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mf_newforms • Show schema
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{'Nk2': 1824, 'analytic_conductor': 6.72621774065443, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [19, -1]], 'atkin_lehner_string': '-+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [114, 1, [77, 97], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 17, 'field_disc_factorization': [[17, 1]], 'field_poly': [-4, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-72, -18, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398576590962, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '114.4.a.e', 'level': 114, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 19], 'level_radical': 114, 'minimal_twist': '114.4.a.e', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}-3q^{3}+4q^{4}+(9+\\beta )q^{5}-6q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '114.4.a', 'trace_display': [4, -6, 18, 4], 'trace_hash': 1413966228065718827, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.015', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.956', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.106', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.445', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.946', 'prec': 17}, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [2, 0], [-3, 0], [4, 0], [9, 1], [-6, 0], [2, -2], [8, 0], [9, 0], [18, 2], [30, 2], [-12, 0], [29, -3], [4, -4], [-27, -3], [16, 0], [48, 2], [18, 0], [19, 0], [36, 4], [-6, 6], [60, 4], [-15, -1], [-24, 0], [109, 18], [58, -6], [-27, 0], [8, -8], [-126, -8], [-54, -6], [-169, -11], [32, 0], [-90, -6], [96, 4], [-288, -16], [36, 0], [-79, -7], [38, 0], [-87, 9], [72, 8], [0, 30], [-12, 12], [-124, -8], [120, 8], [81, 9], [-30, -2], [-405, -11], [-48, 0], [273, -8], [218, 36], [-144, -6], [116, -12], [42, -40], [-54, 0], [576, 48], [16, -16], [-57, 0], [-252, -16], [-252, 48], [-108, -12], [290, -44], [-338, -22], [18, -18], [64, 0], [-198, 2], [-180, -12], [-70, 26], [192, 8], [45, 3], [-576, -32], [-240, 48], [72, 0], [308, 14], [-158, -14], [-327, -54], [76, 0], [-552, -56], [-174, 18], [101, 39], [144, 16], [81, 0], [0, 60], [-276, -20], [-24, 24], [738, 66], [-248, -16], [378, 24], [240, 16], [-462, 4], [162, 18], [976, -64], [-60, -4], [507, 33], [-810, -22], [171, 19], [-96, 0], [20, -114], [546, -16], [270, 18], [436, 72]], 'ap': [[2, 0], [-3, 0], [9, 1], [2, -2], [30, 2], [29, -3], [48, 2], [19, 0], [-15, -1], [-126, -8], [-169, -11], [-79, -7], [0, 30], [-124, -8], [-405, -11], [42, -40], [-252, 48], [290, -44], [-70, 26], [-240, 48], [308, 14], [101, 39], [-276, -20], [-462, 4], [20, -114], [1017, -55], [497, -61], [-432, 4], [-25, -21], [384, 70], [-1033, 117], [1944, 8], [-648, 98], [-1096, 28], [243, -73], [-2095, 99], [-1564, 154], [200, 20], [1794, 30], [-1488, 170], [-1584, -68], [3251, -9], [2649, 167], [-1780, 14], [-3357, -65], [-790, -114], [-1888, 12], [-997, 73], [-816, 180], [2810, 68], [-4542, -200], [2679, -191], [4448, -62], [5820, 148], [4602, -212], [627, -211], [-3012, 142], [-538, 42], [2306, -84], [3564, -70], [3548, 0], [-4944, 50], [5222, -90], [-957, -763], [5672, -246], [288, -742], [3494, -258], [-3454, -200], [5346, 558], [3008, 686], [318, 108], [1209, -17], [-2446, 574], [4097, 585], [-11842, 22], [3960, 192], [-171, -731], [4196, -566], [-6624, -586], [1820, 510], [7602, -698], [3053, -315], [-102, 854], [-11572, 334], [-2473, 261], [-2934, -986], [5058, -508], [6086, 20], [-2073, 1323], [-8494, 78], [2376, -240], [16317, -189], [1505, 747], [11952, -536], [2864, -228], [-921, -199], [-1032, -1006], [486, 1280], [2342, 886], [18020, 410], [-10114, 142], [-16401, -77], [4884, 64], [354, -164], [56, 116], [6914, -1200], [-16050, 218], [582, -788], [-3174, 1350], [-2374, -1952], [-1519, 1219], [-20608, -378], [7158, 60], [1604, -800], [6104, 1184], [13398, -264], [-4192, 228], [441, 1303], [14307, 31], [10764, -1544], [13385, 561], [24212, 582], [-42, -4], [-13104, -1036], [25652, -672], [15861, 485], [9470, 1488], [-2121, 441], [-10240, 624], [9920, 558], [-17872, -484], [-738, 1866], [12413, -2017], [-15208, -290], [-23844, 558], [-19960, 834], [-1236, -122], [12692, -920], [-6924, 2662], [-16308, -362], [3674, 3018], [16461, 1317], [-12544, 888], [-4368, 2948], [-28465, -861], [-7122, 2666], [19910, 104], [3030, -3136], [-26440, 428], [2358, -3158], [19901, 341], [-3150, -904], [-10852, -3312], [-906, 794], [38198, -570], [-10518, -3186], [-4912, 408], [27312, -326], [-47608, 74], [38964, -554], [-2532, 2116], [2064, -762], [10982, 1082], [28416, 332], [2688, -2714], [43116, -740], [-20437, -527], [4484, 210]], 'char_orbit_index': 1, 'field_poly': [-4, -1, 1], 'hecke_orbit_code': 18014398576590962, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 6], 'hecke_ring_inverse_numerators': [[1, 0], [3, 1]], 'hecke_ring_numerators': [[1, 0], [-3, 6]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '114.4.a.e', 'level': 114, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, 1], [19, -1]], 2, 1], [[[2, -1], [3, 1], [19, 1]], 1, 1], [[[2, 1], [3, 1], [19, 1]], 1, 1], [[[2, 1], [3, -1], [19, -1]], 1, 1], [[[2, -1], [3, -1], [19, 1]], 2, 1], [[[2, 1], [3, -1], [19, 1]], 1, 1]], 'ALdims': [1, 0, 1, 1, 1, 2, 2, 0], 'Nk2': 1824, 'analytic_conductor': 6.72621774065443, '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': [114, 1, [77, 97], [1, 1]], 'conrey_index': 1, 'cusp_dim': 56, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67108978, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2], 'label': '114.4.a', 'level': 114, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 19], 'level_radical': 114, 'mf_dim': 64, 'mf_new_dim': 8, 'num_forms': 6, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 80, 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mf_twists_nf • Show schema
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id: 99659
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '114.4.a.e', 'source_level': 114, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '114.4.a.e', 'target_level': 114, 'twist_class_label': '114.4.a.e', 'twist_class_level': 114, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 99660
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '114.4.a.e', 'source_level': 114, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '342.4.a.f', 'target_level': 342, 'twist_class_label': '114.4.a.e', 'twist_class_level': 114, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 99661
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '114.4.a.e', 'source_level': 114, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '912.4.a.m', 'target_level': 912, 'twist_class_label': '114.4.a.e', 'twist_class_level': 114, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 99662
{'conductor': 19, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '114.4.a.e', 'source_level': 114, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '2166.4.a.n', 'target_level': 2166, 'twist_class_label': '114.4.a.e', 'twist_class_level': 114, 'twisting_char_label': '19.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 327425
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 18014398576590962, 'p': 2}
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id: 327426
{'charpoly_factorization': [[[3, 1], 2]], 'hecke_orbit_code': 18014398576590962, 'p': 3}
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id: 327427
{'charpoly_factorization': [[[-72, -18, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 5}
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id: 327428
{'charpoly_factorization': [[[-608, -4, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 7}
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id: 327429
{'charpoly_factorization': [[[288, -60, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 11}
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id: 327430
{'charpoly_factorization': [[[-536, -58, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 13}
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id: 327431
{'charpoly_factorization': [[[1692, -96, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 17}
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id: 327432
{'charpoly_factorization': [[[-19, 1], 2]], 'hecke_orbit_code': 18014398576590962, 'p': 19}
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id: 327433
{'charpoly_factorization': [[[72, 30, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 23}
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id: 327434
{'charpoly_factorization': [[[6084, 252, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 29}
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id: 327435
{'charpoly_factorization': [[[10048, 338, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 31}
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id: 327436
{'charpoly_factorization': [[[-1256, 158, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 37}
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id: 327437
{'charpoly_factorization': [[[-137700, 0, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 41}
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id: 327438
{'charpoly_factorization': [[[5584, 248, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 43}
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id: 327439
{'charpoly_factorization': [[[145512, 810, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 47}
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id: 327440
{'charpoly_factorization': [[[-243036, -84, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 53}
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id: 327441
{'charpoly_factorization': [[[-289008, 504, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 59}
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id: 327442
{'charpoly_factorization': [[[-212108, -580, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 61}
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id: 327443
{'charpoly_factorization': [[[-98528, 140, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 67}
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id: 327444
{'charpoly_factorization': [[[-294912, 480, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 71}
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id: 327445
{'charpoly_factorization': [[[64876, -616, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 73}
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id: 327446
{'charpoly_factorization': [[[-222512, -202, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 79}
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id: 327447
{'charpoly_factorization': [[[14976, 552, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 83}
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id: 327448
{'charpoly_factorization': [[[210996, 924, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 89}
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id: 327449
{'charpoly_factorization': [[[-1987988, -40, 1], 1]], 'hecke_orbit_code': 18014398576590962, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '114.4.a.e', 'level': 114, 'portrait': 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e0LZsc0y23NyXlF4HrMTsLWmYiNU0M2TIXMToVs3WjYPqu4fJtLTTU4drLFY3s9njmY8MKJmFR1ecetbd5zi6Gmpjh4YpxjZx3OLKTMLcWcXDQcWjLccNUiP/MDa2yfaXFmYYL55RqLax5LbcFKO2Wtl9IZSh7ft8z02InLr9m6/PpzZ+OdR04O7/7RH/n+6CMf/f1vNST+TK+/0gw+t9Bl48w8Wtd/vr10/JaH779XPvXy8JbfveuU84abVvi5HxEcOzPD3HKNhVWXpTXB0mrKSjtmuZ0ytwZHlwUbptf41z+0zA2765yan+TsQoOzSw7zy4a5pYTTiykL3YTxySGvu7rHay4DT9bwlc/8SsC5JYe5FUE/hCTRBJ6mEaRMjCVo4MRcQqcHOza6NGohxggQHr2BZvtsyPKaA8ZKkbUehAkYDCvtiC0bXLoDhVAGoUNagcv2TUPW+oITZx1S7TDVkjQDge9Ckgj6oWRuRXJu2TC/muD7Q3ATbr6ixy1XCmZaNZZXW5ya9zm7BPNLCfMrCWdW4Miy4dVXLPGvf3CFTeNjnJqfZG65xuKqN3L9ltopc6twYNHwb370BLddEXDvM5cnR87433j7O96h9+ze+Qjwz3fvmP5Ww+Sbvv7KBplf+OLnmd3Q5OTplX93/6Nf+qcXj9/j79gQY1LNNw4MuH53j1rg0WoMGUaKOJGkqYPW5aIkRIqUhqNLE/zs7wv+3Y/Oc91FEc3aJI1ak1bdp1l3GW8p5pcVc6sOX3804EuPJOze1ueyixNWVgdcvi3ke9+qiROFwPCFxwIW2gG1NOT4OUWv1+SaS1IWOgn7Drjs2SY5dBZuvhTaXYi0g+9ETDfg4Jka9VqMrxLGmoK1Ltx0eZcjp3327NAcOxvy0hH733O3DTkybxhrhqx0Ir749TpGKNI05fZr+7z2OsPcmst1u4bs2uySxC36gxr7jgbMLQkWV1MWVhPmVzQnVwTzvYhr9yzzM9/fY2NrkhPnxplfCVha81hak5a5uwntnqbdM6wOFd0w5cVjgq0zbT7zyDnn9GJw24m13+OD37ExXFucCO7+yue10Wn0tm97z7caMhd8/ZVk8F/77U9xbKmlrtu++tMnT537F19+6KhaiVd5600rvPG6Ll96TPLmG0Le/GqPucUpFldbLLdrrLQ9ltsOKx1YbaesdhJWuglLbTi1KnBqQ1575QrffVvERRsarPVaLKzUWFzJl2YrEVa7ms5A0wkN/WHCVCtm+0YNCHzXcHrBRUifHRsUF202bN7QZ3415PlDTa7fbajXVtl7eJJmIyKKXKYmNIMhXL59yB/eN86l2xLC0DA9JonTAc3A56XjQ2pug2v3JLxwNGJ+2WPLlM9Fm2D7bIRSMaeXwHMNQhh2bEyYaEq6A59e36XTd1npKFbWYLmtWWmnloXbsDxM2b6lx3ffvsRrL3MI3BbnllosrQYsrTmsdOzvvtaNWe2krHYNi13B6a5kcWXIO28+zZ039vn8IxPccW3MG6+VmGRjONe5rDMxvfU33vy26X9z8IW19NJXvf9bDZ3zXn+lAH7gwH7q9VrtxImT2+99ZO/7T5ya+7lzZ87QDyUnViTzA0OSRAzCiGsvWeM///0VXrWrzsLKBMtrDVY6ASttj5WOw2oH1rqatW7CWjdhpWOYbwvO9gyIHu+5tc3bb9RcvCkgiuqstgPWeh7trmK1J+j2BcPQECWGNAUlDb4LNd8w3jJsmIxx3CFHzkW8eNhHJw3eelOE467x9L4xdm6CLz+RcOtVPgvtAYGjSNKYyQlIYhfHTVhervO66zp8+dEmF22Cpw6FuNR5y42aRAx48UjKsdMBjvTYOOEw0RDUfIHnCZSAREMUG4YRdPuGtZ6m29es9TXLPcMgTdmxtc/bX9PmPbdEoJssr42xsFJjue3a69SGtW5Ku5ew1k1Z7WqWe4JzXcViJ+bGPXP8h3+4wDUXS7r9gCius9YZ49R8k5W2ZMPGjTRbm/6l17zmTzbMbjkZR8PBJbv3fKuhVLz+ygD87OlDTE3NeCeOH/yRl/Yd+o177ntWLK/2ZZpCPzSs9WBlIFgZClZD6PQjbrp0gV/64ArXXRKwtDrO0lqD1U7AWtdjteuw1hWsdQ2dXrn0rvYMC13BubZmYrzPm17d5ebLEnZsVLRqLp1ugO9KQBElEq0F2kB/CAjNRHPIoTMGbSLueapB2K9xyRaP117dJ9ZrPPjMONfudjk016O92uI1V/f5+tM+GycN+04Y/tG7O+w77rNxUvK1ZxSvvVyx0u9w9NQk1+6JePDFAUlY5+YrPHZtGzJIenz1aQWp4Mhph1bdwRHQH0i0EaTaECeA1DielRaNZsy2TSG3XN7nTdcnTDUC5lfGWF6rsdqx12a1I2j3oN1N6PQS1nop7Z5huS+Z6wqWugmvuWyef//BRa7d5bHWbdIb1Oj2fdq9gNWOR3fgEMWQ6kCPb7zKbNl2yT+8dM/ujywuLkZXXXnptxpSwF8RgC+sJbLX77/z/gc+f8nlW/QvPfXkM+6peUmnbxgMU3qDlN7A0BkaukNBO5QsDQWLnZjXXr7IL3xgiesucVnrjLG01mSta0G+1nNodxXtPnR7hk4/odNL6Q007b5hsSdY7EGchlyze8DsZEqvb3jba0J2zmqSVOJIQxTDA88HnFwI2DSRsPdIALrOZVsV112q8YM+Tx/qs7jU4MqdDVrjqzz6gssNuwOW+2usrraYnTU8sU/x/W/o8eQ+h60bXJZ6bVZXJrnu8j6P7k2ZrI1z5SU9Ftptnnh5nJrT4NWXGvZsH4Ls8fwxwYbJmPnFmAefdxnGCikh1YadmyLe9JqIbk+xeUJz3W6Iojor7TorbZ+1nkunr2j3JJ0edPopnV5Kp59mrA/LfcHZjqA9DHntnkX+7QdWuGGPx+LqGJ1+jf7Ao9v36PRdOn2H3kDSG0iW2wknzw257vob42su1T9x55vee9hxGl8UwtPfamx9y4PMwWBAkgx+8Pn9z/7y/JnDk81wBUc5jDcVQhikACFAihQpwVEGV2k8JfCUy5OHNvJTv+Pyntct8z13rLBzc8TccovAq1HzPeq+S6Pm0K1JmgOXsYZDP3toNoaaQWjoDn1WFgNOnzJEiebMXILvG0DgKYMjBf2BQuCS9B1etVOwa7Nh+5Y+YdrlK08q9h+e4M3X+1x3+Sof+4rBE3V2bunzwqOKLeOK6VafQNWIYpeFLjQCh60bBc/tj7huT43brl3io3cN8Nwmb7zJ4Pp97n0i4suPN3j5WI2LN9fZuSllZiLioumYq3amKKVxlAEMdd9nZtwnil26fY+9h1x6Q4f+QNEbSnoD6A0Nvb793bs5aQw0awPBYk8xv6apt9r82NsW+I7XRlxzUYNzS006vRq9gUd34NIbOPQGDt2BoDuQdHuG3sAgpeSBh590ZTL5y1NTz65cfsUN/3TQ73+0Vq//7wtwYzpA+neOH3jk588deWhyQrWJY4XrQj0wpFoADkIIpAAptb2p0mRANwRK8sLhaZ49VOPgmQXefUuPW64YMt5ssdKu0+gEtAYevb5DN7vZg6FDP3QYhoZhpIliQxwbktQeUeJhNEglcB1B4AnGm4KJJsxOa7Zu7DM90ebup+GhZ12kHuPN17u86rIuj7wcEw1bvPZVgvZgwMJyg5v3aKbH+9Qcn2Fita3Sglftcag3Q545EPD668Z4zTVdnjmgwIxx/RUeP/qOFb7+XMTXnmyw72TA9hnF7GSNiWadsSbUfHAdg5KgDew7JkhTQZwIogTCGPs7himDUDMMNf2hph9qegPohLDUU8x3IdQD7rx2mXfe0uH73qhJkhZzSw26fZ/uwKM3tMAuHpihoDcw9AYpwzAlTcGRhsefXeLAsbsnX39b8h/ecMftzqn54e9s2xj87wfw42fWODmnfnTxzJd+vjb88oaLNho6rRphZCnbGDBGIhAIoVASlExxlMBRGtexAPccTc0RLPXrfOK+rdz7bJdbr1rjB+5c46qLekyN11leq9Md+PQHbgZsZY9IEMaSOBEkiV3qrXfLBpWOA4EH9ZpmshmzZUOfhB6HzsT88YMBR081GPdr3HCFw81Xd3jiYJt7Hmtx0+6A7Zv6/OF9AiV8Ws2YtV6INqAEzLT6dLoeOqnxzlsX+MSX6+yaD3j7TX2ieJkHX5wiTgNuvGIDb7+hw+5tbe59ps8Lp+o8f8xj66RksiWo+wLPtQ+hXekM2oDWhjjJHtbYEMb2QR5GMIigOxSshoKVLghnyLWXrvEDb1rj1itTppoBa50Ga13L2r2BS3/o0h9KekNFfyjoDQWDoaE/SOkPE/qhZhAZhrGg3RfsP73GE8e+uqExNvj5d7/1Dcbo5d8Vcup/D4Df99Xf59nDLe6/72s/dGa+/0tfeuSZ6e947Vnee2tA0Da0ez5SuvbUDIC0DC4VUgqkSlEKC3Jl02a+Y6i5gtWhw/LaBH9yf4PH9/Z47TVr/MAb17h2V5uptEaS+PSHAb2ByyB0iGKbP09SSaoF2ggEBikMvqepBwm+F+G5IWeWQ+56SnL4tMex0xMo7bNrk8flFymuv6yD8hd58UiTLeN1rrwYZmdWWem0uGqLJNGGu5/0CfuS8UbCW24c8sUHY07ONbn0Epdza0NeOuqybeME11y0yCMvdHn0JUEYeVx20SSXbfO5bGuXI+dWOHwGntxf59DRBnVH4DuShm8IXJDSBlXG2Ic1SSFKIEoFvVDQGQo6MUQ6QZshr97d4Qfe1OHWq1I2TXoMQ5tu7fYzMhi6GagVg1DQH0oGIQyGhsEwoR+mDIbagn2o6YWC1b5gvi/49msPcVF9ecNLT6390jAZT84d/sLHPnNvl7//ge/9mwvwn/+13+OON3dJNN+39+Uzv/rYoyfHj56Az4sWb75hmckxBZnmFoAQ9msprXVUSYXjWMZyHY3naDxX47uGwDXUvZTxQNANXVY7E3z6oRb3PT9k40Sf99/e5rJtQ4aDHldeZNg2qwhjlzRVpFpicnBLjeuknJg3HJsTrA00n3+kzpmlCUzkMhEoNk857Jh1uHgLXLmrg5ZLfOiLDVZWxrjpMocrd7W593mBSFw2TEga9YR+7CGNBCNRjkd7KJhfEVxh6tx+fZdvPFNj87THTVdO8rffscRHvtzlyQMNekOX5bUmF22ucemmPjfu6fLe13c5u7LC5x/xWe77nDjncuaMh6sEUtpVTxtDqiHWhjTRTEzFXH1FnzCMuWxbyPtuD9kwpphs+sRxwLnFgP7Aox/aVW4wVPaIJIOhYBAKBiF2JQhTBkMre/qhBXc3FLQHgnM9QbPV5X2vHxAQ8sKLT08v9bf/6rP12fjvf8D/+MHnfpc91/7o3zyAf+3uT/PGt7xd/Opv/sl3zS+e+u1h+2y9VRdsbBmee3mMF44s8babekSJQ6pFJhUMApDSoKTEURLXkTjKAtx1UjxX4LmawDXUYkM9MowFKRM1QT+SdKMGx043+MWPT4JOEEnC9Vf3uWg2IklAG40xtogjhUAqgeN6HDjpse9wQCNwaHqS6bpgZkqyYdJh84xix6aUS3eskYplfu0zLU6cHOemPS6X7UwZJF0ee9FnvOYyNWYYb0bUa1YKaS1pDxUrPcNyO6Xdq/G6K9d4al+f/ScV462AG68Y5wPvXObXPwvPHG7QGxjWug7zKy1mp+tsmBiyY2rI//NdfVr1Ni8cgwOnJK5rUMoghAaM/Z+BJIGdsymvvSohjV3ixMeYOsPIZW7JYxDaFW0YqUK+DSLBMBQMI8vaYWS1vJU6Vs8PQkM/1PRD6A1hdShoDzV3XL/GTZfBgeM11rqKc/NHx6+9qvvbjz6wPXnPv/reT378j1rm+773f01R6H8JwL9x/6cZGxtXD37ts++Z9Jc/dnxlPgh8n8CP0WgiLUFqAn9I3Q9IUlVoYSlBSlUGlo7EdQRDV+G5kjDS+FFKGBtqsSaMNVFkaCUQxpowgSgRDGNJmPrEacD+ww2e3w+pMVhoW23sSvCU9Xw0fbhyE7RqMNaQTDQVU+MOGyZh+2zIppk1YrPCr31mjCNHx7juYsXFWyW7tq5y/0sJ88tjXH+RZKKlCbwBvvQxSpCkEmEMSRqx2guYX3a57rIar9rT5ZFnAjZOCOpBk+v2aH7sPcv86mc1L51pstbTrHUVi6sO0+MNJlo1JlpjtOoxM42YHddF+G6C6yQolSKFvYAG+1DFsWJh0SFOFHGiiGJFGGfvkSSMJWEkGUaSMBI2QI0EYWQII50dKcPYEIaaYWysXImgFwq6kWQ1FqRxhNQxUgqEMAwjgdY+z+9dqh88Uf/Yj73zk7rmz3zmIx/9o/RHfvgvX678pQN84djv0Gi01dz84vuW4tWP1jgVXH+ZR5IaJluaZ0+HpOkAgcZRKb4XUk8VGAr2ltLgKIXjGFzX4LkSzxWEriD0FFFsgR7HhihJbVYkqRwpJKkhTTWpxuptTQFuIUBJcCS4LviOIPAFdV/SqCvG6pKJMcGGyYQds32ajTU+842IB1+cZG2pxdXbFTs2uezeNiQVa9z9ZJ2G6zAzoWjWh7x4BF4+6nDVNkM/VFyzO+bqXYa5cymLqx6DYZ233tDl4RcGHDqjaNQkvtfiqos1/+aHlnngpQFffGCa5Y5hx4aU1bbDeEsx1nBp1l0aNUPga3xP4zspjrJSS0p7D4zBFqy0INGSJBUkiSBOJFEiiGNJGNvMSxQLotgQRRDGKVGcgTu22aYwMhbksbG6PBJ0I8FqJOjFBnSEECmuN2AQdzh4ssbSiiTVhnbvcHDxxenvn1zmh4XX+tQ//6U/Sv/9T/zlgvwvHeC/8AdNGXjh91x38ZH/ft2Ww8FkrckwdDDA5FiPPZct8fGvQuDHSM8CPNX2zghhbDZDalzl4DkKz1GErsF3BaEniWJhb06siBOIYmkzCEmZ9ktSTZra7EJqskxJtkLYABaUFDiOwHMEvicJfEmjJmjVDeNNzcbJkJmJLolZ45MPSz7y5Sk2BAFXbxds3+Syc7Nmx6ZVPvOYYWUl4LJZxUQLmvWY+eOShVUf7yIIY8HMmGR8HA4dM6x2NHNLAbt3Brzh+i53PRQw1QTf81BynKt2CT749gVcucAXHpng5TMBGzsxG8YTxhqKZk1Rr0lqvoPvge+C49jVTgqQogJy7IOdakhTQZKSAR3i1BAlEMepJYVYEyWGKNbZQZmRiWEYC4Yx9CLBWixZjSFJQpw4ZhjB5x6Aj31Z88Jxw8aGlUz9yOXJ40eCD35n57d/+C3bncmW90f//if4Sy0G/aUC/D//5udIUv1DDz955D/d/dC51g++dcjrLu8yO+OQpIK6P+SO69s8vrfOo3s9Xn99j+l6H0dZQ1GR93ZcXDfFcx081y6tFtwqYxxhmShjpSSBOIU0tZkErW3ApbXJezgzcFuAKyUyXW8BEvhQDzTNWsJ4M2FmfMD0xBrf2B/x+/fUOHBsnJ1jLrtmYeusx9aNcOn2Dv2kwxP7WtSUy8yEYrwJ482QibEEz3MQwj5cg9BjpROz1je0ewkLqx7bZ5u85rIF7nmyz4EzLep+jKs8hBhj1xbF33rjEq++dIHfv6fJE3vHWe45bGgljNcT6oGkFih8V+C7EtcVOEqiFFn60KLcYHtYtaYAepLqbHWzpBAnmiS14I5jiBOTAd1YuRfDMBEMY0E3FrRjQTcxxMMI4j6TrT6vvSrk8BnFI8+BaQyI+w5pYpidGvLOG7rcfuW5VjoUvxY3rvbOHf2Tj2y6+C9Pj/+lAbzd7qCU/Dsf+uhnfn7p3OmpuZUW//b3PK7c2WbT2IA00UjpkuoZHnjBJ4oFp856fPttfW6/ts/sVEK3m+A4Ca7j4zkOnuvie6P6MY4lcSKJUwvuOMmYKZUZU4HWEm0owW2LlBlzg6NswcRzDYGnqQUJzSBhohWyabrDfLvPb3ze5e6nJllZbXDJjGD7BsGWDR5bNwgu2jzE8db4xIMOR0812LNRMtGUjDVSpAw5s2jwHYkUYIwgih12bOjwJCmdvmK1Y5hfqbFna8B7b2/zqXs9js/7uE6MEC7aNIgTyfUXrbLjezvc/UyfP7x7kqePN9gyIZhupDSClMAT+K7Ac22c4ihs4CxF4ckw2IdMG2ymJbWAL0CeWklnV0GIMmaPEkGYQJgIBrGgmwi6CQyjFN0fsnW6w23Xr/Gu23t82w0xUSy48uI5Ir2MUIokgpkWXL7dJQonOHNmcaobJ790xXXvVd1u93eazeZfH4BHgw6u6/7txx5/9OcXzhzYMN20DHqmXeOJfT79KLHIK6oqBtB84t4aDzw/4LrLe3zvGwd8200dpsYi+sOIQejhxx5R7NgjC5bi2CFOpV1qU0mSSNJUkGpRam0tKFSJyUv/oJTNOrgqSzd6KTU/oVkLmR7vMYgH3Pui4Y/vH+OJveNMeC5XbTFsmpRsnPLYPCPZujHi4i2rvHB8wOcfnmFMOcyMCVoNQase0+6nfPmxgKZnEMICaxA6vPO1IV963Hpi2j3NwqrD1g1N3n1Ljyf2d9l3yKPhJygpLMh1nWFktf7fekObPZsW+MQDHR59eZyTqzVmW4KxwFD3NIGj8VxwlEDJLFDP0q+5/UhnUk3rcoVLMqBbgoA4FURpVhVNBMNU0E8EvdQCOw0jGvUe737LGt/zxg7XX5aweUoQRwG+I3nX6wB0lslx6A1qrLYbzK80WVz12XfiyIaV/qM//5qbX6eXljsfnp5q/dUGeLfT4eGXOuw/I36Q3t3/cfnMA1NJlBD4imaQMqtTaq6gG3sME4g0xCbThMaQeimn2zXOPlbn8RcGfOrqHu+7s89bXhsyOeYSRT5h7BHFLnHiZIciSRRJmhVs0hLg2mTMrUtPmRAmCyqtj8NxNJ6b4nsxNT+iWRuQMuDrz0g+ft84e4+NIWKfnROGTeOG6XHFzKTH7LRk80zM9tkOpxa7/OYXGyRhja1bBeNNh1YDWvUY4UZ0Bg3GmwaRVWjjRDLpKxKd0I09uv2U1Y7izGKNKy5u8ne/fY1f+iOfE4sNHBVnD4ZDkgQMI8nslM/1l3S4+uIeL504wx/fX+Oep8c5267R8BVNDxquwXMMrrIldCXL+kL+0oDR9qFLtSA1kKTC5s9TQZRCmAoGqWCYwiAxJEmMjiOmggFvfeMa77+zw61Xx4zXHJK0RrvtkqSKVCt7/bW9J3HiMgi9ojoaxYrTc6vc//xXNnSi3n987ztelxhz4Pc6nc2Mjf3FAf0vFOBp0uctr26+6+77nvr1z9x1X0vHq0TDBtqA5wgavg18fKWJcobQkGhBpAWhdgkdhzjxWQhrfOGJBg++NODGr3X58e/sccX2LjPjilbDIYo8osQlyUGeqgzcklRLtJFZuV8UC4Vlbo1SBkdpHCfB9xJcFdEZxCx2Yv7LZwKOLUzwzL5xjPaYqgk2TBumxwRTLcXUuMvGKcnsVMKWmT5T46vc/azm6ZfHuXqrYKIpadYlrbqmUYsQbojvOzjK/nxjIE0lg9BhMIxJtKA70HR7hpWOy9xyi5sv7fGaK9b4xNcCaisKR8YWkMYhST2i2PZ4To8HvHpXj1df0uPJ285yYlHy+/eMs7BW5/Syj6ckDVfg5TJMZuY1yEqemVTBMnliBHF2P8KUjIQMpAkkMVKFbJ4YcPXOHj/+3i43XJ4yVlMkaYNuz96PNLWEk2p7H/L7EicOw8gpKshSwM7NMDO1xGDh61PPPzv267NbX72axIPP/0Vi8i8M4Pc+eoB72hvVzn0fvuTEoaOtubNDhlGdWgZqV0HgCaSwEX6cCrscakGiM92nLeCHjmSoA8LEZymsc8/TLb7x8pCGH/LDb2uzbSphx+YBN1/ZxRGKZt0BkQFcK4y2XmljKsyNQUiDEjZnbkhAJrx0TPLUfoe7nmjy0skmUVKn6ShmaobJhmGibmwevOUwOeYwNS6YnUzYPDNg08wqD+4N+dBdG9g07jDTglZD0WoImvWEmh/yjYOKYeTgNiyojBFEiSRwFNfuGfD4i+PW+DRIWeu4LK35zC9N8HffPs/ppWUef24GVwIiRmOX+ih2CSNJb+Aw0QwYbzV4zZ4+t13d53vvWGT/Kc2Xngh4Yn+Ng0cbJMIhDBX9WKGEtT6MBp5ZTcBoEm0wWuOKlDEvIiDmNdf1uGjTkK3TMT/wlpCaJ2nWXKKoRqfnZkSjSFKHNLWgTlLL3kkqSRJriSjipkQgJIw3DZumG6y0U/70rvtbExuOXfJPPvhDKh28kKraNX91AP7i3pe5avcG7ysPPfkjX33B/KcnnlwAHMYagnwwksgKD1IIHFUGM1b3ZRG9toCPU0OUCoaOYJi6hKlLX9fodhP+4ycmMEnMxpkhV2wfMjWW8L43DNi+ISKORaa3JVSYOy//S6kRUvDpB2q8cKSBcBxOnK1zZr5OUFOM+YLxhqEVaFoBNGuCsbqi1VRMNB2mxmF6PGHj1JAtGzqkZo1PP9xi0Guwe6uhVVc065JmTdMMElw34u7HA8K+xN0AMgNTnEgaNcVbbxzw0LOaXijpDVI6fYe1rsPccp3LL2ryvls7PPNSnRMrTZTUQJzpZZc4VYSxLcz0hg7tnkezVqdRC7l865CbLh1yaqHN8XNrOG7K80cdPnV/HaGUBbeQozfRaKxeNiRRyo6NCe9/w4DpsZRLtxs2TkGauERRkzh1WO1YUMepYwGdWIJJtLIyJ1tNc+loEwCyyHSlqcAgiGOB72ku33qWyy7f/J/OnXis30mu+sjRw/uiiy+5/K8GwFcWT/NMf2nP2uLJ33j2qWekNB61us0tgw1itBQ2p60NSSJINLhZ1J7mKSstbCSfgb2R2iUzSgWRloTaI9IesYbFXpP7X9AYNJ97wo5swOjsKFOBWS4QIRRCSKRSJLGD1A6uI2n6cNGMoeFq6r6m7kPdFzRqkmZN0ao7jDUlEy2YGkuYmQjZPNMlZZX/8qcBj7y4gV1TMFHP2LsuadYS6rWIRn1ArVbHVxIlMw2OlQNx7DIcCAZhSjdU9Iaa7kDblrmGx+n5MV53RciPfdc8v/wph5NrPkJojInRqSFOXKJYMgxdegNFc+DQCDzqtYC6XyfwY5q1iOt3R3huzA27E37gzj6OSrIikLakUxXlmaTTWiKExHcV4DEMHZZXHevbyQ4b7+SxjyLRWeyTluY1+1lkALfFpSS1yYA8+AdQSuJ7NZ5+cq/csK35G62J6OEkHu79i8Dm/2eAv/DM71JvLNYWz829J+2dFVdcXKPTs40D1fxzmhqUFjipIVG2zzHJ0nipzr8uwW6zIFlEb0wR/CQaYiOItSIxKjMU+aRZ2qt6szJsowQ4QthKpYKgZggcQ6BSfBd8BwLPUPMFNU9Sr0nqgWMB3hCMNzWTrYSp8ZANkz02b1jmQ3dp/vCejWwbV0w3Na2GollXNOpQr6U0azHnljVHzvkEnrXfQu70Ewwjh4tmNbPTQzpDj8HQZCwuWes6NGsBzfo4P3DnAkfPzfHbn9+CIx0MmlSnVtYlDmGkGESKQSjpB5L60KHmu9T8lHbXxhiem+I6Ka6b4kjbKCGlLeeL7LDWFQGIDOSCts5clpmezgPGNH9PZQnsyrtlcBvoJ2lZOU1SYSVpSvbnmfbPrATLazEPPv+s2Lln9T27L9t+5Nc++vHBj//w931rAf7FhzZ6gbv0U9snj/7UlqmBXG1P4DjWL2yLBllVUWuc1GQVNFOAOi1Anh8mK0JUwZ5935TA10UuVxSBUlVzQ+YxyQIrR2qcoiMIXCVwHVsR9RxB4EsCT1LzFbVA0axJmnXDWCNlvJkw2QqZnuizfeMyTxwM+cQDm5kIfDY2Na26sOCuSRqBphEkNOshTxyA5/fXuWTGZLq3LJsPQsUNlxp2bx/w5N5x+mHenudkIHepBzVqwTjf/foVnj+4wOP7ZsEotE7tw58YktgUfpJB6FAfGmqBIvA0vufieym+o3GcFNfROMoWz1RmgZDCgLDDkvKrVgbnIru+oij1W6BnEiRLxVbTsgXQc0JKRQF4m34UJVklVp6GiWE41Kx2UvadGMqJTSd/+urZhrfjVeP/7sch+pYC3AyPef3+4AOnul2vvr1mh+LUJFIIwljZThmVMXBWTEgzRk+0QacmuzA5uEUF5BmIi8/GHpkKyYs31VpvFeJ5qTov6CiZVSwVmeXWNgz4rsT3FIGvqPmCek3QrBla9ZSxRsJ4M2RqbMDmmVUePzDgZz+6kZOnx7l4WjNeh1ZN0agpGgE0gpRaEOO5Q9pDg5IKVxmkLM8sZ7Y48WjVYvqJdeQNQkN/mNLtS9o1Rb3rE/hNds7G/JsfafMzH5M8tm8jBoU2mjTVJGlClGiiWDGMFANfUgsVgSfxPYPvKXxH47o23+8oYwGuLMBVJlOEMOc16OosjtFGYHQOdPt1msmMtAC+qNxHcR7I7QqdsXeSrcSpfUDDWDMcpoSRphUI1hYWvX0HV39i265vd9fWBv9yfLz25y7n/7kBfvh0G2P0v3/+yY+8RnSPTw+GY7R7Fki+a6WwFBZU+RKVg9qangxOatbJmDInqysl5bxLJWdrs+4AKvyTFTTyYk4BcJE1SpCV5QWuI/E9iecqAt+OZKj5hkagadZTWvWYsWbEZGvA5pk1Ht/f52c+Ms2Bk5PsmLQZlmZN0qhLy941Qz1IqQcxcRrxB19rIpXClQYlyjShNvnS7fK33rzKV5+O6EZ+5q1O6Q0U3Z6i7TsEno/vtrh0W8LP/egy/+ojgkf3bkQbSaptWT1OrNEsjDRhYO2uvi8IXIHv2cqm55iiYusojVQ2Ny6FBbqopg8rF1SbLNOiS7DrinkrzQCv0wq4M31tV2ZRStGsgJQWxSR77lFcStqxOnTbPn901/FANL76f73/O+4Uxiz+MyH+fNNt//wAP3QEbfTNf/TlM29812uW2Tw1ycqajxS2lUy7pZEpTi2oktRq8DQLJi1Tl+ViC+rs+xlbmEKOCMvWVXBf4LxygOcejLySp5TAyQxVFuAS15XWv+EJAt/OPKn7KY2aBXerETHeGjAz3uaJ/X1+9sOTvHRimq0TgqlGRZoEDo3A+ldqQULNj3DdkDPLE7hKoKTO0nJlkJlm6bNNE7Z40okDBqGxPuthSncoqfUVgefiuQGuM8ZlWxN+7m8v8s9/Fx5/eUOmdzVxaoiTNGNyTehrgkgy9FQhwVwXXMdKNOtTMTgyc2sKENl7FeM5zk0hWyrOxEzGpAUJiVGCWi8907zLyBQreZJaGZu7PvN7u9gxtKaWmPXvr60t7HqNWJ/x+csG+Fe+8lU2TVD/6Mfv8jqLQ+5+fIz33aYw2AvmOhqQmZcbVL5EFcGFKDV2xuKWoe33ClBn3ysvrvmm4IayJJ0/XLYTSGRla1npCBJ4LgQu+J6mFhhqvtXP9VpMqx4x3hgwPdHm6UND/tXvTPDiiRk2jytmGpqxmqAZSOqBol4T1AL7cNhSf8Tj+wS9oUegyB6yLGVqykAzThwageLmK7s88VKLfmxlyiBM6Q8UXV/hewrP9TL9PM7l2zS/8IEFfvK34NF9G4i1JNY6a5YuezBDT+J7OrMWy+J3dlR+kMmUUsbJrMp7IZBn/ROFbCn8LLoC+BzMFVlZuDj1qDzNV/MkMVaqZA8HQCOAb3+Notd2uP/er3s7Ln17/eEHvt6/9fY3/uUD/MjR08zObhm/5+7P/uZkU7/+yotcJpsBq22N75litIMQ2vZQSoGTgVulIjP2UCxv9mkvA0tTaO0c6FVQ51bX3MxfuRnCGoqEzMCdmYxUAXDL4q5jmcxzsZ1AXmaw8lNqmbxo1kLGmgMmmh2eOxzyr35nguePb2B23GGmrhmrQSMQNGqKek1RL9g7JfATmvUhDz7vsdYOmJgoy+T5OetMo8apYsOU4s5X9XjwKW27aCJdAbkkcCWB6+A6Ho5TQ0rN5dsMP/+BBX7ytwyPHthArB3i3AGYmoLJ/VgW7kLPkThZs4gjBcrJrw3F+eUPYS5VRO5KoywIQTX+YV08RMHo+eqcH2llpa4yeVJ8tg+CkjDekBw6NsG5eUm9Eb/ebx373W975zv/3vy5k2sbN/3P7Qr3P8/g8UmWzp39ybB37HtqapXxzS6+Z/WdyrSclKB0HtgZUilIlCiWrCStLGMVBijfS7bWF2Lu8v+KilwuTYTMHXSl7s4dg47C+jOyxgnfs5NiAy+lFiTUg5hGENKsD5kca/PMwZCf+q1pnju6kQ3jLhvqKWN1k4E7Y+9AUvMt+wd+Qt2PSHRIN/IRSuLmDF5ocJEt49YYFscuDW9o7QJRwEQO8mFK37MM7nsS13FwnXwDWsNVOw2/9Pfm+X//u+bR/RuJtUOYCqI0a0yIBUFs+1U9V+A5Olu9bMufylY0e32yrvz8vWLMqu5gUr3+VVDnK24uIfOVNyeuAuDajDB6UqSIs5U7S+2mqWF+JWGtK0n1HMO08T2t6ReOxEn8z/9SGXx1+TR+fcuOcwf/y9WzY0dRW+xyJDPzku0gMUUeNVUZe2uBU+RFBU4lU6JTUSxp+TJXam7KlFXlwhZcmLN25aYUy23WoaOyYMrJxky4mQkpdw8Gbprp5phaEDLR6jPW6PL4voR/9qFpnj26kZkxh5laylhgaGbgrgU2nZiDu+anBF5CqxGx77jhgWcaeFLiKntdqnvd6Izp4lSRaIfbr4+55OIeR07WmKnDMDL2CFP6w4yFHYXjuChpMiIxXLkDfuGDS/zz39I8/NIMw7hGmEqixFDPfNy+iwW5k69eOpMo0k4oqKxyJcBFEagXZy3KJbNkcgtoihU3dynmknPUi19N/eqsoFeAvnJv48QwjFOkSElSw7HFk5zpPnn1r//cB3YcPXb6xMUXbf2LB3jYW8Crje08ffyJX+m0e++quWtsnAqIU2kj7AxzRd40S+qnqQV3oizAc6CXKaYyHWiLkGWmRGce1+ryWL4y5l4PbmGQqlw9VNHLaQ/P0biuxnc1vpcQeAmBH1EPQibH+qx2+zy0F37h47O8cHia6Qzc4zVDsyZoBKLIldvMi7bs7VmA1/yQKE0ZDgICZR8yKcSIk68ggFSSJI7V8k5IGBkGsagAXON5ttHDdSWOUijpFgBHwDUXCX7h763yH/8o4dH9U5xttxg2JOOpoZnYaQN+driFRDNZupAKwEsGL85XjDJ4SeVgsvkU56+yZY3CrKtplFI0K+qleaHHVFbu8n4bYxMUncGALWsr7/rKPY+nN1x/3f918PD88T2X/Nl2gfszA/z0mZdA1m8yvcff01LPUB/3COO04uTLiwBZJUtLC+ysfOusKwpUc6hFsJJlSkbSgBcENxVw5+MecvY2mTwxmWvQMrfj6MqoibQAt+9l4J7ssbg64Of/oM7nH5thqTfBzJhkJsjAHVjdXc8Cy5ovqfsmY3CrvQM/AiLue85jNfaY8hnxYyMqmQhjr0UUO7R8hzdc1+fxAxHd2Gcs1rb3MdJ4ofWqe44FuKMMSroIaQs0GLhsm+SXf7zDlx4f8O8+vJHTSxMMxh3GPUEz0dQT8GM7Q8ZTdqCRmweaUhRBcP5eDdTFOhYviHwEiKZYmarSUleAqyvsnab2+8lIgS/LlxuT9Y5at+kgFQxjh8/fd5htW6fes3mT+oPVzuD4XyiDL6/2mByv7/7MV+79xw8+/BRX7ehz29Vttmxw6fRqhLGb+bLz5oPMq1CUbU2ZPSkAnnu283STqFwcUfRNVi9mDurqxZZCF7pfZj2cMpMmjrTAtpOw8jETKZ6bEHgxvhfTrA1wnD4PPp/yu19ucdcjG4h0iw0twXRgZYlNAeZ5cpUdImPuKnvHOE7IN14epx85bKrn57OewfMgWxInisBVvObyAYm2AB/EomjsDbMRDa6TpzhVBkRbfbSAE0yPC77njh5N/ywf/vKAh16eYi6u0Q8krcTQcIwFuZPFIcpkcYnJQG6KrFNeIBOSbLJYee5FsFytPxhTgL1cfU0pNyurdFHBNpTFnywuS1KItCTKgN2LoTdMmZ3q8eZrO+yYfJD+4rOkYfpnxff/GODHjp/ivvvuZXpybPOBl4/e9rl7HT4htrBzdpV//O4V3n7LgCSsMRgGRLFLVPFnJ0nZhFBMj8qBXin/VkGdG3BG04HrbK+5PhRlaktmxRQptZUnSmee7wzcynoxfDfG82ICN6JeH+J5fT5+j8Mv/t4GjixO4voBs03BpJ/S8g0NHxpZh33Nt9XOICsIWf9Kmq0EVp4sdVJ6kYenFJ40RYCZ/wp5qk2bvPFXEiUuNXfI7PiAtX6TQSyycWs2VnDdNEvzqSzdqcriTBG4Wufju27tccMVi/zC7w/5w7tnWEka9H2XhitpOdaD4zvgKYpmCCcv+sjc2iAqXUDmggA/H+RcAOSjLJ4a0HmiIcubx9rKkDgVtrkiEXRTGIYpbtznXa9f5h+9u8u2GZ9OR7HauepnjHvlvs9+6qYXb73t7cxs3PL/DeBap9x+2+t2vvzy/g8dOXSA2abLyTWHJ/YF/NSSz1MHF/nAt3XYPB3TGwQ4WVtZnDgk0jJ6mkpUKgvWSrVEpxW9rtcFlBXGzv0lRbJqRHOX4M7LzhbgVeZOM5AneI6VJL4X4rsDjs8n/PaXGnz24SmOzk/QqrtMBjDhpzR9k5Xec3DLDNyyKAoFmfb2PfvgtBohn/mGw6ETNYJshmIBFEqUl8USUTQDXLYD3nFDl9/9yhS9ukMrtuMZ/CiLG5TGcaTNfigqIHcriLPXd/u05J99f5+rLzrNb901ydG5MVaSGn3XoaEE9QzonjT2wcmyTLlvR1YqrwWbZ9H8hTR5NegcKQhVjwzgZTk/Z2zbOTRMbZ9nPzGkYcT2DWv8g3cu8R2vi9k01WBxdZxOt8XCau/qa2+a/eT2Hbe+bdDv/g+lyjcFuDFDwGffvse3Hj764q6FpTZjdclsqhFCcnZlil//E48XDi3wKz++yvYNdva2ki6O0kRSozKvsOPkDjSdgbocLp8zUClLxAV1d9VbnrNLXmq2HfgmCyxz9k5xHdu47DsJvh/iOSHdNOI3Punx4S/NcmZ5HK1qTI4pJj3DmKepZ8xdL8r3MvOpZNIky50X4PZs9TKMIw6d9ulFPhN+lsXJi045SPLf0VQ8KbFDq+Fw0dYI5Q/pRk0GnqCWzSHxMnnlZhLFybMeQr1C8KqYGevzd9/V5z23z/HhL3X47U9PsTRoMHACAkdRdwQ1ZfATY9lcWqniyDKtaa9tpXiWE8wFsVIlpfUAF0WWLMkcoakurdD9DNxhmqLDAZfMrvKr/3iRW18lGPbGmF9ustJu0A994miZA4ee39VP2HrjdTce7w5imjWXV3p9U4AvLizRajVnktT75JfvfdIdxArPFTSDzCiFYIEWX3sG/ul/NfzKj62xfdbQ69cKK6ZKNUpq6yOWklSJEYDnWRMK5haVwFIULjcL7nxZNqPsLXQWVGqUSi3AnRRHpXhuTOBFeG5EexjxjRckH7+nxacfnmKYNvE8jylPMO5pGp6h7hvqXgnuwJf4vsTPpIktDGWZiQzgnmsrn8fOGR56uk4Uu/gNc16AWayKhQa31yGKFa7rcOcNXT7x9R4HTjcYBHbeS+gavATcWONGGqWkzVtLgRSyHO6TAzzPsWtJ3XfYOD7g//3uPpdvD/nDe5o8tW+MxUGDofJwXYfAEdQk+MrgSmPZvCpV1rG4oGxeye9LVapUU7rrGVwbQZKDPBWEGgZa0EsEUZrCsM8lm1b5Lz++wBuulXS6Y6z1GrT7Ab2hSxhLJsc0nbXH3Vb9xk8uLvdeFYadxT83g7daU/LIkSM3PfTg42O+CNg4YcehpZXUT6IlC6bJPU+m/OInEn7j/24T+CLTygYpHZTQJEoXEsUYWejvvLUsBzcjutuMaL9CD4q8UmqywFJn069SC3CVFnLEcWLavZhH9go++pUW9zwzxkq7iawFNGuKcdfQ8jR111D3DDWPjLUtc9d8SeApAk8QeGQOPZ2BW+O7Vn8rJ+TgaTjTDmxhJdO3o4WTgsCzPsisNqAlUeSwsSXYvW3AiycT+rFrxzTE4EXYHL5KM4mSF2pArvNpjBihUkmcWn/4++8c8JYbV7n32S4fu7vFU/taLHfrtKVHz3PshgJS4EtsD6ewQXpuVssZ3QJcvGLQWQI9b4UToxIl6/uMtGCoYZAKEp1APMTVPX7q+5Z546sNvV6Tbr9Grx/Q69uNtgZDxUrkECceTz726Nh1r1Y3XXTRrq9kl/N/HuCrK2d834v/u9KnG3t2+Kx27KZOxqSFWSZMNf1EshbX+frTLf70/gHvvnWI72VAlJpUOqg0tZ3WWbe7KbS3GDHzrF8ARVV35w+NsP2VVm/r7D1FyRQvz2bImMVuwoNPO3z5kSaff2iMhU4DEQS4TZeWA2Ou7eSpuWSyA2qeyA6ZWU4z3e0J/Jy9c4A7CZ6XEHgRxsTc94zPiXM1picFrtSZnhVlo28FAaZqM00Vg9Blx0bBndf1+exjEb3YZRALAtfgJZbFw7i6SqkiX42QIzLFHrJoVLBVU4eaH/L+Owa86YZlPvdwly89UufBF5ostOsMhMfAc3BchSMErhS4UuIKa8pSVBndlBFFVSIV51ANOLNCnsmamo2dphAZQaQNJk0gCXF1n+98wxpvuD4iiesMhgGD0C92luj0HVZ7irUOLK9p9MkTjUuveM1/P3Xm7OXA4M8F8AcffwZ0lw3jx9gwNs2+417J3qkmTjXDGGqOoeM6HDtZ58Ofa3Ln9ctMt6Ks9GpIhSaVitSkaJ2DO+96l9mS9grbBRWskYNbZ83DGpEBvJAiQcwgTDlwBo6fVfzx18b4ylMtFlYb4AY4LZe6kjRdQ9PR1FxDzYXAteAOXDuT0NpMZeUQ2Z+bDOS6ALnn2va0I2c1Lx7zwXWzZd5USvRiJP1QzTakRTOAHed81UUhV2ztsf9MnUEgqCcCPzaEiiy1pzP2zrMpeRqv1CoFsIoGhSyFm7gMI5daLeSH3hryzpvX+OrTPf7k63WOnw3Yf6ZOtOaT+A5Dx0Eqacv5ZD8PG1OoXB5Sjoar2t9ymWKwjJ0aSMmkickanLUGnYCJIAqZnBjyo9/R4ZJtgqUVm6gYhC79Yb5liqTTEyytJuw/maDlGbrt58d3737/9611zO+Oty6Mn1cE+JHjp0SnN/jHP/lLvzO9c0PELZd2aNUnWe0o6oEmTQ1RIugNrWYTWcgdx4owBeVEOE6ml6VCaZVNmJIVWSKs9i6CSjGSLalq7rwrXgqdae4U37eTVNM04dwyfO1+l8Onazz4RI0zqzWOnK2D76PqLoGjaDiGhqNtFiEbnB+41r9uQZwfMjtUBnAyzZ2B203xXcvenhMTBBHHFmHf8TquHE0PjmrX0QAsbyLIxyskicsVOwbs3tBn79GEfuLSjAWhA15iCGMyBheFDhdSjjA5rNO9uQwqut0VceoSuh6tWsTfevOQW69uc2a1w31Pehw95fPVZ+qcXQ5IBy5aOsSeAqmyYFkWFglZsUqsX3kLmUK1MSX/xdPsiEHHoCN8leC6JpOwNo6IYpV1OCl6A0kYQXtgaLUG3HTNKptbT45L3v5j6OjDI0/YnwXgjzz8DeIk/Z7Bar/x7MIkUUewc6PBUdZFJ6Ug1TELbUM/FugkApGw94Ti3qc8fvgd/WxojUFWhsCYTJ7k0iRn7urZiYK5TSVTkkkRleL6KXFqOHpK8OJRxdeeqLP3mM/Lx2p0Qp8w8sH1UC0HX0nqCuqOplbJA/tO7tPIbbPWF+5nssTzFJ4nswfAlNrbTW1l0bU6P/BijI6YX5GExsdxJJ40OJl2Fes0eLGE5/pUlz2OUeIicJiZjJBqSC926TvCZjri0jDmKD1SgZSiEAyQDztCFOMzygZg+3PcVBXjJ/qhx+xExPaNMddfHDKIBvzwsTZ7j7t87fEaLx4LOHrSJ04cjK9IpcoqQJXoeSQOON9NXqbH8lp8DvDEsniacueNQ67akSCMwndje12NZLXrstKWDENbGJoZd7hxq8flOyc4eybi3Nq9IBSv9LogwF9+/h5WVnvq4ccOiqu2uQwjReBIokRR80EKOx5h46RgkLY5sDRgzIuI0oT5BcHReQdqBmUSZKwL5jbGjnPQBbBFMSewinAhDY5jIJMjcWToDy2bHz8t+aN7fPqx4rmXAw6f8lnqeYSJZ2cfKxfVcvCkoKagLg2BA76j8VVmPFKWtT1X2KJHFdyuxMtkie+B75FlTWzJ3HU0nptkFdGYWhCxsJrytUebtLs+E2MCJwt6c9PXK+WOja4EhFoShorpKcVbbh7y1acGnGw3GLjSyhQH3MTgxnnOOsuxy9SmC6nOOpHFz9DGqfwMgc6YPHUUiWvHPsSxa1OpbkzDi7n1qpjXXB7x7ttCDp6SPL/PZRAp/vBrdY7NuSAk/YFDOlC5zxajRvTK+b/seUDXYFJErDGh5uLZlA0bNL2uIUx6KDfh1GKNfccaGJOiM1NfzZcMBg1ePlInjMCvnxaTs7vVpz57T/K+d7/5zwZwKTXTk7Xf2DLdvcbEkih2ECIHgrF+akcz0Uq59foBP1Gboxb0ePGo4tc/XefYacWnvlRnoqm57sqYepBidFp5qKsXohqi2IEw7T48/4LDckdSCyRP7HP54sMBw1gxjBXn5jy0cIiNixYuOA7Cd3CkxFOCQBoCZQhkxtQqP+cs5+uUzO3lfZkFuFXWoykK9vZcjeflBq20YG/Pi1Eq4v5nFZ99rInyHHxpspwyIxmUCzF4ngvPxy3EqWI4dHnnawd8/hsd/vC+MXpJQCPT4W6uw2OKpuG8W0iI/EnKZZ4cCfSqackklSSOZXLXUSSOg5OkFugqxVG2djBZS3jtpQk3XxpjRMj77ugzjO0gzi884vPkPo+aL1jqKJ7f69HpywqZ56uKKe9vxVBujG0NfNV1EZMtzc6tCQ897fPrn67z/OEa0mvSUA0210PGG2WLYRjZHd6EsNVOoVavuW1r/Te0MX/3z8Tgq6sd3KDZWjz2sUu3b1xUOvboh/aS5bub+a419483I2anDRsmHVp1wTWX9qlPa/7pz47zqc/VGd+YctM1Cc3AusheuQ8nuyDC7sez1hM89aJHp62QShEaRaglRigQDnYusANSIaXElRJPYgsXUuNJCwRPgafKGX0W5OWYZNexjQB543EV3JbhTbEHkJ/LErf0s/hOjDERZ5Y8ojDAH5N4WdlbZa68kSpm3tHDaHErlxCpVkSxy0RTsW06whNDBonPIBHUHDsEM/eQ2KKWzpoVcvefLH6W/Rl5QK8rQ/B1Nr6hlEZJkmZ1A2ULZCpBJSlRbFOujkyRKmHrtB03IWTK5TuGRGaAdDTtjuCpFx3WehIlKdIr59/tSiCqoVEzvOZVMRMbNPPzin/6sxN87vE6BHWUP8a2lsJNNEmiCXyB55apUsCO2Yi76tKV1Ut/7G9/Vysc9jp+0PjmAO90VnD67V/68n3tO8xQMjUOnpsgRDZywbU6tOYnNBshrhNn/hKJiQRnjikWug5dqeiuOJy7t1Yh6gsxN2WXsLBXxwiBzrdcQILMfKdCIaRESIkSAk/YAoUnbNnZyxjOlXneuPLuZJ30imzrPQpw27YuuyWK7wk8h8Jiahk8Y3FH42XVUdeN8f2YU0ua3/9qAxwPV4oywCzkiTiPwau+jXxIqAWbHaoTxS4/8JYBn3twwMvzTXqpSz2xm9JaF6ApO3GK7qlKflqU8s9KIVkxeOWHLrwwjqNwU1sYy4GuZFk0s++pjYNENlNFahyhEUYzU9N82y3aDl8SmQzJi0H51+fdeZtIkBpkajAN2LwzwX1WEAuJkXaa7drAkkAtznw5Tm5BtvHqbCtmTMzfce7smV9K0/Qf/A8Z/PFH70cI4Yl0Bd93MwdeXvo2uE6K76YEnm0QCLwIx0lwvJQXTzr80VcbdLsu1CwgU0eW7FUsW9U7XvlaZIAW+b+xYM4jdiWsb8LNAJ1X3lxpc7WuzJtqK0Yih8oclJy1yyWvBLgsZIvvmaKlzfN0ZXBOkg3it9kTKSNOzAkWOwHCcfAlI/Kk9HCUv2l+u9cbzMpAUBElLlOtkB2zA/bPhQxSh2EKfipwU4ObZDo8KSu5pY1BjVzbsqooy0kFpuLsTDVOqm1ziiNRqcLJNx5QaTZDRVdqDmnlZ+ryc6SLVG5x5C3LomKZW/d9LTUyTWk1NN/zlj6PPlXjuZMBOk1oJwo3tIWiKCFj8OzeKktEYQgv7juL433d0/r8es95AD916hQgaPo9Jlsxzbq9oa5TWk5d1wYkvhcSeENq9QFHz2p+8cMtHnixBnXHSgmhskNW7nQm0oQcBb0QRaCUs56dSAVulnt1s+qaI+33i8/Zu8qIPh/uk4+IcJR1z1Ubji247a5tnpcDPQ8+M3Dn3T+OLiSK69iNnjwvJiHmS9+oMb9Ywx1TeLk0yQLMQn+vW7uoaPDRoTq26DMM7QTbt9/S4xsvDOkkAX3HoZZoomyFKo1RlSqj0JSdQ3mgKRjxhWhl2VtDmjWhuEX3lUE52g5JUppEqlGAq5zBTYXNsxVkPbhzIFfqGNXMmP1zXWTHTD/hjqtifuJHV/mZ31IcnlMMpWTJuIRa2OaN2PrZXWnjKd+1hq1mu8/cuZNcAN+jAI+W/xTXD1730nOP37C02MZzY3zPspcNPlJUtkR7TkyzPsSrDTl8WvPTv9Xij78+DsrL9LFbAXfOzFkQVOSFyzyqEpAH4hbYtkycG5ZU9rWSle9nbOlU2tMcOQrsYg6KwvYjXgjgecCZ624nlyUm09ujXnLPjfHciLm25pnDNXA8nEye5OX5gsEZZXGL78z7njN5warlyOE4drnukpCp8QHt1Tr9RFFX4Cb2d1GpsUdcBTgW5MUPkqW/J3dqalPUIrTShWRxlLSrdCpIss+qMLDpwg6Rg71g7qI2kf1sOQrw0m5rCpDLDNxCGqQ2SJmipcSQ8L1vGiLEEj/zm3DolGHg14hqHr1E4itBkFkJ8hjLdzSrg4S1VN1w5+23vO4/fejuR/5/H3zrhQF+8GyEUubb5jrL11606QhTLY8okcUGqfYpTmyA5UU8c1BwckXw0S+M87n7xzCuZwEuXAvyjLnzQkQOYCny0q85/3sFoC2oiz8TJWvl+rMAuyq/V4xEyD8X3SslsPPmW8vemeZ2KPR2nhK0jF2C2y3ciTGCmLse9vnG3ibSt2lJV5bnX22jKx1/66uZ60ej2UAz1YrB0OXmKwe849Yuv31Xkyj16aWSILV75RQPdcVwJqTMWLz6o16JyUE7spwmpqxMSZVEKU2iBI6UGYPLbFCQRhUMnnuNTIXJK1aKC7C5yCwW+dd2FbCFwFSqYvT1d70hxBGL/N4XQ04u13j2QIO+69N3HJRUqCJ4t5PRmn6bq66qXbthfOXbwlr8yAUZ/Njx00yMNd/ye5++5/s/flfMRZubXLJpwPe9qUMjsLMAhADlwAOPOXxjb40n9gacW/Q5sRKQuh4o1zK3lEghC6C6GVCdCkPLHLys66fMvle1bBafZflvS5DnWwBmPumcvStgd7JuGFeNgtuOU1jH3FnPppe1t7lO3nCQVI6YiJg/ua9FanxUUb2sBpiVvkbK9F2hwXMWzydDaWmD9TQPNh0ELu9/Q58/+FLImo4ZpAGDVOAmFCwupUEmoiiG2XTh+rVaVlKTogJyQepkYx1UBnInH5IqSZVGaWlZO7Wb8ZYsTilXMs+RhIzRLwDw9eAvSDN/QBRaKrRWuFrxrtfF3HDlGucW2zz+kscje2vc/2yAVPlOAlAPUr7/TQO2Txuu3hUzu23w/Vt3vfOB9uqZr45NbBkFeBzHDMPwkrA32DV3RrP32BYSE/Lph/o4IrKPfFY6n1txWFhzSbWDwbV9UFIhMgOQDQQzR1qmo3Pwjhjps//eqCXz/L9XjhirjmKrHtl8jwzYOciVWjfsxil3Si4yKUU60Hbc28ZkU8QcOXM7Ffb23YhnDksOnQ0wykVJiSc1zrpVR1YE+PosCiMavGyAKJpCUkWcuOzaHHPFxT0eO1gjVh6DxC7TbmpwEpFJN9sWJ5NMhyPJymnrZNH67qlqS1k5kMlRmlQZVCoyiWLHP+csbm26xm6xPuLJfwUwj/j3MxlTbEiQPRzCShWVKpLUxVEJmydStk4mvHp3zHfdETO/2rYz1rGZJ4Fi64xDktQ5tygYDNJdURReksTJV89j8OWVVcJwSBwPmKwbhBKshDUOnasRVtve87nEri0uWC8EuFJkAWEJ6lxCjLDzOtYWYp1mXQf4qum+aKsSZZNscWSdLgWTV8a0WX1ZArw6/McCmgLYRbWyYO4Uz7GFnTz2MMR86r46y8s1hO9YTViRUOd5UPKLPJIHr3SRV3zcRW5a2w22picl33Vnl2cOtwjTgL7yqKVWiztFXEIG7nyt0FlOPDfmZlJlnR4v5j1WthW07xKlM7uszgtKJlsx8v7NcjptyeIVn744H/D2XstKN5YhzYJVC3ZJIh1kYptmwigtVoxWzQ46zR/UNDOQDUOP3tCn0/NIvIhuZ5UkLs2FBcAfePBPCTzFi/tXGSaShmd/wZZrh89HGhLj2I1Ui1pZNSA0I7q5YF3Wg3fUI10NxopgaWScWMbm64AtL8DexddFgJkPuZGZTJF4TjYAKAe3W4LbLUrxOvucjhyOsp07L5+AT97TJJQeSqqsejk6k2V9BXN9EbtqLV0/oljrfLi8g586fNebh3z0K31eOFojVi59KfFSnWWPBDItBy7Z6yey1JzO7pLOftbovkW66tXW4GQriaMtsFMJSuti/EbZmFyCfj1754S0nrmr3Velcc5kXUm5TNEjD4pNRZZdRHnArHW5TUqSOESJQ6uRcvrs0zz+/ClclY4C/MyZs2zevKn+hS/8/EUPvdAjTh1agY1Sa44h1sJurFp4e83I2LQcsDZgXC87Rr8eATZUnuYSICP/vgCOKM33ElQ+WHME2BROuwLcTvY5K/KsB3eVtd2sUusULWJ5T2eSHTHKjTh0xqEbeaCsPcCt6u9qeZ4KyC9Yqq/Ihup8bV0t/Dg0XMGlW4a8cCgi1T4D7RGk1rPtZBpcCTvA0qZYzbpwlgqTi7LCWfif8sGmJeCLyWRargN4yeJpweKMAlxQAWmWRckBTU5g67z9Qq6TNXnnkKm4MLOd87S1F9utUOy1atZSonQN7Wy96O//g39Z/+7v+Qf96ZlZC/D5+Xn6vc6bF1d2/+Tawil2zNgINcm7nrNB5Yk2RYdGboUs7l0B2PMBXU2XrZcl67MNcgToYiTAlCNj2SzoHSmK6bE5e1t5Uo4oy3cxdhU2q1KRJRbEpvJZV3ogsyPzZvhexEpX81//tMnyIED41vvt5Xn4yjlWQf5Kr6IxQIty6FGhwWWxDLfqDv/wvV3ufabFcugRSYeBlHhFD2W1d9LYekLRP6kLt59BZ+DWGOS6zIrIGNyO2nO0jWUs0EXR7zo6nqPC6KL8s5GWwqI5xWIqB/8Ii58XnFLkz8trlUuTfGCSJE5lNsFBstb18DC85urdP3n40OFHknjwuYLBjx45hO97dNfm2Dojs82Nsv3JE0Ossg2j0mwq7MhIh5LJq4wlRhh6FPjnT6Oq/j2xjrnLgK2Y2zEiT0TG4hWA50GllDiZJHEKgJtihNkIsN2ykGVz/qPs7aoYz4v44/tcXjpSA+kipcTPrbHr44zKBXlFNyHrCj6VdjOd9VXGqUOSuFy1q8+7bu3w0a8EaMdnID18KYqij5KCuMhCrWNykUsVy+RFQ0JlFwdjQCtQxq4K2ggL7jwFmwG9HKwkRthbiSozM6rLNYwGmlmZXppMAYyydrXymX+qDt6vbmoVZrtbDCPJ0krCQv8cy2svEcdRKVGu2DUgCFJkEnPmlEO7L3GHKcNQ48QQSlCJIZH5dCIxIlOqGrN6YUeALtd9JgezKRhvRJ7I8s+qzF0CvJQmowCXJcCLQk8OcGPnZGdSxFUla5cgr2puy96uY6dWrbY1X7i/yVLbhyDLnghTWcIvLFHyBoH1quGCabuiIVui0zyb4jDRUnz7HX0+/40hyz2fSDkMUpmlJ0UW+4iKJKh4PnKJYiodytnX5RwTgZNnVlT2WWZfSwv+tLJyptKghLDBoRSkVQaXBqnFiDwpp49VG8dZB+y8IHQ+GZTjAO0wqSiWhJFiGEkGoaQ3lMytJHRMQugkJEliAX748BHqjamdxw8/8mPHT87heQ4NIzPwpQhRpgelzKcS5UMXL9yoIDn/JldHgY3Kk+r3RBlgCrI0FK8IcClHZYnMtLeqAluVe9E7OXMrs06e6JHDcapFnQRH2crlseOCgycCND5C2uxJ3pqmKr9XOcCyMg1FlHArpwZQqTRWS/ZlRkVrG2xiHC7bEbFr05Dl/TVM6lkWT0VhXcizOGUXVNXolWfBZGX10EX/ZrGSyIoOV5XYJtPkqRJFx72WNqBNhcnGWGTpSjnK1jnpFQDPJEl5niXgy7HN+bMoyGde5u19cZqpjFDSH1pw94dgUPS6C1yy7fIfu+2W259779sOHXeSNCVN+7OrXfWWIyeGTI7XcBwLKky+24LJ3do2q1HZJ2fklWvOijypluMLRpdVSVJq1iroVdE0kv3MYlQCBWMXYC9GAVfz4NUj96ZUwV0BebZfvZvZEXL2Vip32MUoFfOlx5ocWqqBV8oTt5Kbr/6OefD9zUT4yAjiShufru5ulttoI4eLpyPefnOfJ1+ug3ZJUqvF3TRz2KWjUknk4BrpKslAnk0BLoedZp9l9llmq0rB4oJUkWVX7P1JK2MxdBYzyWy7xGJlLlKnJltVMimjy/J9lcFLLsjOOW97q/h14kQSxxbk/VDS7Ru6A02agkuHhi/eMhiGs8bo447jpCBSxpoJu7Ym1PyEfmjBEsUSFaYFwFD2JLS2F6A6D0NUAD7yeV0QKV4J1NWZeJXRYXlLVnW3hpzRC3lSSJT14DYj7+cBu8LYTvVrlVUuldXetXrEYwcUn7u/wWDoQd3BkQJXjEqT9QFm9Rqcj+4L6O91KcNqXjxOHMaaDu++fchXvtHniQMepuEySH1cQfGgqeLn5+q1Cu4S5EUIZ/LgM3vAVNYTKa0ez+WJ1haUWgqkssGolOV9StfFTDnYpc7YO5euxSpdPnwj6dQibqhcJ/IAnEKipNkeQGEE7V7KaidmGBrSdEi7F5HqlDhJcNq9BC9J6Q01rWbEjo2aQahw53wWV+wk0PznVdl3PXtXT+o8aVLo7YzdK0w9Mjkp9xjI/EadD2whSvZWSmRzwEtwF45CxxTOQscpRyg72SZMxdeqnF1Y+KGdFJVlTjwvIo5SvvJonZdP1sF1EVLhCYrNparBpZDrfm9Gr0kpS/IhR2aEwYuKZtbDqivpwihyuHx7wltv6fH88Rph4pFKl4FWeOk6C0QOqDQH+yjIcxutUdm5qPxh02glUPmsGpkFoBJUJl2kAV3cmyxtqLOgUVckpyyvSSHbMMV9tGwuComSNy+PAHwE5NVao8kaHzTzqwlnFlIGoWCyleCqEE8NceUQRy9/mqFwmZQrzF6yxlgj5vi85PTKGCfnGmDKLICU2Im9F2jMKVi7Auj1YC9+yQuBegTwJZiLwo7IB7RXht5UWbvSF5HPvnZUBdgZ0N3C164zQOsKsDP2zoJLR8X4XsTeE4KvfqNOf+BBw0UKMZIazKe9jlRqc+YeoW9RvWdF+97IyOH1BZ+KASuKXZqtiLfeMuTzDw55/qgPjkeoJcM0y6hoUGkliCvOIzvS0SbYAug52E0mXaRl8/ycpMxALnOAU8RCtiJJKSGzQo8NNCv3Pr+n2hT3W+jKMKF81XmF9GoxHErYe9usa5r1hMVhj5fnU06vuMz1XP7rx59n493HiOIE52N3n0MIQZKGRLEk8F2e3B9w6kydiyZhomHTaiPAHdFK6xiqyt7Fia/Tp+tBXVyAPJtS7rFTfC1tw0PB6CpbklUllSXzdq5yaqozAm5Tgjs73HwKbWbwd1RS9CS6bkxiUu56pMZDe2sQWM+Nl8sTMRpcVjKD5x0XooSSvSs6XJfNyKkpZ67nQA8HLrdd2eftr+vz0omAJHExQjEQDm5aOjGtHi8lQJlwW8fkBshZ3BiMKhlbGzuiwmh7/bUURSYlB3qapQ+FHt3C5oKZMV2JC9ZL1wxE1fmHxXVbB3gByCwDNtmK+HuXd3j7jT2ePOCiHInvxziOjzEaZ//hcZQU9PoR55btjg2+A1vHNJ6TByKj5qHqDz//XbzCTRYVJq/o7xzEovJeMIEowa5Gizx5UcVROZOcD+58AH7B3MoUgHYroC51eJKxeYJSMZ4b89xxySfvawIeSBchVNFFpPKJtufFGfmqJwpQlTmUqvYd7e7Jc73VXTK0ykY/FHvEOxjj8P43DPjao0OeOmJdnLFW9FORGb6yc0ktmEjLSVTVNcRqbjNyHjmTK1OyuZYCZaSVKHmuXlnAyiwYlVlsJmUVyGUcVQI/UwOvQAJlJmUUW/ZyZnnzitM0ihULKxNsHK/znlvs3kTDqIk2PqBxXneFh1KCThdOzYX0h3Z3AW3KXHNx09blshlpXqicjGAkRXUewCtWUlkBhFzP4OtTg/lFKgxWFV+4qoLcFPJEqQq4q6xdvJfNHLlUUSrBdRNinfDAEzVePFyzIymkDS69fJxZBdjVh/VCGny9PDGVD4V1tuoRqboLU4lW+XRehzByuXLXkNtusiw+SC2Lh8JjqMFJRRHEyTRPF1Z7JPPHbZ1MUaMFKJUBXkkwyk4FltpiIsdHDvKCqfU6BhcgTJk6liPXyFwAJxdOUogiz09hM05TwTCyJfvltk8YKdo9yVq/RpK6CGFwJsYcpJR4rkFrn3ZP0+klDELbiT0KsNFlJ79weaCAWMfe50mU6tI0yty5vi5Tg6K4cLmuq5qspKx4wnPNnW1bkgPdUWVA6awDd9lgq8t0YC5PlHUNHjon+NhXmoSxa9vwpG1Ly1vT1HnFiiobVTXLhQTlKNBLYI1uCqDN+Vo8jh3qvuQH39rnrocaHDhjH75UK/qpsuY3bcEtEZb50kyapJWVpJAnZnRFoWRvmbG2MqZYUY0RiExOSSkQJgN2JbisxllVLS5G2P0ChFCsfnl5v/zzbKzOSO0lr8L2Q8VaV7LSthvjCmkjUufGW965cWHuyL84ffQpmlslK2uCI6dTwtj+piIzOVXZvAwCQSArweWF9faFgC6roD7ve+v8JzmoRQXcIxtN5SDPLJ7SoHLtXRmGXwB9ve7O/SbFEROZhM/c1+C5QzXb7iNclLCVy9w9OfIAVti8upJ901dVf1OmCnNTkdF2aNLIBCwtSbVDNHS5bveA976hx69+3GOgHdAOsZCFVCnyz2l+Xpkmp0wflg+ZKVcSVRqwpAFZAbs0ptDkRlqgS13Jhsns7+lqCvjCxb1CDQgsINcpACt1St0uTeaDqczVycHeDwUnzmlW1mJ8N+Utb7rlX1xz9aUfdFruofFgZv5ts+4ZGnV4ZK/ksZfrpIkdfCPFqBV1tFtlPahHJcvo1yVTCyEq5XuxLtCs7Cs54v/OTT6s20WNCmubkc2nVMHgupApVVCX4La9pra4E+M6MQfPSj5xb52iv1SqspEjXzlE9dwyt8c6eVLNiVsaOl9/W8PVqDdkZLx0XtU0Ep0qUpVp8dThu+/s89kH6uw77YKMMEISCpd+OmqDEEW6V1RgYYrQ056TKYBtZFWLj0oWIyhBLI3NjVf0t14vUSpgP68Zu2D2yuqfF4TWrfbKGIwsg2T7gNh5kRsnQx7dH/PofhclNBNbV9+20Ds67hw702N+qc+Te4cgDC8eadBdEWyesL/4SENBkRaqPIHyAiDO5coFdHbx96q5UTHKhPlFKAsoZpTJC3lSau8RYOcZFGU7wV1V5r9VLlGkRjn5PHHL3Pl7qhK++EiDfYdK7S2EzAoqJXtX2emCN60S/VfJfH2Wdf0Gq9W9QvPqnZOlDcv8uCKKHS6/JOSdr+tx5BM+UWqnGKRCMRQSN7UeFUEe6Jri3uRzS0bYOz+Z4jxzFhcWXAWoLZNLKZC5jBH270lhc+FFhXMEA7lEuXCQWVw7XcGFsP9tIazrUqr8FO3KZGMuzZYNQ77/zStcvVvTHTjs3NFmfKyG0+02WFwe8MAzU5xYVmysCza3TJlfVmXLl22HE1Tz1FXNeT6rr3+/QBalAm5RAXjO2AXwFQWwcnDLbEZfmSKsaHBHl4zuVNOAo7rblRlzyzRrqI45ek7x3z7TYijz5ul1waWstqat19/rCxUX1ilVaZJvxVe0k1W0uK6U7tNUkiiJyrR4krr4acLff0+PP32gzpGzDsgEREIsXAZCZDnx3ANSsncO+Cqcc4Gba3C5jrllnk0zlaKPzIGdecqFKHPgshpznY+DHNRFjpxXIgqR2QHsOWlZbnGjUkgTwWDosn2mzqt2dTl4QjIQAZ4f4LzuVSE7Nw155mDI8tNNNrU0Y3UIvHJAjuOUbr31u+G+skyp7JZ7AVCvB3g1G1GNytU6sJeNvVV5UpUpOtPho5tRKZUWQFe5RFnH4q4T04k0v/35FmcWfNthLV2ElGVqsHKexWdegY2obj3FKwO9AHy18UBQ3dtm1KdSBpxJ4rB1JuQD7+ryCx/zaMd21LExilArq8XTrIpcsdGWT2HJ5IaSyY2xUw5KLZ6xuCwfTpFVN00uS0x5T42w5XyRuUL1efe/xIymZPYCLxe4prkM0pmd12R/ZyAUqu8hZIOap3n6cMpCL6XRSHHawzaHz/bZf1iwa1oz3bRbeASenfjkOCLrcxwNCEf2ULyA/ibX2RdYitaDvKq9i2aIC7C4UhWQ56b7qu7OsygZyB2nHJBvgV9ObHIyUCtpD0fFOH7Mp+/y+dCnWoTatfJEKKSQeLn2/h+U5cuHu/LNV2LxKnlSVjTP7/gpfSlKlxLFgtwhcBL+7vt6HDzh8eEvWi0OihTBUEh7rdIy65UDO///fCNXKrnv/MFT0n5dSBRjZY82wgacopQsuipN8lXZ5DKlvLej5DiKn0JB5TEa5+MlkXlzBiPbUiapvVbX7lrh2GqPXtzDue+JGeYWBFtapxlr5uPLRNF9LlVeQTwfzCMnM6K/v7kuvXB0bdbp8CrQS2DbTIq28zcrrVQW4LrMpqgc3OsrlZkckaVMsXnvmJVV+NN766yGObiz4FJQVi6rpv4LMdKF8CxGQV1s12JG9bcuACey4fiMBJujJXyFShVaOiSpw5iX8p439vnsI3WWuwpkDEYS60yqZNe40OKi3OArB3zZxDLK5FLar4vij8zAbbBzJE15r/Kij9CVkr0ojVYF2CnL9UVxp4IlKqxekiZFoSdJbdo6Uti9jCJFfyjp9hw8V3H5zgkarSbOlg0OnnBY3eLhuW5ZPZRcmJlzMFMCnAqAz3MRXmipqWiu0ju8LqAc+VzKkiqoyy279bpAM5/KZANKNZLrTosJqmVgGePWEu66L+CJF2voXHtLy97F/MN1g4iqQBevdHxzEh/V48XkqaoskWijM8CXBqwq0JPUwdEJr7kq4h039vn9L3mgImyOQRIJh0Ehl7LqZp4LF6Mgz59CVWinMkbQmcPQBpgUQWVhvso68E2GGbuFzXoGr7gKsd/TWdBbEmXVUXg+mVKRwCPuU2lt02nqoz2P8YGLE3iCVkOxecbBddXI3IzR3YYrFFS5Wecz+fqHgUrC/nxAWLBX5+yZiv425+nvopu7yt5FgacyaqzC2vlnVXi8k2IssJJ2zuKRU5KPfanJXNfL5rzY2YqOoNixYcR3sm51kvlFX4/lbwbsXB6sz6JUm5GLvLiobFxlh2SmMrUb7Eq7/cnGRsoPvaPHIy/6HJmX4MWgFVpIhsiiElhtShZVrVQxfpVFH1M6Cw0YaTImFxhhCpehyIowBYMXWZXyvlsGrzRAZBevYHOqQK9cQHH+ZSxOOVtmdCGvIEkSNmxO8WoaZ3Y6oeVHOFFEoiGMrQ88TgRJWs7NK2Z4vMLqWwV0ldHzXOWFWdycJ1FERZ4Uc0ZUOXKgDDBzoOt1zF0CPD/K7QUrn2WCVHaIZphqfvOPWzz0TM32tmWZEyGz1KAYzcUX7xdgb9Z9XQWSWH+D1lczK6A/b5yEqdpo8810FanRSJ35VBKH266P+OD7O/zsb3qEibSNqFqSCpehzuQmOXFbRs3vqpalMh9ZXaqgLvLgJYvnXxsBQloQywrYS91dbW7I5Eo2Z6caBFdxdB7icimXT8rVptjxL4oNUWLoDhI2bEkwMsHZvGGeYWORgDmiaJK1rk9v6DAMJVEsLNBzQZ8VI4onZx3Sc5YeAXjlczkvo5oWNK8I8HL/eTMiT0YBXmHvCnMX+2bmO7FlwaZNB+aD3RNcP+a+J10++1CdMHShVk7Gzdl7vef7m+ZwRXE5igsjBOe/KmRhAH1ekCnKLW0q7J0DPdUSmQWddpNdC/BaPeE9tw2456E+X3tSZVLFnliCw0Bk64ygKJvn8kQV5505Hcl8KMaWySUZ0GWpz400GXOL0nciMskijLXVjoB73dfZxdLF50qufuR6mZH4Ja0CO7E7QvdDw2pfsNSL2braRwQBzmfvn2K1HdNyNO+9dYVT8xN4rkdXOQxCRRhLYrtPUHaByx90wZX4AlJFFN3TjFSpchCXwaY5D+DVwTKqKlNEOUqsYPJcimS6PJclsmDtkr3zwHKtC3c9UufAucCW5GU+hk4WnTLlloAVDT7SonZ+yjSDNv+jl8l0LqZSRRxhc5slUOYCLJ5lVqSwGRWpHeLQYc9szDtu7fPEPp92VLK41eOqvBcFkPIyfQVIFTuvkvZ8ZA70LG0oK6lBKTMwG5GBOmf0zDueXQpZyJQLrHTrpUj+RbbalJ55O3QzTuzUh2Fk6A4N7YHk6LLhzTdGfNcdig1TPs62DT4bmgF1ApTqsWGyjaMaGFMrLqgAEpGN9qosVVUWqjLXeeajgt3MBeRJdZZ2Fdhkk44qDC7Ws3ZVopQMrnL2zrf1Xg9umdqdKUj4vS/V+dBnmnZ7FKVs5kQ4KLCpQcF5vu9XGmZUXocKa78Ce1ffR01Oeb7bVHLgpVyxM1QEWtjgU2tpG4W1yrYncVAq5e++u8/hsy4f+qx129kdMiRGCyIhbStZ8dMzWSLWSZSsJp95soqtlbSgSBsaIUZy4Ca7NjrX+3k5P/vaVLFR1EpMxeYg1l2kkghMprW1tjN7clnSCw3LPclc124PfupMncMnAoaRj3PlxW36vVWe3dvhQ3cJbrm6w9Yp6A48lHRwpDXfgO2xK1jcrGPxdcxNJZhZL0lEJd9dvo8ydz6aV70CwOUIc9sUoaykBktwJzaYzPPeud/ETTg8p/jsAw16Xbcc2i8VYl3mpAB3pQBVaOrK55Hvv0JwVMW4WffFaHBX5sDtloAVmaJFBmo5cljZ4hDFKc1GyLvv6POVh2scPpeZd7QAJFo4hEhGd/QRVm5oKCSKJMuBZ5VNmacNK36UrJJphGV3XdzrjMGFTXcW9znzqVg2L+WsXhdkrkvqrAN4vpW8KeLGbpSya2uHm68ecPCYw95TEUthjPP80Rqnztb5+OcnODJX467HQr7rNrhym912W2QpOpM9urYMmw0CW787sajmN0eZO891jkw8GpEpo6MGbFf9OokyIlcygFcDS1mmBPM9NfNtN2xRJ82KOglhrLnn8Qb3PhtAoIrAEpENExWMOvJeIahcX37OES6+CbjPY6ZyFR45cl/KqOMwH9RTbU5WKK0zFk9tbjxMeeOrIt74mj6nvuwQagn59jBa2CJQkffJfniO2uxmFs5CDSr/WpZsnikrdDY2omh8ENViT6m1TWatzSWKziRLQQTnZVDWBeA5yIt40P6cug/fdsWQ73zDgEs2G14+nhL7kqDh4oxP7F47c46vbJ+c+o6NzYTU+Jw55zJVE9QCXUgIB4MmWzKFNdiYdctI/jTKC8mUkWGMZVA5OssO8g2Virl2RYGnMk+6CDL1BSRKtkFSngas6u8M6NJLePApj1/8yBipzsY/izx7IotxbMW8E1lKlPPy3hUmz99G4qM/E8orN5E8LWgYKfrIKnNnW6FrbXdGyKVKlheXWhMnDp6X8lM/0uXAaZcHn1RoL6PQ7KwTFIPCVJCfSEmdRlSZ3BrtTIXNVQXMpgguKYo3ee9mfs20WecDx5bdR2O286L0kVRgKdnsOXquYLwp2To5zsrqOI8vQ6odLtkz+5VNWy5eU7sumu2F/aUjrbr4oOdotsy4zEwoAt8OpsznjVc9JlROOs+tFkPpi6W84peuuv9GbK7ln1V1dWmkyoPFUndb+ZEbq0Z1dxXcSo6mCC3gYxwn4fSK4Bc/NsYjzzayPstsZ4psHFsgKTaUcvPmCVluk1JYZfPBOIUBLC+SrZu2JeXILJfSX1Px2hQ2YVEJrrN6gKrEJtVMU3Xly7+urqIGpqcSfEfzxAsuawO5bpmRaCFz8+movCrexAjacquWGdFY6yRXwbxidIVidLUqjGYVGaJzQFNZufLv6zLIzP+OlALfFWjt0Bm49AeSzqDOsVOrP7T35QMHnMCzg8ct3btMtCRjDU2zlhJ4ljFtJD969qX+rhQN8qdQVlNC1bRgOeiluIFUpEg1i7JOnpSfdUWLZ3vH5ECvHkVAWUoTpRJSL+Vjnx/jc/fVMYGsMLfdT8gVVJoaKsxdbdcbYZwLyJX1xL1Orph1N7G8mZVG5IpHxGirj3NpUo58q7K7HfWmhUQLG3CmUiEHivfcMeTloz1+6XdcIj+xJ2syjYAgkZKhLoGdj3kiTwNW2FyKLKOCyDIqFHMJTYXRqzZXmVU0jSw93zpfxS90Ddc9Y9X0oNammGNusFrczkOPSVJDq6Go1RKUspvNOmEsrc8Aw8bJhKnxhGYtwfdSHJVXhiRRku0zn93kkfiykiERZJoaymCyAvpRDV7Okq5q3ar2zuWJWAfyclOkckh6sa+jrGZNcqDHSCfl3id9PvKlBsO0Ik2y3eCkqEyKFeuKO+J81+OIZYELIXsdyl/h+wWQK9q7asDKBwMVQ/NlVnjT0jrrtEELQyptblzLPPB0SIXdIe5Hvq3Ho8/7fO1Zuw9p5VHF4BJLG2gZXWFrkXtSTOaktZ6WXI7ILODUouy2Wd+9M6LJTd40XJEo2Z+V/qWqDl/XnpHJlFRDnNpMijEwjAyDyDAIDWGUsi1wCXxJmhqcXVszt5jUjNWGjDUSfD/BUfYRCWOH/tAlNXbDIusxqOZ9q1r7QsxdGbZ43sy66vcrS2wBqHIPmGIXgAqLy0qBR44wd3nIjMkdJ6UXCv7d745x9IyHcVWRNcnZu9yysDLAPwd0BoVX8p1cMJsizgfz+le5dNtbuX7qbMnqo8GlMTJLJQq0EBnoK+DOWFwLRRopLt6c8C9/dI1Hf8KlO5Qg4oLBC5BnI9uKLEquwbG5bZO7B3PvR0ZepRbP+jMrxjnN+iwahTkrZ2wjykWluKamBPtIHIz991EMvUgQJnZFcxQErmalq4nSiEbdZlmcG69RGFwUHQJ5Cs+1IBHCkKQOa90myVKL3tApUlSlHBkdmXsesCtacv1U0ZGNitYVdkZlTHWjogux+PnglrIKcjvjJNaGX/9Ui2f3+5gC1Kpg8GrmRFVu3J/FSDXyeUS/rkf5qJFnJM1aTRNe8L2SNlw36i1vjpB5ACpyoCu00GipMFpz3WUx//A7u/zKH0uiNHuSi05egUGRaMkwX1mk7b/UWC8OWZFGZQ+8EiW7W2bOVvcsGM1L9kJUWDz/uxW8GFkGpqMWj4w4ColDNtMQolQw1xEsDzQ61VlBEZRIeLU7yRZvjDBKcYKN76Jea3Hw8JN87cGDGOlahsaQJJLLtw7ZNNakP3DsRFk4D4RVTV3dm6UK7PMZuvx7o5Klyu5VUOsS3CLT3cLGD7IINCvgVhX9XUv52uM+H/5Ug/bAs1s8yOzIUoPV/YWqpfkLpgerwBYljkV2J0alyzreNiNv5+W/7f9l+reoN1iXYZ7NyIdh2qmwZrS6KfMdjSWpkAihEKmDwNAKYv7O+3o8/ZLHPY9JqAkgKc8w86IkWjAge3ikwSHLc+fpQOwQTptVFIUkrXb8jLQjZuSlK8CusrY2OdBHx77lU81zps+DckcJOpHm+ivWuGx7F53aLUu0lvQHCW97051cdcVN9PptnMWVJpO6zsuHJ/jDL2wlNB7DyN4sTxmu2pHwuqvqTLQUQbYLGco+VVR0tVIVxhUUYJYVaZLvirse0BYsZUA5sqfLyEqwbqfdfN/Gar47Y20L/ATpJuw/5vDf/qTJ4WW32PMeYTtfyDqU7M7JlWJTZUnNL/Iow4jzASxGi/MXLNW/okYvgV9mHcQoyDN5Ikcm0WZBZt6Jb3IjlkRW5YrUpIlm12TCP3h/l+NzDodOC4xbDThzkFsmN9Jqcg9bhjfCsrnKP2cPvzLVEdjnE4L1qFiTV4mLvPJZAj1PP+baRmZhQv7fUTLfGU+yc4vHrdfFXLnT4DhWcYSRx8qaYMvuMaamayStFGeiBbVAsGsLvO4Kw9GzmiS1u5DVfZio+ay0FZ6Tn2Cl0pj/gqr0iKxn8lF9Xc2FV8Gbf63LYJT8z3Tl3+tRXS7TikwZDSylTHD9hLmO4N/9TovP3tfAOE5Wjlel9sbu5+ll7C15JadgGUSfp73FqKFKnCdNLqy7RwBdBJci86VUNPgFO30y5svL96LMpliPtWVxKfJGZUWapjiO5D23D2gPJT/5yxPMr0oIKidT2Qwi1ZKhsEYwLzNOOVmgaTcdExX9nV0z8l6CcjbiCFkUD8Nog0teCTU6y+LkRSGTZWGwt85zJPVAMdF0WFkbZ9/xGo3AbjUfp4LnDsB1NZfahKTfVzjjLUWrFcxNTYivzmwce8uhM12mWwrfEwS+oFWzW12XSXYzskTLSuDnVFx/5bYW61h4pFRvRt7X76+4Pnti90SvMnhKvjtXDm6ZyRTHSYgwfPEbdb7+ZD3zmpTVSgtuUWpvmd+0ahbglYPKEYlSld2VgPObemXNqEwZ+aMqmKkan0QJeJ0NyKyYsGTG4sLoUosLhRAaLSRCOKSJbcJ+841D3vm6AX/wZUWUYJew6qZsGcg1gjALZD0JOrVEoDMPSlpcM1GSg6kUe0YSDeWKKCuZl8IGkT0MTnYlcq+KqV7GLJMVxbDakWjt0fUdAl/TrA2oNxu0e/qrcerP9Yd91H/4j7/K7itvXlvpiLVeV39f0l9mvOVSD+yTUg8car7C98DPdiezA3TK6a15D6QaKcJUGxFGizhqXd5aFim/UTtsuX14Nd9dBpjlUQ0uE5STkArN5x+q8W9/c4xjcz54edbExe7IbINLV1Luf54VcxxR2R48132VwszIPp2Vz8XM8uohLvA5v6FF5xLFDJi8sUNU/7y6/FeX+HUp1gtWWivxEhkA0YbJVsrll8ScmlccOqFsfFV9ICuyC5tpRgMpmTcGUXn4sh05Tfm1zr9fkVfVXk9dxB/l3ztfyeWzdPJd9codrKXVMqRaEsWS/lCxvGbYsf1itm1u/d+rSwcfv/7Vt9mHZct0hOsaks0pUcclSjzSVKOUxPcknmeBXYK1ZO680jjSTVMxRF14o9BqsKnXlfJH2byUQrqQLEKUmZOSxUvt7bgppxYVH/7TBgeO+NDICjqikvdGVrS3qciSMjefL6+51XOEuS+Ah+rk3RF8rC/zVej6Qj6UXKqUTG5GMilQlq2lGWVxUX3XAi0lwijb4S5sg4QwhiQyXLYr5kfe2+XJvS7HFyTFCCwtCga3TimFEco6SoUgza6bm0kUhSnG+pWTBvLrKcrrKE2F6bMxEMJ2BMnMY67WpZbsuGVIpSHVtgknTgxRpLGjKgShst9fbQtCkTIkJo6yPXoA6lOX4XkBtTVDq3GKYYQdgu8Igoy5870l3cq8v3LIZe7is4BfX3EUWYBYlR02p2zWscyFpcro3ua6IlVKgBcMrlJWOpJf/cMWDzwXQCDWBZV5kGm1tyvWs2RlGS2cg6P6O2cWxKhsKZbRqmSpPBBVOXIhvJc4XzexpFrhrDoMRwJPORKQUuTKLRC0sNJFakmKza6kfc0d14X8+A90+bnflaz2s7OWGbDluicPW+xLhM2LJxmgc10uM7CPWDioyBBTyhYlypY2nXUM2S1T8maKIsyuZGOsTSJObNO5yErMniPoDzVRKrjq8s3ceMOl9PuDEuB+fRM7L9t8z4nDd/9iUB/85NyyRKkGDRcCDwLPbpbqOQbHLccRu/lAnXzeSNXCuo7Bi/3ILwRmLgByTJZ2q2jyKriFRmTyRIpSew+l4Tc/0+R3Ptmgmypr9hfrDkrHoBK2k2V9avDCpfh138tZ+5VW9vPX3Fd85cDOoqwRHW7/wisHm1VDVg506wQViKwgZLNXtpSPsYGnSBVNN+GD7+sxvyz5tT9oMahkU2yVxvz/23vveLmu+tz7u9baZeppOkfnqFtdbpJxlXGhmhYcDBhCCEkIuSRgUm9euJCQS94kJMD7ppC8gdzkEkJIuCGYYAIO2MZg3JExtrEsW7KKJdsqVjt1yi5r3T/WrnNGtmxsDNx3fT5zZs7MnrL3ftZvP+v5tcJNZsdPG8vLYwFhsr8OlkqkwFaJJVeiB9jJBEgXq9okV4WexXUWBpKUgS53yTZAjBS2xMlgMyaUmh2PHvzoZa98yzeG2ZcD/PwzF/OzV32oJYR8JGrXGHBDJkat5a54Bt81FuRJk1TPyTsD5xVaTVZ3pAjwkpYtrEqfg1wXwGTIw20TcBeUFFF8LEwC6tSCW3DjGh582Odfv1FjJnQs76YIbpmtUlJXfJYlVJQGKVvy3qjB/hZaJL//ZPJ4yla8XEJiXr2pLNhIml7ZMK9PogGpU9AlXYONKVt4bZLFZkJZMMShpulr3vLyFjd8x+e+HRIt4gTcWAkjs+BJ3bT0OBqr3phE59MJ/b37OAAAPXNJREFUHUuNgCoA3j7OlZeSEmNsO3htRBnkqXc3OxKF/4WdiUrGBKFgYUNw1gaXsQVPPHLnNz7QuvCyj+QAB3jfO9+AX6mwZcudbNt6H42aoF411HyN79kekhm4XWN72vRUas3jr1OAxyVJMdfAdWadU+tNz71IQS0oTwbSq4G2wE6tt2u4f7fHVR8ZZOtOH+PJshwocmqSce/E6tjlSk/GfwboQrpdKgmmFrpIPdJJWozHOxmkp46dHu5Sqp1SfD6JCZeZqjJfI08Xb1onJdVEqq4YhJG2bYiw3FwYgwhCzlwT8on3T/HOD8PWnRVwky81Tv5DU3CTeD/TCKvkkmatblIBUdgFaWoAUglRiTzOPvUcOzpZ3Ccd3GIFbpYpX0ywKaf1aW1BLqXgQKRZvPwsJlZvptvtAD0AX7BgmGq1Sr1apVYxDDc19arGd2Nct9i4SWfgdrO6I3FmvYsx2RlPzlzyukxHyEFO9n8KruSMlmhLvsBMF5tCxEjHMGsEf/vlGvc96BOrNLi/l55Yz0EKcFWIdCxKgxkFKeRdpjCct8jslQALJPyk8V2w2aVIQ1LaQomeQEEunGfVyZ1B5MCWibUXiU4utEoMiAW6imPO2tDlXa9r8f6/dJmNE3To2Fpxo1PvXg+402wYWbikycLEtV7QGEmMIMyOs83wd4T1QXha4EqBa4ztwypFFuynS/to6VcYG8LI3uLYEFcNrlelOTCC025nxzcDuFIuSvm7hoZqu1ctq6waac7iuTn4rHxVsNgJ0FV6L3steFxYFPZY4CKYRX45Lj1OL4sZfUmuAgWQC6GRjqEVCz795TpX31ilm+WVFSlJfksvnXk4rClZ7dQ5UVpUCuZb7B6gly12OebkqaEuMudO9gmZklJMAk6BbnKJrXQzZWueOICMluiEg9tt8gawdgJIhNb4seHKl7V5aJ/Dp6+pMxcKa8m1Tri3IQkcKdz30RaLzoGSU8C+RyfnwgJeEEhhE7y1jcP3JEQSPGOzguI0HCFJVVOxyZQtBBybiVg+UUepyu6K7++Kwmg+wJcsWcT+XV+64Yy13ueWD8UfjDqPoU2dTscnjBUmiTnoLYOW1tm2AI9KAVBSxqjM0hrIaEcxSszMO/3zQnHTU5xNlATcCmYDyaevrfEn/3OAw5OOFbOLoCa13Ln1zpQTCjfRA+7UmmfvnL/gLJ/UnH+L3pnwFGNe0FU2xXP2WQqjTYKtZLJFJhdSdOX3UheZTwAtbadMoRFaYlJOLgzjIzG/98szYOAfv1pnNkyUJ0gsdjp5dW6l00vcPDG7Z5KnYbppVpGw3x1pRSQkXSHoSoEnBRVpiI2VB90kCTtW4CQtVAyGIBLMhYZ2t0VteJTDc97nPnP1t2941y+8dj7AARYMd/Dq4mt3fS++/M7vVza9+AUtlo4IWh0vB3hP4XinkMzrpOGpIs5zI1MaIQ3KS1bj6UoEMJHAxPnx0VokBrB4cAp0JrX+EoQv+I9vVvjTTzU5NKksuOV8q53f7A47hVonZdD25JP2grrIr0uvFRaWPcAW4sRIL1ns4n3By1lagJqCJadHEkw5eUZfLIhlD22xGrlEoPNgLW0QSfShCCImhiJ+75dnODYj+dy1Naiki8xkrWB6rHPRJasLPz6TWNLjkhwwrwB2KRP51kELRdcoQq3oSutBrSpDxVhu7hqDVgaV1OeZCQQjC7u89eyIrjH3TXbdr8VRWDrGJYD7Iz/LH/7xh2+XYsHdjx1Qm/YvPspwzc5cKS0t8RzboCntBpzV95MW5L4fotyYONIEAURYmXBmTvKFm3xm2zkGolhwyaaQc9ZFCKHxXINbAROBjspoKXJyhED6gl2POfzztTUOPqGgKgsWIrXaBeudOBiUmG+1s/7pPYAuGuJ5encf3IrCeS9ZticZTwryEhfPty9SFNLcTW1LqZUlRpFPioIDKKcnxi4y0RlX10ZCqJkYi/m517S48z6X3ftd8BJZJS04mIE9BbOBEFRF43l2Gp6zPuTSjSFRZA+OEIaZtuQL36ow0xaWMglFt6vQoWNXmp6Llg6BdImkomsENQ01ZahkUY9WD2/4huVDLqvG6nS1fzet229/57s/eGKAA1z+0lGkENx7f4s4GuT4dECzFlBxbA93z7UFczwnxHFsuw9Xhbh+REjMtj2SQ5OS+3b63LjFpxNJhJIEgeDBnQ5BmFc11QaWLYpYNBYjteEFGwJe9cIuq5ZErFwWQWCsdS+5kSXShd2PO/z3TzS56W7fErcSLcn5XtF654vL3oVlmaKkyQ1FwBdmWt9J0BfwTwnvPoBPF5UpPck04dSCm9zLSaGvTubcmU9T6OXqqUc0fU3LJCVOIxI5kY7hJWd3+cP3zPD7n2iyZ79DEhRe2DNjm1qFsHJpxKqlEa96YYcXrA8RxrB4NGb5ojjLIUBAEMDPvNQliEAqQScUfGOLz/07PQ5OeuzY7dM1jgW68uhqj1gpQiOJk6muJPgKmhWDFyvu3jHAgkVLMUbPO57zAD5xyitRSgUP7voKndmHieLkgEmDm7S29t0Azw2oVLoEQchU23DDLS433lPngR0+Bw66zMaK6bbl7pkcUTzrxkYkbH/UsH2frQFwx9aYL3w94pSVIeef1uWnNgdctClAqdRS2BYWe59QfOiTTa6+oUogkoCQIlsuAjvTpwsVYUlkwcLpmldyrgfYxYVnD/We9/+JAH9CUBf4NX0sejFm3NKRIkUp+xrLaoyNCRFJ8aZMxutdoKa/OrXqwqB1TNUxvOmyDrGB3//rJvsOO0nFe3shVdJw0dkhr9nc5fzTAlauDBmrx9SSENw0bS4NCgOB58GFp6cL+xiDYfNpIXMx7D8keWCHx433VLjurhozHZ+w4xN5Pi3jY5AoIfBV7tWMY8PqU8Z5/etfHsRxxIfe+xQAl+5CRhZU39cYXXpqu73vRcaEKKlxnQjfC6hV2lS8DrHs8p0HJf9yfYPr765yfNqlNecRCYkRjuVWvihY1PT0F0mlDd+x3ruYtlbsm1Q89j2HLfd6/MOXNW9/bYvf+Pk5lg1bl/O+Q4r3f7zBv99YIUhNbxbCl35fEdzJsk8U65zkVvuEXkvKz1F8juKCskgxi/rh0x8lcGbAThabRU0827hXKhR9b2SKjMg8nMUFaEZbRPrYGncdg4vhLa/o4kjBBz7eYN8TNvtp2Yjm139+jrf/VIt6XeMJA1qgY8dSDi0xRiXd4ooTqWgYrITsS0PV1Sw8JWbTyoDXXdLl2MwU37i7wueua3D3Qw3acZVWXEOh8BXUtVWTRkZ8Ttsw/u2lSxa/D92ad0znAXx8rMY/fuGGGUxlx+Rs5eLxgRnluTFVP6BRawMtvr9H8/kbG3z+piZPHK8Qp1F6nsoWeWIesMun0pD0rDY6Id0xYDO+tRZ0jKAzHfO3X6xxz3aH33lrizWrYv7okw3+/UafoC9pLtCTHm0v5d2quEUP4EsxI/OALvrviuj78BmPktXu9zxlTdykvDgDe269ezl40RGT3qBMW0wiARpjVRajDQ6GKy/rEGv440/WWbM65r++tcXm0wPqfowOyZOck64TtgiRTOJhZP4dBXqTe63tr0rVN8+JWToa845XB7x281H+7dtz/Os3mmzfFzHXaeJJh7prP2tigR+vXl7bsXfH12dOWf/qpwY4WNmz5sxc9cIzzXnE3bMGG20GGjM8/GiHz15f5d/vGGD/4To4LsK3HciEsMH1RVd3+rh44jXYHuxGFmpcOCAiMicCJN1HNa1ActMdFR7Zr7hoU8iXbvAJTNFyp9AqrP4yfmCpUYmeFAFNn1uPEZ4Xg1L8itLX94d3L4Xpi9je5wrxJ2DKNCSz6oXFZgpuipbb5DQlyaYpxq3Y9WkPuAsutrIqZHARvOGyDkbDRWeFrFoRQduKAfbKYAvxx9ohTu8TkGcAN6K02yIFenYlzaXgNAx6qB7xnitC3nDxMb58xyyfuW4BD+wbxREOniPZcaB+/2MHW1etWFzve/z7AvwdP3MZh3Z9KjZmiZk69AgVf4Z7d4f89/85wm3fH0bVPby6Y+Oghcjr92Hy9tb0WMTM+ljsRkCoBYEWBNohSi1+bGxmqUmj7g24mnUrYi5/aZduKPiPmyp0+wGkKGMUKjilzp1cPUmzTUyG5jKQTR8O3uu8mU9VilOtdCUoTIoMpMX7fs8V7lPQZ17MFNzzrHb5VpwoJnGpl8Jue6ISSUHfZ7J2I/jqTRW+8i2fhcOaVYsjS8RNYr2NshY8dgljhzhyiLSy/T11D00xhYOV7FExhDp16qXJLaodM1QPuep1Hc5ac5gP/b3m7r2jTHUrLFqx2ly7Rccfee98631CgAPUR19JHLU+v3PP9nWfumG6/q17h/n+zkGGR5Wt+lTMmYT5vLVwcktGyZDFMkfGEMaCtoZWLAmMCyaGOClOEwPa8JqLu3zsN2Y4dX3IWWtDDh+T3PQdH6q94O4hwAVWISg4cgpvkfQBJT37kjzoF3+STVzmT+aTWmia4oeZE76cXtqzhlHkgE9Jc2rFySzxfA9nBrDsKlD6xX1+n0BW4fbvuHzwrxvs2qt44BGHj/2m4LUXtW2ZidgCPG2nEoYuUewQRWmjLJm0Jxf5by7sYS695g7A3OuNdeq1DFOzDc5c0eH/fscsN9wbs2v/6XM/d/l5n2/Uq3zkvfQdJwR4Y3CpufrLV//V4WObrvrMf87UlaiwehQ8pUtHxfTMxuxhD7j6ATw2glAanKTN3ZSxbapBJDNA89pLO/zpe6Y57ZQQMydYuSjm3a9vseMRh/3HRZ89EPPAnlGmAmBLkzBVUHpeL+5DCbRF634Cav50R/mU57TDHjORufJ7w2itFmUjCtMjXeLd9F4RCtk4JlVPcmqSfWhyp5ThsSccPvnvNR456GCqggf3eLz/r5toY/jpi9roWGOilKYowsgliByi0CGKk8TnhCr1ri2yY5r+gqJRzBbS+UE6PtNg2WjA21/WYUqsOhrM3vNXa894U7/r+ZMDHOCUFWcxMDDNuSu30u3M4SQlA6LYyjN5vXDmc6s+Jz730gliY8twhUlNPgF0tWAuFglRj3ntJS3+9KppzlgZYgK7anYRvOaSLvfvafPHf99MGsTQx4Tm5ja3Zz33fdSS4jKoL/UoWKDie/teBp7pKNCLkvyXSYVFjTw/pr2htKmsSC81oBAgYfLPztY/xTtX8A9fqvG1WytEWRVSeGC3z+/+zSAC+KnNXaS02fxR5BCELt3AJYiUBXgss75PpYlUOlymdMXLAseSTs+xlkSRnSQHpaZeq3LGOZvwqwNPeiifFOCnrl3U3bpt9l0XbFr6hT27d9alkrS7mnZXE4SCKM7rxKU5dn0BXvrhuYYba/BicGJrZVuxoW3A6IhXXzjHR66a5rQVEVFHZR9usHUTr3hxm2tv8blne6XgSp4/UgD2rW0i5lvkfh7LfgFX/XFsEFmu1zPAdB/rVgJ7hklR2La340YuK2Yu+uRzSnw74//z9yS1+9KHux9yueZbFebmlI2CSn0aHjywR/H+v5FIcYxXnmODY8PIoRO4dLouQehYP4qW89cUPecnt0/2kc7ALQmjNO/S3ozRrF27am62476rMri4+4wBPjU1qdesPuWuoaac/tb1j9YnpzX7DkqkiHCkzvr3xEk3guKPtoAQpf+zE5WYjLTOnB/beoCzoUGakJedN8XHrppm/TJBt1NJvMNJVr2JkVHMuuUhr7m4w9Y9HmEswSmCvMhBSsJhX7WkZIn7/J/tA/MnbJmpJH+FODn+nWK4QDn6OnoKQE+9mmQgFpkJTi13brFF/ny6sMzeLSjGlJjyKygFQSC49tYKDz+a1JORaSWwtOwtbNvr8d6/UXDVMS4+PSaKHebaPq2OSxhJdOIoNPN2iJyOFBb8iWhjs3xi29w1iCSdQDI5I9l3MKLVhUsuu3h6dOHyu2Zmpua7L08W4IsWLQScI/seC68Ma6fetOW733PHGy6eY3+VlCAjmwyaAVz0T9KdP/Kd1samxs2Fmg2nzPDRX2mxcrzK7KzMV9RJ7qWRAkJDs6Z5+UVdvvztiK27nR6AlwGY2tR5TpzCCZ1HN3r+L9KQkvWfB/KnN4pLmCL3LFGPHivdz3vZq74UY1KKX5Tr4U8yhEEow0N7XG68rcLsnJM0CUgrgaU5rhJcwUOP1/mdv63y0XdOs2zE49hUhU6QZOr3kQaLbLLsaLOPU5oVxYIwkrbzX2TxdubqSZatekEomLuyWhs4YmT1SXflSQEuhMv2nY+wYMHKx889o7P78L5t63fv61CrOigHVKDtj4/K1VeLWS/9FJUUGFn/+qSsworFgssv8VjQWMDRyUJfy7TWiYqzg6K7EZeeGvCyCzps3e33uvgK+9AvS6dnsVkg2P2BXrTPpU/vQ9KfAcp7wDrvhR54ZBQkeT1XU9L7HjWln2JSeM6YMsDSfb9xi88t27yEmqRNAtKydw4yadTlV+DgsQofv3qQ11/g4jmVrMdp0WNcPPfp41QazBxvMgd5GAnaXUknsL+15kccby3k7Ilzdq9fs/7xY0ceZcHY8mcOcAAlFU3z5b3nnTr4ztnjy27e8+h2BuoOSgmOToXMdeLskpYXd88LKRZ3Kg05TXdMSoEjBa5ra7AsGhOgh9h/xKVeDah4Aa4boZOoRQuoNFbC9t+peTrRzcnPVB/4lAKo+iwki+Cn5zV67uc5NQtnrd/C9MlA/VSAh9yipWsXCpf8UlBWdt+ToJwBuhh/cqJfmOTDGmh1rbvdntwU3B4oF1cKasrQUIa6a2j6hkqkeGCXw8SooF6ReK5tHmCvwPNbneeTSmT1YPKGAHaCBKHh6JRAKYGoh1SH13Lr1ql3XnfnDXt/5c0XPRV8nxrga1Yto92ZQfmNA4ML7rhlw6ojl7iqw9KFEdd9N2JyFhoVcByB64ikYE5e4Kb35KcURibdD1xH4PuKekXgOZp2IJlre7lTpHACbH8gjRaaWCscEbP5zIBVEzG7DxqrqPSME1KUIn06Ef3ou7gU2Wf1fs/THj0/tyj99dtkHiUpAp+iJTdlq96PAxvmLfjsO2zlq10HFHdu9WxKTZbPapsFOFJQV4aGY6g7hrpnaFYMFU8QRjEzc7Z3Z8UXeE6KB5PlTZTXMyKrReMogeOkye2GRiNguhXz/V0VJoYNQg7yqhdtuuXsczYfaHda1Kr9vZfFcVJL/mqlyb333r2zVh/8q40b17NifIZN6w4yG7eYbCd6qRR4jsB3JRXf3nxfUvHszfckvmtvXnLvewrfV1Q9QcUzSQ6eIAgVQagIQ4cwcogixzY7TW5pz3aD4LRVEUtHIusB7TNSnMqS1UgBb+ZZ8H634oeV6KsoA130PHgyC33C0eOBLMqFoofD5BQl/2HlvM2Uw8/Xv82TTUkJjx9TPLTLtZ+bpgBKhZSCioSasrTcd2zVBTdpdRPHhm6g6QSaTtfQCaAb2k5ona6gGwg6ya0dCNrd5BZYKmLVORvyMVAP8KqT3LO3xa7Huixbvo5Go/lX997z3Z0nA244CQuejvGJZSh38K6mP31N6+hDV/zn7Qd55PEmNRd819am8D0LXtexfWnS6ZNlROuco6cz1nMErmuLfarEM6+13cn0ppTt6Ku0zMGd9LKLIsrtVUqAFGVrnT89P4IwfX0eRREnpB1Pvrh8ivIRfVyfPUlM2V2e2FB01ph8M1N+Po9NKVr7dAIUF30nBrpUoJwCuLNiSQI/6V3kKgtsR+ZZbbGGKNKEYdIXE5nULs/3r9dZZddg4DpW8waN50o6gcOaxYYXn32UmeA8Jpauu2bdutV3HT06fbKwPXmAL140jtG797Jg82/ed/wGddvWhZebrsf4hKBZS622ygDuKHuCNTZQME56q2AS/q2EPTgOSbUsW4+veFJjLYlTR4GSxEaikkRZYyyr1jbStq97LLXc5ZxK0x/MfcJm51GUHoWliHAx/+tPehTVEcsqctoxb7uCKtI/lqUcaJUtPBO5MH+vKMSg9wBdJAAvhSJbqlLqglFcwIt0AhkibVtsqzjl8yJpC5lo8wkW4tg676Swcf6uI4kjMt1ciAorJppcfmGX2/c4XznjzPN/866tB/adv3Hxsw9wACFXccd3btnn+6/YunrRzZf74T5GhzxcV+A6Et8T+J7lXY6ygNEagkgkfe+TUnekBXeSIpcqLTRpD4iBvKtvWncvaYSaBe0YgY4kE0MxG9aF3LVbE2aaW86W8wLqZp4WPq9ybC+4i/teuBfZn97NnqGEUgT5CV7LcV1YbCYcu+g8S7cpaeA9FaOyuJbCffpeISHowrYdLgeOp8kkNkxNCFFq8VKsBpb+zlKj1rhYNlvY0H9jCCNNEGrCyGR9exxlMRR5ijAWdALJbNtlaqbOqlXr+OXXX7x18onb9p2/8eKndVyfFsAB/OoqBocXf/Ticw+sOjDR/pnZmVnmOhY61QrUfFsFy3V0wskEcx3JjLYAxxhEvwqrvcBKTmqpL01BBwGIIsHwqOYFZ4ZccxMc64hCdg+5HFgAZrH01zye3UdBKUZE9oVvz4tlzv7UgDclqiLKEDeF14teTmM/O3PHQ8bX83zNIh0pKihkFrzsOLKPhYDpjuCe77scP6qgkR9IkQHaZIWS5u2iwVbQKtyMNIlFtt8fRYZWO6bV1cTaWnBHCXzPgj6KFULA7FzI4OAgy9es/vz69ed/NGo9/nTh+vT9ymdvXMLhfTdOjS5c947NGzu3Dg1M0+lqfA+aNc1QM2ZkIGR0KGB8pMuShW0WDAa2Imhodyht4plZVkneepASxkvpVcXcQm0ESsHkMcl921xmuiI31+kJIQ+R7buA7J0AvYAuUpAefasfFz+hLtjz3IkDC/IXethIHldC2aJnHs7i8aLgzi9SkSLY023oWYBqQdOHjaeHDI1omxnfe0XMjlN5IZFeJdI68mmckj2WVmHzXYHrCo7NavYf1Rye1Byd1hyfiZmajZltRwShpuJr5qKIB/fLW9eccso7/vNr10+59aVPG+BP24IDbL7o5Ty847strV8ffG/nl9BBm/EFkpGBiJGBgHolpOKHNGoBQnTY9midXY8P0agqq6YIReKZ7Sk0b3osgiA9jIVznz0SCg4ckzz4kEvYFVDL5JHs3eWC9vMpSbp5f6eUKG1XAvY8IBf68vS67k52FKz1iWZAyaKbIviLGnjmDiokPPSWd+uT2oalF5Wq4fT1IYtGNJP7+uxAn6taGqqbBd/17IOU4LpQ82DxQs2Rbofv7JIoPJoVqLqGRsUQxZqKpxmoC1576SCrTn9tMBuL1k+95pXPBKrPDOAA4xMb0FpvufC8Cy7cse2O6sRIyIqJWQYac9QqXXw34OhMl69/z+cfrl3AkkbMktFkR50k5beweCvFZmcoKic59YJJJDl9WTuunluahJHWqhZ9PJW9z/dq4aXn+gA2L7pZBsDTHoI+E7kXvPlz85xAxQjDnud7w2xLmfeZplmMFxeg03bZmn4zru/86/kenVThEgkd9Vxo1DRLFwa8e8MkFTfkhu8OsnuqTlUJmr5hqg0QsXhhjZUrL2ivW712ixBPm2hk4xkDfGCgwdT03O+9+hWXmPHm3t823e9W9h7tcv9dmsWjbRYvaPGprw5x87ZxFjddlDTloCyRW/DMumaF5wvALhtlMtAXCwj1JhuLQhZP9rnlBWdvLEnJmVN8njKwi9g9IcV+BgDPFZQyYIosILeMInHmpItEk1nulAObjKPPLxfRm1WvMwueqFNZonJhtvQBuN0slyNTapKtncjfbs+1rRevY4kj6/zuWw/zsnMf4398tc6iBS7jI4qtOyscOOpymljdWXvaC/+y6jsfVG7tmcL0mQMcYHCgro88cs0fLFsyGP7nLaPv/+I3j3sHD9e5aNMUIyOG72wfoSJ8hqsxnpMvKLPw1VKLjrzLwrxM9lLVWUjrVee8uPimvERbJmXRW+iHnJ+fkLaI+da6+FUFMPenLD/YyCGVat55PZmcP/exzulrpqCH91jsvKBnGfy6ZMVzpl4k+UWPaD5Z8rS5rJeTNsmtfOWItaAbSmbmfIabTc5bG7Bz0xwLmsNcdLrLvjNbbN2/POjqkY994rO3f/j9v3a5fnpH7lkEOMDffXU2GBwc/Mjjx9cES4Ye/cML14Ty8kvbPLDfw/VdBqWh4UPFE3iOxFESlcWsmFLcQS9HlpmlLoCcvDsExnDLvT7b9yfhnGkpMFGoYiV66qH0Jh6L8uL2RLLhSeH3BwG5eeqX89AFXaYrRUteVFCKJSW0bRolNUkLQIk0OmtmlXZPNgjiULJ+ccxFL+jy0GO1zILbWgi2lWBpQvVSE51mbJH07DRE2ibKBJH1Ws62XSZnqnh+jW17FTv2THDggMcZa6V+5QWL/3DhEvXnczOHgvf/gPh85uQmGb/7a29jw6JG+3Uv2XjN2654gbngjA4jQ7PseLxKTTqMNjSNqqDqW/e86wocxyogTlp8XqYBOSZRU0zJWs9raVIoir9jn8OR44kbNOk+IIRIan+bkuXOEqLFiYFcstA9fCQH+okQ38c9+UxHyZNJyXrmUl++ndY9FtlQvgdbdDP1KRiROcxs7ZI0b9J6j8eGDWuXRWSlPdA2ScWQpZ/1spi8Ex+ZRBjHduEYRZoghG4gaHUkMy2XY9NVwrDB2iWCIzNtbt8a0FXnmFZ8/jXbHhpvn7Luv/zAh/EHtuAAK05ZTtcseXj1cv+qqWNHPvmZL98mv3nnAEsGBAua0KgJaklsio1JwTqDEodQ2rQq1VnLfXoogzvJtlZOzNFpwcHjeS2W9CbJG7tmPYKyyVKgSMy/amSCWHGB2QfPJ1IEn/VR5ObZ/CksKlMaIvpYbm3QwvabFDpxnSfVrtKKtOXGskn+pFagBRMjEcODEcdbFuTGGGJTVkrKt4QOaZsjEMeGSKT1TkRy5U47pIHRPrEe5LKzDUE0g/E366GFa6469wWrHn7w4UPPyuF7VgC+Zs16dPv+QFTO+9Rnrn2otn3fmr9Y0jzColGFn1hs35VUfZXErGALbTq60F7wRPQhoSMUOztoHFfz3d0Ot99TJW9TYulJ2pa7153c61RKvZvzuvIWrXoR0RQsfZ9RXKA+HfSbJzP8Pc+bwvZpjEouG5Zpia1aVVROTN6VLe2QrJMSa2lXZJOUgDCSizcFnLc64Pq7q+DGgCY20hY7ILfY2iRaS5GiaIjipERzKBHEybG1UVmxVrQ7kqk5hwVNuPyiOrUh/Tv/cvCcT7l374xfeuGpPzoAB5DVM9n9yIH4l6786V3nbbh35r67v9mMwznaXUW7a3AdSdW33s6KlzS0chJgq2Ip47IFTxWTYs96pWLCULN7r8fR2XL3YiEErrSVlNPeO3k/mGKbO+bzfsiSNUqA5gQW+8mYytNgK0+6WVEbL/xfWP5ZYBU8m2kupki9igJbn1ALYmFLt0lhm1Pp5D7OWn8rtI6JI8VIM+SUFQHq/pg4jkFpW7PblJPNiw6erGKCNojY/vC0vXi6vRCKOBa0u4aZuZCFowtYc+bLZk49c9OuD649FFcba58tWP7gHLw4hgeqDDc6X7nkwnPe8/rLLz125gYHRIswMriOoFYxNKuaRlVT9TV+0lRWlcBdlvTyduB5SxTHiXliRvDtuypMHXeTuuAW5G6P9VbCduZVssdSy54sJMrhAiVrfFJIfAbbPen2hXIJyeitYVJeUCYqhi7Lf0XObbKCmDJJM5SFbWRuzbUkCBXDg/CS8zpMNAO7QjQx2hhCLRKqktKVYghArqbEGoII2l3DXEcz14lpd2LC0OA5hihucWzOZf0Zlxxbvvqs9+zYO/MV5MmFwZ7seNYsOMDwyFByIo5/dvWpm50js62P7rj+trGGCphYoBhsaAbqEb5nV+9BJEqldcu6sylIh4XGsjLCkbGtRPpo2sHY5goKYdtN2+ZGJm/NXeiiVmxlN49/i0JBzT7KylONooT23IxyOGyWv1jk3z1Kita22H2cdmYQth6N0BItDHEskcL2to+1QmqN0kmVqsDhtKURiycCHp+0RduN1ERGzbPixV1PJ2JsDDqCMLbb+q4hjsFzFbUKbDqtAgMvOrxp0yX/baYdfnb96mXP+hF7VgGenQYxzKMHZj69bMXL5OZN03/62N57xoabMUsXdhkfboGImG5VODpZpR0lB1iDUekn9NCUQtNXx4mZCTRf/FaTrQ9Xoe4k6VQSV4IvTNaSO416y1tk57RFiLIufiJlJV/UnQzQc836Bx+mz6P5m+SLzFz71qkDEhuCrI0AXcyTFcTYAvRCJPRE6IJ1Vyij6HYdNq5t84aXtHhod5WZOAYVZwCPixQlOwJlX0eg4disYaoDGMXEICgZMDXoMTp+9uFzX3jpB6D7aSEGnwsoPjcAB1i2qMnVX/zKpxZPNOOJwYk/WzywfaRWm2b34ZDDUza7zJMNwkjhubbnTlYcppCoILPe9jb52FERd21XfOHbdZslIZIEWCHxBQn/tgvXVEXJit6ni8xcLi+AO+fefTPmT1YLTxH5rNCUE3x8qpokbyvFgAtrLVOiLjKwS7vg01hgA1okHDzG9tbUBhkrpDREsYMUMXHg8KYXdbj25g63PuiDjoi1S6DtolUXZl9O/8BVNh1RKcHIyAzGaXHouMtjh6pMtR1WrFh6LIgH37fl9lv/8YKLXn3yO/80x3MGcIAr33g59235138KwvFgx97Jv73uhpnm93cNU3claxZ6rFumGGxYM6mESLxeIovRL3Y4VjLGcSI6Ycx1t9bZt9+3WqN0EcLWS0wzTZwiuGUee65EntRaBLxddPW688u6+EmBsB+w+5jfE1Du8mt9JhmQhZ2mUooRxRgUkfTbSValCf0zSaYUWpKgHTILnuxrrBLFSiFju+aJpUMQuCxf1OGVF7W4d1eV2djDKJ/AKOLM82kKBglUAu6qLxlvOGxYWWPVkgC/MsuWh2aZCs6YGWws/PW7t03962+8663PJQSfW4ADfP3ejm7U3c8femJl1A6an4nm9lUWLnapuA5BUjgoigVRUsVIJ62s7QGzwFZSo5wIzw24f4/kn65rEksflJ8lwVakSQCeNBXtBbfsA26Zl67ILq3yBDTkBOA2xQciB2H2IM2ePsHHZSA2J8fzi99lkvfZp6yHUWJNuBECLROQl0JJUpDLnjWGsX3s4wTkQhNJByldZBTzi69scfU3a9y328c4IaGWBClNST5fpqmIMkliSZIYWp06R477LB8/zmUXLO3gj/0X48ZfJJ76gdzwJzPUD/4RTz6+8ZVrePGLftYoOf7QinG5bcMK/6ddppyBhsNQU2QxKgKb3eM4Bs/VeG5MxbNdJXyvS8XvMtsO+djnmnz7vgGMbwEulaKmBFVl+7ZkeYKJp9Rm+Zssb1AlB18l4M44eKEqWWmRKUT/xWgmIyal0RL5zdIegcgmTyLLSZH9X1RvivfWk0vyXgoBaCe+lWdFfqnpzdopb5FXyrV0sBDYVlCzMunWwFAzQjma2+736ISWGrpS2MRjZfBc8FxhnXiutGUeICv+MzkTISurOo2B5W87fe3yL81NmfjUs97+XMPvuQc4wA1f/wLveecV5h2/uPmhb3/v2HbpqJ9aNjzpjgzaBU4c2YWRUuC6hooXU/UjKr6tjVKpdPBqLT59rc//978W0HGqoCoIx6UiBTXHUJFWevJkGeRFmuKk1iXzqPUGfPXUNRfWqzk/aVkUKISYNxmyq0IG6P4AL4G7j7NJzgO6ya4y5bVCCubksSmCuxBPn1aTzYBdgHzPPhQXHem+b1jb4dhxwz33+8TKQSiHqoKKY/BdqLqCqi+o+BJHWU/m5IytnXPRuQtb69cM/+KfX/2OL9ad+/TmS9/8w4DeDwfgAJ///L/Rrm/mj/7r9dsW+Ov3jI5MvnzrrumKiV1m29ANrAu/6muqlYiaH1L1A+qVNvVai3t2CP7kn4fZe7wJbg2hPHwlaChDVRm8BNQ22zux4KpAU5TN+8sDvQoKS5GaCHrogyhYy8JzhW2KHF4UQPyUAO9RcHpBb4Fdljiz0N8iRy+A3AK7GJeSvJbcm+KvLyzmoRB0lljx8iSwPSsXLQi4Z6di/xMeWnm4SlJ1oOIaar6gUZUMD7hUfIEhZnioTcuZmDKV1b/65jeMff5rn7mJc1/4Cz8s2P3wAA5w2w1X8wtXvov/90vjW2fC8f0jQ8suHawdrH3n/hmk9BgaEDRrMY1aSL3WpVlrM9CY4+7tMb/+lwu4d9cQxqsiHZ+KssVnaspabc/Jwe0WwO1kmfsiB7osy4e9i8r8/BesWy/wxXzLba19Au4SoBOqIkXGU3slytJzWQDaiYDdE8+erjkpO3nykm3l9iFWry/uaPYn37fivqZXAiNYOqY5Z0Ob+/cI9h3yQblUHZuRU/MEjZpkyUKH5RMtjrQavPHV5xx942XDv/XaV8T/0qoFXPm6d/wwIffcLzJ7x+oz3wVAFEz+k3Jd55qv1T8indvHlIhxlcR1LP+u+gHN+hxbHox439+OcM+uYYxfw3FcKsqWDfNlTknSRWWRjiiVAjoHd0kWLCokva5nkbpUygXYoRD+UVi/pQ4XCskHpai/5DvKCztyqpETjPKES55M65n3kzFLRTkTNSWNPix+ltJWSFEqlRWT5q4iX3DmsTi57Utbh6chtRtXtfnz9xzn//qk4o4HFTOuz4AvCSPryAm6mvGxJpsvPf/w+KJXvV/r4J+EGv5hQw14HgCefbE3xP4n5v5h87mvEHWn+aeP7LhlrOYfo+qHNGpdhpsz3LU94P1/N8yWHaOoahXfUVSUoZrJgZSBnQHaFDi3SOhKqqCIknseyuGeWQv25AWTxJGnMdci3V4Y23IPMgdLMWWrGO76ZKO8uCtwYcqWOr9amMIVhtKX5EFVSfhs8g3p+7WwJdSMMYlTza7uRayzq4+IZRIDlET8Yb2hKpZ5dTGtOHtNi4/96lHe+3eCu7aPU3cdGr7m+HSXsQUNFq142eGNG8//AOh/EOL5AXd2fJ/PEQZtdBz94p6dd//F4Ue/Naw4yCmLn2Dbo7P87qeGuWv7CJWqR92xHNDLIg9zt3sKZleB6+Qc3FUiq7viqN7CoLkSopOqW2lxIp3mIxYsd0pFyvEsBbqRcnshkMrmgyplHR1KCludS9ryCPlEzCdlKmMqlYQSpKqKSEN+05j5gsVPZltKQ2zBeJKi88Xgprx+iUyvdsqglLHHy9E4SuM6GteJcZL/ldRZXZM00M1RGseJqHgBA/UWdz8c8YFPjfLA7lHWjynWrRjhzVdcevyiC8/9bcdxPjM48OzGljzd8bxZ8HS4XhWjg8+uWX/WMUfvW+04Ex/73kNfdf/kf41z365hRpuShmuoOhqnUFoCcuk5VyVMaUGZWm7HEUn99lw9yQCeWLs4ieGwYZ9JqlXyPTlFtRktaXJ0miljpH2stbA5F5nrfL5Fp+czU7DO59flDKSydc8LWSIS93xs72Nt62rHMZlnOFV2pDS2UbG0XkiX1M1pKYqUoLS2QVdCADJJHLZXp/S3KaXpdD26gcfpy7t88Gfn+KN/Vlx8zmXhYM1/3+YLztlVq1WvrVa85xtezz/AAYT0dGty21dWb7zCe3zv91qHO+oTvnlIbBjvyiCEpm/r4GX0wJA4hpJKWYXFmOqhJWkZOWvJZeL0sQu+1ILH2hCF2gYPRSbpH1TgsOl3JL1ArFOFpMmhyWiB1X0tdRFFcFPAdy/37lVSimCWxQSNHPiyIBmmrfxikuAmbes1BlFS56/w25UEpQVaGdsvAMBYF36q9GglyVsUgo5l5oQzOq+E4joxUeRw8FiFZq2h/+BdZxkq639t0fimf9y5Z3/wwvPWPd+wAn5EAA5QGzqN27ZsC2q15Z91POemX3p9503fuuvIH99172EWDiocJegEJsv364aGVmBBboS93BdPpJuC2xGWqjgpVbCAT2U7hE2v6gpBEMVEWicFPS0CMqcNWG8dOVgzN5y2HsTUcygEyEJsdj41c0ZYWkxmv90UVJSiklKmKHlsvH0OYZCxyNLW0uqtaQWD3MElcLSdBLp4ZUnArRJak3UdFoZQ20q/3SCt6muL0iupWTwaMGcWsX/mlP9+xaUbvuA2xh+NgkeC5qlnPN9wysaPDMABLjr/NID2bbd/ZscLLxz8yPbHh72XVod/ryH3q0cOtAgiqPkWJHMdmOzAdFdSSeLKUwvuOnm9cgtymXBfC3al8v9VcqnvupqZlmauA0GUgtvKjRIr+2UqSxp6asogz6U2myome1K50lG23OnvLiZgF7Xv+eqKFGSZUI6y2wO4jmamJZiaVXRD+8vySQ2OJon5LiougJBJtV/7O6U0+G6E60bMtXxanQqzLRcA34uYnAk4MtVgydJl8bqJgQ+//LfO/sin5M74l9906fMNoXnjRwrg6bjohb/IH3/8i/GH/9sbP3Tw0HFn5onrf+fP/nGL3+6GjA3aICGtDedumua2hzUP7GhSc20hdSex0J4j8FwLbjd5TiVZ/Rb4diJ4rvXC1auaI3Md9u2RuEiqLnjJddyhEHOdac45oNPSOBiDMAmIhI3WS+vx9dLwXlqVWuNiEnZZ6zYFN3oCbkfbYvFujO9FSBnwyEGPnY8NUK/YLCovKYzqODIpT0wm+aVAt/zbTv5YW4AP1Ft8b3fAlm1Vlgz5NtMnjlk2IRleYGhXzu+eds6L/6wxsOBDh3b9M+Or3/Z8w6bv+JEEOMAHf/ONzMzM0Wg88XsLx14sf/nnVl147Ve/ISdG2hc+vOcJx1E1Xnu+YMHwFDv3+UTax1HW4eNntcoFTmatZdJBwMa/eB5UPEPNNzRqEUvH2iyeeIKbHxzk6HSThXWrEctEpemRwhP1wmT5kTmQDQ4kALdgKRayTz8jlfyKi2OrbORWfV6cVvJPCnxHGlwnpuqHDA+0ON6a5vO3jBLMRSxdAPWKtmWt3bROYNoz3mbb2KwegTEahMSRhigSOMrQCgK+tsVjy/01Xn8hRHqO0IxEQyONO164+WX6nMbKO3YcjH5vdmaGRrP5fMPlhONHFuAAzWYmMX3ggXv/nV96y5nNvQem/u6xSe/N4eycPD7tcdEZmq/fFXJov0/VsyGa1aSzhJtYbKnSHjAisdoJuCu25+ZgI6RZ7zJRC1i1cIabjzZohhJfaYxTAHdBySjmItphkgL+AhyTcWuVJPsWJ0gxziQvI60zgKeVAAwiL5xjvyIPT03KZ7iOpuKFVPwWj+6L2HHAZ8QVTM/FFBprZkFXArtYjGOIFEQSu4A0dlK5rkEbxUP7XO78foVhX9OouaxeO6xnwlOu7kSDv3Lrd/fOvOOt5zzf8Dip8SMN8OI4/aw3cNOW3TPuYOXXzz9//c7J/fefMTp+4Iq7HjjA1KRgrGlo1iX1qkoArvBcu3hKwSUT173r2rYbFddQ9TW1SoSjQsaGI1518Rx37ogJYifLWEmlyFSBgaSIuyGR4xIFRYJWVraQ2MZLWhf7V5KpJyVpMwG3m+aoJgDXRhBhu13EOg+pktICPZURHSdG64j/vM3l2JSkPgKtwE7k9POU0qhIEIskpS02ENpFdBhbVUprCTgcnawwUHXYsLzNwMAmli4fvebSSzZsHR4d+zi6OyPUac83HE56/NgAHODF568CODJ57LHfl2r9ChFsYev+kSsWDuxm0JtjZMCj4ru4jqDiCxpVaw1n24JOQKb1OtLya9/V+G6M59hUONfVjDQFKgEXFKTHxHGklLXfYSTQkaGbuKdFouS4SeF5gaUncQby8pXAAtsC2k0dLq7l1I6y1QSiNIUshjCy+o1SVqWJVfIbk8ligOlZiEPoxLbhQDc0dq0RmcQymyyZJAhsjW4pDfWq7YEUhIJWB1ptxYbVi/mFN65hKtp0zSsvOv23jkzO7B0Ze/ZzJp/r8WMF8HQMjSzF6Mf3Ik5/78YzBj67YsnG3zzw2K5Ljz2xkzA4zsFjPmNDklMWd5jpxOw/YhdJadEhpewJd11d8uIdnYRrbvaZDgV11xToQ9INzrMtD6WAdkdzbBpmu5ZCKGXwVFqRNeHuKqnwlFV/NVn4bWrBU2+i52p8L8ZzNK4b4ygr5ynpcXzWo92xn+m61o3uOIY4tt2AY23jsC+/tMvX7ouyRJIwgjCEwDH4saVNjpP0U3I1jx4JaLcFyxcKmnXBowc7LBgeYPXaTSxds+Zm4TofF9VV3z8819279jlICP5hjB9LgAMIuQRgpzFmJ7D1ri1m0ch5a//Hgw/dv+bBr29XG1d3cLzjXH+7w9y0YumIleuqvsKRWOvt2cJDIllIzrUFO/Z4xFpkzZVcB9s9LuH3vq+oeJLFo5qhkWP82601qo5iwNNUXZJsd6ueWDe8wdWm5M1MObgjc+vtJVeTih9R8SKqlQDf7fDFmwc5fszD9+z3Vn1r3R1lCN28UZcUklNPiahWDN2k850t22BwI0ulpBTJOkWwZCxmfGKaf7vR54njkhdskCxdeVa8bNmGnb4T/+q60y44YGCHPOk0ox/N8WML8HQkIa074uDoDq3jV851xJJff/fmqzvHbhj4/s7Z+mMHHM5aKWnWWhw65tKoVfE9zVAzoOJFhAlAtBFWipMSXwo8afAdk4G74kkqFYdGVTHUFCwdi1m1rEXoTPPZG8YJY5dhE2ODm0wiWVpqUywrXLTezjxwx9T8kEatQ606w798U/DZGxTrxgIWjzoM1F1bak2CoySel7RbjBRRrDBJoR2V0CUpYLZrrXnVs7VpBpsRTxwPibXD6Wsczlgjcd2Vcy9+xUunu2FwZaO5/HGl1F7xYw7sdPzYAzwdyluA1mbvxo1jj6LnTr/r/pduXrz6RX//lp/eHY14D41s2bareWxGsGhUM9jo0mgc545tVUbrAyxfCHEss6pLnhT4iT5e8URys4vXekXQrGkatZjhhsPbLzvOtXdUOTK1AFfJpEBRQm0cW/EsjtPs8zy+JHXSuI7G82J8L07UkICBRptjsy3+9YZFTM34zDU1M60Yx5FIpXKtvyvp+oogdIgiRaxt+pkrDVUPloxKBoZafOdBB2/WZakxjA11COLjPDG5YWZs8fnHPvTi5c6xafXOgaHVdy4crU0B+icF3PAsV7Z6vodtFy30rfe3jodq2XWuN7zuM5/52urzL3nLh+XAyx4YGV1y79iCZqdak3zumzHX31nl6KSi1VVEcdJ1Qip8R1B1saXmfEHFV7axrSfxfUPF0yilCWPFQFWyceUcnShmNhK0Qkk7FHRC24Y6jpNGTKaomdvFr+sYfE9bSuIH+F6I54b4bpcH9koOt3wcJYhiQxDaBqvdwNDuQqsjaXUk7Y6i03UIIg+tHSQ2TKHiGgYbDi872+GKF09RqXl4fqMzNjZ+78+9/qIH3v3ON3/4rltuWD0wMLhu7ZpF1y0cPXxcCPETBW74CbLgxXHJWQvBOhhbu/fuwXGdj4HzsctffqaaGGt8ot09tu5w65GLz103pcaGuxgjCQKN4xmkUtRdQ92HekVQrznUqw4VT9qKuGkWENZjuWAAztkQcu1d0IkER0NBOxSAXbhWkka1xfohMol4tACPqVVChppdKl5gqwoA333Q5disZFHNvjEtRRxGmk436cggJK7rUKu6dLouUeSitUbGIUopZjuSQ8fH+fnXTMQbzzj9Vt8d2RGL2atc91AsqxXe9I73G6+6pvV8n6/ncvxEArw4Vq1YCcny7qMQ7Ts49SuO6w//4W8f/ZO9D33Dq4idsVTDZ3v1wXO0nsPEMZ4IqfmKelUxMuAwPCCIIpN04bUewFhbVePxI5Krb2rS8BRDFU2t2iE2cLzj4zuCmpdmltvfkzp6VOKkqXohjWqL6fYcky1Jza/gOlXe8KIZrrkzIpxLQ3zzhItWRzM9ZwhCG2Ne9RQzs4K5NgzVPNYtXc74AHdPz3W+59RWqgXLXxJcsWnkd4mC48Ideb5PyQ91/MQDvHcsnxgEOA68G+Cx3d8ExKWear8i1kuvfOvl3vrp4xHTh3dRq8CiBV00M+x6zGV8pI5BMtsSNKrKOmK0IdJVFjdh4ymaV1/cYjqY5f/5t4XMdH2GarpUHjn1gAphvZe1aghilk98xWVmbpifvsBn4+oOihBHxsTCUPUE9apKvKiasaE2D+0LmGs3GBpoMtetUR05jaqK+fkrGttHByauHhlwrteGm9/0upfwrl95vo/68zf+jwN471i66qUANwfdJ26Gc2952xvM6iOHj+v/+I8jesmi0ZXnnll//7aHt7N3cojli45y6OhBHj/k4yrJXNtw430+YdtjzYKYFWMui4eGuGhpi5vvn+G+Bzyregiywu+26qoNdJISfDfgOzsEN2xZwKoFdfY86jBYczhl8QyXntXmpjsb+I5g6Zjh0SMBAeNcvHkJstmi3ljHSHX2I93W5J6xpS+SjeaAfPtyZxdw3aKFY8/3of2RGP/HAzwdnr8Q4Lr0/27rMEJWhqLOnjum212OtofDF56/4bePTHUvO3TUZckouOE3efSoy2izzrJxQbVW4cDRkKULq4w35wjCLsYotJZ4jsRVITOzBhNLGhVNu6vROmDfEwYdOqwYE7helck5nyiOWLesxSOPj3HlFedzyhLFoamYyWn3homJub9YNtN1ly07k9PXLLm51e5OTixZ+Hwfwh/J8f8D/ATDr40BTAL/AdCa2Y+Ah4bb4fjittQ1L+bw3u9Sq7UYbnrUq4IgjMO1p577B05jxWvXrjwavooBThlzcB3BsgmHRjVm9+OaWsVl+YTAczWVwUnO3NDmylcudk9f2fjqsUPb/sDguZ2wRhwbhoeabNp4BiNDDgsDI4PAOQRmz9uuXPx8H6Ifi/GTpQk9z2PHtjtBiHEZPTZ4y/ePmEcPNli6wMEAyycU9WrI9kcM1YrH8nFAwJKFMzzyRIf7to+LjevHp7Qxh1764ouf7135iRn/G5Qzh8uJSwGYAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE2OjUwOjM2KzAwOjAw4gKFqQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNjo1MDozNiswMDowMJNfPRUAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 154114000
{'hecke_orbit_code': 18014398576590962, 'n': 1, 'trace_an': 2}
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id: 154114001
{'hecke_orbit_code': 18014398576590962, 'n': 2, 'trace_an': 4}
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id: 154114002
{'hecke_orbit_code': 18014398576590962, 'n': 3, 'trace_an': -6}
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id: 154114003
{'hecke_orbit_code': 18014398576590962, 'n': 4, 'trace_an': 8}
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id: 154114004
{'hecke_orbit_code': 18014398576590962, 'n': 5, 'trace_an': 18}
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id: 154114005
{'hecke_orbit_code': 18014398576590962, 'n': 6, 'trace_an': -12}
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id: 154114006
{'hecke_orbit_code': 18014398576590962, 'n': 7, 'trace_an': 4}
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id: 154114007
{'hecke_orbit_code': 18014398576590962, 'n': 8, 'trace_an': 16}
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id: 154114008
{'hecke_orbit_code': 18014398576590962, 'n': 9, 'trace_an': 18}
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id: 154114009
{'hecke_orbit_code': 18014398576590962, 'n': 10, 'trace_an': 36}
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id: 154114010
{'hecke_orbit_code': 18014398576590962, 'n': 11, 'trace_an': 60}
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id: 154114011
{'hecke_orbit_code': 18014398576590962, 'n': 12, 'trace_an': -24}
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id: 154114012
{'hecke_orbit_code': 18014398576590962, 'n': 13, 'trace_an': 58}
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id: 154114013
{'hecke_orbit_code': 18014398576590962, 'n': 14, 'trace_an': 8}
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id: 154114014
{'hecke_orbit_code': 18014398576590962, 'n': 15, 'trace_an': -54}
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id: 154114015
{'hecke_orbit_code': 18014398576590962, 'n': 16, 'trace_an': 32}
-
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