQHuAwQURGlZ4YK1B6RK9KDQOlqY1W558v7IIyDWARGhFKvgmeRR10N5aSODGOSYPF0DkDsDZKTkQsgCKTW1nJFiAAjk3VcdeMR6O/qf/5Npy/d9Kb5R3wTU2JdudxGJqselixbebhP/4sef3IA12PVa74C4CsAsG73rufWAYvfnQlvfO3bt4nzN2/cVcyxCtoKsrxBZSpAzRMIQgGLEhBbLlyOvBYwDEuViyL1d4q9jXC4xQQsSzbgspiAzXiU+yG9ERJATFqL8AOAeAQccj+8QKDuSZCbANeGrMUAWyDK94xztDV6OQgoQsTJYsk1m3JSyDkg98u2ZFH5ICSoNyyMTzL4fohanqJzRicy+WUT3T19P7/4gteuJ8DV/fP79eF+2VfevFzjTxbg5uibPRcArh4amfjPi946es+6/B3LO0v8kvrEVrJ3/ygefJJj1whB1iYougKWFfs7zBXrWpqY4LYMgEdJTMpgsy0JGlkKg0cA0iFtGe2TNdG9gEUM7gcCtQbHVF2CPAhjeaKNRceK3RyEACSMffU6HCqEZHKZnkDAeLzah+iF3Ib707E5CjkPjhViqubiyR0+HLcNJx2xWGTL+PbCpSdt+vKa9mssp+Qf7nN6qMafBcD16JxR9Ldt3/H9C849o70ytud3GTr7bUHoX7ziifXioSe2kv+8OY8By0FRhdoTVaOgk7IoGCPSA2Mak0bUUksIiwk4tkDGCeE6ITJOCMcKwah0TgchQ6ZugRCBhkfAGEPIBeoex2RNoFIVmPII/FAVNKICjiUbeAmuXIFEfj+nUMYlZHhUaN0uNTmhAowSCKNnAFURSK782hYLUcwO4Sd3uGDuEeKk09cQIsh/zJnbcd3cuX3rxyYao7PaSof7NB7S8WcFcACYP9APAKNCiBsBPCCCvd+dWdpE5/af9r2xIFg4tOs516VVhJyj2hCwuIBFldGmgGtb8ubYKokr8Q2q9opyszkWh+uEyGd9ZF0POddDxvFAwBGGFHXPhWPl0fAoRisUQSgwVRPYXwH2TDJUAw6fy0hOzqZoczgKjvweqiYRjwJAkAaiULFJLsCVf1IaujIvW+t4LZtqdYpag6HcVkbnrP76vPldT9//lHjPu9au4QOzOp7jHHsZ+5PwGL/o8WcHcD1UEtdeAHt3brsLpVJwxlvOLCzo7Tjjv4b277Z/f9eG8oZNu9sc4sOxBYIwBAGTxSFtwHUkOzOqjLKQIAyl648pymdMwLFDZDMB8tkG2otTqPtV7B7x8duHMtg9ZOEdp4/CtX10tTPsHbHheQL7KsAUfHR0TOIfz6xg937gtw8VsGesgMHJLHrziMDtWCQKm+sEr5BrWSNZW7sYGSMILcnqjAL5HEdbAah4feO9c48e65/b6zvW8IWLBupb58+198+f/erJGXnZcHC4d+CVGmNj4yAS9dnBJ+71+Ixl77v5zo3vqg7vDtpyZNXu3bsyWSeAa9WRcwkcmyOf5XAdAc9nGJtkqNbl4cpmBAq5EG35AOWih3Kxhs7yBOp+BZf/0MWN93aAsSwYpbCIj7WLJvH3b6QYGenEunsE9lWrePdbRrB2PkCJBYt5cJxJ3HQ/wf/6rz7UaiXMLnLMyHOUcwTFHEE+y+BmZLGKWiNEZSpE3RNwLIFshsCxCNwMRV9PG2b3ZDF3zqxGMec9Omd2u1XoWPvvv1y381/Pe/NRDoAaIEQuf+jLpL0ax58tg6dHudwGSPur+sSOfXBt6zu2bX3nQ++5wPE9/2vbtu/oHh/ZNWdidGdnGFS5EP6SjuI4XHsEYxWKnXvyGBpnyLoWCAFyrgyhWyxEzvXQXpzAl35i4/q7e9BVcDGnXaC9QOHYNoYqLn506wROWFxHuSRw5glVlJ1O3L8pCzcDtBc99HZO4NwT9mNw/z5c/kMXlYyDkiulCKWy5HCxYMFmIfYOhdg75qEaWJg1I4ty2UX/3FnI57OY2dV29/Il8wZ7Zs3bx5j1serw7V7GzeIvz50PK1M4ZGWJ/1TG/xiAm2NJf3f0+FLAA3CJ7zUArFhBKZ27efOmcO/g5jPaC3vZWH3gvdSv5MtdLrbs2gcxMo55vRkUXAECjoztw3WmcOvDAW64pxMFJ4P5nQIDvRYWzaXontHA+KTA7x/KYbLmo5gTKLp5/OquDMYnObrLNhbNzSEIKBzbxxuP2Y+7Ht+Hh5/qwVQDKLocYRjCZhRdpQDz55UwNDUH3XNDdHW3TT39zOS/LZ5bavzFm89CT08PDf3gP0DIFtfNHO7D/KoY/yMB3mrYTgYAHlM3rLtzx837YDncrj+YaduVW9ge+jRbP7etgHM62ywUcyFqYxuQy3MEJIOfrc9hcLQHC9tDtOc9LOijKBXGsOXZBubNBOZ0FtDdFmLDlgwKeYGR2hSO6JvCtt0ZNBoluDZFZ3sJyxcGeP+5AT737xYclkFfXx5vOH0NZrQ56CxzdLQFNwxP5q8/llF70ZLOqu1kfgaEHiGzD/chfFWO/w/wacYbT+4HJLv/EACGRipYuQp3MIbvOoxwITw89eh22HYFguZRD12UyyXywQvXfqM6vnvJkfPDsO5PYH89B89uYGCBgwULOVZO2VizOMDKFR5KWQsbnhbwqi66ZzlsxuyZT8C6/iNdHTXR2e7ADnOY2d2JU095DXLZDCzGqcXE073Adst59eVevxrH/xgj85UY27Y/izAIFzzxxJbs/Nke6n4Nz+wsYWSihlyGYc1ijvu2WDh2iYecW8fQWBlP7A4Q1CiWzMtg8ZIja4yxrTM6Zx3un/JnM/4fI1Yb+ysTgNQAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMTFUMjE6MjU6NDktMDU6MDDlP7CVAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTExVDIxOjI1OjQ5LTA1OjAwlGIIKQAAADl0RVh0U29mdHdhcmUATWF0cGxvdGxpYiB2ZXJzaW9uMy4zLjEsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcv3d388wAAAABJRU5ErkJggg==', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 5000
{'hecke_orbit_code': 33554452, 'n': 1, 'trace_an': 1}
-
id: 5001
{'hecke_orbit_code': 33554452, 'n': 2, 'trace_an': 0}
-
id: 5002
{'hecke_orbit_code': 33554452, 'n': 3, 'trace_an': -2}
-
id: 5003
{'hecke_orbit_code': 33554452, 'n': 4, 'trace_an': 0}
-
id: 5004
{'hecke_orbit_code': 33554452, 'n': 5, 'trace_an': -1}
-
id: 5005
{'hecke_orbit_code': 33554452, 'n': 6, 'trace_an': 0}
-
id: 5006
{'hecke_orbit_code': 33554452, 'n': 7, 'trace_an': 2}
-
id: 5007
{'hecke_orbit_code': 33554452, 'n': 8, 'trace_an': 0}
-
id: 5008
{'hecke_orbit_code': 33554452, 'n': 9, 'trace_an': 1}
-
id: 5009
{'hecke_orbit_code': 33554452, 'n': 10, 'trace_an': 0}
-
id: 5010
{'hecke_orbit_code': 33554452, 'n': 11, 'trace_an': 0}
-
id: 5011
{'hecke_orbit_code': 33554452, 'n': 12, 'trace_an': 0}
-
id: 5012
{'hecke_orbit_code': 33554452, 'n': 13, 'trace_an': 2}
-
id: 5013
{'hecke_orbit_code': 33554452, 'n': 14, 'trace_an': 0}
-
id: 5014
{'hecke_orbit_code': 33554452, 'n': 15, 'trace_an': 2}
-
id: 5015
{'hecke_orbit_code': 33554452, 'n': 16, 'trace_an': 0}
-
id: 5016
{'hecke_orbit_code': 33554452, 'n': 17, 'trace_an': -6}
-
id: 5017
{'hecke_orbit_code': 33554452, 'n': 18, 'trace_an': 0}
-
id: 5018
{'hecke_orbit_code': 33554452, 'n': 19, 'trace_an': -4}
-
id: 5019
{'hecke_orbit_code': 33554452, 'n': 20, 'trace_an': 0}
-
id: 5020
{'hecke_orbit_code': 33554452, 'n': 21, 'trace_an': -4}
-
id: 5021
{'hecke_orbit_code': 33554452, 'n': 22, 'trace_an': 0}
-
id: 5022
{'hecke_orbit_code': 33554452, 'n': 23, 'trace_an': 6}
-
id: 5023
{'hecke_orbit_code': 33554452, 'n': 24, 'trace_an': 0}
-
id: 5024
{'hecke_orbit_code': 33554452, 'n': 25, 'trace_an': 1}
-
id: 5025
{'hecke_orbit_code': 33554452, 'n': 26, 'trace_an': 0}
-
id: 5026
{'hecke_orbit_code': 33554452, 'n': 27, 'trace_an': 4}
-
id: 5027
{'hecke_orbit_code': 33554452, 'n': 28, 'trace_an': 0}
-
id: 5028
{'hecke_orbit_code': 33554452, 'n': 29, 'trace_an': 6}
-
id: 5029
{'hecke_orbit_code': 33554452, 'n': 30, 'trace_an': 0}
-
id: 5030
{'hecke_orbit_code': 33554452, 'n': 31, 'trace_an': -4}
-
id: 5031
{'hecke_orbit_code': 33554452, 'n': 32, 'trace_an': 0}
-
id: 5032
{'hecke_orbit_code': 33554452, 'n': 33, 'trace_an': 0}
-
id: 5033
{'hecke_orbit_code': 33554452, 'n': 34, 'trace_an': 0}
-
id: 5034
{'hecke_orbit_code': 33554452, 'n': 35, 'trace_an': -2}
-
id: 5035
{'hecke_orbit_code': 33554452, 'n': 36, 'trace_an': 0}
-
id: 5036
{'hecke_orbit_code': 33554452, 'n': 37, 'trace_an': 2}
-
id: 5037
{'hecke_orbit_code': 33554452, 'n': 38, 'trace_an': 0}
-
id: 5038
{'hecke_orbit_code': 33554452, 'n': 39, 'trace_an': -4}
-
id: 5039
{'hecke_orbit_code': 33554452, 'n': 40, 'trace_an': 0}
-
id: 5040
{'hecke_orbit_code': 33554452, 'n': 41, 'trace_an': 6}
-
id: 5041
{'hecke_orbit_code': 33554452, 'n': 42, 'trace_an': 0}
-
id: 5042
{'hecke_orbit_code': 33554452, 'n': 43, 'trace_an': -10}
-
id: 5043
{'hecke_orbit_code': 33554452, 'n': 44, 'trace_an': 0}
-
id: 5044
{'hecke_orbit_code': 33554452, 'n': 45, 'trace_an': -1}
-
id: 5045
{'hecke_orbit_code': 33554452, 'n': 46, 'trace_an': 0}
-
id: 5046
{'hecke_orbit_code': 33554452, 'n': 47, 'trace_an': -6}
-
id: 5047
{'hecke_orbit_code': 33554452, 'n': 48, 'trace_an': 0}
-
id: 5048
{'hecke_orbit_code': 33554452, 'n': 49, 'trace_an': -3}
-
id: 5049
{'hecke_orbit_code': 33554452, 'n': 50, 'trace_an': 0}
-
id: 5050
{'hecke_orbit_code': 33554452, 'n': 51, 'trace_an': 12}
-
id: 5051
{'hecke_orbit_code': 33554452, 'n': 52, 'trace_an': 0}
-
id: 5052
{'hecke_orbit_code': 33554452, 'n': 53, 'trace_an': -6}
-
id: 5053
{'hecke_orbit_code': 33554452, 'n': 54, 'trace_an': 0}
-
id: 5054
{'hecke_orbit_code': 33554452, 'n': 55, 'trace_an': 0}
-
id: 5055
{'hecke_orbit_code': 33554452, 'n': 56, 'trace_an': 0}
-
id: 5056
{'hecke_orbit_code': 33554452, 'n': 57, 'trace_an': 8}
-
id: 5057
{'hecke_orbit_code': 33554452, 'n': 58, 'trace_an': 0}
-
id: 5058
{'hecke_orbit_code': 33554452, 'n': 59, 'trace_an': 12}
-
id: 5059
{'hecke_orbit_code': 33554452, 'n': 60, 'trace_an': 0}
-
id: 5060
{'hecke_orbit_code': 33554452, 'n': 61, 'trace_an': 2}
-
id: 5061
{'hecke_orbit_code': 33554452, 'n': 62, 'trace_an': 0}
-
id: 5062
{'hecke_orbit_code': 33554452, 'n': 63, 'trace_an': 2}
-
id: 5063
{'hecke_orbit_code': 33554452, 'n': 64, 'trace_an': 0}
-
id: 5064
{'hecke_orbit_code': 33554452, 'n': 65, 'trace_an': -2}
-
id: 5065
{'hecke_orbit_code': 33554452, 'n': 66, 'trace_an': 0}
-
id: 5066
{'hecke_orbit_code': 33554452, 'n': 67, 'trace_an': 2}
-
id: 5067
{'hecke_orbit_code': 33554452, 'n': 68, 'trace_an': 0}
-
id: 5068
{'hecke_orbit_code': 33554452, 'n': 69, 'trace_an': -12}
-
id: 5069
{'hecke_orbit_code': 33554452, 'n': 70, 'trace_an': 0}
-
id: 5070
{'hecke_orbit_code': 33554452, 'n': 71, 'trace_an': -12}
-
id: 5071
{'hecke_orbit_code': 33554452, 'n': 72, 'trace_an': 0}
-
id: 5072
{'hecke_orbit_code': 33554452, 'n': 73, 'trace_an': 2}
-
id: 5073
{'hecke_orbit_code': 33554452, 'n': 74, 'trace_an': 0}
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id: 5074
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id: 5992
{'hecke_orbit_code': 33554452, 'n': 993, 'trace_an': -16}
-
id: 5993
{'hecke_orbit_code': 33554452, 'n': 994, 'trace_an': 0}
-
id: 5994
{'hecke_orbit_code': 33554452, 'n': 995, 'trace_an': -8}
-
id: 5995
{'hecke_orbit_code': 33554452, 'n': 996, 'trace_an': 0}
-
id: 5996
{'hecke_orbit_code': 33554452, 'n': 997, 'trace_an': 26}
-
id: 5997
{'hecke_orbit_code': 33554452, 'n': 998, 'trace_an': 0}
-
id: 5998
{'hecke_orbit_code': 33554452, 'n': 999, 'trace_an': 8}
-
id: 5999
{'hecke_orbit_code': 33554452, 'n': 1000, 'trace_an': 0}