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mf_newspaces • Show schema
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{'Nk2': 28224, 'analytic_conductor': 132.51115216503416, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [576, 2, [127, 325, 65], [2, 2, 1]], 'conrey_index': 449, 'cusp_dim': 552, 'dim': 48, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 274995348032, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4], 'label': '576.7.e', 'level': 576, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 600, 'mf_new_dim': 48, 'num_forms': 18, 'prim_orbit_index': 2, 'relative_dim': 48, 'sturm_bound': 672, 'trace_bound': 13, 'trace_display': [0, 0, 0, 0], 'traces': [48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10080, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -150000, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 110880, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 806736, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -259872, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -744000, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1708224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6191136, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5963088, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12080640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3516000, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -11548128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 22315344, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 37767072, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7212576, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20200896, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -52020096, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -50381856, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32435904, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 31098624, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -56674080, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -85458912, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12240048, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -91123968, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 94489824, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 119016864, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -42922368, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 230773728, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 280123728, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 94032096, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -133496064, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -254341920, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -356240448, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20305440, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60868512, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -427201920, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -121334208, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 169380096, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 122913216, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 154623744, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 630792864, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7619328, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -242316240, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -277935072, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 118445952, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -291294336, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -492345888, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2058121728, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -655238880, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -725341728, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 625701648, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 175332000, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -900936192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 31844640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1942251360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2803397184, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1766196576, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -304468896, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1788001920, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 48328800, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1914530784, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3919175520, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -140849184, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1409680128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -28604352, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2357965056, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1058749440, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5988839712, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 90701712, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1291686624, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2176145184, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -29860896, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 431621760, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5576637312, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1642222848, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -386318496, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4912696224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3322116096, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1391151696, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4242388224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4833080544, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1634301408, 0, 0, 0], 'weight': 7, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 249379
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '576.7.e', 'level': 576, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2], 'sub_dim': 1, 'sub_label': '3.7.b', 'sub_level': 3, 'sub_mult': 14, 'weight': 7}
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id: 249380
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '576.7.e', 'level': 576, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5], 'sub_dim': 2, 'sub_label': '6.7.b', 'sub_level': 6, 'sub_mult': 12, 'weight': 7}
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id: 249381
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '576.7.e', 'level': 576, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 8, 'sub_conrey_indexes': [8], 'sub_dim': 2, 'sub_label': '9.7.b', 'sub_level': 9, 'sub_mult': 7, 'weight': 7}
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id: 249368
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '576.7.e', 'level': 576, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5], 'sub_dim': 2, 'sub_label': '12.7.c', 'sub_level': 12, 'sub_mult': 10, 'weight': 7}
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id: 249370
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '576.7.e', 'level': 576, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17], 'sub_dim': 2, 'sub_label': '18.7.b', 'sub_level': 18, 'sub_mult': 6, 'weight': 7}
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id: 249372
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '576.7.e', 'level': 576, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17], 'sub_dim': 6, 'sub_label': '24.7.e', 'sub_level': 24, 'sub_mult': 8, 'weight': 7}
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id: 249374
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '576.7.e', 'level': 576, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17], 'sub_dim': 2, 'sub_label': '36.7.c', 'sub_level': 36, 'sub_mult': 5, 'weight': 7}
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id: 249375
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '576.7.e', 'level': 576, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17], 'sub_dim': 11, 'sub_label': '48.7.e', 'sub_level': 48, 'sub_mult': 6, 'weight': 7}
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id: 249377
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '576.7.e', 'level': 576, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17], 'sub_dim': 6, 'sub_label': '72.7.e', 'sub_level': 72, 'sub_mult': 4, 'weight': 7}
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id: 249378
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '576.7.e', 'level': 576, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 65, 'sub_conrey_indexes': [65], 'sub_dim': 24, 'sub_label': '96.7.e', 'sub_level': 96, 'sub_mult': 4, 'weight': 7}
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id: 249369
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '576.7.e', 'level': 576, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17], 'sub_dim': 12, 'sub_label': '144.7.e', 'sub_level': 144, 'sub_mult': 3, 'weight': 7}
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id: 249371
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '576.7.e', 'level': 576, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 65, 'sub_conrey_indexes': [65], 'sub_dim': 46, 'sub_label': '192.7.e', 'sub_level': 192, 'sub_mult': 2, 'weight': 7}
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id: 249373
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '576.7.e', 'level': 576, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 161, 'sub_conrey_indexes': [161], 'sub_dim': 24, 'sub_label': '288.7.e', 'sub_level': 288, 'sub_mult': 2, 'weight': 7}
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id: 249376
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '576.7.e', 'level': 576, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 449, 'sub_conrey_indexes': [449], 'sub_dim': 48, 'sub_label': '576.7.e', 'sub_level': 576, 'sub_mult': 1, 'weight': 7}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '576.7.e', 'level': 576, 'portrait': 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pcNl6w3VP2E2abLmTmFp8B1IehJdm2O6QQRniNxlebMnMfFpkvVM+za2GN+0UEbqPqSLWsjtm9oUasGCAFhJGl2a8ws+UzWJUnsc2bG5dRFwenpmOlmiFsNuOaSDj/2Zk3Qn+DkhQZnZxTTcwkXFyLOzRuOzRuuvWyef/mBRTaMj3Hq4gQzC1VmF13mlwWL6XlcbCfML2sWutJMbt6q33LPZU//3A9c+vN+bedxSE4L8Z1f8PUdD/Bf++jn0FG8pT4x8eunT0+/a1P1U7zvDdN0OuuYX26wsFxlYdlnvumw2CK/OPPLCTNNODknWDe1xC/+0CI376lydnqSM9N1phccLs4bZhZizs0lnFtKWLumw3fd2uXSjYq67+PKCvPLPnOLirll6AUQxQZHGWqVhPGRmNjAmRmouiEV38GRCY0qtHo+9WqAAGq+ZrHps9SW1KuCxZZgoZ1Q8w0GqFcUy33BeDXAkYpqNcRzJKcvusTaYbIhqPsCpSCOBd2+YG7Z3kzzrQjX7VOpxVyyOeAtN0esH6tzcW6MszMeF+dheiFmdjHmzBycXDTceOU8/+qDi6wfH+P0xQm7SuTg1iy1IpZaMYttw3xbcK6l6LSa/NwHQ/7pj7+WmG1/tbTY+VnHVWc37nz3qw2Rb/n4jtXg5y7MMT5SG3vpxMWf/o0//NKNh088/67nD86xaYPg8ksFt17aJIoVSSJJtCTRYIyD0QpjAANCJEhhODk/zr/+pOT/+uAc1+2IGKtPMFIboV7xGa25jDck65ckZ+bG+NQDNZQXcPm2Pls3JLQ7PbZOxbz5joQgchBoHtzrs9jxqSUB5+cVzXaFdZt9FrowMwd7tkqOTxt2b3IZq4WcX1KsH4tJtGS+XWW+rVk/EbHYVIzUFJds7HLygs9l22LOzxmWW1V2bU7Yuj7kzHzCSCOg2Y54aF8FkISR5jVX97h5q2Gh43LpxpA9WyWeqNLrr2HvYZ/ZRcncYsL8csyFBc3JOUE77nPT5cv88/d3WDsywanzY8wuVZhfdlloCpZamuV2RLOT0OwalruC2Z5iqRNx15VLvPfORTozn2Oxu/td0ttiJte/47ko7P5mEneWK7W1rzZkVn18RzL4008/wkjD989eWP6tLz/00g+/eOi0OnOhSTP2me5ort8+w6/+xCxXX1JjemGcxWadxWaFxZbLYtNhqQ1LzcSyUCtmvgVnFgX10R437Fnm3XcE7NpYpdMd5fxcjbkll4WmZKllmF/WzC5rOv2EdqjpBzFrxwIu26YxRuA5hqPnfeKkyo51kl1bEsbH+swuhbx0ss61O2FsZInHXhhn7VjIWF2w0HbZtTkkDGOePT5KGCXs3qBZ6gomGn3WjDo8diBirFbj6p0JL52OmF10mWz47Nps2LYhRBNy7LzCdQ0Yw+XbI9aMCLo9n27fo9NzmFl0mF8WLLUSlloJ882EswuCZhSzc2uLd925xI27FGPVUc7PjjCfrXxNy9zL7YjldsJy27DQgemOZLqZcPOuaf7dT8yze3ODheVRllsO/XgNfn17kriX/2Eixn5KmCC46667X23orHh8RwHcmKPAR8Ry89/+8r79B97w9a9//boXXj7vBZGg3Rc0e4KZrmKmHXPDzmn+/d9b4NpLaswsjrPYrLHU8llseSy1HJbagmYrYakds9yOWWoZzi8LZjqa0ZEuN+9p8b67Y/ZsqtDt15lbqrLY8mh1JK2uoNMrJEkYC7QG1zFUK7BhUrNpqg8q4OWzMQePe1RUlbuvj3C9Js+/3GDDlOL5IwmbpxTdIGGkmjC3pLlmt2BuSVOvuPT6gs3rY557ucKmKXjuWIAnqtx1LXiVLgdOJhw+VUXisXFSsXECqhVwHUGiBVEMUQy9PnT6mnZX0+pqFjsw2zS0ooRd29u89/XL3LxbM16tsdgc4eJ8jYWmx2JTsdSG5VbCcjum2UlY7hgWU3DPNDU375nh3/29Wa7YVmV+aYyldo1Wx2e55dDqQKI2xVdeffMfHTp+4aeuvuVNUZLE0c1XfOd0JH3HALzZXCbQo86ov/dffPkrz/6Tx5886S4tt+mHmk7P0OlrWj1Y7klme5LpdsSN22f51Z9a4LqdPrM5yCsstz2W2w7LbcFy29gltx2z3ElY6sBMExYDg1B9vufOJldsibl5t2GsXqHZqRDHLnGiiGJJogWk7ozvxow0uuw7LukHEQ8810BEFXZu8rjz2g6hXuL+pya4ZqfHXLvFuYt1brgs4vBph8gYTl4w/OTb+5w4r4l0g8NnNTftFpye7bKwNMY1uyK+/lyPKKjzmqtcdm4JMaLF154XBH3BC8d8GlWXmiOsDAO0hjAxRIkh0NDsasZG+1x/WY+rtvZ5+2sSFDXanTqzSzUWW/bcLLUkzbZhuRPT6lhwNzuGha5kpiOZa8XcsmeG//vvz3HZlgrzy+M021WanQqtjku759DqKto9kNILVH3L3DU3vf4P777lsl9cXl6Ox8fHX21IAd8BGtyYCHAq87Mndh4//uL3LS0c/oUTR18SSkhqFQchEozRWFlt/w80ApfnT6/jw78r+Pd/b45rLlnAdRIcpXEdjed6eJ6D7ykqvku1oqhVY0ZqCRMNTbMLi90aX32syqfCmMsu6TNajdFxn7ffuci1OxOIFFVpCCLDZx+tceR8nQ3jLqcveDhMsnuT4ppdhkqtzQP7uszMTXD9ripeZZnDL/vcsENyeibCaI+pNYazs5IgSri4YFg7Idi6rsfh02Nctcvl7GyXE2dHeNddCdPLczz54jiHz9S59tIK77ytj3I6HL+6x7qJZU5fiPjcYz69SCElhNpw3e6At94REEUOY1W4arug0xthcbHKcttnuePS7ChaHUmzA61uTLuT0OomtLqaZg8WO5KLHclSN+C2XbP82x9fYs/mGvNLIzQ7VVodn3bXpdN36PQUvb6gHwg63dCfP3Vks+dVf75mZsP6mm1/bow53ovp19xXl0NfdQafm9mL79eunrl48pmHHnjIXVgKpVKKbl/Q6xt6/YRekNDtazr5E1p9wVxPcbGlufHSBd73+nneeWfCSKXO3NIIS60qzY5Ps+PS6ipaXUm7C52eodtP6Pa0fQ0M3QCaPUE3NISJxvMMTnrruwp8aTBa4rsOa0YUm9dKtm80bNvQIxEtvvCk4vDxEd54vcdrrl/idz6fMOZN8KbbuzzyQsRoZZSNGzp847kq33NnwgP7Enas8amPtHlsn8933eLSaMzwO5+d4LVXVnnDzS1eONPnq0+4mLjGtnUeOzYINq/TrBkL8b0IbRJcJ0EpWzbiOVDxBFHk0O17tLoO3b5Dp6/o9CSdHnT6hk5P0+kmdHoJ7V62KgrmOoKZpmFkpMW775rjfXcHXLm9yvxSg2anSrvr0+65tLsW3J2eoNMX9AJDr6/p9mIcleBW6/o1d90X7d618+ZOp/viHTdd+ari61Vl8B//P3+FD/6zByq37+q856btS+5oNZSOqNANTLoEC0AVt6HAJmmERgqDkgmekrx0cg2/8Hs1Xjo3w/fe3uHGXQGj9QaLzTr1aoWRrl1SOz1Fpy/p9h16fegHhn6kCUJDFGvi2JBoRaIBA1IJXEdQcaFRk4w2BBsmNZvXdRkbbfLwC4YHnvbw5ChvuN7j2stafPNgSBKNcf1VsNwLODNd4S23GsZHe1QcnyCSzLZiZCz5rp2CFxoBew9XuPumCW67ps3zRySCUa6/zOMn37HAV58NeWRfjcPnfLZMOqyf9BmtV2nUoOKB6xqUtKcnSQSxhigWRJEgiAz9AHqhpt/XOVF0A0sS7T7MdiRzbYhEnzuvXuS7X9Pig/clBOEI0/N1Wt0K7a4NYu1T0ulbqzIDdz9ICCJt9fz5JXlm+ovuD7yt8YHveec/PmCM+aQQIvnfDuCnZiJ0Ev/ME9/82A3dxTM/6Mq+1J6HIQEkAokQtglHCIUQAikTlAAlQSqD4xhcpak6grlujU98bQtfe7rJW25c4nvuXOaaSzpMjtVYaNZo93y6PZdu4NALFP1AEYSCIJJEMcSJIklAG3s/SQmuA75rqFc14yMRm9d2iU2HI+cjPv2Ex0vHR5ioVrlxj8NdN7R49GCT+x8f5dY9Pmsne3zpGYNOqkyMhCy0AnvTAOvHOizN+yhR4fZrF/nqYxXOTld5261d4mSBB/euIUoq3HT5Or77tiY7NjZ57EWH/WermJM+myclE3VBrSLwPYGjRApygzZWl8eJvWnDyBCkN3E/hG5oV7+lQLDUBun0ue6yZd59V5N7r49YM1JlYXmc5XaVbt+j3cvArej1Zcragm7f0A81vSCmH2j7DA2gmJ7tyG8+oz88MvngkXq98WfA/z4A3/vEn7Nze4tu549/9uw0/3LCe3Fsz84WQeTj9GOkMICTglsiASkEUkhkxuBKoFSCq8BT4DuaqmMY6SvmWxP84dcaPLi/za1XNvnhNy1z+ZYma8YqRHGFXuDT7nn0+g5BpIhjSZRItBZoIyy4hcH3E+p+jO9FSNVnthnwuaclp6c9Tpwdx0QVdm92uXy74obLWgh3lr1HR9g6WeGqSwyT48ssNCtsmlQgNV980sdHUvUNb72txye+mHBxzmdqrWK+HXDguM+mqXFuvHSOR/Y3efzgKP3A47Ltk1y/vcvV21scvbDM6RnD4wdqnDhTwxcS35HUfaiUmNwYSLQhTiBMIIwFnUDQ6guaIUQ6Rqg+1+xs8SP3tbj1Cs2WtS7d3gSzizXL2H2Pbs9KnF5ga9N7gaDXxzJ3kBCESQpsC+5eAL3Q0I8UX3484NC5L2/as3PHZ/+f//qZL/Xj5CMbRyr86Pe/9W8vwH/5P3+J6277Jzz3+C/8zJ/d//K/uWnnocZNuyPiuILsS8AghEEIkEIhhUFKG0hJJVBK4SiJ4yQ4Sthg0tH4LlQ8Q9VLGKtIWoHL4vIEf/nNUR492GOs3uMD9zbZuW6ZOHLYtdlw2Q5FP7BuSaIlxlgdpGSC78UcOw8nZwW9WPPH99dY7ozR73pMVhUbJxy2bXC4ZJPgqkubJHKB3/5cg05zlFsvd9i5pc3+kwmtZoUtO6FejWmFFXxPgjF4rstyH87NSPZs97liZ59DR0JePFbl1qsm+PG3zfP7X2zz9KEGnZ7DQrPBJZsqXLm5x2sub/PW29o0ewt88v4q3cjj7IzLCyc9PMcSAYAGEg2x1sQhbFgXcsVlXXQSsXNDwA/cEzBac1g/7hFGVc7NVOj2PHqBayVcoOj2Fb1Apk/oh8bKuiChHyYEobY/h/bZC6EXCXqRoBNLnjhs6tI9/KbXXbd0x2J4W/yj3x/9Rrz0lzjjf33Zz782gF88+RnWb9+gfu+P/sWPnz2771c3jx/wb9jTYrTm0e1b28uCOwO4QQoHKUFJiVLCglsJHEfhOBLXSfDcBC80+IGm4hrqkWakAhNVQSeUtHoNzjQb/NLHJyGJkMRctafLZVtDglBgtHVpAKQUSCnxfI8Xj3scO1Oh6rnUHcmaumDnRsnaCYeNU5JtGzR7ti0RscB//myDM6dHuXm3y6VbNNJp8cBzPuM1l8kxGB/pU69WUFj/utXzWOhoFpqG5Xade29ssv9IyPHzDpOjFW66Yowf/+5F/vNn4LljdTp9w3LHYXphhA2TVaYmAjaO9vinP9CjVmlx+KzmhRMK3zdIZeMTBGAMRkMYCi7bGnPd7gRhHKLIAzNOP/S5OOfSDVx6gUM/UPRDy9j9UNAPJL1Q0A+gH2qCUBME9rUfaqvxw+xpwd2NBJ1IsBxJlsOEJw9FjDeON77nbvGrLzx3VbTuHW/43d/9xOeTH//Ad//tAfjH/ux+/uzBS93ta5/4kRHn0H/6xrOnXc+NufvGHpvXRpACW0qDFBolDUq6KGlwlIOjjAW0skkOz7XPwBUEocR3NYGXUA2N1ZyxtfbGIk0YQxAJ+rEkSHyiuMKxkw0OHjUkBnRqKCth5Y6rBL4DDR8uXwuNKozVJeMNxeSYw9Q4bNsQsHFqmcAs8hufHuX4iTGuv8RhxybJzi1LPHM84Oz0OK/ZLRkf0XhOj4p0UQbrq2tA91lsVbgw53DrVVWuuKTFC4d81oxKapUG1+5O+Kl3LvEbn9EcPN+g2dE0W4q5JYc1Yw0mRquMNWJGajHjtZA33xzhuxGuilFKI6U9LmMEWkvCWLG4qIhjhzBWhJEiiNLXUNpnJG1zSCQIQkE/hCA0FtgpYweRIYysJAmilNUj6KfgboeSpQjaUQK9Luun2nzf6xeJ+pH/2Qf8//Qnv6D1fW+6+Q9ed/1Xoj1Xf9fffID/0ke/wrHlmjOu9v2dF146/R8f3XvcPbesOHR0FFfF/JufXObyTW0cqZFC20BSavtULsoxOErhOArXMbihxHNKAPcUYXpxosgQxpow0kSxDbKybF+cmHTJNmhtg8ksWSLSwNWR1m7zXfB9Sa0iqVcUow3J+AisHU/YtqHLSGOJv3wk4rGDEyzPj3DVVsX2jQ6XbgkQapm/eHiEtTXFxKhkzVjAIy9Kzs8o9myAKBFcsjbhjmsCDh0bY6EpWGw2eM/rWjx7qM+JC5J6ReK5o1y5E/7FD83zyEs9PvfQGubbsG1twlLLYayhGG34NKoe9WqViq+peAmuoy0hSGOJA2zmQNvVI9GSOBbEiSSKBWEsiCJJGAmC2LJ9GEMQ2gA1jDRhqAliG6jazwz9KAV4lDG3pBUJmhH0ghjCDldvXeLf/uQib7st4bnDXYJov7s47/zm0QNC7b6q8bvtmT+LG+ve+zcb4PdcHov55em//ydfPfLL5y+edF86NclsT0M94gtPSnqh4h13tvjB+9qMNmJUt4ojNSpN2jhOgus4uKGD50g8VxG4FtChJ+yFiQRhpAhjiKLC8osTTZyYHNxJYu1HbUwqiex3VFKgpMBxBJ4j8D1J1ZfUqoKRmmGskTA1FrJ2og1yiT/9huITX51kTaXC1dsEWze4bN2g2bZ+mS89r1lcqnLtFsnYiGR8JOTUrEur66AUJImkUVVsXBfz+Aua5ZZmesHnyp01Xntdkwef9Bmvg+97KDXKVTvh77xpFlfO8ulHxnn5fIX1rYg1ozGjdUWjKqlVFVXfwfccfNd6+I4EKU1+jBh7U2sjSBKItSCJ7Q0XJ5YEMoKIYk0U6ZQsDFG6KmbgDiLopytjL5UkrVjQjiHs9xl123zgnfN8751dXnctLLfqXLLOYaLqsv/oi257MfjVr331OjeIR34jvf/+ZgL8j//iC5y4qH/23NkX/2XSPF8/dU7hKs1kVdCMPAIhuf85hycPVphvL/Ch93SZHIvp9GKcvo+rEtzIxXNcPCfBcx28SON7kjBUhLEgTNknZ6NYEMfKXrTEWOtPGxJtCtYuMbcQWJtNYVcGD6oe1CqaRs0O9pka67NucoknDoX83pfqHDszytZRl53rBZvXeWxeJ7h0cwfhLvH158YZ9xWTo5KxumGs0WOkofFca3tqDUHosNyOaHUTmh3F3LJLu9vg3utn+PKTXY5dbFD1IxzlIcQoOzdJfvCeBW69fJqPfnGUZw6Os6ktWTcSMVIT1Cv2hvR9ie9KXCe1DpVAiuJGNiaVLCa94TUkiSZJU/1xTgwZ0C2g7SpoCFJQB7GVJL1Y0IossPthjO73Gam0+NB7FvhH7+tS9XyanSpB6NMPPRINl22XPPnCdF1U9v6bm6+/Vb34/Jc+cvUNb/mbBfBO3+C6KFfCv/i3H7n3qf3To3EsmKxBLzJ4MSghaEuXrlS0Qodf+3OXZw8v8/43tLnv5hYToyGdXgUv8vBcD99zCUKHMLLdL6GnCGNJFEuiKH1NUoAnKUslgkSTW4DGCIttY4NYIVNpomwhledqKp6mVompV2JGGwFrJ9q0eh3+779weGDvJO1WnZ1rBFvXCjZNWXBv39CnUVvkE1/3OH+xzhUbBOMNxfhIgjYB7Z7AkRZs2lgWH63FSBWz1HFZbsHMYpXdW6v84L3L/OnXPc7MurhOhJIuxjSIEsVVWxb5xQ+2eHB/h49+dg0Xz9XYMArj1YS6n1D1i/jEdSSOSgPnNJ9gD7240e2NDzrRxOkKZ4FuySFOIIwtwMNYECQpa8fQiaUFdqRJwoDRSps337PE97+hw13XaKSosdisEEQ+YeQSRC5h6BCELusmY4Q4O9rpXPMvL7/u7dHCYuc3Jyf+10za+l8C8Lm5ZRy38oOHDn71X415x6dqDsx0bKkpkCZrDK4UuFLQkRVaocMXnqzwyPN13nhjk/e9sctdN4SMNXzClAEC1yWMHKLYTSWJIo5VCm5JnAjiWJIkmd4Uqd4W6CHmtn66RilwlcZ1rYatVyLq1ZBGrYdSbb55wPCpx0Z46Lk1rK8rrtwA6yck69d4bFwr2TQVsnPzEs8d6/PZR9Yy6SkmRyQjdcnUeJ8j5wyPPO8jjb2ZkkQgUNx9fcQjL4TMLVdodRLmlxw2TTV45x0d9h1v8sLLa6h5MUoJwEUnNYJAsWmdz/fftcSGsWk+/ViVx/ePc75VYcIXjFQMdU9T8cBzEhyV5gzS4y0XZphMsmjrmWeMHqfAjhOItCWMKIEgtozdjQWdGHqRRschk16Hu+9Y5vvf2OSeG2NqjkcQ2YrDIPQIY4cocggiJ712Nsa4MOfw+Nf3jh4+PXv9B98fyn2P/Ka+7rU//Z0N8Lllg3Kp+Ob81j/42H+94sVD09tn50LixKXuW51nU+wgY3AEuBJ8adm8FysWY49PPVrjgX0dbrm8zYfe3eGanSHjow5J4tHrewSRSxRZkMeJIkpswibRiiQWxNo6B9oItC4q70wObuvYOErjKo3nJtSqEVU/wFEB/bjPgdOa3/r8GHuPjeMkPrsnDevGDGvGFGsnPNZPSjZORezY2GZmucXH7q9jogob1gpGGw6jdcNILaSXJGij8KRAyJTBtUI5ilhr2n1Nq5uw3Ha4OF/l8pEGH7h3mV+ZrXJitobjRFbaGIdYVwgiSbvrccflbW6/vMkLJ8/yW58b4dCZBnOLVXwpqbqChm+oOLb7yFXGJsnk4PUyKcDz7Gfq8lh5B2EiCLUFdj+BbmQIwhjHhKwZ7XDtrjb/6D3L3LgnplFzCYMGra5PGLqEsUsYuUSxyldd+96utr4nuWzTAjII/84f/P7a8x/9av+XP/TP/l3/I//mw9+5AG8vHMD365edvPDykxVx3G24MCd8lNRpEsKeaCXtqyPBicGTBl8JekrQcXz6rstiWOErz9oBmN91e5N3vr7HVds7bF3TY7TuEMZu2iHvEIQOUayItSRJVApsidZgEEUYk4Lbc7VlOCfBdSJcFXJxKeboBc2jLzrsOznCUwfHiKMqG0YMaxuGiRHB5Khicsxl7YRkw5qYTVM9xscW+YsvwxMHxrh2k2B8RDBSlzRqmkYtoJ2EeK7Cia1UMMY6GASSbj+hlRZANTuGxZbD7OIId17R4btuW+T3P+9TX5AoEVlAaoco9ggiSbfvsmasws272/zOhzo89XKLfSddnnyhwdnFCofmq/hKUlVWHnmOwXcNipTI09OSMXlirJyLtGXuMIFeaKVKZGJMHNHw+uze0OOK7V2+9w0d3nRrRMNz6fcbtJseYZwxdgZsRRRb1g5jVUjJWJAkEilqHD4RiqX+hf/r7qvHk+Vo4ld/7hf/ffc//Mt/8p0HcGNOADsqF89++XufffLL7jeejaSSHlVPEElJFOvUrQCVWBZ3EmP1bwJuDBVlqCbpUqh8As+lGVf504dH+NrzPbZM9njbHW3Wj8dsXx9w82VdBIrJCYmjJEnioLXEGJkyd7YuZ8kjjRG2KaAXaKQT8/jLDscvSr7ydI2jFxosL1fxhGvZekIzWrM++FjDYXLMYXJMsG4iZsOaHhvXLvHEQStNNo06rGnASN1hpCYYrcdIGfLSaUWzq9hcT4fbGggiybpJwWXbAr45Z2j2DO2eZfH5ZZ/phTHefccsB08t8MyLU7jKgIgwBuLESrR+qOj1HZodj/FGnddd0+EN13dZuHeOYxfgy89UOH7B59lDNYTrMNd36C8opJAIIVJNLlKQmxTkhsRoTGJdrImRgFERceMVPbav67NxIuK7XxOyfkIwMaLo9UdZXPYsiBMrRcLYSWVj9pSrPAVxbOuANq9TbNR9jk4Hv3j7zdfLN7/5tb/yvvf8UP/2azZ8ZwF8dm7KabeP/rMXXzj+/ztxXsvJ0QatToxU1o+TQqYJHINMge6kDbxuYstSvQS82FBVgroW9BNB33EJXJdmv8oLp2P2n5pE6Igta/tcv6PHaD3hrlv6bJyMSKIYo9MLZwppklUhSmUINTz1QpWDJ2p4Fcnzx2tcWKhScRxGPMm2CcNYRTNSMTSqkpGaZLThMDbiMDkKU+Mx6yb6bFnXImGJTzwwxsLCCFdv0Yw2bI9lo6YZqUUYE/H0QY+FRZdLJ2x20RgIAsnaMcltV/b45t6Edk/S6ca0OoqltsvMQp0rd/b44BuaPP1ylZMLIyihgSitMXHTBI2gG0g6PZfljs9IrcH4SJ+bd/W488o+Fxf6vHiyRaWa8OIJh6df8EmMREhBPmwztxENGA1ak8SG9Wti7rqlz3hVc80OzeYpQZw4aF0jiFzml+zqaRtDUqmYsnUWF2V1PnEsiBIL7jgzAlIpCQ7NdoOKmJdR56Wf78xsdq7bue5fAPF3DMBb7T5hGP7rL3318Q/t3feyFyeGdeNpUiExqNgQC5AKZGL1t5IGRwocbZdBNzFEic0mRhoqiaGWCCJttWDgCcLEJdQukTacb45w5mmNVAlf2RtRc2K00fYiGdsWIbIrKKR9SokWimbHJQ4dfEfSqBgunYS6Z2h4MVUf6hVBraJoVBUjNSdP9EyOxawd77N+TZtYL/Grf15l79FJtq4xjNVFCm5BvZpQr4TUa30q1SpuGuiJVBYkWhDGLr1en+W+Zty3zlO7p2m2FUs1jzPTo1x3ScCH3zfDv/9zh7PLVRAJ2sRoDVHiEMYyrR1RaROCS7PtU63UqKbB8t3XhLheyM27Et7z2n6eSBNCpzZpEX1n5JBoazWONRRKevT7DvPLTlpxacEcx4pY29gnTrLXDND2fRb0Z6C2nru0QWyc+e82Y7plnaQ/f8B7aV/8/rON2i9dPP2ZeMO2d7z6AN+/71nOnjzoHzrXvNvXBypb1vosta2ecx2JFIYkDeqUNimwbaRurTyDo+zBujqL4I21rbSxJymN8iNt7/pYQ+hLkrok1g5R7DMf2gy4MUXeQAhbnuoIu2K4abZyfd1QHTf4jqaSatOKK6j69lnzFbWqQ6OmGKkLxhua8UbMmrGAtRMdNq1b4He/qPn0Q2tZN+qwpqEZrdmboV7FArwacnFRc/S8T9UTNulCVukn6AcOuzbGrJ8MaHd829DRS2h1Fcsdh0azwkhtjPe9bpaj56b5g89vTi1DjdZx6lk7BGFWPyLp9hW1ikPVd6l6tmjM8xI8N8Z3EypegiMSlExs1lgYhNQDPnm2+iWJZH7RTizQOnsVKcglsZboFMRJkgE6BXUO5IKp41iUfkfJyrXu0kJrhMXliIMnj279hz9x22+dvrjjJ5595tngpptvevUAPjOzxNq1Y7WHH3rgN77+9Udun6gusmWqgcEjimxyJZGGWBqk1CTaZg0TaVBKkySgEnAyqyr1rbNSz2TIwsp/zuytNDNnTAbuwe+Xldda58bYoFbZoNZ10roWB3xXUvEEFd8mTKoVh3pVMFKD0XrCWCNmfCRkarzDxqlF9p/o80cPb6Je8Vk/ohmtCeo1Ra0qqFdTH70asPeU4LlDFXaM278vUgrXBrqBw02XGXZv7vPUC6N0Q+j1Ezo9TasjWa65zC1VqfhjvPeuBZ55aY4XT67H3rKaRCfE2qTJGFtP0gsktYqg6iuqvsZ33RTgto3PVTY7rJROpaIpmLx03rKEkE0KidyN0mmqP9ElKzaRqfMi0oYL+7v85xTMw7mJzIpMEuu/h7FhZsmwaX3PeWH/gR+a3DCp73rdvT/T7y53K7WxVwfgJ8+d48z0zD88eeqlH91QX6TZHWVmUeEqG1AliQWzlAatBHGiSaQhUQKVCBJlcLQhSUzqW9s6kSRhANQ6zUImpTqSPFmRWYBlcKcXLHNtpEy9d2Wzlk7aqeM54LkC31X4nqDiKSoVSb0iaNQMI7WE0XrMWCNkcqzLhskl9p3o8o8+uo5zF8e4dFIzVoNGVVKvKuoVqFUSapUY1w3ohQZHOviKXPNmEiWKJUni0vBi+ommE0jbPte3mrzZVlR9n4rXYNv6iP/77y/z4Y8K9h9dB0aS6IQk0cRxRBhpgtChH0j6gaTqg+9JKp7B8xSeY/AcC3LHMTnArZtlSlKlBHKANH9gMoAbkde0FLUt5CC3103kVmNOWBnAdQnU2fv0+seJZu24oqJGuP/RRXHDdQd+9Pprtx4PwvDf/I9g9P81wB956POs9ec3//5n9960oX6IK3cazs369EObXJECEmkPWOavFtRJotFKpMA2JMrkCQebXRNFlq3k1ZqUtU1aS2Ky94PYLgAubbOEkjaj50ib+LDsLdPKRJmCQVqJUjHUK5pGLWGkFjFaD5kY7bFucpnnj3X5+f86yfFzE+wYN4zXSDW3ol6V1KuGmp/QqIY0uzGfeayKSRw8ZQNrIQrvOYolSji8/c42jxwMafUraQtYQrenaPcktY5D1fPxvRF2ro/55R9f4J/+vuT5Q2vT1rrE2npxko63kASRoh/YY/J9ge8KfNekx2uDekcZlEplowCR1qwIBoFeMHmW4qfE5tZazAGfk1IB6vzn7HerADsro0gSO7mg2dKcmUvwGifY/cznb7rQumPzpz7zhXPf+463/fUBfHpmgZGxiU1HDjzy62Nq+Z1HTkRUd3lUfXty4kSk4LYHpWR698oUuEqSaG3fJwW4TalmRA+82hOa2VmFQ2IKtqFIR2eZSlECuJJFfYbr2FS260oLAE9Q8e2ItaqvaVQT6im4xxs9psabFty/N8GBk1PsmJSsqSeMVm3hVL2qqJXYu1YNMSJkenEEKew2J3Igi2gZTRuX9eMGR8d0YkEvNPQC2wzd7kqqvqLiuXhuBccZ5aptMb/8d2b4+d+D5w5NkRhFlGjiUt1IGGoCX1HxJF5oj89zZXpTZ4VYFuD2vJj0XJVBXv6uQ0AnrUzMTBeTlUNQYvbs56HVuFQXlD11UryPY1uaOzWuGPdCnt7beecNt+jknrvf+g9azaXzI6Pjfz0An5s7y3JzcU+3M/3urWumqagxOj3bjuU69sTFKj04JdIDsxIhOwFJmojJDjAHc/ZMWToDuikzN+WiKTNwRUSuu0VqnIiiWlBJHCcDuMBzbWlsxTdUfU3VT6hVEurVmJFawGjdgvu5o33+z98d58VTU2wZV0zVNaNVQb0mqVUUtaqkXrH/jVolxndCnjoCFxc86p5BSitRhBDFcq9t8/OGCcFVl3Z48mCDbpC1g+k06FRUPIXneqmGHuPKbQm/8ndn+PDvGJ47tJbYpEyeGKLE1r+HkSH0JJ4n09oUma9YjpPKNEkO8gzgWWFWfjZFSfplshDrtmTXJDEiBTo5sHX557SSswB2cZ2TMntrWxgnBNQ8xZmLDhcXZti4bfrdMxeP/8Zys3P+r4XBX3rxWdZNVDY99NTLv/ylBx7jnmub7N4qmFvyB5YolViJEmvQ0koLNbSUaQ1aiUFwp+/zstYM4NizmzNKwTEp65TYO/V5lbSySCnycljbNAGea2zdt2cLrKp+QrVia1Ea1YBGvcfkaIvnj/b5R/9lkpfPrGXjmMPamma0CvWqreIr2FtTqyRU/QjPDThw3GFursol6yhqQdJ7UqdOSi9wuHSL4KqdXR7ar+mGkl5ok1C9vqbTs9WBnuvgOh6OqiGl5sotS/zaT87wc79leO7wWiLtsCbRFuARhL6t3fZ9bQGerla2AEukz7RORRZSTmRgT8E9/MhIJQN6JhuHU/7apLHSQOxUgLp4X8RVGci1gV6QMN+CkdEA+g9z6oT3y6Jy+bufeuqZ87feevP/OoCfOfY0n/3YTbzpXR/bWDdnb6zLmPOz44zVoeLrNAWbamhptZnShiRnboMusXh2t1tXJGM3BhjbptsL5saUrMD0SpSXVSms5pc5e1vnxFHgOOAqg+cYXNdQ8TS+a8Fd8WNqeaFVl4nRNs8fDfiHvz3Jy2etHThVswmgeiUtUa0o67r4Om04iKl4EVIFdEIXqRxcZVCKlMULgCRJ1nTgUvciIKYd2hjGNvEmdPsS31NpoOjiOhqlakhp2L3J8P/8/Rl+7jc1zx5eR5S4aYOxIUwMgWuoxCUN7mpcZW/yrPVPSWlzE+l5ykBePp95Wn8omC/kSkk66qzWPgNxBnaTDkct3n+r1zhN/O1YV+PYCc3Th16+ce363sZf+Nn3nn/gG/t4w+uu+18D8C07bxbf+/fnrjn68sN/0e+c8e65yaMXOESxtZ8EgiTT2QPRdmn5MuTjGUweqAyyQOaOlAOccsFU/qakGbNn7ppkz3QZdpTBdVOAuxrP1fheQtVLqHgx1UpErRIw2ugx2mjxzKGYn/mNtRw6O8XahstUVTNaMTRS5q5VFLWKolox9ulrqn5MtRJyalrzsfsb+BVwS05F9rWNKSy2dtfjB+9r8kcPd5mdr9DL2sACTc9L8PuyKH913JK9Z9izGf7j/zHHz/6nhMdfWksvrjCVCMJEU3MhiAwVz+A7WQmtXcEcR6cAF7aZO13pMnKwcioDuQBhwBSUnhFMWTbqPPA3pRV45cqcvRZ4KBsMBeG5DpybNhw+JTDipHfHzbv+5Nnnnri52Zxf/l/G4BfOnlTNducP/+KrL++Iek3e8zqH8ZEG/cBW7kkprAzRorT8iIEARBtSFh9ySDJQa2E9bV1o7Zy5S98lnwVUArlMu1ikKIM7rXdxtG15c3QKcJv4qHgxFT+kWgkZa3TpRx2+/Az80h+v59DZNaxpOBbc1QLc1YqiUlFpYsgGphUvxvdifC9EE9MNqox6Akcay4x5CJzdzNZTjmKHRl3hiIB+rOlFIm/k9QNN39P0XIXnSjxH4SgHpbz0pjHs3CD4lb+3zK/9ScIjL63hfLtBP1GMuoaGpwkTg+8Y/NjgOZlFako6XBQMnjo92WtZ+g0/imtScrTyeKkAfbn2vLjmpqTZi1kuA6A3sNwG7cZ8791L+MmTa+9/cPOtFxeq98O33wX0bQP84MsnmG+Gb9r3zGfXu+EMS51xLiz02LMlwhinYOxEoI0sGg0ywBtTAFxnrC2KYLLklJQj9hXMXQJ4fhFSUNsy2IzBrVOQ2WJu6gN7jgW3nwKy4oXUKgFrxjrMNXv8yh/V+MOvryU0o6xtKKaqmrGqYSRP4dtezZpvg+qqb8dVVHx7o7hOwAPPuyTatWyZ1t4IWRxH0TomiRKFFC733tDmv3x+De3IZTRl8Upop1FlDO4qlTJ4yq7CYLTg8q2Sj364yScf6PFvP76Oi4vjdEYcxhPFSKypugY/MqkfbtnR9m2KkpuSSrsywEXK5mVGKYM8Jx9TkNGAVCnVnZtyDsNkZS950i7rMioHqO1AsHtDyJg/wt4XO2Nuo/OHH/7pt/74P/+501+cnPr2doD7tgE+N3sCY/TP9MK5jd91e0C37zMxUiFJYlw3SQNIaSVKCuYkSw4khYeayZLMYiqkSLmlTLwic5dZOyt/zdk7KwmQhSyxy3GayUvHTPhujJeDu0e10uWB5zV/8c0R/uSBtWgxwtqGYE0llSUVqFVECmpJxVdUUvaueDpfCXw3wvH63P/sGDpx8RU5aHJdW9Q02RR2olDS4b4bu/zOp0O6sWdZPDJ5R3sv0FY7O3Y2jFLkDG7Pj2B8VPIj97WoOhf5q292eWDvGmbiKl1PMRpram7K5Ao8x6RxiclZPLtxlBSl5E8aO6RacCDbWWKdjMUz0A+7XgWLDybprDWcZaRLLJ4G4Y4ynLtQ49MPSZo9zW3XzWw8cfLEz0gpv/g/lcEff+4Yruv82G9/7E9vuWzDWca2GzatrdIPXAwClVlf0uTmf/40wjolugTyPKjMWFwUdz/2s9WAPQDwDNiYNPpPM3PK5Fm6AXArW5PhuQmeF+K7IY1qD6/S45Nfc/ilP5zi1NIErlthXRUmfc1IRdvspG/HpFUrFtzVlL0rnkkDVLsiVP2QxZamG3soR+FJnbsUAxqcYnWLY0UQefhOj7HRLs2gTj+SdmqUZ/BCW7turU1VBIfCbqZFWj+itWCsIXnfPW3uvmmeX/6DgI9/dYrFqEHPd6lHgoZrmyB8JXKQuzJN/JRWvjxQF6VzXWLxYTIvE9HgdRxk8ILdB+Vp8bMoMbp9RgnMXNR4tZBuf54637xlz9U/+mPd5pHfr43u/h8H+PTMNP/PL97JO3/gl26fqrSmHnlukkZ1jnfc2WJxuUGcSHRaf21dk3InjRhgcpM2IBTp36LmYVCSlEpdB4Bt8hNs2aU0JCgNvhxph9842dNJbEuaE+N5EZ4TUa0E+F6Pl08n/NUjVT725TWcXxqnXnWZqBjGPUOjoqn5UE8LsCq+tKl8X1LxrHde8W2g6ruWvRv1Pl97RHHsRI1qllDJ3IkSQjJJlqSFSmHkcMVOuPu6Nn/58CTtqkMjtsMzg9DQdzSOqwubT8rSjWMGEjNxItkw2uEXf7TDzo0Rf/nIKC+eGqPvVOkkDnVHUFcG38nmwKRFaMqeT0cUcUx2Y0oxaMOuYPIywNMDzFoEc4CXwT9US7QC8LrcgGE3LXjX9X3uvLLBE8/HU8+feOr2H/6Rf/z7reU5Rsam/scA3u0s89O/8NDfnT39Jz/8umvOsX1qnB1rxwjCJq4bI6UFeJJIlBEYo0m0sMFiBvaB4p3CEswdEgadEjIWXw3cZfYWZgDcdpaKfXVUNis8xnESPDek6od4XkAnCvitP6/w0S+uYWZhjEhVGa0rJn3DiGeDszK4LWOrtBhLpOxtwV1Jq/YqfkSSRBw85dGNfCa8dPmXGSjEwLGVA804Vowohyu3h/yFE9AOHXqeoBql2jnSuKFOC6UkSgqEslO4RHoJrba35zxOJCM1l5/9vg7vf9MMv/fFFr/z6TUsdhv0HJ+2q6g5gqoCX2kLdGlsriD9zjnIc4CbQftwiMYHYqUyg69gcjH080qwJ6kGT4wg0oKKKzlzboT7A4cjFxZ54+vmfnju3BNPzy8uf/R/iMG/8ugRuv6u2hP3f/LqhZlz3i2XLfGGWwKSxJ5IRyVIqdP3RYZugMFLhTrkciRjbFG604tipAF6KC2LBbjTSVgl9rYFRLZSzlFJOpwzxnViKpUQ3wlo9mKefkHwu18Y4+vPj7PQHaFS8ZnyYNTTNDxD3TNUfStLcub2la1X8SW+Z6VJxS1A7rkxtUrIzFLMF745QYCD55TAnTUWZRo8X45tZV6UKIxxeftdLX7nS13mlmv0YkEQWavPi8ANkzxB4yhlnQ8hi//2wI1ju5tqVcX6iR4/++4+1+08z+98YZR9R0dY6NTpKx/XU1QcSVWCp4ytskxLirMM5yDIS0AvFiSGL1kuL40YZG4Ke1iXAJ+9z0Aep4BPjJUsUgiOTSuOXkgYmwhxk6Pe/r1fvfqe+364ZqIDXeFe9f8O4GFnnpkT3e86cSH4B5/+6iJPvezyoe+bZ/cmRZy4+ViwjDmKqjNZYukyqMt6uwD5CsYuAdueR2ODnGFgC41ImVuWwG2fMb4f4rkhy52YB56XfPobdb709BhzzQaqWmGkrhhzYcSzQVjNM1Q98rrwDNxWmigrTTyDnwLb9zI3JsJ3A/Yfl8z3fHxH4kmb4FGlpT6TzAMd7YlIO2AcJqqCGy/t8Lknx+nGLv1YUIkMXmj9e8exwaYKLHvbG6joJC6W/7S6zwii2KFWcXnHa3vcfcMiX3m6zae+UeexF0aZbdcIHY+up3ClxJMCX4InU20uCss1Y3EpxIp6lRUB6EBSrnTMpZswCyyzdL82adNzCurYQJSC3WBY7Cdcv3WJf/CeDrs2zFEfv/QfXDj9/ENx3P3U/ysGN8kcyDVTp4988XtOjR/itZdPcH65ztOHmly5vYPjVGyD7wDAZaq1M2lipYohlSyIAc3NAMBXUkJe2ZYFkwMzDE0KbruKKGkL+T3XygXfjZhrxnztWYcvPtLg00+MstiqI7wKfsOl4QjGXAvsqmuoZuD2BBVf2PpwT1Jx7UCdikfO3hbg2roxToznRlS8gC896XNhqcpkQ9glP3chVgnMcolS6PA1Yw5vva3DZx6NLMAjQeCCH9tpUm6orbVXKkOwrFoCOQWRJGkTdvbfr1cC3v+GHm+5bZHPPdHhC4/UeGRfg9lmjVh59DzHjsmTAldKHGEZ3ZWghEEJkV6HQpsPlQKVrmWhyQdAngGckl2aAjo2IgU5+dxIYwzoGJ8uN13RxBPreHzfCMdnznH7HXPf8/533ffNC3PLcxunxv77AH76bIdK1dtxYV7/8ETjGO+9bw2CkC0b7fw7YwKUzAAu0VqlJ1YWYE5ZfYC9oWQDlmTJUFBZLnstyxKRdqLIjLWlnWfouTF+JSKOYs7NGQ6edvjYl8d44mCDi7N1Er+C07AbOI04UHcSaq6dq11JO3osQ2fgthV5FtwiB7jvGXxXW+Z2EzzX1q4cOGl4+VQFIV08RSnjKNIgs4D5ChCmCZ84cbhie5+rLmlz6HyVriupxYkFt4LQMWnwnE6tkhJJlpSR9r9etuRSyWjLAhzi2KUXulT9gA/cG3DfDcs8cbDNx79c56XTVU7NVok7PnHVIXAchJCodC67I6WtqRe2Mz+XLqyqVChf0rx2hZWMrSkAbUufU1Dn7YcJ6JgIzecfX8NzL9dxjMZ1z/H2t8Y/HHSbv0m4NPffxeB//ukHmD/9VzjeuDp54gz3P6l59+vPcOdVmoofImWM1knezmTBnbK3SQGfae5SE3D2WQ5yCpAPn5oBnztj72xAp7DAdpwEpWKEiplZhAcecXj5VJUHnqhxsVXh9GwNHB/VcKk5ioYy1B1D1UlB7RgqLvieSGeMF+D2PVsH4rsS3wVvgL0TfFentmNMtRpwfBpOXaiipGPliSwv7Qxp5aEAK28Fc7hko2HPhg4HTkzQrVkW9x1wY4MbpdlZpfMMpK0fyVwamZ9TbcSAu5XotNUsUUSxix96rBkJ+d7XBtx6eZPpTpP7H/c5dMrna8/VmVnwMdIlkg4oRSglpDttZKl8iSiKs8pAL89DHAJ5wegm9ckzutfFk7T81GgwMaRZ0LPTiosLfV57zTJvv6PH48/s5/Hnm2p2YZmThx5kx2X3fHsAdxTMRa9dd+b48Y/e/43zYv/JKZ47EbB+vMmPvDng8q1QqyZs3RTiaolIWdykbFQGe87gJXlCDvBXAHcezBSsraRBpA2zRiVoo5mbgyPnFH/2UI3nj/qcPlOlHfh0Ex8cD1l3qShBzYGa0lRUCupyNaEr7M8puP20zNRPQZ4zd1a/4iYpc1tw+16EJKLZlYTGs6lwqe3wSzHogZcZ1mRlCVkbWCKJEgdhFI16CAT0Ipe+I6jGJi2DTZMzyo7gKGpvZKkUQBaAKv+NROYAd+N0jHLk4rkea0ZDNqyJuGpLQDvscupsk31HPf70wRqHzvoszHnExiFWCi1U3sBt07P27i0avMXQ1czemOInk/J5xtSUwK2L90prlEnYsjmiXtVcti3mB++LmRqpUPGqvHDsuLjqqp0f3brlpns7ndbMt83gN775HnF+3/M7JxrdS7dMuDjG4blTFb52zOeRvR6KkB2bQ97x2j43XxZw09URibYuxFgVyBlc2qxlDmaRy5NXXNiETtvNsq5vTRAbljoGXDhzXvLwMx6tvuLLT1Q5erpCJ/GIjQvKBcdD+QpPSarKUMtAraxT4GfgTtvVPBd8xzY9+J4tT7XsLfA98L1CxmQgz2pZMvfk/HzCpx4YYbZZZXw006yD7F0itUEWz/sbJUHgsmZC8a57+jy0t8u5Zo2uJ6nFAi+CUBmcGJyIVJpRaHFKoyCQRWlrmjwpWsnshN44UbhOAXTXiXHdiIYTcf2umOsuDXjvfT0On5Z85QmfVqB46JkK58554EgWug79SKWAlphsiXole6WwVoq7nJIUQSOMYayaUPc0idHcdE3IzZcFvOO1PXZsTJAoJCMcPrmG/YcnOHEuwa13L12z0ezcdeXrZ1khdF8B4OH5ZjU2lY+/eGRv7S2v7ZJEHqNPdTl9P7S6HiDZd9Rj/8s1NkzFbN4QoRPDzZeHfM9dfYyxxesTDcPuSyIqfnoM+RWWrP6wgWMYCF44ougGEseRHDjp8hdfr2CEZKHtcuasT2wU2nUxygHXRUoHKSW+FFRkCmqp04SGrcHw0jS1m/diks8aL8CdyZKsIcLKEsveGt9J2TsFhO8GPPKC4qEDdYSn8FU2urjkngwRW+4ilWpzss70IHC566o+d1zb5k8fGqMb+/Rj8B0I43SWTFZrkzpIVjLIIZ2fMbkYDGjT1SJ203EPicJNHOI4JoxdHBXnLpRSMdfuiLlud0CC5uxbOiy2BEYI/vyBCi+ecHEcQS9QvHjEIQxUWnOzCtDL4MbW+fu+xcd4I7EViNrwztcF3HR5iE5g8/qE9VMGQoFOHAwOy52YB/eFfOGbhn4cMzr1bG392ps+DovXAd1vC+Br/dM0zYz3xAsBQdLibbd0WTMKnhoFWQHhYKTGuJrzTcP5Rbu0PHvY8DtfSOwBxIZNaxLeeHPAWF2jc0P0FbCdokBKWO5IPv94hcWOQkgreUgcEMq2BVUUSPuzEjbq9xVUpMGXGi/1dd0SsF2VAjttNnZdge8I+5p2vXhp1Z5tY7PSxPOMZXwvZe3U93ZTeRLGEQdPe7Q6FfyGxJdpgVVuZ5brCItrnRddZbkDLYm1Ioxc1oxLrtrew3d7tjYlFvixDTSdyJS6cbSt385voizky6xYWVTx5eUTSV6LHjuSxJXESUKsFCrOcghxnktwZIJU1qHati7mko0JQmpu2t3BGFvQttwRfP4xj+WeSOcfiv9G5Gm/01hdc+9NIRvXGJLY/k4qiwVjJEnsEnUymSuRErSOWeo1WY4lb761zyVTdZ55bt5zKu6qf24FwOfnF2n3uj/61Ue/OLHYNvzBFyb5wuN1Tk4rlnqOXX9z7WRAanBLA3eypcfTnF8yfPxL9UFTdBDVgwDPZIyU4AtwJSbTfPmrjeydNOvmC2OlR5qk8NLdDdwsDa1M3sWT1UPbLhdR2g7FgjuTJp6baXQ7O8XOMtTp+IUknVVuh3Wentd8/ZkaKA9PpfbgUIC50jguZ/dEmpaW6VAdhzhxue/mgD/+cpeXZuu0XZdqbAul3LRIKvsbIrdMdcHgQ2UBNhbK3AthZ4JrnTs4TqyIsw0HVIJylN2EQFqQ2y1REsJQI6S2+5SqJJWRmpqn+cCbNEKZNGdR0tuQ/lw++PQm1BBHirAv0xmSAh2JHND5a2lSWc03/OTbI958S5MN4w6npwPOn/7mxH1v/js/2mot/+bIyKBduALgh156njCKP3D06OLImqqPPwVn5z0wAs+3PqU2ZQ1VftWlYMKAMuDBK9N2CeSplssRkVETMi3+sUlpR9q5Jp4wuHnmzbKam9V+p2Wq2XvXIe9myVjcdQSum/UsqnT3iFSWeBbcnmvw0q4fz01SzzuxdS1uhJQRL52SHL9YRSgnT5DkdSLlstP0UAfqMbIOpqSoS4kTy+Lb1wdcvqPLoZmAXuzScwSVxM5xdGKT17vLVIsPNgzL9BKI0mohi+YCJ/Pf7dNxNHEiU4BLnMQCXKokfdX5tjIydbJyR0taUPf6urByU5ALsjoZM3itcyJPHbUUwORmBAOmRHaDaiPRgcQkHmvqdU6er7HUgihYHtm//8UPSOn+5rdk8G6ngzHGe+aJP5ZvvbXD/LLD2Rl49EBM/4IduxZmjJOmYXP7Z7gYIaMPyge4GrCz/yeKGYKk3fDp+yyr5kpwhC0IygqZnBLAlSpAXjxFvnmVk75mXfWeK1OQF+AunkXnj1dqkrDBmAV4ZCIe31tlYamKM6LwsjT3cIp7laMfALkpuSla0g9cJsYlr7mux/3PBLTjKr1EUYuLlclJTDqxtpz40gOBpj3zIl9wi4ZnnQeesRa4icwrLy3A07oXqYjTQUFSZK9FDqJsBMiBXEUG8CILXTrygetfnqY1APwB543cmdNpzuDURZ9H9lc4e9Gw3I14fXxa/ugHfsBrNrvh6GhtdYAncQiYX338JXFz1JrnlssSxsYFn3p2jG5cxVcGN9tNl2LsrqZUJZh++eL9t+DtUqIgA7PK0sMpkKUwaYIhDayybh1RAFzJbBSCvfi2FlwMANw2HIu0s3wY4GIVYKfyxNG4rt0X3sqTGM+J8JyQ6UXNc0erGOWl2b9S8VcpsCx74Dm4c51cHl8s8tl/JnG4cXfE5GSX1nyNblylpgRuqsVVVh4s7Fg4iUYIaV/zvyQHEmtF/Ue68a1jC+O0sq+Jss9YSStRlLESJZ1Mlr1mu+FlrXPlsomMtYviuILkynHnCrVazotkScDsMz0I9oob0xiZY9/pPp0O3HhZxK1XRTcHYfSrwD94RQafnj4OsL5hzsrfe2iMzz/VRxs4ecGjUTG46ZfNqv+yWYDDKdns3+jhgxA5VxdPkU2hSutL0s8yUOddOmWwl3suhQV2DvS0W9xNC/mdnL1tQGlbtmT+tHqcwj50NX42CSplbzcDuZvgujGOEyFlyMPPuzy2v4GoOHgpwHP/O3+W2r9WMHjB3oUnbpMy3Z7Ha67u8/obuvzR/SFh4tNNJJW0sdiRoOLMB0+7fGK9IqmUyRWNSJMrgqI0Vdq2QkdYTa4EiSNQiZ1do7RGJTIHt8rAnd/IOi+ZkKVhnmJInhQ3+itTXs7kJbDnAB+yloNYs2tTwD/6vgWMkbhihK8/Nitl7dj64eUyB/jiUouxkcYVv/1Hf7H94tIC41WYXRqhH8OGkfLSUs5E2Z/LQB4QJUMsXvaDy+DO67vzMthSGlhkae/S0p9KFdvZUoC9GIeQzf4ozQFJu8mL+SAFuPOg0ik67vN5fiXmdp0YV1kG7yUxv/35SULh40iFl9Wil3IgxTGW7btBHZ4BPcnS6qmNlyQO0rj8xHe3+cyDfZaSCt2kQjUBNxE4CajY/s0oLjYXEGkeYVAIlJjcSVncSZvDHTvKwXVEOqfEtrEliUmzpQalZOoMaaQqgVvK0t8tknLlkubVgP6tHiulSrHaZUdkgH7gsW5MEEYOFxYkjjuPbw5uuf6WD+wO+80jXmV0EOCOUgjJ9nOnz689cEiyabLCmoZmqZ2w3LV7nmetZuVkxYDkzu7AQdIeAH8eVmQFO2Wg5xVrDAJdZPMFS7MGB55igL3zNqxsBkgqTxxHpiDPusxLsiQFtlua4+e5lsVdN9sNwrK364e8dEJyYaECykVJYfX3Ksydhxdi9fNhsvkwqQbXid2KxY4kdtkwEbFnS5enj9WIHI9uLKgoYYNNaUEu075PGQ9lgPNEOWBSJs8Lnso9sunfV9oytwOJ1KhE5L2tSfY3kmzkm7TMnVuiZpDBS/Xj2YjmbwfgBZunYDZl2ZLFEXbHiGbbY6Hp0Q9h80iPhYXwjjjmxxLj/fwKBv/qI4+hha/vue6CvnNXwPRilekFwWP77exqg51xYuRQtVg5tvxvNDvn7F3Sppk8KU5GuTSzAHd5iGaRwaOQLErkLK5UMdgm3/47BbhlcL4FuIsG5WH2dpQNLsM44mNfqnNxrorwM3lSHmhZymIyuGq9UhNA5qhkDK61IowdNk4JPvjWFgd+u0En9ukrn15ia1Oc7NhjSkwq0sBOY10pnV8ZTVoElwOlqGq0frmVLE46Xs+Sh87HXtsSXU25ySS/Vvl4DDPI4CUtPnz9/9sALweh9medW52Sdk/x1EHJ9Lzh7LzLXbd3eO3dhwn7xez8HOB79x7CoO5RSXdXL1zmu2+b5kKzxumFMRxSR0MxIDu+Vd7mFQE+YGeVwT1YhlkGyQDA023xih7CYvagUqUpVqp4qmxkm5J2NkoGcMekoyRKzO2WHZMC5G66n0/VDzlyDh58okYkPJRU+LIA2wC45SCLm1JjZqEtB8cT510+iSSOHbR2ecPtAVs/3eXlM1UCx7WJH5nGGTFDN5UpnecU5Omya0zJPjTF7Jkknf+YaHDSAU1Oks4vVBKZAtxiQORTaYsgk5KTU8iSMpMz8L2+HZCbnBoKuVtocaUMW9Y1wQk5MS95w80hG8fh1CFNnBQrlwPQb75MZfRy/uQTv+U/ua/KN/aN8vjBGotNhyQQjFbsxUOYATkywNnfSpuQHnQ6RCZntWGZMsDgZfYWK5m8BGypit2KM/2dzSJUGXOnU2WdIXB7+dM6JwV76zShU4DbdSKUE7L/hMNM0wfl2g2e0g5+KVjR4FD2wYfdsvKUXJ25KHmJa7aDgsO6kYDrd/Z4+XSATjy6yreeeJZUKtmFNm1fDNIkA3kmV/KKz0wagZO+d1J9rrQdu+doK0kGBnXq0io1DPQBcJN75OWy57LRsLp9SPE9X4HVSeOyakXzA2+M+K5bBXXP58UTVb72uOv/9E/9NE88c4Tbb95tAT672Of8ucPvnz//wM8E3fMcPd1gdqlKQxhUPT2QFV/BrLB6Vtr56c+iuBfLdRnDACjXbmQadhDYomDJskzJ2FsWululzO0qmY9tc9QQc7ulV9fgqHSvd6d4LVLXtmm500/42JfHWAh8hK9whMCR2ga9cvDmHB5/Vj5PqVK2wXpWWGeymTLpjgppaetozeGDb+7yuSf6dOIKkXLpScviRV1KOdAsBXdp4GmLRDQGicley9MMVCZb7LwUrVKwy1TCKEMiig0Mct0vCubOJEoRdIpVvsuQVMmJuvh8EFZiQDVkjwRYiqtIWaXhS2YW4cG9C1x19eU/c+jQ4Wfa3e4ncwZ/4vkZ/Ipff+Kpjnv0iM9o1aXhC/pRQj+ws+JW6m1eWZ+IlW+Hm1UH9Hd68Fnx/rA0EdLujCxWSJTy+LGyTMl0txxI+rhuOsItA3j+PrMCM0miU7AnOGlix3ViXD/kE1/0eeZgDaSHUA4VZQaCSyGHVyR7cGII4QMuSl6/PbSTQpKl711uuaLH++9p89EvVNGOR096VPJEVykALwOrDByjwVhwZ6H+cBuhNimbS3CMbfxVaV5B6TK4RakpOWPwwtId0OEU8VR+/VfoccNKWhx6lBg9O2dx7NIL7PYtxmjuuzFi2/ZZV+mz9ZoKyAF+5Q6B6wItxTq/ipAeSy04dUGwaGKCuJj4+t8D8PJXHliy0w8Gxq6tKlFK8zkG2DtjbjnI4GnHeTnQHB68OaC5y5JElTxvJ/W7lbUFHWUbl+cXNV9/osF8pwK+iyMEnjDFeIjMj5ZiBYuves1y1i4He2XLUJFou5HqeF3yhtu7fPaxPtMtn1A5dBORNwnn5yXXvWmwWTINTa7JQRudp8Cz7+GY0phrI1L2tqP2klKAn7lYg5OwiqRTcYMNOimDrspgTGY/eAVADTWkmzQLG4SS+WXFqQuCpbag368y06lgqi5BYP+1s7x0kkptw7bzJz719omRl9ixrUc/cGmGHhebLh6kuwDY5fRbAruM7/yOFSsOZkCXiqEnpRFipZG+WfdKfmKz0chD8qSQKQyyt2NwBli7/LTsbeeolEdOpAyuYjwn5OSM4NDJChgvrz1xsuBrODhmZTIrO3WruijlYUn5xk8iL8DSOFyxI2TH+j7Ti1VMYlncS4rygCyzWaTLRS4ViouWyZSM1UUJ6Ja9dQnojrRBp2XvTBYakqGbKiMdoU26Mht7o1OWK8Ojrs0ARvI8+DApmLKAyWIX+/fWrely9HzIxWVY7BlmD55gw/btb/+R977tKyfOnjvt9PoOjhvuOXyq+vZP/lWP6bZLs5vQD2JkLFk3WszK+G8uIyW2HvjXK9ibUtvT4HI+PGymOIkFc+fSRJJaV0MB5hC47Qi3leB28n1rCkniZq9OVhed4LohEPPI3jqHpqvg29pzTxazT4bb00TpgF/prJVXwlyiDEgVlcuUsO+ya13InTd0efJQDRKPWDn0tMRPVro4ZR1smTFjdAvyvN5jYIsSO/ZaG5FqcjvbXUkLfClN+ipKwKbE3OQ3mJQCkZAze37DDeDArEqG3wbCEFhjYGoi4N33LNELExY7dU6eTdi5Qb692+3/x6orTjsVz+rVteMeW9aMMTMv6LUSHAnjtfSkKb7lUitW+1kUX2VAd69g8XQ5k4OgzgCv0iW/CDLFAHtngWfmg+fgzmcTZm1eq7B2ytiZPHEyeZKNnnAiHBXh+yHPn5L88VcbBKEHtbI8WQ1YmR+9mluQsVDxWgSZlAqvSjuapQVGo1WH99/b46Enuzx33MMol77w6ImUhJIhtsylQTmaK5Vb5PeXzkd7aCXzVSW7cbUkZ29dkmIyvz62arps8WbXE5HKJsSgPBElJi85LeWv+q3gnuGn2a4y1pCM+IZOu8LFaVhYdOzObSE40mkhlMCvLWKcFqO1MUarksSszsKZJ1mydL81wMuszRCoy8y9KouL/ESKHODp0HZRyBGZBVqqCIqywfMZc+cAV1lnesro6ezCXJKoBOUkaWdLjOeFhHHCVx6r8eLpKrguQqiiNFaYNMBL3YPhY1sF5APgNuWxZuWZjrIUbFotHgQuV26LeNNrurx0pkYvDtHSoacVXlKUMqgSaw7ak1ku2azsHksZWxmNkSnYpcSowjrMnBVpBDLfaMwMrK45Y+vBVWSY3AaxUVpdXgnYZZWFxUkUQz9ULDY9EiPSA5hnsdtiuR3SbAc4/+E3v4zjOMzNz3LufI2xhqLmO4Sxph/YzY20Lp0QXjnmLbO8EBl/D4F7mOHKtqAcBHtWB55LE1Fmb0rszcBrDu5sfHIJ5E5pTrjjJKkVqAdeCwa3mctjF+ALj9SIIsveUgorT8RgaWy2oXL5uDKLKAdaOQtcAvagm/HKwWajovju1/b51MM9Dp23LB5ISS9JWVwblLalzbk0SFJ5kGT+SYoWNfg9HJXqW2W/j0ytQyUFRlqlo2VR/yNlCnZhtbcsXb8y2KEA+7C5kIWPYhU590qqISMGux2joBcIwgjqFc1VO2qMOQc58eIccRLhXLV1Hikl3Yk+V2zycBy7/fLFBcXF+Rh6CYko152YFX9drPKFVr9LvxXIRSFRZBaZl7V3sQOBUoVVWGbtrAnAkaT7QWbdPQXQHSebEFW4J27ezRLnwHacCFdFxCbmM9+o8viBKlQdEA6uFLii1LkznMFcocVfYZ1Na0IG5mrrVwg4E4lWiqDncvtVXd5+d5eTf1Il0C46UfSEi5tYO1VlzJlk57hwVgYpqrjbMs2tVOGLK6NzsGsjkNoCXcqC1QdMAGPfa2EQOr2WULTVDV//IfJbgZ1hBs++awrDOBF0+5ILcwkziwlxAgKPaj2iUllAa41z1a4ZpJAEYYdOp0eY+PT6ihdPjxCEyvrTslxUNfjXV7vjytv5DfrfYggEGcCHdhYQQ4xd9sBLoBoouFK20aF4P/R0rBxxVnkqVSR1MmniqBjXiTg+LfjDrzTA8UC4CCmL0Wal3sv8QmdsteoaW2LvTBpg2WNw2xaRF/fnSZ+UxRPtoCOHH35Tl88+VOfwtAvSIUoUPSltlWG2qmCG2LK89pbkSg4aU+qosT9LIzCpHSulTelLI6xkkeSglmn5S2bp5jUqkIK9uM7libi5q1I6Z8XvzGqnL7cNBVDxNJMTTZ44YuiFEIURtbqm0bD7sTqffriGkpJWW3NhIaEVOSSJ4OLFmE1jdk5f5mKsfrlSSIvhL5fenSVdWoC+0GR5vXSeuSz2iSmztiwvjaoI7FQ2AzANKlXWrpZtepq/zwJKU7B2nrXMJIll7yxzaZyYTz9c5ejpKjgWSI5Mg0tR+j6iALUsHx/Fc5C5S29NVjtfmr6beeIrun3scKAodtm1tc/3vK7Dr/9JhUhFGOHSTySuyFLsGXiKEolB9rbvjRGgSjs05DeflSrSgDHaSpFMe0uDkZbRy8m4/L0unQdZnJuBoHc4TlmVwQvUD9epZonA0VrCnh0R69aGJBo6HYER4Hm2Rc9xxRi1ii867RrLi1WmlzRxYphs2BFheaS8iiTJfhClv7oyoGSl7hoCdS5PMkAPsDiDAFdlBjcDDK6yYe5l/a1Myd/WuTxxVOF3K5lQDO20LO76IS+fEfzBlxtE6cwVIW1wmfvfuTWWHpcsLlxxN6+G8AJImqJ8dTVNrvPpYWmwqawvXvUUP/KWLl96rMaBMy7I0DZKJNLKp4zFM7AlqVQpg9xg+2ZXMHn2Hez5NQqkMUgtUbLYYkYKg0g1eDnwLByxMthXylLSVWU1yVImyWESLYjSkCSCVnuUS9eFxLHknFbMtUYIkrqIoj7O933/T+7U3Sf+w6kjnyEMazQqLnb4jsqDOIZYePhOGnxfgDn/LNNiorQclRi7DPLhQGWwwGoQ2PKVwD2wP08BaOuWmFVkSjoiIZMmKkKYmE89WOfUuYrN8UsHKSx4nFKXUaZ3h2tQBmzCFSdtkFBXTfoYBnR4kg40TdLRyFHocMnmPt/7+g4vfaKCThQIh0h49LRtiJCClMnLCZZBJrebaWQ3V/r7oVICaUwaaGobfKafSSEQxp4DbYqiOGEGa3L0KmxdBnyG4wL0xTI3gK8S4IUg3yGjG0imFzxAcG6ux4MvLPND777zP7zz3mu/x/HCr9b2Hz+3+4+/FEEkGB9ReK5T7COfpejNK1yoFSxeLC1yCPAZuIdBnX1WALy03IlSILcC3Jk8KQLKHOCOsUVQOajTf1NmbyfJJYqbDrpRKsL1Ik7PCP7ywTp97Vp5IpQdS5G3yg12GGUyZcAeLV2w7P2AFBhgdJEnX/JNAlKZUu7X1ErlUqXqKr7vni6f+Eqdk9MOyAgjFD3toErn3cYFadCJQAzLlYEiD4FRBlVmcUSqx0GZkg6XIIzBCAt6nSV4zGCstSL4ZvX3g+wtBvA1BLv8PNqtwgVxYkfxbV0vecfoPItLh3Z/8ov9mvPsoRHOnhtj1B1n48YKo3V7v7e6gmbHEITp1CFjhgwUUXpfBnpJX5W+5OrSZLBqUJSAslKeDLK2LIN7AODZnjOmBO6UwZXGkVmFoLY3gIrT2R8Fg2sV818+P8KRM7Zjx7K3whPkDF4ezTbc3DCov1fl8IFpG2UGH8gq5iWt6UjqXKZIEm2nxe7e2ucnvrvNP/uoT5KEIOwN0EWg8oDTWoSD9Z4rNbn9SlmgaUGeuRZKlhm9cH2ktDGfThldp5/p/LyIQQYvxSvDBDAYeK5UCHkuJrcJIQih2Ylp92zN++iiw1h9giu2VJlaq3BuvqLLJWu7bG60USpEKUMYK85M12l3lfUxS108KwA+wOTDGrz084DZL/K52YMlsqwqTcp7X0qVzd02A/KkDHBVSuYUe/VoC+LsVSU5sJWKUTJGyQS/FrH3mMODT9XoJ+lm9tKx/npp9SjS1Gbgph2+eCsiqNI5LHvQlICdj3jINxjQxagOI3JHJY4ti99zW49r7u+x96gLjQi0Q4xLX9jWtoEy2hJbltePvLFXkbo6Ige7Iqv9MGmwmbK5SNlcpKBP5ZoxYgWwZen669WkyiqK4JXkSUYQ2QayzU7E2bmIMLEY6Ucxs3HMti0ax/eazDaX+dRjTcKkiq0PcKkrB195KCVSIA6K7QGNncmP8vUcsACtwT/AdKWy0oH6k7xqzQzJE1NqVzPp0JvVGVyp1bR2GlDmr+ln6eB8x7FZy9lFzce/MMJLJwr2FsK6E64oJXcGamaGgqihC7Mahw9kMymzd3lbj3JdihywDZNEEUvb1nbFjoAPvq3DuY97zHYkCIURkkArXJEGf/l3MSVqKljLDDG5ylL6Jstw5gqmWHVyYKdAT0lJZwGoKIq9BsE+TH6rMPoqgC+QXkjX0bpg/ZqY265fRMgIKQSLrYiObNPTAc5Dz63lwKGIfS+vIdYOUWxwHcm2Kdg8lVCtKNs9LYcliVj1CxRBJLltNpzkWa1uOgNM0S2SMbhJPfBCpqi0szvvNFHZ7momn+eRgbh4ltm8aGRQWWJH2YGaDzzr8bHPj9CJPDtLQjhIkTUVCzu2rNQvOmyDMQT28kUpoalIkacaOJcH+fI/zOQloCcKLRN0yuK1aswPfXeXJw/6/NkDHqhUqghBT0tUUtTaF+w9XIBVwLw8s0WZQrJY3W3yG1LJVJrIzE40aGGZXguRg1ymfy9zmjTkwB9k8iGMDQG7jDUpQCi7pcyWtS5b19fw3JgoVjTbCaJWxan6ONvXC6pC4fQrTC96LLVijDF2IKWnUFKmmUPxCnfU4J4tq0XK2eer13xnAC85ESUJMLDjl8ICrMTigzIlHYyfs3jpWbICB23BGEdGuF7I6SXDn3+tzkLLS7OWLkhpg8ty3Xcup4Z3IiuE24BCGaptMOS5ioHJBMWuc2LATTGpTMktQ1Ok8KV2CEOXqdGE77uvw2N7q5xdUiBDEJIIW4yVS6nUwlmtAGtgeSnVYCsMqV2eanD73zOpc2KMbUbXWSZzQIdbsOcS1aSFV8MlDdj/JgziJjMpcp5If5edv34oODfrM7fsoTUsteDk+T6X7K6wcbPCOT+vEabDlbvmqJ3fwLkZD62z+t7C5Rje7basiYbN+tXtoEG9VSzxpVkoedKgpLnz91mbVAncotDc2U5rjlwJ7gEml9n7ONffjhMjZMI3nvV5cG/V9rVJJ7cGPTHYNaPK37UkuQYu2LfM9BRAL4N8eMfncvFV5qhoXQa3Rmll5UqoeOP1Aa+9scuffd1FJ5lUUQRapa5PusdOItKK8BTsYgjkkpL+TplcZgyfATrtChIm/95CYFP5qYzJgChEcX5yPBko16oIQcrsRfyW+eQDDJ6/F8QCohh6gcWq1oZzcxEHzra59Koem9dGONWK4PmXXD53f5Urt8DmKTuUEjILhny8QDkGZxVQD4C7fMFXyBMzAI6yHCkDv9h5N/td0fyaj2hQ5f0xSyCXekBru0OpeDuSLA0uVcTpOfjswzWWml5ec4KUOIK0sMrkMqkM7gGQi0Fclx8rMF5yKMqp+3KiZ6WjUvRsSi1RqXWopGXxsdGEd97d5cl9FU4sZHXOCo2gL6QFN0WVYSZSVnb+2FgzA7SSxQqjcnCbVKYIaw+mbJ65KRkxmUyHa9sAkQ6WzTPjecApi5LaYTwVryI/eXaui7WxdWJlk+dKrrpE8JbXBLijEd2uwTk74xIHVa7YVOeSjQ5rxjT1qiaOJYstSTewZYnZyR9g7mFgD71fAWyRaS9WlSM5sLPPpSlZhAXAZRngZc1d2gy2kClJibmz92lwqWxRVag1/+mPR/irh+pQGWJvWQz0GZRWZsABypb//PysAvRViXywMLtgSJPOMdFDNSqlLdITrVDpGGSpFVHf4d2v73N2tsn/9V9cuklENnY61i59BKqsfTFEA+xYZDTzOqzMG5e5wWITPyZlWWNjJCMEJgV6FogWOjw9ZyaVLam1OECUpiTxMpwMqYbCJjRoY4hjQy/QLLc1cQK1CkSxQ7+/hhuvr7N2rcTZsSFhy1jILdtbTIy2qVVDZpYEZ6breO6opX9R1Fnl2mggsBz+cjaAJHst22mUgzOzqlRR0pR+X+53zIBNaV6eKYLIdHaeMyRHMt2dPcud8o4X8+Ihh88/UiORrmVukQ3XZ6CpYaA0lvINLFZn8AFEr4R33lU/IFNKLK4pqvnKFYZGDrgqMtXiSZKgdMzb7+rxiS/32XdYYWRImuohEg49ncoUSno8lSh5NjOXIyVpkt58ShT3pBIWzcKAkSYFOSWr0OSAFukNgCjkzCsR4grCLJOqKL4PQBRrkF3OzcPckkPNt2aBrmquApyH9ndIwhaeXmZqzKHmxTz9ksu5ix7X7ijm/72SZ7m67jaDF1wMgljkAC8D2wxYhGVZMszc2bbdVsJYoDuZts4BX2LuMnuXvG9HRbT7ht/5fJ2TFyrgOSBTa1CK0jhkk9eerCiLLV+M4XPBKz9M+U3O0OT9hjrzoss14qs5KlqhtU53vVPEkcuODQF/7+1tPvybLq1YgohAS4yQhMh8dzRJxuarBZsiW1JSMKeQl2m3j8n0tkmZ3QLYyEHtbfW4BbvJbhZZzm7bvy3T3w3UqmTjJnLpMtg84bmSjVMON1ze5dRcwNMvubieouZ1uePGi1x7ucKJY59T5+rsfWENY3UXCSQxjFYl88uaiVFlcx0l33cY0LkFtJoeTQOFshVYliK5ZJGDuluUAK4y3Vval0bmLooecFCsPCl73skQqGOUjFAyxqnE/N6f1PmLrzWInVSaCKtb85a0cuHS0PccBru1Pcv6jRW+eBnhAyPwKDF3qXy2ALIpbQ1o0oH2ttVMJ5JEKKR0bOAZJXzfm7ocPuPykT9O9xQ3tvdM4xIIaWu5s2hvyFEpPHqBkSmAZabLSd2O9IZMS6mlSBk8Cy7Ta1iWKSaVNQWDF3NTskFW38qwKJjddnK5jmRyTOK7k9x8acB1OzQI2/ByyfoqSlZxbruswvbRCuO6RqJdeoGd1F/1BbWKsgwui33XZSqYVv0SKwLLwXFsgz+vDCgzH1wMBJiD7okdxF4C+RC4yzp7cO96axVKaQNMz484dEbxJ/fXWWi74Ks0sHQQMi07FasPtB+QKUOSZOC8DJiGqzO4yTxDUwR4haNSBHPZrtFap43B5eSPsDJFa41OFIlUTNUT3vfGDl98tMrhcwr8yEoVIex1JqsuHGbwDPSkjGu/gyp974zNM0BnQNcpGQghcstQSmsxypJ8KcBdXumz+KVcXZiev/LYtxKpxImh05McOV2nVrFJyn4A7U6di+0p1q2fxJkc08RByHV7WtSro5y+6NPpWVC76ZYf2V4wgxevuKC59VNi68GnGXIbzKrB5SuxdvFz5pzoAaniqIzRs/JXXciRdKtvJ03FO9JKE43my483OHrSt71asmBwJci3RykP3h/2uwdYaEC6vQJrDwmAIZUy5KKYFa7KYEubtDs1aImURaWhFAqZOERxwu5LIt58e5djf+WSJKku1FaPxzj0hU27C51mm3UKciUwpZnYKmN2yKWJynV3kRiSIruHCgdlkNHL56pMdkUB2GDCJ/03eQBo/3damHRnOtvU0O3b3Zi7fc3p2RilWqzZFFAdNTi1iZu6Rw6YI59/aO9VN14asGnMY3JM5gCidOIHLtDABR2s6S2YfIjBMa8cXJZ3JlOl9wOau6zBTbo5Urqld1o8ZQGfFPIkBXVuC6oYtxLzmW/6fOSPRljsuVZ7p4FlkZbP9mcfTuoMH1N2HoYzhWIlkocZfNgmLLF6xuJaW5lQHgxktECL4XrxlMFlWogVaSYqmg/9YIsTF10+97CEqgV39q0joXImB2FRm4E8L80ozGFjsFZIelwmZXmjU6APADqTLZksKYgtJ4bcK091eH7+ymRa1t/FV8rq5yFbKewuHTdc3uWO69vceMPUkfr4tV2196xcPHFm+kgcuh80kWLLWsXaiYTxRkLVt1nBgaVBClam04eKpKQZ+Myy7uD7fKi9KgWQasjnVqbwt8uFVKWA0slliC4swDyg1JQbGZSKcN2IiwuCj/zpKI/sr6e13h4oD6SDowRVafBLjQ3l2SflbVMGZ5MXcxKHBxKtNuYi64ApOpNWO5dm6LwWwXh5qmvx89BsQgxTYzGxMTxx0KPdHfI1S36KpLzyvEItu8gkyypaq/SPzCq/ykoA8oxtfiOLFTe7/R+UPi/V7ei0ijCKDb1Q0+kZOoEhTgyNmuKKbYpdWypIc/4DS9MPPeu88zVjgDASwWSjw5Z1PSbGAlwnJogcZherLDbdgSg/v7uGtXZ6ElbT2+XPcyYculBKFPq7mD+tB1i7YPOh4DJzSvLfZYkcq7ultBnLUGo+9oUGf3l/vZAmQoEssbcsJlbl26gMBZTDz+z6Dzsq2S/KkmXQZx5kcJNv21GWKGnJbMlNWWEdyqIxQgqJlrbzR0YJ3/fGHi+edPmPH1f0E1n6gsIGnbmDP8jkeelsCtFMayusY6IoFV+l3rZJr5/Rqb2csXnK4BmjZ+wtB7Az6K4UMZ4YiIW1sYBudQzTTew4aWWYa8bMLytOz44xtaZq4ljjXL6rixCKJGqhmKdSD0lUn099w+OKbZKJmksU+3mSZ3D+c3Hh5IpAYLUAs5TkkeUlvwTq0jD1svedbZsxGGCW/O4sqJRlK7DsfUcgYr6x1+PjX2kQxI5N6ogU5NiB71lwqVKJUnZLVtaerJzv8i1UyUoyLNGbyVgrAzZpYEnqnmByINs5mtkYZFujYrREy7Q5WRiEtrugxbGDX9N88E0dnnvR54G9dt6Kzc5YVGrjEBhhtfhqciX9xioLPtMMpv3K6aYIOgN4epukrkrmnpj0T2Yp+txCLJ9DUwZ1EXgOaPFUs3uOwIiEPZcssmt7wGe/WWU58dBtgTkvGWspkiTB+dj9lsgWlgyLS5JqtYHvjjI9ozi80XDtpR4TIxLf00WquhQ8lp2DMpMPsvhqCZ0SsIUZAPyg/62HwJ4FlHZD0jJzl8EtU2DLtFPHcWJmeoKP/NEIB4/7xW7J0rHsnabli2E+JUuwBODyylTwICuW9PIqt9pjYDke/mxF2t6sCDaLZ7b/ZarFhUmBbq1DIRyifsJVOyM+9INNXjjkMt0bZHEQJDj0JQgjEMZgZyUPgtyI1FERxeqj0rR9Dm7BQGCZB5uCIluZg7uMmSGyyG6EErPnUwsUeK7iunUON15eY9cWw827Ejy3RcUPkDJBY4AEJzLrMDho7eAmMdXEwRWCKzfBSE0ShC6xtvu5ZgmXgYtcCh6HA0vBSmAPSpThLTAyaaLz9LwYcFB0zuJSrgLuPFtZYnFpve8wMfzBZxs8tK9q9/bOspbSwe6eTNqxQ759YXZCB1ahMiyGZUqJ1QfKGcogHhKmZWkyYBWuWptSAN2yeRp4ikKiWIdBooVCS402ikS7yNBwz7UhP/yONr/+55IgK9DW+Rcn0Yp+9q3lSpArUfqdJmdulfrlOcDTUuiM1bMkT7mVrZwIysnSZIH7YMCeMbtJkw0KSz6+6zC3OEEYjtKoJmgSjAjYtGWUiclR4jjB+cjPfy/1eoNnn3mCR7/xVTzXI4ptiOK6gnpF4LvF8Jxi94JVQF76siu97/IM6dJ7MZiWH9z/ZRDYuSzJalDkELiHUvIydU2kF7PvoM+vf3yEfphu85AmdAack5IduFpL2qAOL8/gXgnmVYn7lbRLOeGTg35YixesbXTaLKyFZUdZ0uFZKa2QyEShhUYLRRIrKp7mQx9o8eDzPs8cUBgvjW6NyDeCiFcDuRzyx0sJoOygDSLX4Jm1nwE5qy6UKdAlZQdlkCQyt6Vg+5Qwsv99KpVDqVlsxgShwnMVxijixJAkkjd/1+vZdMXttNttnIrv4Lo+E2Mx1162TK3SYLnl0+w4YLIZ2hm4h3doKE3u578N7MwOHGDxAfbWq7wf3IS0KLBKSsDPZEnxXskYR1h78MQ5h3//8RHmuh6oErhL7F1ob0N5mHw5e7kaY9sVdHAvnuwXr6jIS8xNmkhZTZbkKXxMNr/eWoSyJE0GUvgSI3XaFFzUqSRCI6RCxJqpWsw/+WCTD/+G4vhFASIeFFlSEGtJQOqlSDNgHRptV/Hss7wIK9fghWTJBkYZyHcIEdreBFaGlK3BEpmk4GZIpmQ77yTaEOuEKDZ0+wkAra5msauBLq8LY1zPQzoOTrcPjms4eT7m84/3uWSz4drtCROygRB2hp/t4ijKNzOdaP9wAeqyJy5XBXg2BapkcYlVAstUvuQbj2ZOSqq7s73Tc5lSdk5U5pokOH7Mchf+xe+M8tmHasRuWXdnvrew4C67JgOBJSu3OkzhMPB5yVoT5X/4Lal7MF2fV7StBnhgRRp/gNGtPEm0xBY5GYSwdeNC2JJSjbVV33F3n07U5Gf/nWK5m2qzrBhbC5AOsZH0dVmSZMAt1YEj0vLZNLuZAVqndSklT3ygNiV/n/2bYjU0ZemXncvSMpfVygP2Gqdj/EKjuemaDmvHOmzdGKEUVHyDs3ZMMjZZPaycxufOz+9++8WZBSZ8n0s2JYzUInw3wSAII0kYSeLYjtcdZK/hLSvIgTuQyUz3+hFyKKhMt4G2QazO919UorR1tFwF3EqjRBFQ2ubhBCVsGayRmk8/UuP+p6rE2RBDYRsBQL0Cew9KkXINznB57EBqvvQckCrfItAsR5kDnT2ln4f1eDacXsoU2LJgcJEnhtKftbQSRUpbR24kInHwtOFNt/R4x10+n/iSRCfpna0je6AaDC6xFAQlkBudvmY3oraFU0pbosurDjIml9ZpT8eR5+BeocNNeXVMicLkf3ZAvsXaEEYQxvZG8xzDSBW2bfS4Y0/Mlg3jkFQ+N7M4cjjodVG/8u9/jatvvHvZ96uNumq9feNIk11bJds3ttm6fpl1k03qlYgkUQSRgzZy4CIPJHay7htV8rZLv1cia1BgoMa77HGvKKgqbSOtVjB3UkiStIFYSrufjhaav3q4yr/86Bin5/w0oZMmdUoVg76EijLpvMF0IlaebMqSOYNbiOdbqOTHX0wAyxM7YjDJMzxAtLwj8spkDoMjNMoSb8UNODh/cGVboFlxMxoM41XNVbsjLswrDp9yBna4LyeCdCoNVq+rKd4bMXQXD6xew52fgy5SBt7BlU0McwDaQJzAUldwZgkutDQLPXuDehKaLcXYmp1s3bbt17pLRx68dPd1do+eK7ZZ8IwRoqJFGo2IYxe7/ObnHIz02LPF8Jo9CXGiUg/VfEudnTG5/Tea8sZEA7vi5hYgudYetAmtlzsYaBbuiRSloFLEBdi9hDNzkk98oc7REz7UMr1d8r1FagvmrG2GAFWk4lcrjy3clfKuBcVFXvV6D1/EV7joAw4KvIJdmKXv7XbaWthhPDmbazvfW2S+uLABZ2IkQjtEkWHPjpgPfHebZ/Z7nJyTVqpkFKztQRrtEEtBP/XehU7latp8nLO6tiC3UsXkmpycqVPZMnQDDjB6yUbM1UBJp9th/IJqTfOeW5rs2dJFKM1nHhnhhXMNDp/V6KrBG1f0+rYrzQHYtXMcz6t2gp4b7T/Ych9+wOORF9YR9h1GK4KlGYETumxZbyNxR2X2XSo3hgGfd1Ab5HCQWQosh3fItZWEZUBb+SJVZhtm0iQDty5VDha1JjMtwX/85Ahffbpq6y9kGdipNJHgZ6wtBidVrRjFVtaFQ2DP0FuKLb8d6T3EVhmy7VUeZrZCrqxiF6ZaXA7MMxQIIdHZ2LZMnwurx63o1CRdzVtuCjj2/ha/8l8Fs93Sl5ZQ7CNrQW5/zgqxLNFlxVZZUZoBlC7AnAWbMvv+KZ9nnT9lTV7438MrkMgBXqtLrtzgcsfl42zf4FGv9bltd4/HXmzz4N4qI1ONSNY3dZTqFgD3Ky7Cv+aTf/cf//rNLx669OeSoMuOMUl9naBRFUyM2l0NoljjuxSTREvgLAM7CxIH9PdAYkcPfJ4DWQ6zeCFJCjelDG4rUaRMkGm9d6Q0v/+pEX7rLxqExhl0TdKUPAgcwMXknnd5FsvAOIihxE7O06XIfyD4HAa1WB3neVBpBj8rg3qgb3PIM9emGNVQTgDJ1F2RqcMiMi0udarJU5BrjUgMjhPzM9/XYXpR8h8/MUY/O5BsNFX6arQiyrKomVOSNh6jc8ch7dqxbE/WJbRCg1tLUWIGWHugUrN0A1BqhHAd0Ink+Nk6S60qjVpCoxpx3Y4+d17tU2ks/sYVjUs/+WVzpAC48G/gF/7t7yGkDK7cVsXRESN1B88VeK6gVhGM1A2+q3PLMGsPWwniAswiPYgik1kwd1EcVPa99UqwlwCea+4SuPPGYREjXM3elz0+9VCNMFY2oVNqQSuzt3VOhmYMlqTKMFuv1tUkh5k6kymlQPO/ReIDhUk54FNw5OycAbw0cSp/LZhcpkkfO2gnHdWQSRgtU9xaRhfCsU27icbxY951T5eHnvZ5+qVqXgeeyZT8S2plmTyTJlkGUxZWphIrJQslNh/wxoUoqkxNuWalYPM89Q/EAsLY0GwnaA0LTYnnOXiOQ63icem2OpeNjQYvdf4zb7ljdwFwgHvvvBKl/AfPHzv3HqmTXZ4L3UARhhIpNb6nqXp2H3fHScE9VCZLmc1F4ZgULF8A2gZIesgLL3S3UplcSd2TzOMuBZeZHShlgvITnj/q8uGPjPHsy34K7pSxZQZ0iRBiQHurEnsPBG8Mgj0n7RLIEaJ07Ctfvy1kp0t3znY5W5eKnMqfZcMv09oU28lO7piIMotrk5fVytw3t7rcShVlURQYbr484lc+tMw//DXB3iMVq8ehyHRmd3MK8kx/eyUwl3W5TM+tlSgiZ2spCjsxA3A+9i4tu80clPx8a0iEsRMeDMRJTC+wpSNBJOiGAiEStL+HO9/43YRRlJ/bHOCvfc3VuF5DPtr/lFycn6aX+Kxd4yKSGkGk8NwEz7WSIS+gKV2owbT9K8iTFWBOQSzMkDzRK1l8FVmS6243IdSC3/tsnSf2VdGusocmMmCvktQpdeoUDQ2D7F0+rqxUeCBzOSRPBnTJtwHugSBz6DNT/nzIJpQ52EsBJ8UGUTnwRRpspho8axawYxwkQiiE0QijkJHhjusCfuztHf7xR1zCWNjgBJFvc18GeSIEYZbwSYGNLrKZKj0xpnwDpGycATlrZhekxyQEq0m9DGsyhn5kcBV4TkIQCSKZUG+E9HoRHQ2j///23jtOsqs88/+ec1Plqg7VaXpmepI0o5E0EspCQkISQYDAIAyOgMF4bf92Aa+92AvG6wAYjNeLibYJJofFEgiwjEBCQmGUNQqjrJnR5NA907nCDefsH+feqlvVNUpICPDvfD7VdeuG6qpbz33v8z5vOH0jNJr+k1tV2wAAPfVJREFUUoBHkcJB7zy0sH7yyptmV2870OCikwSnH6sp5X2yGR/XNtMGhJEkDC0iJc2HJw3uXly8TUdEKwclHdhRbbC3Xqf5dzuQkwa3lGZGtAj4p8sLfPvHOXw75VR2UBNjVdrFDCnunTxIad5pBzP9/egK0ce0pC2jPb2RNhK9Os52a+J0FCfH9FfH8+ck1jymNiZxSiJafFya/iSxqmKWbQQQobEDzaUX1Hlkt80/XVYgjES7ELMb5FhmtuE4uqpjwVqROJM6BrPpkWIldKNFTfRSTZwURUl991BBEAkCZc6uZ2nynsJ1BKdukJx3UsRcrY+R5eXNUsjPa9XDgmdzZe7ZetuDa9at2+ne+OAZFRt05BLpBgOVRcqFBTynSRjZzNfyLNQy6CDhet3yYDo1VsdyIG0r3gHmNPfu5t0qRVm6wW0UE1/Bv1yR54OfK3Jo1o2rc9KKSRvg7aBOO2MwKd5IQNymKb0KqbumJulWUjoczycvW0sQntaBE3CkwZ8UCrTBr1Nqikhx9fa6RD7UQplU2uQ3iZ1OEU9yYH4z80ykGe0Lee9b59EaPntFgWbEUUCuARulBE0R93ARps0GIrHY8QwRcXcfnaJhClNkoeO+KjKmL0nqS3LulDbgnm4IZhsRKIVjW/TlJBMD4CiP2rxFsZBnaGj1nvu23v7oSZtOXwpwgHx5FcDB1avWqhWV++TGNU0mRqfZfnCe737XohnlGKlE/Oq5AUrliOIrqgO8ApZIgR0c3HDvNMBFBy3ptOJSRnHDy7buLZNCBltz2Q9zvP+zJSbnHHCsHpbbOJZt6627JEFaF2XS0rmba6f3o7UtzVWevuXuifUl0Y9EGkwDI46ca5O0ZBp16nbhQZKARUpFSakpUuiYs1sxv5UtKVFgEfqa4XLE+353nsNzkm9cle/0qHtYco0kSHJRpMldt2MQG8cz7m0o245xYrW1EMhYhWkFyGOQp1MmcjmfN71ikrF+n0Yo+M7mPh7dU8C2QsLQ5jWvWK02rB8/2H1OOwCu8QD9J+dtCs44fHD+9HJxmmu3hvzf6yrc+2iJgZygnNd4UnDuxnbnKEE35WgDOh2eb8mDspuTd1OR5AJIHEwjA0oRO5YiwnIVjx20ufzHOSaPOJBNS4Gy7WAKE3lNU5NWj0G5lKI8WVqs7MT1UuCnN3IU4D8FeWWpNGjkNkSafy/NExcpyqJEm7poJVEYZ81cNjL+jQyFEdoyeeBaE/ma4b6ISy+ocfvdLtsOitjpjOjJyeN3DONtiaqS3iZjlUXG9MRKf0cRt38T5qdLn0vH0mQdePkJiotPrlAphpQLNY4ZneGb1ze579E84c4Mg/eKO855sf0nUsqO89gB8HXLSywe+obfvyqrvn6V4vH9ObZuy1GwHc6Y0FQKgsGKSyVjMbsYUM772Faii6ecxzTAu0BvnlUb5GmHMkVJRIuDR53WW0RYnmL7QZu//KcSl9+QhUwa0En7hwTsKWqShN8TC07KeveQBdM8vPV3iVyYzv8WHdp4slPL4ou2pe5+9AZ2Oqsw9RpatEToWE9uBYFIgV0sseJmn0QrF7F8aH6LOC/QcPJGwKXnNKjV5vjLfyqx46AAN/VBVfxpzQcg6SgeaBPaVwlFiX1VO/7+JgBkHM7EsptswxQnEQZTYNImSnmYmy9wy1aboT5FpRgw1Ffn3ZcusGX7AofnNVaxT33ii7f473zrq48OcIBc/zkE8/Wv1Op7N+7ft6e4cVTQV5AUcpJCzqJSlJTysZVN5Y20I4+dkmDaqVxitVsWXXXy78Rqxy0fOqiJq9hxyOY9nyjxrWvyKRkwSaDqciyhq3l9b1nwqHp3mlenlZUuS5zyOTsMdXrpiYx2typFall3U5Vu51Ob6KIJ16cCPyrRwuPnmKZAkmloACq0keLMZ4xzV5RGiIDfemkNx4L3frLMjkMuOFEnyJOIp9Cx3yOIUnTFib9IQq8sbUrfjFTY5uGqZVDa/cQjaTp8RQrmF0N2HxDMLVoUcxn2T7n0FQtMDDZZt2L5/PC6k79i2Tne2XVelwBc2OPcfffWf/2Vl57+7mBhf3Goz6GUl+QymowHuUxEIRuSy4R4bojrmIp1E06nZQ3SAR8DZFq5Jx2Wu+WEqh4A7wK3p9hx0Oa9nypx2dU5VCtDsF043Aa7Sf2zRXedZbdi0tWzhd5BnW6rTTfIWxfAT8fGe1ITnQa3SEmFiSXXrVIzA2zdArTuenRadmkujPZ/bqkrYBGhsFC8/iV1FII//2SJxw+6prwrDfJE/lC6FW9QCHxlVEQlTEpyK3xPMuVgTBWFuRMlRUYy9h90rFpZDZNaEIQ+c4sWnivIeZJyweLIXI6zX/TCaUs1/3VifNWS82n3OsmrVq2kWMz4Z26qUC0doZSP0FoTKsNnXSci64ZkvADHjloATpudToDr2LHspimdureQSfqrikHfBrftKLbvs3j3J0tccV2OsCOA0225ZQ/VJObedIXkUzQkSelNg918l6VtFDqCP+ltaQnxaQG7TT+S1+kStnQ2Vkf2XUfylbF4gnRhcjv5KrHmWkiUSoyRBK0N2OOWxIlsYsI5IZaIeMOFNRxL86efLPP4AXcpchJrDvHx0jifHR/dOKBpMpR2OkVKSRIR2JGZPS1U4EdQayqY1QTKfK9CBk44psLLK2P+6MhIz/PaE+B2qVDvbzz026eeXLnma9+/P1fzHS46ucn6FRlq9Qy2FZHNBHhOgBVXkIRxK7Gkn4XoQVXa1jqx6m3unYBbyIR/t51Ky1LgwFd+lOfKn+QItWUqpbudyhTAW46l1J01lilnMm29u614r+QqRA+rfjTEPkWQd6eKdkqG3VHOpRO2Jrp3m8LEsqHQbQczseBxNZBIiiK0NNNso9FxsQQxRVEpx1NF4DgRrzqvzn2POLz/83Z8EtOfuhvkyZBE8aYIcOPvo3RyRxVxRkC7g22gIFDmYnWlIGdrioGZqn2uqdmwapYLX1BnejbCK6+vPbp7/rdXTqyuP2WAb772P3R/pbD93m392+68v/+EQzOCI0dC3vaqkNGBkGKuhmPXsOxmDAyHRjODHzgG5LAE1KYAuQ3mtlXv1LuFTErRYrXEUihbcOWNGb7+gxz1yDIpgB2APgq4e1GTtPPYA/C9ALzk0SWVpIM8aS7+ZGJJT84dR81anZt0F02JvTLd85HQE2IaolvOpUrxcKV1CuTtAJCUMbBV4va1rXkUKHKu4tdfvsiWR2x+cHOOyEo2d9xOUl/E2GmtJVoIgjhEr7ShjjplzYkvzFDDQiQIgoCcaBAJmI5caqFDnydYNqh543kuJ6wSHJqxKI8UtuXLi9u33HWV7nWOewK83pRM77/70JqR4tvf9tqVN19/yy6Ry1aYng1YPXqI+cY8X77a5vB8gawX8eozm2xcGQFOywKImIaIrhyTtrIStcCfWO6EcyfKiWUpIht+cEuG9/xjmYce90y7qQ4q0g12A1aTBqs7I5Z0grhnIx+6wN1lvRN0L7XsPaD8ZFZcp/aJI30dmNcd0Fla5dP93BHC1y3n06gW7RB+0k9FJHnjiJiqYCy2IrbitMV3ocEPOW5VwAffOYfWgh/ekiUkQWhodk5uKa2HFX9HiVaCQMS8vHWC9FJjoCLOOuYwrz5rlowLk/MWX/lhlVq9QDUnOHCon6mZEF+M6/yUePuR6XsPvfGSpfz7qAB/9cUvZ9++7fRVSlHtxttB7GPjalg/McdiMMeHv1ngihsGyVguCsXc3Bx/dKlPLmOhtdHHRXd0MrbSCfDb63uDW0pFaAv+Y3OGv/hEia07XJPA3Z362uLfskM1selhvVPcO2lU1AHiowC3Q+umc7kDzy1entpyNJDrzm0duSetde3c7yVps4mxFJ2yItDK/UjC+CK25BrRKlgRiUQoDf82oDZZh0hiKx6TIom5M0igGXLiKp/3v2MOKeEHmzOEiZPZ6+JOX62xMBt1aU2CWE6UGltDX0XxGxdoLjmjhEbiOouM9U3ykW/Cg3sLlPIRx63yueCCjUysOS2q1+eYWPk0AA5guYNkssXHXdv74nmnFt+ycngPjx1a5PIby/zkrj42jEiqJU0xZ7Oif5CpmTqD5Qau68eZgEmrY9UCtEhTEZGiK92WWyqUa07ee/+xxNbHvbi9cS9wt51KIUwSldvtWC6hJ70kwh5psmkw97LYqYviCcfTdDqXNjttV963iyJED4qiW12kkj4rLbkQEJapxhcatFYpTdzoekIllQkG9OaZ2Nwa6qkl0Ag5eY3PB985i9aa/9icQzl08u9EXRFpcMecRkOUZCTSTrqyJORsRbUAe/cO8eM7HMr5iIFKgws2zaH1LN++IeDenXmyuUHO0+4Xh6r9j6vQPeq5PCrAhwdLTE9ePXXO6dnv3iKH3vL57+zgnm39+LUMG0cEAyVBpWhT7bNZMaIJI5swkqZBkNCkm/K0rXZa947X9wA3juD7N2X484+VuP/xLstNGth2WxKknUzVBnda9usCdQq0LWue2maA29WApguv3VQmnY/ypCA+CrDT25cAmIS3drZXbnHyVDV7klnYziFPkqJodaclHQBqUZUY9C2LDshEZTEFz4klP34i4IPvmkdK83tpmx5OZpuLt76kkKAslBD4wrB9J74DOJYxUjv3mcluq30O0wsOswsep65dYMOKBW57qI7Onsj2w33fffjbN029+XXnPH2AA1QGS8AJVz2w46GPzc5MvKPIPMPLJP0lm3LBBH36SopKISDjhK2ZFVozmcVadouPp3RxA2gV8/R2OiwufPemDO/9aJkHdjloV3aButtyx9RELgW3FF31liyNWraaCadA3GGt06BOAb4nHUkHdFIHd+N9iV+ZphsdG7r2T5WrpS+KVpMgdIqDtzMNDTA1whKpzMLOYJD557IV8EHq2KJrUG2ASmm6u4JCNCNOmPD54LtmAfj+jVm0Q2c+g06inVZMy1p1cJhpDgVNJFZkZtQIlKAZwNxixP4pn3rTZnbBYmY+y/S8S38xyynr8shC/mPb7ZOuqkSPPKEheUKAC3E6Dz38WO3iC1621a/h33P3PW6132OwIikVNKVcQCEXUswFFPJNshmfjNvEc3wsOwVgoFUMge4I4pgCZuNQaltw5ebYcu90Ug5lL5An24zltlOPbt6ddKpKW+gWyFO6d6vPSS+5sAdQu6nJE/HzpzZiSVC336zDQsf7dMyILNLWPFFOup3OFPATGVHFczvINhdvh/8T6oKJaEqVek2stlgGt37E8SsCPvCOOSKl+cHNWXM9JBmIJn6ZukrjLyUU6BCQKG1R0+ZOLH1TyKDR+GHEQl0xMy+ZnjNAny5lOXb9Rv+E4y/aekywo7Zs/NhnDnCA6mCZgYEzPvPPn//wacesGXj7SHmGsaGAUr6J60SAxrFDsl5AIVcnl6njOj5SKpQShJEJNCQ/TTctESikpVE2XHlzhv/50ZiWuEdzKNOAFy2Am76CJolnqXKSgPoo1rsLyAa8KY6d3t61X3cYv9u/fFKZsOt12pLrRDJMPNIULekI36cvgq6+2mllRcVzVQrdDudrLdFaxdxctVJtBdq0kpCGs5s3IObopro+MfbElvxD75pHIPjBzVki6Mp7TU6GIG68Yt4zMleuEpIFO0MQOgRKUg8UR2oGM64dUc4phsuCF2zsZ6A/+8XPf+SMz7ztz+55UpPxpAAfGKhyYN92pLRvefDuXa9t1h4Z3H7QVLoPlHw2rYrIeRYZt0mo69z2sGZyVuBYgk2rA1YMC8LIMk5PK+gTg1tEWK4mEIKrbs7yvo8/EbhFlyzYGa200C3r3asFxJJ8ExIpc6mK0ounL8kOfGYm+olR3kMTT6srrcBPS1FJpcnqVB65MqxC0K4H7mXNVaypt+iKFqAkImn/piQ61spJHNCEmyM7QR+D/P3/bQ6AqzZnjbridJ+oxKxoiEJWjzQ4fnUD24JDMy73bCtzaKHIrGNTyPhsWrNIf9G8zc49Dsvrq6bKw2fe8pq3X091cOCnBzjAyNhqfnLTv39eFY55/TU3b7v4yht9mpHLCRMNVvzWEUYGmjy8u84Xrsxzxe0Vdk95yMjnTRdM8v7fn2OgqAnDZNKj2MFEIV3Yd8Tm2i0eH/5Mkfu2P5EUmKYlJkuwV0CnMzKZ1ryXFjYssd7dvLuDa3fy7rSD2b29Q3p5CtdDK+AT/+4tyx2XtbSVEYNUnd5PJ6VgqdTZ1HZTDCzQVsLLjaVO3rTFyVU8J4RMgG/QLOI0WyMd0pIM020l0iA/aa3PB985Rymvue4ulwNHbNPkM51rABDBcCngvW+e5o3nR0Shw97JBj+4c5HP/vsAD+ysMlENeeuFEcetFDSDgC2PF1h/4trb9x667/PnnfnKp2Q/nhLAAebVsURh+Imc98hJLzpu1+jcomTlaIbAFzy86wB/9YUK/3H7MMW8y2gRas0MmdwcYMcWnNjRjGVDT7PjoM37Pl3i+ts89hyxjw5uUo+0JCjMWjtFR7rbr3X0Fuyw3j0kwZYVF0uBLURquQ3b7ouCFPjpXN2F6E5w6679W85nl+O5hI50qCmdvQtFzNFNnKa7eLldwCy0KU5AS4SOUpbchPNlzChU0sxEy6XgTp4bxpJ/+I9nuO7WDH/x6RKPH5RxgpZoGykpCbRidjHLzHyGWi1LIRvwtovnWTF8hPd+LkeWAg9vL1CvWRye9Vm5YmT/2aeMfcJxnjJs267Ak42v/evH+INfO+GxvmJ0b1OFr15cDDOb1kkmRuf5jztCvv6TIYaKHqv6FeN9sGZE8ppzFGtGBGEkW8qJJSNsL2LHQZt3f7zE5dfkmKnZS8Pv8ijKSVx24yS8O+5uandNO9IqZohz1Y8612W6dZpI5soR7eVWb0KRXFu02q+lVRVp1Ij2OpGSGU3btvb6Ttp0tDYVbaqUep/UdrqOb6tAabUnlTwm2zS4FzXrzLfR7TdEkJ7er72ezjdINilNpaA4bk3I+FDEHfc7zMwnJ9oCy0U4HmGUhbBANVdhfjFPre4RRQ6rRn0OzoQ8uKNA1pIM9mm80hDrNr5m29R06c/GR9erp4JZeBoWHGA6nNBeJXvbihWTk7p5U3nN+BzX3Vfnsz/oYyBrwN1flPSXbZZVLXJOhakZqBTnsa0QITR2nM/93k/HWYEiyS0RR7fcMk1RaKkilgCbpa3Xls7u1qmc9GrF1k0xevHuBDxLxxO5k8+MrHdo3Km3aIfnE2exKzwvulSWhG/Hed+dVtw4mIm8qOK7gFAyttgqjoDqljYOxAKC7GHB25xcNxW2rXnt+XXCSPDeT5Z4/FAsOyJxLJuxrEbVXG6732XZkMVg2aHetFk2JHjry46wUD/C1ocGGBmweP1rNz6+eu3Im4sD/dHTOI1PD+C53AAvGT119o7sV39t/Whh8w1bdrqf/l4ZJ8yzZhiGKjb9JZvBisXIYITnmAw1jams9ryQHYck7/lUmW9enYvzt0VKFZFmXZKqljiWrWVSiomhJm2r21UVnwCapVFLWGrBuq1fB7B7cfPUDmku/1Si9EdHdRcfTy12qCcJH48/RALohKKkRJcWFWlV44uEiydyYrsav1UsQaqIWQm0NHNythp+J4txRFW19PI22IUQ6NBEsn/9okUEivd8qsLjB22QGonGkRo/0OyfCoiUoNawqTUsmoFk1Zjgv75mho/6igP1Tf6Wh5qvP+ucgXv377z7aZ3SpwXwl154KkcOXsep64v7b7zZvuuqO+fPLEmfleMwWLYZqDj0lwWD5YiBik8x75NxfTzXR4gm12+1+Ox3i3zzx8U2KhN4tNoaJ0pJp1qScFvDuVMBHdlpvWUXoGUPa9xx2+7FxaHrzpu6/abQ2wHqn0JV6ZALW51vuoI+aS7erYUnTqnustwilXSVDuWTsvqKlnNpkrMM1zbglmbeWK2QyHZ4nyT9VsZz0yfrYysvjTIjhCmNs6TijS9u4vuzfO67mlu32fiBy3xgMVePyMxGaOXj+zaNpk0jyFBv2IwNOvzOKwQzrLsrck7cf9kPbmV05UlP69w+o5/lptvuJ5vNn//IQ1uu3Xzjj7Esl4GyRbUPBsoBA+UmpXyTYr5GpbiA587zlR8JPvClPvbPZtDYrZyH9icRLFFKUqVnIqYkaevdapyZCuZYQrctumjXYLa5dvsC6Dk3pRA91ov2ayl6rBetZUsKxJJlM2dm+phkrkyryw9otZsWplgp3X03/TqZZ3TJVOdxgtuS1tSi/bp7ehiRWj5qC710enOyrasKS7RSMFTM4c2VqXXyHSMOzWn++ktlvnTVMFhFBnOS/qyiLwsDRegrythQWmgizj3nHE7edMKLFxdr1w2Pn/C0sfq0LHgyjj9mjFK58ojwd1y2d2ffpQvzC0yMKSZGF+krLWDbTYq5JqVCAykb/Mv3bD745UEOzRfBdWKrFIEKzTNxfkLLkqcfvcFtp5tjsrSAQaTC8x20hB5qSutZdFAWUscikntIYrBFJzdP79ttQXqsT6mCT7wxfctIS4SkaUp8WFfIvyO62ZGc1VZUVNyeOF3ErJJQevKsJEhTfyakTDrwtz9r/E9lbN0Rye1GmGkNlWWCRwIGigF/9eZ5HKn5l+8p9jfyzOdN35O9s4JqXjHRDAiCgNGxKpHsvyxfWf1II5p5JlB96ipKenzoQx9m/fHHzc8sRDcJWL1iaGH9Mcv3M9OYZddUg49eZvHwbp9ifpHLbvD4+2+MMFnro5D3yDs2UlpEWGhUDPD4B2xV5tipZdopsHGOtx1bQDslCXbPaWnJTprSoZykrLM4mqVOPo5oW2wRW/C2asISdSRRUmRrnUwtdyscR3d6ewWbuo+BxO9up/TK1OvWPr2c6tZyJ10jWUePY1oXem8HPV3FlbxXpCyC0KPezFJvZmj4HoWM5PQNddB1LNHgzRfP8PoXz3FwJqShNY8fEFSKBU46bvQ7GzcU3rF923371h3zgmcE8GdkwQF+/VffyMz0PXtt+9g777j1m7/yzZ/UuP7eCmiHQ4dt/GAax27wjR/1M7VQZqhoU/E0rlQsBIJ989D0Q7QO4vt1+tdIrLcBdyvPhFQ/wVSifHumts5c75ajKbt+rNT36M4WTFvjo3Lx7tFNzDvW6aMf9wS7pEIi7XWxRTbThZjAWfK67Vi2MwpN7EHEx7ZLwlrcW6ZzVLrW0ebvRkcXKCRSK3TMxxPtPJF6RDyvoPlNImxbYVnQaFrML+Rp+A62FdH0XQbKkj947RzlkuK48TLrx/OMvU6gqPGjO+YQmZWsO+Gld+494u8978wNzxSmzxzgAOXKALDsHw4sbFq9+5B6y/LSjPBcyQtWWlx4eoFMbprLr8/Qn7UZK0RUspqsZxJ8VslFJIfZvk/z+IEcUUJKRSrHhHakcslEUd0POjMDl1hF9BNbwm6Ep0DaetkCfapHOF0XwjM8lx2UIx30E2250PwTnXpNKtLZBmUiLSqdkhITYIvOnPF2XovuXEebsoBJzjLsJKEr0igpykxTaM6PjvubKCwrZPtByba9NmHgofwyUthkMwGlgoNra2qNgOu29HPbPUNceJIXt+gOeNXZBT0wvu4LjeLqf8gF0z8NRH86gAsxzpcvv7nmh0N/8N/e8tL1t97y/bMOTfpUyxbjVcWuIzZYDtW8ZqgE/UVJqeCwclRw3gsUx65qsuWxGm/6oMW+I15syU0wJ221nZQjmda501Xwae7dYYWXAL2Hde5al+bkaWAnO3dz76OcnaeG9hhs4qibE0vdJRPSYzn1WiSWvkta7AT7UsueVKcZWdvwd5NfJVqagEr6hisZt0fWcR+VeFIqqdl/RPB7fzfEXQ8PsW6Zx4uP91g5IqkUbfzAwnMUEQ08V7B3n2bbHkW5qAmUFY6vO++rG9Y4fxD41zXdyot/KoDLn+po4Ldfdxavf8VJzVXrNv5kV211Y+9hxciAj+fN8/1bc/g1j2V9impFMtTvsXzYYVlVgHap13NsWq8Z7otbMUqbZFJWL344shPcvTrCtkPxqYtA9gC1OAqQRVduSRrEaSezg9t0PdO1/RmOdkpsShNfMhKwJfRDtA/W3ZY5Pf2j6NyWCtsr3X5P1bWtc592HrmZPtx0GTaOpHEoQXLosOTeB3Mo18PWsG/SZ9cBxf4pi4NHXPZPFsi7eS4+o0kt8tl/JGLlaMBbLi3vXlm97w9vvNP5qcENP6UFT0a5kOOBx6be94aXnx/t2e7+j6p3rXvDAyFbH+tnvCIZ7hdU+1yqfRbD/YpqpUku6+O5ATv3SqYXHbTlIqSFZ0Emsdgp4HRQkGS5uxUER7HW3U5TF9hpY6W92HUxJADqDol3HwvdQF+K+idUTjoXu1OUOg9p8ey09RapLMN0K4mUBi5SABbtAgrdstgitY9EoU2CVkxjDG8yPU6SqiAlJDrm40HkUMpHrFjW5JEDmvmG5PBchG35RMpBKRvwyHh9nLzqMGefOMf9j1rk+8/wJ44562vZUp+/WlSfDWg+OwAHWDaowg1r1r5/ZXV7eOWPrPd99rslWbQ9Vg1Lhvodqv0Ww30RQ/0+1b4afcUFctlFLrsuy77JItLxyNmSvNTYMunN0bZOLQtNShKki5r0BLDutNhdy/S4IDqAmeLoSy4KOrd1A1osgWsbkGlcp5+XoDu9b0cueC9Ap7alnc00oKGLnrSn+FPaTE3fTgeIOX38fiKmKYKEyxtrThzOt2IHVQgYGwy59Pw5/uZLZQ7WCni2RGCmHtEKlLbROsfqZZq3vHSKywsou7Dyb7OldR/as2cyfLZw+Yxkwl7jQx/6CL/1pkvDfHFo+vD8srfu2XFQTgxFYqjfZajfYnQgYtlQnbHqPEP9M/SVZ/jWTyQfv7zKjF+m6Fn0OZq8q/GseObcFkTa4EoCOq15KkVn8GbJo4cs2BJqRDuxKj3JaxLw6TimO1kqkRBT64QQS/ZrJ109hWQrOtcnqQkgUslVonO/9AWbplotupXaP77quvfpbkXXvtB16nXnRGOJYhNFkjCyCAObMLLNdOIIbAvWjjeYmvG58xGHxcghCC1EjHANBKHNkVmbcrGPifHiX37tup0fefCBa+uvefmrni1YPnsAB/ibD3yKcqV/NozKX604u2r5LOfYwmdZNWJibIHx4cM0wxm+eo3iw98s8H+vG2DfbIVi1mbA05Q8A3DXMic9VAJfxUlApJKsZFvPboO8MwOvF8h7r+/M0OvWxNvHJNmEnVmFrXXJhdICcBr8TxHgXaDt0LFbz7r1/jEel/oRrWXRdQF0gn7JetK0K03r4uU4Cpr0ugGIIpuG79DwXfzANhw85vt9BTjruAYvOXWOal+d+/dIDsw4aGWKjC2p0SKja2H1by59yfIPjxbc+lvf/O5nE5LPHkUBqBQFQGPqyJFHV/3qWx/88XU37dz1yDWDE6Mz+XzhMF+5Fn50xyAP7iyw4Fv4WpD3BP2uppJRFDzIOObEHVmEyZpgITSW1IunwWjp3aSoiuz6kei2Okfj313RyBQAWiPFWzrB0IOrpEcanD326+bPPfdJ3qZHZHMJ1Unnji+hGSlZUJgVS2lMfLeMKUlbDjTnSVsYvk0yY3WEIzVSCGbmc0zPeSAg40aEkYlhWFJRzktOO9bihAmLCzcd4ao7F/jejX2EB1zGhrLBCesHP/K/v1766/n6TPQX73nHswlH4FkGeDLy+T48l68+VnvJV8875c4rtu/e+cofXutx7W39DBUtzpwQaDfgjt2aoOFQdDWlrKacExSyFhlXMkJIaWGOWx9yqYUZhC1xZduqtJKsZNrp7OFApgDWzcGTFWnHsUMO78nN4/fqpOg9XjwLozvs3otzd18gMWjFEm6eanRJTP90Z1BH0J5aBHRLDjSt3SITnY/B7To+0OTOR/IcmnIIgwxZT1PKRyglsC1FLtNgclawdVs/rlWklA/5nYvmGa1Mc/3WEnV77Q/f+FuH3/u9yx0ued2zD254jgCe9QRAtH/7lwijZVd/4GuNcw/sPlx60XqbYt60nTjrxAU+dNkiWx4bJO9BOSfoL1r0lR2qFYtNx/isXn6I93zO4fLNYwSWBxhQpxOsllTokDySeTqPrpwk+8JSkHeGOzueWuDrjHKmdn8mQE8HdY4G3tR+HYEekVJJUsca65/KKkzp35hEidaMw60c81Zlp/mnSgkTnRQynuEYpFDkM02+d6viz/6lwrFVixNXaQYrFn5gLg/PDRkEHtmr+PhlBV643qOvlKVUyLNpYpaXnl2cu/qR1Vf//RfWcsnrLnkuYAg8RwBPxujqN/HRz37/H887pRjJjdv+1q/tzEvhUMxrqn0hjoS8DYUMlHKSvrLDUL/F2GBEKR9RyducsrbB5ddHLb5tS9NY1k7x6iVg60Bu+6kT6O0N3cpI6/BueiHalIZnC9S9wvS6t1qzRFUh6aGd+lBpWZB29m13QCgBf3uySlrV+xoRt24TcfBGQmSMS8uJdELuetTjyEKO+bxm/5SP1i5gYds2uaxLM3AIlMWBGcHeyYDZRUmomgh3/eKKdSv//A0v1J8YX/vcgRueY4ADXPQCT69dNvzp6+7WwRXX+x+bm9zvvPpMm+mFJrWmx0AOynlBpWRSJAcrisFKk3Khgef6ZpIiKXGl6d7mWuBaZrbl5Fa7tNVZt7rQJQ0+ybrkDRKunZYck9et//NEyH4y1HcDm87IW0exg+juh5ICbk/LnbLsgnZlTjqKmTQKErrzn+p4Aqk4+COExkq6BlsKN7LQyjItj4OQ6ZrH4TmFYwdIS+DYkqznMruQI+s26C/XWGiUOP34eY7bMBDUomV/cusDaz6b8w5pnuPxnAP8+Be8hLf99RXhIb//c6tza6MNazOfHCzf79z6iGbqSJblZUF/yVQCDZQ11bLPYLnOQGWe7QeafPe2IWzPIW8pMrYmY2tcx+SCayBSmkiJpL1GhzWHpSAnZb3T1rjXMclyassTYrbn1IFHoTctbt21Ph2270iHTZZF+xgTko/Xp5Ku2uH6lHMZS37pNFrdMuXtzyiS1m9KmghlZC5r2zKVx5bU+JbDYj3Dxact8u+3zLB7coi8K3CsCNsKcCwXz7MoH8kzUl3k1A2L3H5PloHqscHxJw78f4OjC1+AO0Ih3v5cw+/ZlQmPNrZc+w0+8u7fUHdtv/Cet18yefChvYsv+fKVdbtgeawasRkecBkeEIwMBIxVFxkfnmbv4Tne+al+7nq0SilrU/Y0BVeTczVZDzKu6b2itWmWHqq2FW9r2Z2FBGm9uFs6bMuEKXkwpXV36t3p/Xpp4IlcmJLrRLc+fpQa0R7+QufFmZL/4i+75G4Vw7VDKYr/pBWgdHqDJTXSSmRAE8Fs+hb1pk0QSlTcmzA5LwArRyJOWjvH5gctdk1lsYXAkSo+bxZa2+QzgnXLFygNrGgK94R3vOjciz931+21cGz8V38W0PvZABzgG1/7Mj/40hl69YZ/u/P4c8+dsSP5ouX9gTs+ZDFQkQz1BawYWaSUn2b7oRp/8aUB7ni4SjnjUHY1eUeT9zT5DOQzgnxGkHElQQSzNWiGceVICtBJtUyrOp42wHqCqkvnTlexp4M9MgXk1sUiRQd4hewG9dHzwbtpFF37kb4Q6AL7EnCnA1Ht/VKwTyDe+q6mWkhjWwrHVjh2hBAwu+AyPe/S9M2sxrTObTwTm7JZXhUct3KRh/ZEHJr3CAOLjGWqk2t18EOPY1YtX7jwhcv/9NzzfuPTn/nq+fqSi1/6s4Ldzw7gAP/7H7/Buz/8v/iVM0q3rVg2VB8ZRBa8uRHLCt2J0QblwmE+/0PFB782zMx0hZGCICPN3OS5GNzFrKCYt6gUbIb6bcaGm+yeCdh9xMESoj1VYPKw2q0gLNkGd3dELx297AjuJMBKLLbsBF9nwUM7yJO+mJ4U4E8E+I71qYLoNPjhyS+aGNatJK14fVIcYlsKx4nIugHFfIP90z43b80zO+8RRsaCCxE7+JbJ8w4jh5n5PKN9Hq8+ewHbrXHbw1mILPJuhJ0pceyGU2fzpdV/8cCOkY+v6n8RZ5z1s7HcyXjOOXj3+Ls/fT1/ZxY/esft13+60Vh7397tm9cJcZAvXi247Loqw1mP8X5NxhPsnYH904qSEHgO5DKScsGmr2QzOqg46dgGVm6W+y6rYvsZMrZxPZMfzjxEy/r1zPnoGt2Ws5unPrVXT3OkuXPqIx71dbpVG50y4ZLPFK9LFyObfpGmdtKKT4olNRkvwHXn+eFdWX54k+LkVT7DA6Z5kyUtMq6ikBM4dsD+KZf9h8vkPM1oNc8bzz0C+jDfubYP2y01j9+w6qsve9krt9i2/YlSwXkOUXX08TMHeHqceMq5YX2x8TcL01s3/uCu7P/41jUZuWbQY9WIxWCfxYoRhZ05zD9f6eLXM3iOJp+1KBVsBiuaob6AajlkpOxj4ROoDNAO4dsWOJZo8W+NKSdMqy5LnMuWsiJSdGHpZxepY0XX+icdT2GnDkUlRnX6Wkt//laxRFvQTll23YqWqjjNNVFGTPYfWJZuNUi1rQghAiZn80zOWRyeDXFsjSUFnivJZyWODZNzTb74QxtPCJYPOxw84rBm3OXSs/dRyMHE6lfUlw2P/9mWex6avPC8k58HdJnxvALclSK6ecvWL6/c+Lrjj/W3v+ukR69xjh1tyIkxScYTjFUDRobm+dZNZabrgqwryGVtSnlBXzGkr9Qk49UJIoXCakU3LamxbQNu16FFTSIFgTYTi+q4EBed4rbJI00j4s/6xJgUT4rZp1C4tmTfXpmHnRY9NfMxSXExreKfVmGINFFJrSAMRdzfWxDZ5lhLaiI7zvHWJvHYthSLgebIgibrRWTciFzGppw3F8XUnObWhyXLSwH1RsTj+y2mZjK86JR1XHiq/ZdjGzZt7uvrn236zyfCnmeAA5y4cSM5h8cWa/IFq37P+9WFuUf/187HbxZBmMESEXsmNQsLkmLW0JNiTlLOKyqlgKH+Gofn61x9ewY/8KhmNa5tZglwLFPAn3GNLiuAZmAazYShubmbOXtEb/VFttelRzdQ09q56JQxjjp6bU7nkCQWVydRrKMcp2O9WmjikKRJHzGm39A02zJtHrQURMo01Wn45gJ2HTN1iZQaJ5IEoUW96VDKu1x8+gLX3FXnwGyOvKfIeSG5rGSxbjG/6FDOCcaHAqI6WFaEshqMrDhNl0bX/3U09a8f3nXv1xvD5//X5xtezz/A864AaKhg+gFhr/zATXdXnS03N96d93c7E6NH2Hy/y4GDLqethmLeppSHcjFkoNQgl5nn8s1w82N9lLMWBVfh2QbkniPIuIJcRpJxLRxHUm9EHJzV1BrGcXXt2OGUbcqR7juYDGM5k+R+ko4I7ZGoJnSua/HqHmH9tCOYHknjTJkcn7qiknz45DMB8YRTmKnLoNVWQmBkP9tSuI7CthVCWOw6YFNrCFxHxCkVEZYlcWyLpq2oN1zmFvK8YE3ARadO8e3rxzi8YFHIRuQWI2YXJZMzHqesdzjtuJCb79ScdaLTfOVLKlOF0dO++Oj2E98/cvxx4Yrx/ucbWsDPAcCTIZ0+rtuyP3zD30+97/aPvNE+sv+hCxYPX7Zp+/45d6RsM1Cx6CtZ9Jci+ktNRgfneHh/nX/4t2GsKM9YUZF1DWhtCxzbyIiG0tj0FWGgz2dB1vjJnTmqOVNDaFtxdDJu6GOlObtOptJLql7Mrd6y2qhrKSTmRduAxwW+6HaRwRK+k5IFSe+jMT3iU2HN7jxx4s+mVNvq21oYitZKL9Y4tiKX9akUaty3A269X9JfdKkULaKCNFFiW+M6Ej+wqAkHpQtUK/DHr5vhwe0zPLpzgGIGMm5INiMp5Gz2TxVZ1j/FyLK+cPnaF35joHL3H2bL/cFpJ28PhVjzfMOpNX5uAA5w/smjAFr/1ff+7NhVjne3/8JPZXK733zS2gPW2ECDsaqirxQyUK4xU5vna9eWsFSBNYOKogdB2JbSbEvgOpJ8xqJShJGBkA2r5snmp/j2TePkbIesE7VAJeNjkocQpn9fEGqiqN1I3kq1VUgHbBK5MB2aTC6KdupqW4NO565Dp0VuafIdznC7e1XiT+jQzKARKfNe2gIhDH9ugd7SZN2QQn6e79+eZ9cuxXHjPkI4WNLBcwRBpl232fBd5mse9Yapwnrj+Yv8n29nmFzIk/MUQvgEgaRSGuRlZ09EExtO+NLe+coffvuuM5q/+crlzzeEloyfK4AnY2LtJezaO9lcd2zuv//33z2w7b47f/SCvLvv0trCYRxL47k13v+NHDdsGWRdFUb7JZWCxULDZ/s+cOIWB64jyWUE5byir+RTzDWw7ZBARQTaafFp0yZNxE6puTCkFAShJgxDA3JllAQQbX5OQmmMxp6YfaV0q3A36VcJtBYSAMvUnULH1pgOSgIWgqR1sSV1rGhowkgQBIJmIAhC8x1cx1wIjtVWS4hnvHOskCDSzDQkM4nj6FkUAolWYNsax/HZtsdhYTFHpejQ8G1edorC8Q7zt1/J0vA1C42IQqlKk2WXVVe+5K51L6h+0q/Xm15u6PmGTc/xcwlwgBXLqgCzOx684oPnn1kdn1pcKw4cnHud3djMDfft44a7q6wZlKwesRgZdFg+AivHDvKBrxVo+GZGdNeRZDOQz0YUcz6IJnc+bCGxW9mICThtCxxH4LkWWU/iuUahmJmPmFlQWJbAdRLVoU1PpDR9B20pW5ZVaY2KlKEQut3rENmOMqYjrUqZLnZKmePTGZItuiGNNXYdhecobEsThBY7D5jJBTxXxv9LENjgRknluzBRSCxOXV/n3u2Kubqg3FA0mhF+YCaXyrohzXCer16TZ2LAZXzIptbIIcUA55+wj2vWT+HXVvG7v34aXq5y+ZZ7Z971ze9u3fP7b3318w2VJxw/twBPxqoNr+Hhx+t7sp78owF54OMrys2/veZB57SR4pxcMyLFuhUuo4OKkYEmE2NNQrLoiBiQgpynKWQjSvkmwqpz9ZYSrrTJ2won5uuWZeiJY1tkPEkxLykXFCP9Taabc9z1eI6BLJRypleLdoyZTTi7Y0sc2wSTwgjCEPzAWHIpBdjmjmDp9h3D+Akm6hopCEJhFJ7IqB/KNp6vHceaBQbgGVdRzPtUCovcv1Nx/44+hiuSYt5GYMXUTBPGE4AFoUXDdwjCDBedNMdXrmww08jR39A0mopmYJLVbFsRhD6PHigiw4BGU7FQc4AMnjugX3dBRe2ePev2s0874X/2VYe3X3R+tEeI0vMNjycdP/cABzh2IguwS0c37wqjFa8fGGyM/t6vlb4eLT5UXVndUc54AUFQIIjMdHVSxk6mJ8hlIgq5gFKhxl07NHuOFKnmIJ/RZByBY8WRTmm4d8aVFLKagXLI8pEFfnv5Qa7aspy5ukvWUShHpJKOzDFGsQHX1WgFM/Oa2YUIS4LrxM1DrTZvN58PPFfjOYZyBKFg32SE1sbh8zRIKY1mnaSsSo3rRJRyPqGe58tXZ7C0xpWm2sZzJJ4niCLz8ENJo2nhWG4cUq9z3Jo57no4x1AD6k1F09f4gbHyQggcy7R+eHyqzt7pJiOjaykNn/P46oHJN3i1Vft/srW297UX5J9vSDzl8QsB8GQI6yxuuOmOvWdvOnXfzFz2pOHsvWfe+ejQV26+KRg5eWWTwT6FZUkTEMpYJjErF1HMN7GsRa7YXCSoZVlVVVTyJvSflgMtS+DakMsoSrmQQraJtgMirQmieMa7GKUJ97YtgedCPqspF0IGKg1+dF/E9JTNUBmKWWl0Zlub4JIQWLH1NiVeIdVKjWx2gatu62OwKCjlLAO2JPii2tKkUUYiIkIavrljLDQ0eV/jhwoVyRbnjyLBYt0mjEzhwsrRIpecOc9tDzWYqWforysWaxG1hkO9YaMtC1sGrB5zePmLcjx4oLD3tDNeenD1seO/I4t99449fjfjq058vmHwtMYvFMABzn3hqQD6zs1/vvjI4juvGVt94G2nW3vfNew9fPwtj4ajtfmAkQFNqWBRKWrK+YByocadj2l+dFs/K/pgqAz9RZtcFqZmIhpNjRenSlgWuI4m44VkvCbfucVlet5iNNupmiQWPH1R9BUDxqtz1Js+e2ar5BwdS3CGriRDihTdyPmMDM4zE8yy80gfjoiz+hxleLWKO0qpdlepSAn6yvDi02pccUM/dR/8QBFFRrF3LE0uE9HwNYemHfIZy0yz7kS87JQ639k8y4M7slTrmrnFiJl5i8MzFivHJG+4wKOQXbv/hedMbH31yMhHLfuHV8Ifi8Waz/iq5y/k/kzHLxzAk3HK2e8H3g9wZW12x5Vw7Ns++K83v/DCsxZebzX2FJcPzbJypEkhp3CdJt+4tkDOchgta4YHXEYGbDZM1Pn32312Tzl4rkJrk5fhOgrPDclnm2x51MVv2GRKRp2w7c7ccimNApFxFflsSDbTBGE66DYDCCONVrqjuKF1nKXIuBEZ10cLxYIPtSYUA00UxUoM5q7R4umhpBnYZF2bk9c0+NbVikZgEYSm+EMIyHiaal+dh/Y0ueHeMhuWWzQDG8fOUcwXeeP5c7znsZDZukXzgI/SipXLBqiOrpv/L8da/zbZvPimvTN8bnj5yvgT/8lzXnnzXI1fWICnR668CuBzs7NzXzpyZGbzlrtuOn7VyOw7Du6/W+yfihgeCFhsFhgqCIb7LcaHHFaORqyfWOCyW3ymFioMlXXcnQlcW5H1Ao7MBxyaz1HICHKuIuuZ6KjRyU3uR1IUY1mGOjhWiJm6o5vSdCZKteouk9kQlCKMNH4kiJTukDBNkxxBvSlxbYt6w2ahnmGw1KBSbrLo5whCc5cQAjw3YqCyiDW5wP17CmStiEi5uI5Df6lA1qmjgzqlrMdgNcf69cfpgeHCx6orzt2aL1S+uDyXD57v3/TZGr8UAE9GuVwK6nOPffa1rzqteGRONOzKWX8q/H36ob3XsjB3RPTnI8aqHsetalApLYDwueTseR7eWSJU7Xxnx1EUsj5bdwnue7jAQFZTzApKeYty3kZpaPgRaMh6Og6tx1ODWAohrVhC1LEEKbAtiRQitsRx0lOUzHQm0EoTKUWkrBb4jaNs6FO9Kag1QWsbz3WZm89wyjGwdkWNh7fl8UNNGJkLx7Y0i42QK2+xEUKxdzpkoQmO7dJXsOkvZ3jTJWP6nNNeLIb6oy8s+pXLxoaX37Rzf3P6lE2/OA7kUxm/VAAHyJbWUvP1fK7ChyeKXObpUX3nQ49Zr3rxyZ/Ju811ebktM1c/xI33B2xcWeCk9TUs12QWGodRkXUjMp5PhEbjUslpynkzd8yyQUmgfK6/O6KSU2Q8izA0GrRROiKkdHGlKZD2HMh6kmzWwpYCP1AoJXAcQSOQBKFpfaaUpDUxKxrbEmQ96C9FlAsNfrLFtEcLqjaeY1MpepRLGSxCFnxNw4embxLJwFCdB7bnOWNdwMa1c9z3mMd8c5z+0U2NiWXWo4E3+fYTTjpFrRqv7AIOPmHx9C/w+KUDOEDOJHBNA7cDXP3jmxkaiC6cGC+uGew/68t33LfdCbbdW5mvTZdnF2tmhmSpyLiackFRLjYJwoCvXZPHkhalrKZStBnqs1i7vEFdHeGLV+dYUXEpF0wnp7Z0qJBSkrG0yWb0jEY91AcZ1+eWrRGeYyGlQzEnaQYWYWgb9UMr0587VlByGahWfEaHpnj4qiKinsW2IOdZ9JddgtDjN18yy12PRUzXLPprEYsN4zRHWlIueiwbrHDWiWtmX/ny42e0vSYQuvnbmWxt20kb102uXN73fP9Uz/n4pQR497jogrMI/dlJKeSU0mrT1m1b/Xf9wW/9l0N773tr3n0wvOS8/KaZg/u90aGAYm4/kVqk1oTJSUHW0pRyFgNlm+XDARNj80zOzxFpyZEFl7GmIoynGZJSYckQSwpjvW3IZyzKRcH4UJPB/sN85qoCywo2niuoFGyavkUQWnG+tslVRxhtPuMpKsUmlr3AoYUcC4chnwkp5iWzCza+7zBUiXAsTSAVU4sRy4Milpunr3ps88KzuOecE1fbm04/4fM0fvzPKvdCN1KyLtC6OvjzH6R5NsZ/CoAD2G4ZjL9WO3BwEmnZnzxs2Z9ccczvuL+/Mvz77Tt2DuXktmVTMyPnbN3rs2FkF296xSE++22F68BA2adUnOeRvTWWDTqcs6nBTVsKNAMLrU0QxrEUlowIo3hWOMek6/YVFWPVGtnsNDMNC+0X6S+F8aSnpsjAtkArRaBE7CwKMq6mmK9z7T0ujYbLxMoGk/OC/AFFtWIxPe/wvZtGOW3tAOedoh46OJuXK8fWT51y5qrdo2MTh963yf6TG2663bfdHKF8OQP95WetLfEvyvhPA/D0GBnuaK7uA+9QUR0hjtvgh/Zblu+eVPMH/p1N6wvepS9b83sO8/nj1mi2PPIYV/w44jUvzHHBCQe595EmzcBCoPDcgEpxDi/TZGK4yc7dJvyfzUiqFZ98bo7r7hG8eNM8196ZYWrWZXRQm4Jepdl1SNBsBkzO+YxXLMIowpaaQ7MB/7E5y7mrJa84Z477dvdTb6xlcNgiP1BYdLP7/uWsTWPRKy88/prx1ZsspdUu4L5iznu+T/PPxfhPCfBeQ1pZgAeBPwXY9th2LNtyL6k27pyaOpQbHgiDfbVVv/L7b7JfM161WDEyy+o77qegfQoFl6GBgAf35Xls3xgvPrHGD2+pE4YurhWQcef56jUR9zw8xFte5lPJHmbzlj7mFwS+rwnCRb57c4HzTspSKFrMzuTIZjNYjsbLLudVLzub9cuyLBsK2XBi44qHdg98Z6TfdkZGR2vv+cPMt6Io9EfGVv5U3/+Xdfz/AD/KWLN2NRjr/lWA+bkFXjvOT6TQnwJUM2hSLk2SV4fJ5jwKhUVufmxQnHbiRf9nLP/w+ovO1tGxIznWjNsMji7g7oSLzspTHlC8asUc2suyuuoyNi7oG65y/mll65Tj1jz04GPX/tGPbsnqTDaLZSuGByv85unn4DoZtEZKIR5dNqF35AuF5/sU/UKMX05t6HkaBw4cQKtwzY7td2RvvLfBimqOsUGLoYEatzxg059zKeY0pXKDWx6wWFaxGR0UrByd4tatRU7YeGrdcexty1cse76/yi/N+H+waA9Xjzc8CwAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMlQwMDowNTowOS0wNTowMCwprnQAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTJUMDA6MDU6MDktMDU6MDBddBbIAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 7}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 51971000
{'hecke_orbit_code': 274995348032, 'n': 1, 'trace_an': 48}
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id: 51971001
{'hecke_orbit_code': 274995348032, 'n': 2, 'trace_an': 0}
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id: 51971002
{'hecke_orbit_code': 274995348032, 'n': 3, 'trace_an': 0}
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id: 51971003
{'hecke_orbit_code': 274995348032, 'n': 4, 'trace_an': 0}
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id: 51971004
{'hecke_orbit_code': 274995348032, 'n': 5, 'trace_an': 0}
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id: 51971005
{'hecke_orbit_code': 274995348032, 'n': 6, 'trace_an': 0}
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id: 51971006
{'hecke_orbit_code': 274995348032, 'n': 7, 'trace_an': 0}
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id: 51971007
{'hecke_orbit_code': 274995348032, 'n': 8, 'trace_an': 0}
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id: 51971008
{'hecke_orbit_code': 274995348032, 'n': 9, 'trace_an': 0}
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id: 51971009
{'hecke_orbit_code': 274995348032, 'n': 10, 'trace_an': 0}
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id: 51971010
{'hecke_orbit_code': 274995348032, 'n': 11, 'trace_an': 0}
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id: 51971011
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