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{'Nk2': 26912, 'analytic_conductor': 99.2412126296557, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [29, -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': [1682, 1, [843], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 89589877625, 'field_disc_factorization': [[5, 3], [29, 1], [24714449, 1]], 'field_poly': [-1620, 1890, 1809, -87, -97, -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': [[3, [15100, 8470, -229, -695, -58, 10, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996340815506, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '1682.4.a.k', 'level': 1682, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 29], 'level_radical': 58, 'minimal_twist': '1682.4.a.k', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+(-2+\\beta _{5})q^{3}+4q^{4}+(1-\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1682.4.a', 'trace_display': [-12, -10, -10, -26], 'trace_hash': 1697609682195065035, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.492', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
Hide schema
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[25811, 15822, 38334, 14605, -8408, 8262], [25035, 16551, 6795, -10167, 343, 820], [92208, -899, 66572, -850, -1651, -5809], [-9386, 15427, -61145, 8945, 3917, -6767], [1307, -2138, 99540, -5015, -9334, -10907], [-62997, -13320, -18585, -12273, 6939, -2120], [9504, -1619, 64992, -11449, 984, 6299], [43863, 14023, 64218, 2985, -14710, 10099], [-96015, -2048, -2769, 9891, -79, -12489], [-14793, 24414, 14016, -2094, -14109, 13276], [-42958, -10480, -67772, -10769, 6685, 10754], [-2158, -860, 39762, -11417, -8552, -23390], [-12286, -7462, -102549, -5741, 14108, -17604], [-94458, -17388, -52832, 1305, -18398, 20495], [-18133, -11913, -21687, 5491, 16343, -8720], [-6168, 14927, 18342, -3288, -25245, 19967], [-13198, -12536, -60513, -8501, -13832, -692], [-6832, -4120, 114025, -5966, 17604, -2758], [-148102, -7463, -22806, -7181, -7195, 3514]], 'char_orbit_index': 1, 'field_poly': [-1620, 1890, 1809, -87, -97, -1, 1], 'hecke_orbit_code': 45035996340815506, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 58374, 621, 29187, 9729], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [36, 4, 12, 0, -3, 4], [117, 65, 90, 3, -3, 22], [2421, 459, 1236, 57, -177, 347], [14904, 5411, 10308, 510, -675, 2775]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [-45792, -81423, -11565, 5585, 395, -77], [3861, 3528, -702, -172, 11, 1], [175500, -57438, 5721, -1006, -466, 58], [-20790, 16623, 9645, -3044, -314, 53]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '1682.4.a.k', 'level': 1682, 'maxp': 2999, 'weight': 4}
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mf_newspaces • Show schema
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{'ALdims': [53, 49, 45, 56], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [15, 15, 15, 15], 'ALdims_old': [108, 101, 109, 102], 'Nk2': 26912, 'analytic_conductor': 99.2412126296557, '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': [1682, 1, [843], [1]], 'conrey_index': 1, 'cusp_dim': 623, 'dim': 203, 'eis_dim': 60, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67110546, 'hecke_orbit_dims': [1, 1, 2, 3, 3, 3, 4, 4, 4, 4, 6, 6, 8, 8, 9, 9, 12, 12, 12, 12, 16, 16, 24, 24], 'label': '1682.4.a', 'level': 1682, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 29], 'level_radical': 58, 'mf_dim': 683, 'mf_new_dim': 203, 'num_forms': 24, 'plus_dim': 109, 'prim_orbit_index': 1, 'relative_dim': 203, 'sturm_bound': 870, 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mf_twists_nf • Show schema
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id: 788538
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '1682.4.a.k', 'source_level': 1682, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 11, 'target_is_minimal': True, 'target_label': '1682.4.a.k', 'target_level': 1682, 'twist_class_label': '1682.4.a.k', 'twist_class_level': 1682, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 788539
{'conductor': 29, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '1682.4.a.k', 'source_level': 1682, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 12, 'target_is_minimal': True, 'target_label': '1682.4.a.l', 'target_level': 1682, 'twist_class_label': '1682.4.a.k', 'twist_class_level': 1682, 'twisting_char_label': '29.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 2129475
{'charpoly_factorization': [[[2, 1], 6]], 'hecke_orbit_code': 45035996340815506, 'p': 2}
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id: 2129476
{'charpoly_factorization': [[[15100, 8470, -229, -695, -58, 10, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 3}
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id: 2129477
{'charpoly_factorization': [[[121455, -28665, -29489, -5465, -292, 10, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 5}
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id: 2129478
{'charpoly_factorization': [[[-33255, 72900, -3221, -6173, -427, 26, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 7}
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id: 2129479
{'charpoly_factorization': [[[3156090039, -170659224, -4333321, 338317, -2199, -89, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 11}
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id: 2129480
{'charpoly_factorization': [[[1068709689, 85836396, -2544106, -238938, -1484, 86, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 13}
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id: 2129481
{'charpoly_factorization': [[[-4813781796, 455018232, 62425099, 1049471, -16321, -95, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 17}
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id: 2129482
{'charpoly_factorization': [[[127552104955, 8805672075, 168715651, -234435, -26288, -30, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 19}
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id: 2129483
{'charpoly_factorization': [[[-222823171989, -13359210933, -230748127, 261644, 42483, 377, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 23}
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id: 2129484
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 45035996340815506, 'p': 29}
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id: 2129485
{'charpoly_factorization': [[[-7738085869, -1237097075, -38395419, 1268623, 51609, 454, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 31}
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id: 2129486
{'charpoly_factorization': [[[-1658282920880, 40670234620, 802516671, -2820495, -55722, 50, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 37}
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id: 2129487
{'charpoly_factorization': [[[-6378535487664, -433043186664, -2224068416, 45345092, 36701, -730, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 41}
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id: 2129488
{'charpoly_factorization': [[[-7863899526659, -170745333792, 12209347643, 36335011, -297797, -62, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 43}
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id: 2129489
{'charpoly_factorization': [[[-92542526238339, -612232857855, 8670440126, 20605393, -181386, -191, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 47}
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id: 2129490
{'charpoly_factorization': [[[-119294451556596, 208173782280, 20069815631, 51811789, -259539, -347, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 53}
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id: 2129491
{'charpoly_factorization': [[[-1884034621341225, 7407100856925, 69942185900, -50558915, -515976, 49, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 59}
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id: 2129492
{'charpoly_factorization': [[[2610185850016695, -31524525380760, 50022334099, 286124128, -479467, -616, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 61}
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id: 2129493
{'charpoly_factorization': [[[26735867645905, -2097860740175, -62097927524, 416114484, -517184, -611, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 67}
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id: 2129494
{'charpoly_factorization': [[[-17141078695216221, -31794637237449, 317195776523, 189589763, -1326348, -214, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 71}
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id: 2129495
{'charpoly_factorization': [[[1844275431359, 57322199148, -807841996, -13395501, 213579, -865, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 73}
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id: 2129496
{'charpoly_factorization': [[[74546262563805, -4514660525250, -175718042201, -925624332, -723237, 1134, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 79}
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id: 2129497
{'charpoly_factorization': [[[-14989302041746059, -98977939302831, 169517231569, 600634353, -706809, -900, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 83}
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id: 2129498
{'charpoly_factorization': [[[232294602039446295, -1204889813675250, 1328450743559, 1358801451, -2393663, -293, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 89}
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id: 2129499
{'charpoly_factorization': [[[-89921940542029264, 806004746115572, -1912549903151, -386195569, 4502124, -3918, 1], 1]], 'hecke_orbit_code': 45035996340815506, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 11, 'label': '1682.4.a.k', 'level': 1682, 'portrait': 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PgCSUIQpLQbKd2Bz8kFCI2PsZYrtkX0BinnljRTLY9LtiXs2tyn2QgR0hJFgs6gzmLHZ6oh8KTHuQWfI2cFJy4knFpOCOoD3vCyPm+7FQI5yaGTbU7NK87nzL1kObJoufnqRf71e1bZNjnF8XPTnF+ss7DqsdwRdAcpw1HKcGRYXotYGjW48Ya6+bHv3PLR/buaP7HWS7pb9733pYbEX+rxNxrga50O3b7F93j/qdMHXzF/+oMySVdfcfO+C3ptdScXlqZY6QSs9TSdgaTTg5Vuymo3ZrmTcmEVjiwJ5ubW+Hc/uMwtlzU4PT/NuYUm55Y088uWC0sJZxZTFnoJk9MjXnltn5dfAb6sE6iA+ZUa55c0F1YEgxCSxFDzDc1aytREggFOXkjo9mH3Zo9mPcRaAcKnPzTs2hKyvKbBOimy1ocwAYtlpROxfZNHb6gQyiJMSLvmsWvriLWB4OQ5TWo0M21JqyYIPEgSwSCUXFiRnF+2zK8mBMEIvITbrurziqsFc+06y6ttTs8HnFuC+aWE+ZWEsytwdNly81VL/OwPrrJlcoKTF6aZXyrBvdI1dPsJvUFKd2BY6cGxFcHq2hLveKNMvPrs1//5j/+A2bt7/9e1Mv9iFHnUG62XGiov+Pgbq8Hvv+fPuXz/9fyrf/nPfv5Tn/3qP/21P/jKpR+6a7TnoQNDeesVIy7ZYkmtQiBx9dICkNjiZ4sSlkDCuZUaDx5WXLtvhSt2jmjUwNMS31P4vqZZlzQ8yaDvcehEjbsf8zm5ENJNYg6dDtk8s8LbX7nKtZf2uPmKDieWEpYGgkYw4tg5S6fb5JpLJGujlAMnFK2G5tmTcNk2yyhKGaU+WsdMteDg6QClUzyZoD0YhpJbrhgwHEiuvTSlO0w5ea7F3i2KZiNiLbRsmhyw2u/y0a/AE8dTnjo+Yve2Za7b32VqOuKtt/X47tdY9m1pkcaTHD87wdEzHqcvGM4sxJxZSDm6IDi1FnP95Yv8ux/ssXlyktMXprmwXGdpzWOlK1jtGbq9hE4/Za1nWOlbzvcU82sp1+1b5Z+8Y16+9tpoT3/13N7VNXtrrbm73p6Y/NKHP/oJPvYnH36pIbPh428kgx94/E+54vq2+vq9K//muecX/tV9Dx1Tx84OOb2qON21XLlrkV/+iQWuv6TJ+aUpVjoNVroBa12PlZ5irQernZTVbsJKL2GpA6dXBbo+4varV/ie10Ts3dRkrd9mYaXO4orPUkew0jEsd4y70ENDN7QMRgkz7Zhdmw0gCDzLmQUPIQN2b1Ls3WbZtmnA/GrIk4db3HSZpVFf5Zkj07SaEVHkMTNlGI7gyl0j/ugrk+zfmRCGltkJSZwOadUCnj0xou41ueHyhKeORcwv+2yfCdi7FXZtiVAq5swS+J5FCMvuzQlTLUlvGNAfeHQHHitdxcoaLHcMK52UpU7KhQ4sj1J2be/zPXcscfsVmprX5vxSm6XVGktrmuWuYK1jWOvHdHopa33Lah/m+5Lza4abLr/AL7x3hUu3NVlYmeL0fJMLy5OEYmeKmv75kd78s366mv7dH3vnSw2dix5/owD+mXueQ8hGfdA9smtP++C7lhdXfu6RpxY5fs4yv5KwsGY411Gc6KTcsHeBX3rvMtde0mBhZZLltQZrvYDVnsdqV7PahU7PsNZLWO0lrHQt8x3Bub4F0efOV3V46y2GS7bWiKIGq50aa32fTk+x2hf0BoJRaIkSS5qCkpbAg3pgmWxbNk3HaG/E0fMRTx8JMEmTt9waob01Hj0wwZ6t8LmHEl51TcBCZ0hNK5I0ZnoKkthDewnLyw1eeWOXzz3QYu9WeORwiEeDN99iSMSQp4+mHD9TQ0ufzVOaqaagHgh8X6AEJAai2DKKoDewrPUNvYFhbWBY7luGacruHQPe+vIOd74iAtNieW2ChZU6yx2Pla5mtQNrvZROP2Gtn9LpW1YHcKGrWOim3HjZPL/wE0tcsbPB/PI0CytN5lfqnFvwOHQyxKhZtmzb9H/82Lsv+ZOde3adIhwNRe3mlxpKxeNvDMAfe/IQ112+2f/w5w/8nROnnv3VPc3HhYk9eeKcZn4lYWk1ZqWbstwTnOtLznRSbrp0ng/86Ao3Xlpjcc2BfLUX0On5rPY0az1Bp2ezJTeh0zes9i0LPcH5jmFqcsAbb+5x2xUJuzcr2nWPbq9G4ElAESUSYwTGwmAECMNUa8ThsxZjI+56pEk4qHPpdp/brx0QmzXufWySGy7zOHyhT2e1zcuvHfClRwM2T1sOnLT8/e/scuBEwOZpyd2PKW6/UrEy6HLs9DQ3XB5x79NDkrDBbVf57Ns5Ypj0+eKjClLB0TOadkOjBQyGEmMFqbHECSAN2jd0+pZmK2bn1pBXXDngjTclzDRrzK9MsLxWZ7Xrzs1qV9DpQ6eX0O0nrPUNnYFhdSC40JMs9lJu3b/Az/3YItfsabCwMsVyp8Fyp8bSqs/8imJ+xXDibEhrUpp/+iP77f7Lrv57S+Htv+uLE9Hs5iteakgBf0MAPhhGstsbvv03/uAvLk2T6AOf/+rXvTfcGDDdarLWs3T6iWOYXsrawLLWF1wYKM6sJbz8igXe/2NL3LTPY603yeJqk7V+jU7PZ62v6fQUnQH0+pbuIKHbT+kPDZ2BZbEvWOxDnIZcd9mQLdMp/YHlW14esmeLIUklWlqiGO55ssaphRpbpxKeOVoD0+CKHYob9xuC2oBHDw9YXGpy9Z4m7clVHnjK42WX1VgerLG62mbLFstDBxTf/7o+Dx/Q7NjksdTvsLoyzY1XDnjgmZTp+iRXX9pnodPhoecmqesmN++3XL5rBLLPk8cFm6Zj5hdj7n3SYxQrpITUWPZsjXjjyyN6fcW2KcONl0EUNZx86wSs9T26A0WnL+n2oTtI6fbTIphcG1hWhpJzXcHaMOL2yxf52R9b5aZLa1xYnmSl22CtW2O157HW06x0ZUEeE62QO27qsPuSO2Lf9/753iu/44jUzU8L4ZmXGlsveSYzGg1I0vAHn3vm8f94+sTh6dXlRa7aXmcw9BGAMSClwNeCeiBJjcEaixUpUigeObyZf/HbHt95+wrf+7pl9m4PubDcpubXqQc+jcCjWdf06pLW0GOiqRmMUvrDlM2hYRhaeqOAlcUaZ05bosRw9kJCEFhA4CuLloLBUCHwSAaa6/cI9m2z7No+IEx7fP5hxcEjU7zppoAbr1zl9z9v8UWDPdsHPPWAYvukYrY9oKbqRLHHQg+aNc2OzYInDkbceHmd19ywxO99ZojvtXjDrRYvGPDlhyI+92CT547XuWRbgz1bU+amIvbOxlyzJ0Upg1YWsDSCgLnJgCj26A18njns0R9pBkNFfyTpD6E/svQH7rv3hin9oaU7tHSGsDhQXFi1NNod/sGdi3zHbRHX7W1wbmmCTq9Ot+/TG2qGI0UYCYwBpQSTLU2roTl6ps7iyrPe9Mzkf1waPLGy/8qb/km3N/i9dqvxvy7Ah6MBBvFjhw8+9P6nH793uqVXaWzy8bREa4kQICVoLfB9Rd1YjBFYC0JYlDB4UvLMkVmeeL7B8+cWuPMVfV5x1YjJVpuVToNmt0Z76NMfaHrZxR6ONINQMwoto8gQxZY4tiSpO6LExxqQSuBpQc0XTLYEUy3YMmvYsXnA7FSHLzwKX3vcQ5oJ3nSTx/VX9Lj/uZho1Ob26wWd4ZCF5Sa3XW6YnRxQ1wGjRLHYjVFGcP3lmkYr5LFDNV594wQvv67HY4cU2AluusrnR9+2wpeeiLj74SYHTtXYNafYMl1nqtVgogX1ADxtURKMhQPHBWkqiBNBlEAY475jmDIMDaPQMBgZBqGhP4RuCIt9yWIPRmbE629Y4e2v6PB9bzDE8QTnl5p0+zV6A5/uwKM/VAxCSRgJksSRj7GW/hCiWLLcgYMnVokfuWv6lUvR//nG179aDwaD32o0XjqQv2QAHw1XkcL86Kkj97//6MF7NtW9AXu2+YwiSDMQWwuJcfYfFrDO1RTCZRGVtGiZUteSxUGdj35lB195vMurrlnjPa9f45q9fWYmGyyvNegNAwZDLwO2ckckCGNJnLgLlhqLq93K/m0NNR8adcN0K2b7pgEJfQ6fjfnovTWOnW4yGdR52VWa267t8tDzHe76RptbL6uxa+uAP/qKQImAditmrR9iLCgBc+0B3Z6PSeq8/VULfORzDfbN13jrrQOieJl7n54hTmvcctUm3vqyLpft7PDlxwY8dbrBk8d9dkxLptuCRiDwPXcTSuFuemPBGEucZDdrbAljdyOPIhhG0BsJVkPBSg+EHnH9/jXe88Y1XnlVymyrzmqnwVqvQX/o0xt69IcO3P2RYDASDCMIY/dvp8a4c2bd+Qsjy1pvmbOfuHtTf2jf/9Y3vdLOL67+9ua5qf81AP6f/u8PYdsB/+n37vqh1147/4G2PTjb9EOYrFHzU0aRa81KUnfEiUBLgRDKMboAKUS2PBs8ZfG1oaYFKyPFSmeKj93T5MFn+tx+3RrvecMaN+zrMJPWSZKAwahGf+gxDDVRrIgTSZJKUiMwViCwSGEJfEOjlhD4Eb4XcnY55DOPSI6c8Tl+ZgplAvZt9blyr+KmK7qoYJGnj7bYPtng6ktgy9wqK90212yXJMbyhYcDwoFkspnw5ltGfPremFMXWuy/1OP82ohnj3ns3DzFdXsXuf+pHg88Kwgjnyv2TnPFzoArdvQ4en6FI2fh4YMNDh9r0tCCQEuagaXmudVO4IghNZYkhSiBKBX0Q0F3JOjGEJkEY0fcfFmX97yxy6uuSdk6HTAcTbDcqdEbBPRHbtXrjzTDUDIYSYYZuEeRJYoMceKONLUkxq2CYWzpjwSrC2v8tz/88qb51VMfeMdrveTUkd/5/XNnAl5+x/f/zwvwr971J7z2+5/hN9+///u++uDJ//LIQ49Nvu/7QrZvmmJxFXzPz5hVEieSKBFEMUSxQClQSqFVDu4UTwk8bfA9S82z1IOUyZqgF3qsdaf4+NfafOXJEZunBrzrjg5X7BwxGva5eq9l5xZFGHukqSI1EpuDWxo8nXJy3nL8gmBtaPjU/Q3OLk1hI4+pmmLbjGb3Fs0l2+HqfV2MXOKDn26ysjLBrVdort7X4ctPCkTisWlK0mwkDGIfaSVYidI+nZFgfkVwlW1wx009vv5YnW2zPrdePc2PvG2J3/1cj4cPNemPPJbXWuzdVmf/1gG3XN7ju17d49zKCp+6P2B5EHDyvMfZsz6eEkgpEQiMtaQGYmNJE8PUTMy1Vw0Iw5grdoa8446QTROK6VZAHNc4v1ijP/QZhh6DkWYwUgxDxXAkGUaCYSgYhThJF6WEsSGOnY2aJJY4NU4SRZZ+CBe6HiJeZFI9N9tduva/nFu7Nn7dm5/649/70Mf54R/47v/5AH7qwIfZecU+8dgnonc+d/TEby4vHWlMtCIatSHtuk+cgFYWX2t8TxHGiiiWRFoQaolWjslDJVFKoLXA8xwYfW0IPEsttjR8y0QtZaouGESSXtTk+Jkmv/jH02ASRJJw07UD9m6JnI60BmtdEkcKgVQC7fkcOuVz4EiNZk3T8iWzDcHcjGTTtGbbnGL31pT9u9dIxTL/9RNtTp6a5NbLPa7YkzJMenzj6YDJusfMhGWyFdGoOylkjKQzUqz0LcudlE6/ziuvXuORAwMOnlJMtmvcctUkP/72ZX7lk/DYkSb9oWWtp5lfabNltsGmqRG7Z0b8s3cOaDc6PHUcDp2WeJ5FKYsQBrDuPwtJAnu2pNx+TUIae8RJgLUNRpHHhSUH6mGoGUWqkG/DSDAKpQN2BGHksrJRbIgiQ5jFLVHipEqUWEYxDCNBNxQsDwUTOqFd73Hs9IHJhw5N/uZDB65PDl64/GM/+0sfs//mn/2/kxT6fwXgP/dfP8T3fWBave+7H7nz0rnTv3/LvidrP/XuHs1GyN7t0B94tJsCJS2e9vAjTRhpwkgSxgo/snha4GuJHzvN6XsK35P4niSIU8LIUo8NYWyIIks7gTA2hAlEiWAUS8I0IE5rHDzS5MmDkFqLg7bTxp4EX7maj1YAV2+Fdh0mmpKplmJmUrNpGnZtCdk6t0ZsV/ivn5jg6LEJbrxEcckOyb4dq3z12YT55Qlu2iuZahtq/pBABlglSFKJsJYkjVjt15hf9rjxijrXX97j/sdqbJ4SNGotbrzc8A/uXOa/fNLw7NkWa33DWk+xuKqZnWwy1a4z1Z6g3YiZa8bsvjEi8BI8naBUihQumLC4myqOFQuLmjhRxIkiinMSUdl5loSRZBS5IHIUC8IM2GFkiGJTPOe6Pk7cc5gHtLGgHwmWQ8labFg9n/Brn9DUgogHnz7UeO3L0t//9tetmvd8r/eJH/jWX0/3XfOTf/sB/p//24eZatXUG6+48I4//+r537t53yO1LTMxX/iGRinJ5pkBV+3oZfraoFXgQK5TfK3xIkOoFV4sCT2LH0l8TzCKBIEnCH1FFElCP18yU+eKJJUjhSS1pKkhNS6INYYC3EKAkqAleB4EWlALBI1A0mwoJhqSqQnBpumE3VsGtJprfOLrEfc+Pc3aUptrdyl2b/W4bOeIVKzxhYcbND3N3JSi1Rjx9FFcx/1OyyBUXHdZzLX7LBfOpyyu+gxHDd7ysh73PTXk8FlFsy4J/DbXXGL42R9a5p5nh3z6nlmWu5bdm1JWO5rJtmKi6dFqeDTrllpgCHxDoFO0clJLSncNrMUlrIwgMZIkFSSJKGRgHEvC2DkvUSwcgCObgTkDdwbs4kgsUQKjGMJYMIqhF0s6sWB1ZLBRjxt3d7jzjiHIGJOs4PFgbd/m/R86/OTlPxymO//0mUc/kl5z87v/dgN8siXkcNR79/lzZ37tyw+dq33qa7sYpgmdVYuNY46eXeW77+jyztd2mZ1M6A4SvDDA97zs0BWmUYSeJIglgZ9dlOJQxImzq+JMF+a2X5Ia0tS5C6m1RdQPIITIHBkne3wtCHxJLZA064J2wzLZMmyeDpmb6pHYNT52n+R3PzfDplqNa3cJdm312LPNsHvrKp/4hmVlpcYVWxRTbWg1YuZPSBZWA/y9DgxzE5LJSTh83LLaNVxYqnHZnhqvu6nHZ75WY6YFge+j5CTX7BO8960LeHKBv7h/iufO1tjcjdk0mTDRVLTqikZdUg80gQ+BB1pbB/IsKC9AjruxUwNpKlwgnwjiBOLUATaOU0cKGaDjxBAlJouFHLDDBKIYwsQx/SCBfizpxDAYJbT8Dt/ztkXeeUeft9zqjINvu7VLFNfp9U7XFuanfjORDW2F92Ecz/ztBPgHfu1TXOiZH1o8feyXT5082d46qVjsSUxaozlhGcUpX3g44BvPNriwusTfv7PHzETMMKzTHQT42ncgjzRR7LR5kIE9iiVRIh24EwfyOGOlJIE4xUX3ObCNe7a5D4hjbiGE0/RK4GkHkFoAjZqhVU+YbCXMTQ6ZnVrj6wcjPnRXnUPHJ9kz4bFvC+zY4rNjM+zf1WWQdHnoQJu68pibUky2YLIVMjWR4PsaIdzNNQx9VroxawOXpV1Y9dm1pcXLr1jgrocHHDrbphHEeMpHiAn2bVf8wBuWuHn/Ah+6q8VDz0yy3NdsaidMNhIaNUm9pgg8QeBJPE+glUQpMvvQodzieliNoQB6kppsdcusxcSQpIYocSUAceJA7VZH58qEiSCMBcME+omkl0B/ZEjiETP1Ln/3ziX+2fcNqfs+y8ttwjggiX0GgzqrvRrLa2faXl3911tu3uXPH//I727e+9fH4n9tAF9Z6aCU/LHf+tAn33/q1JmZRk050rSGmjb0IklHKbq6QWfk8ct/4nHg6Apvf3Wf11zfZfPciF63zjAMCH2PKPYyJs/svdjVisQZ0JPUgTtOMmZKZcZUYIzEWEpwuyRlxtyglUuY+J6l5hvqtYRWLWGqHbJ1tst8Z8CvfsrjC49Ms7La5NI5wa5Ngu2bfHZsEuzdNkL7a3zkXs2x000u3yyZakkmmilShpxdtARaIgVYK4hize5NXR4mpTtQrHYt8yt1Lt9R47vu6PCnX/Y5MR/g6RghPIxtEieSm/ausvt7u3zhsQF/9IVpHj3RZPuUYLaZ0qyl1Hwn23xP4mmBVs5SlVIUNRkWd5MZ65I0aeoAn4M8STNJl0m7OLFEKcSxIEwz1s6A3U9gEBnifsyOuR6vuXGFb3/VgDffZJC2ydJKnVEUMAp9hiM/sx49RpGmNzw/c/bC9g9c+7LvUqNh77dq9b+emvK/FoDHYQft6R/5xgMPvH/lwvObWnVJGDn2tNaVe2pp8KTAl4Ku8OmFU3zknjr3PN3hxv1d3v36Ad96a4fZKZ/BKGAYBgSxJo49okQXgVKSlF52nAqSRJKmgtSIUmsbQaFKLIWfrpRzHTxl8D1D4KfUg4RWPWR2ss8wHvLlpy0f/eoEDz0zyZTvcc12y9ZpyeYZn21zkh2bIy7ZvspTJ4Z86r45JpRmbkLQbgrajZjOIOVz36jR8i1COGANQ83bbw/57IOuJqbTNyysanZsavGdr+jz0MEeBw77NIMEJYUDuWkwipzW/4HXdbh86wIfuafLA89Ncmq1zpa2YKJmafiOQHwPZ6lKdyM7Joe8/MhkUs2YcoVLMqAXOYhUEKei8NJHiWCQCnpZAB+HEc3GgHe9aYV3v6HHTZelbJry6Q+brHYDwihgFHoMQ59BqBkMPXoj7ezHUHD/g0c3rQweeP/Lbn2FWVjq/M6m2b/6sXJ/pQAfDda467FVDpxKf3C0cu8vnTl230zDi5hqe/QGKZbU6V/hkil5cOdLQ6AkXa/Oma7PuQebPPh0j49f2+Mdrxvw5ttHzEz6hGFAFPtEiUccl45AkiqSRJIYSZqWADc2Y25T1pSJ4n1dHYfWBt9LCfyYehDRqg9JGfKlxyR//JVJnjk+gYgD9kxZtk5aZicVc9M+W2Yl2+Zidm3pcnqxx69/ukkS1tmxw9VntJvQbsQIL6I7bDLZsgjhMrRxIpkOFIlJ6MW+a7XrKs4u1rnqkhY/8W1rfODDAScXm2gVZzeGJklqjCLJlpmAmy7tcu0lfZ49eZaPfrXOXY9Ocq5TpxkoWj40PYuvLZ4CLV06X4jx6joDWONuutQIUgtJKpx/ngqi1AF7mAqGKYQpxElCGkXM1Aa85fVrvOv1PV55TcJEzSOOWyyvBYyigChyUwxGkcco1AxGLmk0GLlyiU4fzi8s8/ihL2yK7OCXvvVNtyTWPvUHyyt7mZ1p/80EeBIPePvtU9/+2bse/ZWnnrirfdnWIZPtCQahKAI+Y1IsAjIml9JdAE8JAinoKUU/abEQBvzFQ03ufabPLXf3+anv7nHlri6bJhVtqQugJxmbJ6nKwC1JjcRYmaX7RZF+z50apSxaGbROCPwET0V0hzGL3Zj//IkaxxemeOzAJNb4zNQFm2YtsxOCmbZiZtJj84xky0zC9rkBM5OrfOFxw6PPTXLtDsFUS9JqSNoNQ7MeIbyQINBo5d7fWkhTyTDUDEcxiRH0hoZe37LS9biw3Oa2/X1eftUaH7m7Rn1FoWXsAGk1SeoTxZJh6DE7WePmfX1uvrTPw685x8lFyYfummRhrcGZ5QBfSZqewM9lmHSBZ0HkuVTBMXliBYmB2Dg5MkohSi2kCSQxSoVsnRpy7e4BP/XdXV52ZUq75hEnLTq9gFHkE8WaMPIJY2f1jiJXGjEMNaORdImjkaA/NAxGlnMrqzz60N0zezbXf2Vy022rSTL41F8lJv/KAG7TR0BuVacP/falfniyvWMqIU0bYMEvfGtDmkqMMU4GZ0yupUAriyehpi3NRNDXHoPEYzlqcNejE3z9uSHNWsgPv6XDzpmE3duG3HZ1Dy1ci5gQTq64rKSrlba2wtxYhLQokRLGFksCMuHZ45JHDmo+81CLZ0+1iJIGLa2Yq1umm5aphnU+eFszPaGZmRRsmU7YNjdk69wq9z4T8sHPbGLrpGauDe2mot0UtBoJ9SDk688rRpHGazpQWSuIEklNK264fMiDT0+6wqdhylrXY2ktYH5pip946zxnlpZ58Ik5PAmIGAMkiXbxSCTpDzVTrRqT7SYvv3zAa64d8L2vXeTgacNnH6rx0ME6zx9rkghNGCoGsUIJ19I3HnhmOQFrSIzFGoMnUib8iBoxL7+xz96tI3bMxrznzSF1X9GseYRRk07PI4x94uxzOX9dZ0BXmbeuGIVZLiIWhLHT+EJY6p7HI08OOXL63vb2Pecv/bl//v3qL752MP22V//V1JP/lQD84Uee5Ymnd/mj6P6/o5PBL081jpNMtVlac80CorDhXLYtzTQxOcizJVRL8BMIFNS1ZZgIRqlimDYYpjV6vZRf+sgUNonZPDfiql0jZiYS3vG6Ibs2RcSxyPS2hApzk+lPKQ1CCj5+T52njjYRWnPyXIOz8w1qdcVEIJhsWto1Q7sGrbpgoqFotxRTLc3MJMxOJmyeGbF9U5fUrvHx+9oM+00u22FpNxSthqRVN7RqCZ4X8YUHa4QDibcJZAamOJE064q33DLka48b+qGkP0zpDjRrPc2F5QZX7m3xjld1eezZBidXWihpgDjTyx5xqghjl5jpjzSdvk+r3qBZD7lyx4hb9484vdDhxPk1tJfy5DHNn361gVDKgVvIdQxlAAPWEkcpuzcnvOt1Q2bbKft3WzbPQJp4hFGbONGsdj3iJJeJOgN4mUTKna78M4aRypwuCstWShcIL3cUh+cX+N6rdv/y0888NHj7q6773fOnn4+27rz8bwbAw/4paq2Fy5979vSvfuPxb8if+PYBjVqTC8uCJBUusJMu6NHKZSRtZn9KQQlw5TSjn0KQQl27JTJKBZERjFKP0PdILCz223z1KYMl5c8fihEidRfJuosEmVnivMCsWEsilSKJNdJoPC1pBbB3ztL0DI3A0AigEQiadUmrrmg3NBMtyVQbZiYS5qZCts31SFnlP/9Zjfuf3sS+GZhqZOzdkLTqCY16RLMxpF5vECiJkpkGx8mBOPYYDQXDMKUXKvojQ29oXMtc0+fM/ASvvCrkH7xznv/4p5pTawFCGKyNMaklTjyiWDIKXaVfa6hp1nwa9RqNoEEtiGnVI266LML3Yl52WcJ7Xj9AqyRLAhmEsOOiPJN0xkiEkASeAlwqf3lFubqdNIt5siNOFHEqs2DfBfy5s5XbuGEkCRNROFzGXRhHegoGkSQWA2T/S/LC6dqvnj9v7rNm8MxfBTb/HwP8p/7Dx/jVL/j1a7c+c+eMekKkZsiTRyVbJiT9kbtrjcl63qUDuNEuhSyoVAdKi04dwOM8kjd5VaElMYLE2EIjxoEkNpLUaGITkGa2V/VRZCkFaCFcplJBrW6paUtNpQQeBBpqvqUeCOq+pFGXNGraAbwpmGwZptsJM5Mhm6b7bNu0zAc/Y/ijuzazc1Ix2zK0m4pWQ9FsQKOe0qrHnF82HD0fUPNd+S3klX6CUaTZu8WwZXZEd+QzHNmMxSVrPU2rXqPVmOQ9r1/g2PkL/OantqOlxmJITeqq9xInA4aRchV/NUljpKkHHvUgpdNzMYbvpXg6xfNStHSNElKmWaDvDle64qYTOJALOiarsjSqiG3SIpB3zlV+OJBLlzhKZWHZRrGrDo2z3ITJ0jpSgueJzMOHG/eENOpr/NkX7xXvfOu5O1/35q1Hw/nfGAabf+KlBfjOCc+vm3M/fe9D8z/tqZE8dWGS+UWP26/yi37GJHVs6spcJZ41ICRCmCyTaNGZNZUY8DKAp8Y1/CYme23BpII0q5RzXq4oAqWq5qa4eVxgpaVBV1YJV4lonW+sBbVAUvMl9UBRryladUmrYZlopky2EqbbIbNTA3ZtXuah50M+cs82pmoBm1uGdkM4cNclzZqhWUtoNUIeOgRPHmxw6ZzNdG+ZNh+Gipftt1y2a8jDz0wyCC3DUUp/qDOQezRqdeq1Sb7n1Ss8+fwCDx7YAlZhTOrKYRNLEtuinmQYahojS72mqPmGwPcI/JRAG7RO8bQrMVbKuC1YpIuBEJaKaKwE5yI7v47VU+MaKoxxTlViRAZ0kQG98pw4izHOM6WJcNIkexutBDXf1RNd3xa84vqAHZt8pluLclOz8W8Wjk75Uk//PBC9pADvLp/wk2H44/3FeX91NEHDB5EKTp2HyZZF63EXQ8mMUgVOMkiLSp0uU6lAG5vZfDarGymzbsZYl5ywpb1lrS09bsZX3DxVnSd0VLaCeAo8nRdtuexf4CtqgaIeCBp1QatuaTdSJpoJk62QmYkh2+ZWefDQkH/7e5s5dWaSS2YNkw1o1xXNuqJZg2YtpV6L8b0RnZFFSYWnnN7MH6lxQIgTn3Y9ZpAYBqHbn2cwSukNJJ26otELqAUt9myJ+dm/0+Fnfl/yjQObsSiMNaSpIUmTLJWuGEWKYSCph4qaLwl8S+ArAm3wPOf3a2UdwFUW+2QyRQh7UYOuyeIYYwW2yCs4wFdzDWnqnKHEOElalAFUygGS7BrnAJdS4nsWrQRTbYswk6Sxz1U7U06e7Pvnlrr//PrbvttbXhn9HzPTtf/hdP7/MMAPn+5irfkPx575lZcvnD4we/z4JJNNi6+hWRdI4WpAhHRbeUghsHlcIyTCuBOcSouSllQ5ieJOYvlsDI65s3Y1Y3NglwfrAJ7J7qLlTWU3llLOLtNZK5qnXU2L7ylqgRvJUA8szZqh1UhpN2ImWhHT7SHb5tZ48OCAn/ndWQ6dmmb3tHNYWnVJsyEde9ctjVpKoxYTpxF/eHcLqRSetO6ezhnc5kzn8QNvWuWLj0b0ooBBBvD+UNHrKzqBpuYHBF6b/TsTfu5Hl/nXvyt44JnNGOv6U5M0azyIXdVfWHPlrkEgqHmCwHeZTV/bImOrlUEqF/dIYRH5c5UhbA5yCkYvz3/2Oitcy2tbiteJsxtzoKdF/Uv57xWSVbt/e62nMaaB77nal0/edbj2rcNP/+Pvf8e3CGuX/oUQ/2O7xv0PA/z5549gjLntI3+x9gYiySCyTDZc/2ItUGiV2VGIAmxkQJfSYoxFGQdwo1yaOFUlS5vUklqBNTlj52zi2rKycmfsus+VA1wKENLND5EV9tY6rzuReJ509Ru+oBa4mSeNIKVZd+BuNyMm20PmJjs8dHDAv/2daZ49OcuOKcFMsyJNappmzdWv1GsJ9SDC80LOLk/hKYGSppi+lQeZaRaYbZ2yJElMN64xDC2j0DAcpfRGkvpAUfM9fK+Gpye4YkfCz/3IIv/yt+HB5zaRGukAnlriJM2Y3BAGhlokGfmqkGCeB552Es3VqVi0dAG+yAL9fJFZh/Eil2ByoOcZUCsqdS0iW2VFAeaNVuCClLIaGWOdNh+GrjWxHsBkO+F1N3XYEjxQ7y7tf7lY7/j8dQP8G/d/kb27beMX/+tn/LXFIWnayobSOB3rew48WjvWzFupFGBl5cRYgcpY2qhMfhjr5EcOdAvW2FKOVOw/u8Fnk6IsopLSsUQObiXdZyrlCdQ8CHxDvWapB04/N+ox7UbEZHPI7FSHRw+P+Ne/NcXTJ+fYNqmYaxom6oJWTdKoKRp1Qb3mbg6X6o948ICgP/KpKbJ0ubvR8yaE1AjiRNOsKW67usdDz7YZxE6mDMOUwVDRCxSBr/A9P9PPk1y50/ALP77A+34DHjiwidhIYmOyZumyBzP0JYFvipr5/DvnTpZWZDKllHF5dnmjRzVpVtayZIcpgV6uuOulZX79qv+ou52ibOlI86DW+sxNTNPvSL7ypbv92uwbGp/5zGcHb3vbt/71A/zxp0/RnNwx+eTTn/j1nZvMq02kCWPn8Wqded3KPevs4gq5LkVcYQJrXHuVySWJvfiE5HUT1tqCucfOVHaCBNl7FSuFA3duR6msYtDT4Hvge4aanxVYBSn1TF606iETrSFTrS5PHAn51781xZMnNrFlUjPXMEzUoVkTNOuKRl3RKNg7pRYktBoj7n3SZ61TY2qqTJPn19RkwVqcKjbNKF5/fZ97HzGuiyYyFZBLap6k5mk87aN1HSkNV+60vP/HF3jfb1geOLSJ2GjivAIwtQWTB7Esqgv9bFKBp11nlNL5uaH4fMVNyMVp/TwhtP7IJYcxVcBTyEszdg1tUegmyK93qemTrCq0PxIsrWkGI0tK+Opr/BO//V3f9V0/GfaOrwWtvX+9AJfmFHH3/PsuXDj+bpGusnnGZxS6gFBU5EBe5FPUQFTWvYtZQJRF+cWfl8VAeQXcGHNnP+QZufyCOD1Z1ngrVVYMaoWrz9AWz3ONxTXfUPNT6rWERi2mWQtpNUZMT3R47PmQn/6NWZ44tplNkx6bGikTDZuBO2PvmqQeOPavBQmNICIxIb0oQCiJlzN4ocFFVvvhbLU49mj6I1cuENWYykE+Shn4jsEDX+JpjafzDWgt1+yxfOAn5/nff83wwMHNxEYTpoIozTtuBLXYtfL5nsDXJlu9ZNbX6lY0d35EIemkGL9exY05du7Hwb2ehEpgZ6txbgSM1eG71SI1ApUKEukynCqrfEytk2tr3QXqzePvfvzJJ4/Gcfwv/3vx+t8F8CPHztKe3Lb7sa//t2sDcZbJlkSNnNWWmqq2otC+kBXdi/IMWS5e6i5ihXx0BOP1JCVxu7LAi4LKfLnNMqMqC6a0tnjKAdvXtqgerHlppptj6rWQqfaAiWaPBw8k/IsPzvL4sc3MTWjm6ikTNUsrA3e95uzEHNz1IKXmJ7SbEQdOWO55rIkvJZ5ynTWisvY7gEOcKhKjueOmmEsv6XP0VJ25hmvcHUVunslglLGwVmjtobKgXAjL1bvhF967xL/8DcN9z84xiuuEqSRKLI2sjjvwcCDX+eplMokikSotVjglRQXgYpyUMmklciYfI6oMvOtW3fWrb37t8gCTsWvmSgeKlT6bChAlhlEoefTp8+jGI9f+o5987+7V5XMnp2b+8tsd/qUBPuieo95q7znwzEP/6fip6NuTYcJkU9PAkngWk4rCAsrvfFk9QVROUEVqWFN62BctgZWTUoF19m9VmLsKbmGRKrcFHRi0ylhbuxETnmcIPEPgJ9T8hFoQ0aiFTE8MWO0N+Noz8At/vIWnjswym4F7sm5p1QXNmii8cue8GMfevgN4PQiJ0pTRsEZNuZtM5oDJv0PmQrhAUzstr0PCyDKMRQXgBt9P8T3tYhqlUNIrAI6A6/YKfuEnV/mlDyc8cHCGc502o6ZkMrW0EjdtIMgOr5BoNrMLqQC8ZPDi82YfWnBx4Omun61cI1sUb+XXeNzpqujvjAjLf1sUgK+uAknqlEHdG+GlnW+/7/4H0/1XXP2Pjx0/e+KSvdv/agG+OH8Sb7V+a2/luTtb8jC0AqS0NGRa8Uc3kMbrHuOReXYSEOMnhHI5W5+brKQjiovgxj3kPrsthgK5qkHH3FobN2KiKI914A78DNzTfRZXh7z/Dxt86htzLPWnmJuQzNUycNec7m5kgWU9kDQCmzG40961IAIivvKEz2rsMxMwVo+NqK5STndGsaYdaF5344AHD0X04oCJ2GRd7AY/dLXqvnYA18qipIeQLkGDhSt2Sv7jT3X57INDfv53NnNmaYrhpGbSF7QSQyOBIHajl33lBhp5eaBZyMnyuRqoF9JPvMC1zL+Pu6jF9SM3CKhcx0oJRfWa5lc1/7u5uZC7LoOR4nNfPsww3XSn9ht/2B8MT/xlcfuXAvhgMKRer1126LkH/uH5M88xNQGpSQrWTY3IgsVST69HdAns/GdRAXEOblGCm/GbpfqvjAVCWUVi7gLkdS3OBnPA1sqB29Mpvpfiewk1PybwY1r1IVoPuPfJlN/+XJvP3L+JyLTZ1BbM1pwscRZg7pOr7BAZc1fZO0brkK8/N8kg0mxt2OyGW8/guZ0miRNFzVO8/MohiXEAH8aCUe6GRG7kmqdzi1NlQHTZR5Gdy9lJwbtf26cVnON3Pjfka8/NcCGuM6hJ2omlqa0Duc7iEGWzuMRmIM+IIYtf8nosSYXFXwzkOcDXXb9xsiov6JjUHAN3RbqafCVwMcUjjz3LzTfs/4dvuOP2x4fD4eF6vf7/HODJ8AiPPvZV6o32ts7y86/RYoV6TWGtyS5SbvqXad0qE1P9kogxVi7/jtiAtcf/bjUJkQcopTSxhY+rpMkAbrKa7wzcytViBF6M78fUvIhGY4TvD/jjuzS/+AebOLo4jRfU2NISTAcp7cDSDKCZddjXA5ftrGUJIVe/kmYrgZMnS92UfuTjK4UvbRFg5p/dUpYXpFlqO0o86t6ILZND1gYthrHIxq25WMHz0szmywYfSVX412Xg6iofv/1VfV521SK/8KERf/SFOVaSJoPAo+lJ2trV4AQafEXRDKHzpI+kuCHzLHBxrscAngtEO8bG64H9Qr9joz8nkyZVR6bio1skp8+t8tjjz70Gk2xbXescfvTZU9x89a7/ZwCP4pQbb75xT2fp2Q/S+QbtzQOM1WPFNi6LJQuQO10tKvpLXATe8S+Wf1mx7u4uH6IKbnI70Ja6O9PbShpX25Izt0odyL0EXztJEvghgTfkxHzCb362ySfvm+HY/BTthsd0DaaClFZgs9R7Dm6ZgVsWSaFapr0D39047WbIJ76uOXyyTk0JlzHMHZSKki0dI6fD40RzxW5428t6/PbnZ+g3NO3YMootQZTFDcqgtRt65LRzDnKvgjB3HXbNSv7F9w+4du8ZfuMz0xy7MMFKUmfgaZpK0MiA7ks3b8bLXKaSxW3FG8/dqYqFmEec6x8bAtxeBORqkm7MHcuC76LDyJT1SYkRjGLNR+86wK5Lr/jg7bfd/i3Lq91vKlVeFOCjUUQQeHzqi4/seO7Qs/ta4jivv0Ex2fQZDIOsN1JnIJdjtQrWuAW0zDpWGLnipJR3f3nGqvgu4lRRypMc2KU8cc95jYVrR8sKjFTiOne8hCAI8XVIL4341Y/5/M5nt3B2eRKj6kxPKKZ9y4RvaGTM3SjS9zKrU8mkSeadF+D2XfYyjCMOnwnoRwFTQebi5Emn3JXIz4et1KTEmnZTs3dHhApG9KIWQ19Qz+aT+Jm88jKJonPXI5vXeHHwqpibGPAT3z7gzjsu8Duf7fKbH59hadhkqGvUtKKhBXVlCRLr2Fw6qaJlaWvmq+J6Jh8jnA2u2XqSunglXydJis9eOkxFZ1ECw1SwFsJUO2LfznPsmnhw37Qnd+y68vYTJk2Q6oVh/KIA73XnUaI5t2er/tgv/8ph76kzu3jbbRf4mR/qMDNZpzuoEcUeSd4ylrN4Ra6M24Ki+GLuSVyk0Td6CMoTnFe+FZq7YO+sSk6lDuA6RasU34up+RG+F9EZRXz9Kckf39Xm4/fNMEpb+L7PjC+Y9A1N39IILA2/BHctkASBJMikiUsMZc5EBnDfc5nP4+ctX3u0QRR7BE17UYCZP/LsnyMESRQrPE/z+pf1+MiX+hw602RYc6MZQs/iJ+DFBi8yKCWdby0FUshyuE8OktxjN5JGoNk8OeR//54BV+4K+aO7WjxyYILFYZOR8vE8TU0L6hICmdmoub0qbVZDxNhBvoKKjUl8I5K6KO7iYpcst4tT69g6TiFMBf1UsDa0bJlc42d+4DxvvdnnyOnD3oXlN35sYDvXx1F/8cUw/KIAb7U3yWPHD9760INfmWjomAk/4MNfmWP/zhH/5B09WnXDUAUksSYuAJ4dWbmlzTvarRjT3NWTMC5JRLkEVnx155rYijSxSOHkiJQmswNTB3CVFnJE65hOP+b+ZwS/9/k2dz02wUqnhazXaNUVk56l7RsanptrWPfJWNsxtys/UK7Gxier0DMZuI1bGfwEpUOePwNnOzWXWMn07frESb40uz5IB/LESKJIs7ktuGznkKdPJQxirxiJ5kc48Kk0kyh5ogbkujqNMnWeyZ/U1Ye/6/VD3nzLKl9+vMfvf6HNIwfaLPcadKRP39f4yk04CCSuh1NatMgC9krZsajmHtg48LwI5BvEXdUcx0XgNhAaQT8RDOMUaXr80Jsv8O47Us4uTLLSEZz4+lcnbrjxjlv37bv887zI8KAXBXhn9WwgsL/27MH5prW4Ulhb44sPNbjzNX0u3z7EYomlh846PEqAl02/pmBuUWryjW71cZxngaXNGiPK4vy8zc0B22TPKUqm+LmbIWMWewn3Pqr53P0tPvW1CRa6TUSthtfyaGuY8FwnT90jkx1Q90V2yKzkNNPdviDI2TsHuE7w/YSaH2FtzFceCzh5vs7stMCTJlvmRdnoW73gOQgzSTEMPXZvFrz+xgGf/EZEP/YYxoKaZ/ETx+JhbCurlCr8aoQckynukFkNt8yyppp6EPKu1w5548uW+fP7enz2/gb3PtViodNgKHyGvkZ7Ci0EnpR4MmN04XS5Eq4kQ1aDfCo+eYWUiktbBXfl59xaLAJu65qeYwMjIwiNJUkTGI24atcqb71liLUthqGHUoLR2vlmkphfO3363JXA8H8I4A2+jtEjLtnS5fAJTZiCwXD8vM9Cz3JtMCJOXLVckmp0qkizE1sAO2/+tSWTl6y98e2fM3jxnIO6eHagdh3yTo74OqZWixmFKYfOwolzio/ePcHnH2mzsNoEr4ZuezSUpOVZWtpQ9yx1D2qeA3fNczMJXZmprBwi+3ObgdwUIPc915529Jzh6eMBeF62zNtKil6MUV1xgTMnxbkpbpzzNXtDrtrR5+DZBsOaoJEIgtgSKjJrz2TsnbspuQVZapXCZzd58K+y6QNujEO9HvJDbwl5+21rfPHRPn/ypQYnztU4eLZBtBaQBJqR1kglXTof0FK6smOR7UZalPWXnfpi/CJWrvM4g+eJvTQDeFIAPJtrbgzWJpBGEA/Z3A65ZGuKEBZPG+JE8+DTPU4OniOovfjuES8I8GMnTotzvcE/fOKh/zYbG0AnLA8j0mGCbCUID4RK8PQoA1pCanTB4A7gssIoGXRfFOB5Ndv4s+v8yYPJDNgyJQjcJNUkTbmwDHd/1e0Vc89Ddc6u1jl6rglBgGpoalrR1JamNs5F8CyBdoPjA48MxPkhs0NlACfT3Bm4vZTAc+ztbqyI44tw4EQDT47bg1KML+fryxFM5ny42S4eV+0ectmmAc8cSxgkHq1YEGrwE+tqNSoAl1IU9fY5k8P6oidRBLNFH2XqEXo+7XrED7wp5FXXdjm72uUrD/scOx3wxccanFuukQ49jNTEvkJI16cpKl35js1Fwd5Fuf9FV3UDgFP1vF1Hvzs5BmwCJgIbg4kxicV4KUGzx/SEwFpN4LcY9Z6b/Qc/+MP/8B/98JkPTE7u2FALvCDAH3jgAdI0efdjj4nm3q0eP/jWZd755gt87THLyQuCZCSw2hDUI9IoxdiyKdUgsUaOLZel310NLMdPReGUkKei84Ayt/+cvvaClDi1HDstePqY4u6HGjxz3Oe54zW6YY0wCsDzUW2PQAkaChraUK/4wIHO6zTysllXFx5kssT3Fb4vsxvAltrbS11m0XM6v+bHWBMxvyIJbYDWEl9adGaziXUaPL/IblSDKGVE5ocLNHPTEVKN6MceAy2c0xGXBWNambEMpBQV/syHHSGwRpZMXli6Ei9VxfiJQeizZSpi1+aYmy4JGUZDfvh4h2dO+Nz9YI2nj9c4dqpGnChskNc+K8ayQVmgJCrXUxR6pWIN58tLdakhB3XWNG5S99okEKWINEHXLM8eU3z2Ac2XH3ZTCrZNCLY1Bs1nn3rk3VKqD/x3Mfhdd92NSbpq1Dkgrr1EMDcVc/nuhO2bUt76mg6PH1V89NMNPnp3nbfdPuJ1N0Rg3WzqWgsw2Zc2rsO6AHp2j69n7yLkLCJ052MLaUEaksgyGDk2P3FG8uG7Agax4onnahw5HbDU9wlTH7QPykO1Fb4U1BU0lKWmcOPMVFZ4pBxr+55wSY8quD2Jn8mSwIfAJ3NNXMrc7SiRZBnRmHotYmE15e4H3PCbqQmBlnnwW+Jg/SMnqyIgNJIwVMzOKN5824gvPjLkVKfJ0JNOpmjwEosX55515rHL1NmFVGedlOfZWF15Dwd0P1WkWpF4ijh14/CclRrT8GNedU3Cy68M+c7XjHj+tOTJAx7DSPFHdzc4fsEDIRkMNWmksnSnxGrhvIOiseMFeNxWXhuDSEDkmxDYlHrDJeSENbzulSPednuIkZb/67fbPH64xTIz7JkMiLclDEaWs2tHxBtedY164P4vJbe/8g1/OYBLCdJv/+paJ7pu+6YRM5MhvhcV/ZOf+UqNP/xciySW/Pk9TeamU6yx3Hh5xLveMCLNdgeemzTccE1Io2YR1fFpdmPtTZZy7wwETz6uWe66qr2HDnh8+r4ao1gxijXnL3gYoYmthxEeaI0INFpKfCWoS0tNWQIFgbIEyroacJ15vrpkbj/vyyzArbIeTVGwt+8ZfD8v0EoL9vb9GKUivvq44pPfaKF87ey2Mf39wgyee+FOh0viVDEaebz99iGf+nqXP/rKBP2kRjPT4V6uw+M8KWOLbiEhZAEu91ayovUrADdZgk47Jve0ItEanaQO6CploBxZTdUSbtuf8PL9MYiQd7x2wCh249z+4r6Ahw/41APBUlfz5LMe3b5EyIvU+AYPt3FVMzDccH3E7GTqhoCmhne9YcQNl8VYA3PTKTMzhiQWDPqSx461sDH0U8H5VQijmJnpwXXTU61fNYYN2+8vAngSraK8yfbzT/3Zfj3oqslGj6n2kHazhxUjPv+gzye+1GIY+eBJ5juC+TV3Rz5/yvLpr7oBMja1TEyl3HpdTKtmMNXKm43R7XScFKz1FY887dPtKKSWhEYSWu2YSWhQGqRGSIWUEk8Kasp5uYE0+LICZlnO6HMgF2XDQ75rRNZ4XAW3Y/isrNbLGTytHAmBjrE24uySTxTWCCYkvqpaa2I8i5l39FBxlwqQS1KjiGKPqZZi52yEL0YMk4BhIqhrNwQzryHJE1pKVstbZfFe7j2yWCjbCc0xuSkyz7k0SpI0yxsolyBTCXGSouJ8zIQ7ts86p0oIw5W7RkR2iNSWTkfwyNOatYGTTaUF9gKPLCXfDAwvvy5mYspiE/eZ60qgySQWGiKo+yl3vn7IN57r8ef3BSwPFDbVDEKLfzJUTx/p7f+JH/qO9uLqWnduavLFAX701BJSrn3gyMnHX7ut9TyteoqREY88n/LRLzX4yD1teqMa1HSeLy9WoARDx7o7FGXprlnOf7USYtgXsivHi4+tlJi8oJvsWbjl0HXiS5RwM/cC6VLOfmZp+VmvoadKxsvB7WnXUe+23qMAt2vrciMMAl/ga4oSU8fgGYtrg69TPJ3geTFBEHN6yfChLzZB+9m03EqCZwx81QtcOin5kFAHNhfDRLHHe9485M/vHfLcfIt+6tFI3Ka0rgrQlp042Z48xXtBweRFzbaRlQKv/DBFLYzWCi9181I8naKUyrLBqbNglQO2C+5NMThICYM0htmG4VtfYUC68DGPpYoeAMa/e4F+IzHGx8R5Eigbg21LiSNwTdVbJlJ+5Z+s8bpbQv7o7j7HT7bpGY/n5/ucm3/qtZ21Gz5Akvzdb8rgH/zQl1FC+g8+00WoNlomGGN4/pTH8bM1J16VAqkuFpdjZYDu7KZeUXWwcZFJ9YIwHrQgcofAHVqAJzJWFrb0aWUGapk31ZaFRJ7OXhe10FkTbtbdUgJcFrIl8G3R0ub7pjI4J8HL2NvXMVJGnLwgWOzWEFoTSMbkSZGeX18PTykdxoCXOR1R4jHTDtm9ZcjBCyHDVDNKIUgFXmrxkkyHJxTOUlmro8bJIgOVm7RrK43BuTQy6NSQKonS+fblKpudkmauTQXYogR4nmxzNq4pjYGiQ99uSOTrXbWyjCO3k9eZD7icR6ATfuRbY15/4zJHTnVIjCJNNbu3KBZPfMG3G+R7LgL42uJppBAkAzh4bhPdyE2GtdLiTWQaT4gXtILG6w1sUUL5Yrn4sq7BIUIWCQUHaC3KrJoWDsxalF6zq4hzRK8rIM9HRGjlNpfSupyH4sAt3bOfAz0PPjNw590/2hQSxdNOn/p+TELMZ79eZ36xjjeh8HNpIu24g8K6FbuiwcsRDGXSZxS6CbZvfUWfrz81opvUGGhNPTFEWTpdyfGCKFmALH+nPNAsO+KddZjNVLGQKvee2ggSJdCpRCtZGQ6kCnCXzJ2XR5gik1wFeG4SFBbvC1z6MqNdLeOoAP0ijGTvM7TMtQxbrhGkqabTr3F2sc7zRxbKleOFAP6nn7ybRrP+ys9+/p6X1XTM7mnoRYJhItyYtOyijBWoZxfP5KyUFVi5dHR+h754rUnG2RVg2yKpoMgvZlYMlI9cFnnHTr7jsShGIVSBXcxBUWRbhG8A8DzgzHW3zmWJzfT2eC2578X4XsSFjuGxI3XQPjqTJ7pSoFQkQNYhvGjwyM+ZofDDc088jj1uvDRkZnJIZ7XBIFE0FHiJ+y4qte6IqwDPcgbFG8lKQ0kGImMdmxuBUYbUCDwjSJUkVYZUCRIl0bIsXJMFyO04yIVzuqpJuIvZe4PKw0qpRpkXqWS7s59FhSzL+MVhKkklUex2Ye4NJF7df9kl+1/9yoPPvOr+K655/cYA3zYbEwT2W2cm7A0mjan7GincSOM4zfXiOqYe+1mUzQsV0I/dtevvTEoQiAzgIksNF6CXeao479bJh/nk88XzDh6yUcwZsKVAFd0rJbDz5lvH3pnm1hR6O7cEHWOX4PYy/a11jCDmM/cFfP2ZFjLQ+FK4+dtFBWHZRlcWJq3PZlZHo+WeuCI1iuHI47arh7ztVT1+8zMtojSgn0pqqdsEKl+tihVDmCwZY9bdUC/E5GC0JDWu3TDVxrF4xuCJkujUuHhH5oOCqiPfHLirN5YsknOVRN341y6/f0WLj0uW9ZWnJfCLaQxGZFJOue0mw4TVkb0hOTH6VmPi+zdk8CefP0u71Xrzp7949/c/fWQBpSRBlibX2RiuNOuVK9Ot1YqwcXDbCvBfqGIw//JjxTtUmhhygOSAzn9fjGIrSzt1ViftGo1FxuQZ2LNuGE+Ng9uNU1jH3FnPpp+1t3k6bzhIKkdMRMyffKVNagNUkb2sBphlX2PubIxpcNy4DFsM0JEOaGkebGoEHu963YA//GzImokZpjWGqcBLKFhcSotMRCEbnF24XovKijUpKiAXpNoNYUqMwFOGVFnSLJBNpMwkikSm2bO0BcgdqHOA27HXL6bBq1gYY/BKtWkuWarzWAoyKGxVSZQohIQap9m9aef3X3nDt9wTD0980avvGQd4TcT4Irw07g/2dVb71H2P1JCNV4NEXTzwcrxB+OKeyvXVghsCnIu1aq5fpRgHe96pL6vAzjN6qnytFMVohLFhNxmwtRKlk1LYga7j3jUm24y5ywBTV9g78CIeOyI5fK6GVR5KSnxpiqKkUqKUX2q9i1LkOorpUKLiVzuQx4nHvm0xV13S5xvP14mVzzAR1KQbUKoTUVnZBDLJtDASgWH8LcUYUMZmmRjQWRygjNtPNMn2L9Kpm0SmlCyYuwS4KsqVy0K4sl92DODVQHtdufR6hh4DfPF584lasqjfibPRG6kRpMmIwcDu63fNpVEkvngRg5u4QzyM2NRO2bPFYxBKhqFBSkEiKSdQ2cpgHip1FfkHye/ADYC9waye4nW1XqMK6rFREIVcKZtky1YrUUiUvFtcF+CWYwCvDv9x3fYUwC6ylQVzp9mmtFlwqWMsMX/6lQbLy3VEoPGlC4bVev29PsAU4+cmXw2rddyFN20UcayZnZa88/U9HjvSJkxrDJRPPXVaXOexiiQDd75WmMwTz4WiY/H1tfnF4J3KFCptIFUKbQwqdTMjlbLINJeEGdBlpfit2BqlwuCZRHkxS3xcloyD+qKb0YpxEkhFNrLZTepdWK5jaobW7CphOLpYohx+9uPuLk36bJ7VnLrg2pnyfXSK8Vx5cYxhTNOtZ3EoJ4naSlAxzty2/FlU5cl4FrAEuMj6LqtMnrN2+exAno1r0+MA93U2AMjLtw7MkkLa4nm5JMkOnY4dWrnOnedOwsfuahFKHyVVlr0cn8myPoO5keuUX+RxHZ6PJ1YkqSZINe9804jf+/yAp47ViZXHQEr81GT2qECmVUfFZu1l1dDeZO8lNwZPBdw5i5t8KJAxyDSTXsqtFiIbJpozdwHwikQpr6sdW6kvWtEvkiMbSJLMyy+D8WzwZyqy7SMFqz3Lofue4r7HT7i0fxXgJ0+fY9eOrY33vf8/7n3ymfPIGCYCt6+jlwEnB3X+JmUVGOVsE5OPD6hq843ESYXJRflcBXh1KMx6Bs/BXow7qIw/qE5tcrMRM4BnSZ4xcOfp+xzYymSMnoPbZPIkyY4Y5UUcPqvpRT4onckTu6489uIVacxFGbuQ67zwrBunTPxomp5g//YRTx2OSE3A0PjUUoEnhXNtMqlSsHgBKkNZ45dfdFFmOLNrp7MRHjmJKQOpcoCX2e4USpIB3RaytWTwiotTYfGSvV/IXsiJscLipgruDNjrpFyavc4nOdR8w81X9mm3R0zNTe+95dX/qvHv3veTg5nZLQ7g3dV5TibdN127Z9f7Hn/wCDLjdaXywMgWzcTVKaHFm8oc0HZMm190t270FatWGmX9dBUoSlaZPGNxlbN5rsFL5pYVWVLdxdhTZF64A7cDcDkUqGBwvY69875OP2KlZ/i//6zF8rCGCDwnT6Qdk0vl4JxvmrEuL6opHQKT76KQ1XG3G5q/9109vvxYm+XQJ5KaoZT4RQ9l9eZye2eUtfSmKKO1mAzcBotk3Flx/5axFmWFkyrSgT0fK6EkpFIUgX7R9F2ZUJv74MV3fwGQ2zGAU3Z+mTwAz/Y3zbY3LEY3F0pCkE/JktqiVJ3hwKeWXP6+5w4cvj+Jh39eMPjy/NMMuz6j3glm2saNCFPlnDhXekklEzY+t6J8LQqHpUhmZN+i+vXGA4+Lx6+9KIvLcu5gDvS8NlrJsp2r1N6ZZZgBvNTcpggqC1mSA1ul2SyVkr09FeP7ER/9isezR+sgPaSUBPlyvc75KWqORNmNviG4qwmf4gI6kCfGtZwlicc1+wZ8+6u6/N7naxgdMJQ+gRRl0mcd8NYzubAVJq94zdWaGKPIwG0xUrjA3UIqXOCustHX7hrkPZs2m4hlC2JifYNy0XtYoHvsT8ZlSX6jX3xOCuxV7GpB1qCcBoThiNOdkwRnBDaNSolyesntS3N6EYahYXPTsV9VM5UBSQXkxXTQ6uznbLnL2bvia66n74tclNxWExaJKEpdis70yuSlAtSKcXBLWervPGVfALwC7nxWYQ5wdTFza+XY29NuatVqx/AXX22x1Amg5q2TJy8sUVif+a2sbhfZdtVOnEyixIlmqq34ttcO+NTXRyz3AyKlGaYysydzN0UUUkGuZ86MtfNfmYLNS1Apm+nwfDRFRlwqi8HS7L0KcGcba41JFFEJdgtfXGy4hI+xeCUmKGt01oPb7fyR/2ytyBot3LSudsOwZYehMSkwqXsPffz4UWZnpvbce/+j/2B1eY2tszWaDZ0V0ZcjtNLcRSle20Ls5+OPy4GL64b/VKTKN5cnOcjziacbMPjY9NiSvZ1MkcVODlWAezofWVaVJWZDeaJ1NamToJXLXB4/IXj+ZA1DgJDOPclLB1SFuWXlOxTyW5RwG3OYKtm5fEmu9lIaI0lSDVZzxe6IfVtHLB+sY1PfsXgqitIFJW3FvcmkiiiB5tbWLKBDZnpAUAafYGVlwL10YDcSTMbcaWVSgMqC2XKeYbkXUanBN17Bqr2aZozBKxbm+qH6JnOaUsaUBDiZGkY1UrpcNd3+B5dc8bonjh49ekIrkRKG4ZaZtnnz9qkuZqpWRqspJCbbfSE/jHFbwRmBNBaTbUthxHpXpaxBeaEQs7QHRVlflf+uCuwKewtRMnYV2DnYdeGDV49sS2u1TnNX2TsfEqRK9lbZz1rHKBXz2W+0OLxUB7+UJ1X3RKxj729WGl21WMc2fapMCyvKaCPNJbMRb71twMPPNcB4JKnT4l6aDflMx6VSyab5Ym4r720q71l5f5m9lk6yGJsBXebXwBbXI103WkJUzwGC6oiJFzsH5WfIdLcth/+YYreIcjuUJNuwzOHRZlujOAI+cGyJuR3pm3dEwy1hlJzQ9ZobijM7GXPpzohB6DGKBGEEYewGkrvdstyuXjIVSGFIjUVmd3n1bpL5PLkxf3NjdFevf87c400ColLvXGnRynW4yMBdNOFWwJ3NJyy37eBiYOtyQFAx4k2bDOSJkycqpt6I+MYhxZ9/tclw5ENDo6XAE+PSZH2AuX6F2oDExvX3Osuw6ovHiWaipfnOO0Z8/usDHjrkY5sewzTAF66S0mV7RQXcuWWXg7t8HpsTSAl2qxybp9LpcQfu7OfKkE5hbIV4soDTiItu8vFAc/y7V+XJepDnA4Bc7fo4sJPEOjymhjh289Cj2DCKLYsrMcvdlFFk6Y8MuuYNUEox1e6yb8caix1Ft6/pDxWDUDEKHdDzjaSSfCaesYjUkmYn0sgs0BSlZfhNGXydlZZXwo1vQyJKDzyfmVfob5HVopTgLkGel81adDYu+KKjAmqvYGt3KOUCTN+PiKOUzz/Q4LlTDfA8hFQZqOxY+cDFLLbuBq4uz+vLG8zFXnh+5HZhFGmu3JXwllf0efJEnTDxSaXH0Cj8NAd4ZX5JzqC5Dk5zkJuyYi93vFQmYqxxGjyXmVJgFchMNsgM8AW4rUWYdc7Rhlr8hWXKeoBXg8kkY/DEQJI4cOfADmNDmO2IMQgN3aHl+DycXTOsDhJW+in6iUf/gtT4NP15Zqf61GqKxZUmSgbk4whE7nbkmgqJSLO0cOqibPclnVSRgJX5B7djd2z5XSsTV8fkSQliJ1UESpTSpAB3hU2quzjIsXLZEsz5TGynsW2FvU0F2Bl7K5fU0Som8COeOSn44tcbDIY+ND2kyCsHq/UwG2Qxc6CNibKyFsVd4fHR0WVyo6rFVdHt02pFvOX2kE/dO+LJYwFon5GR+LkWN7lUKT8PKbAhk5fAtjjHxMpsHyQpMKr0oIvyiArQpanKRrvh9y6v8XhdShFgmnE3KQ8eqzuzpRm449SSJK4BIopNtt2LoTewrPThfFeyEinueeBRTp88zDBM0X/21QWklPRHQ7bPGt56ywpTE7bYrTbJtocrZgzaCkxFVvOQAdvkIK9kNovSSFsyWcngoiJPxgevFz9X2bvC5kWxlSprU8pWrgzcmVNSzAofA3lFohSHA7ZSLqnjeTGJTfnM/XW+9kzddTFJ19DsV0p6x0pjq0f1h40IrJIzKGy7bDfy0lGRY0APRx6vuWbAW1854NmTNZLEw0rFUGi8tPw8woBI84zm+o8xDvJCRirngec/S2uwykkXaQSmIBYH9Px9cpeltHfHp/9mdDbOcJX8yEWFYOvBnentJDEFwOPEZlsnWrpDWOxbVG3A9716lat2DUltC0jRdz/URkm3I1hnoHjy8Bo/+faQepBmTGdJ0sxB0eUuDvkdmCLJxzsI4VwWsW7Od3U5Ggd4GWWLsSVOFGBfD+yyFqUiSTK9XTL5eimSvy5B7aly+mzunDjHJHNPVIzvxTxxQvKxr7QAH6SHEMo1YeT24Lqamep3ya9mOVDBllfYMuaomDHvVzqpkOYsKir7xGus1bzrdUPufmDEI0fdJIFYKAapyAq+MpcDW7hhOYuOI8z9WXmt3Gqisp9VDjyV/XsZCHNQ57LMWNadA7EBwO0YwZXYKGO1PLPqdrQuh3Cmqc12e3DPuQbPt3wfRjAzFfLe7+jwqqsUSuniDtIvv9yNAItjzfJaDTPSHDoZcclWN5ZXZhcyUVkCwJRJgfJjZ6fNlLyQB5ovJMCr/vA4wEURmYsxzV0ptqpUFJbD7vOKwnJnhxcFty6fda6/Va6/EzwvIU4T7nmoztNH6uB5IHWlsWH8olY/78adPOP8aSsvyh0uKpnFscIiiVH5HvGaMPK4et+I19zqWHyYelihCIXPyOAqAIUDt8h0txAW0krSpQJyay1WVW82d15tzujWkYy1AmmzTX2tGGNxIUrAXxRobpQLqJ6L7DyMAbxg8cwpMU57J5Wf833v2w3Lnm0K327m4WcDUhvgaYXFot/+Srcp0VoPTp3TJKmPsHV6g8QBXGTASS1GiTHHxC1j4x/bClFkN3mBBI8DeH7ixUXypEjXj7kT46Wy+S4HupAoZbe5znZ3UBuAW2fyRFcm0CpdsQRVglauavDwecHvf75FGHvQ8DJ5QtGapsYyhxXnpGodvJBEseNAHxtGOVaPsZEW1zQDyQ++ZcBnvtbk0Fl386VGMUyVc3dSl/wpgs1UUHY7joO8OouHLMFTDQBVbvuabDVVGdCzn0VWrmszu3h9JrpcrS8+F9V8QFHXZMuSkCKhmNqM1bNEY+o+kxBugwLSgMcOeISxpRsKYqNcAuiZ8J2bRfjcv5rlPq7Zp+kNvUzHuqUr38hJKRdUFPUImSWoqoJTgBWOiXKZsmEGs5Am1T1gyqCy6quOsbYogT0mT/LOHl1uOqXzeuYC3LaY7Zdbg8UuENJUAkt3RDbhE19p8sThTHsLjRISP+8PrU5eXcfmVC7wiz5s5cIiKjmETKYY44Bt1yd/NNHI58bLhnzX6/r8lz/2GRoPjCaWkqHJWvuMqzQsL0+pyasgz5W4rVwuS2YWFESWXQeyehUpnZtiHbiNLd0bmblqYw5Z5dpveKNX4hFTxCFZKUi+KXCeYCxYvPx/ltYsq72I7tCybcuA//29N/2rG2659L16b/v45ED0voVBwvSEoRa4TaVc31umsy2kRhWJhLxpZCxili5zlp+hF7u4F1uCpWarMrbIGVtUgV7uoiZzJ0PZjM3Ln3U2DD8Ht1YGVXk9JkuKpI7T3p6OeP6c5CNfboDUIBx7F537lRtu7FjHVNULXPxQZcfK8pwXW41tlb0us2lslr5XbsagNYrvef2AT97T4MAZH6TCpIpQaDyRl9G6DyLTTAOnFQflopjAkRM265pS7nUO8FyTS+kSRdJkbovJGDxbLawEYcXF4H4RXJRFV2VJ9jjobSUAtSTG6e8occ82q5MaRYLJvuHgEfMtvcHapI5HI4bDEGVCpictwUiTJIo4UYSxcgA3zv/OT9Z6l6DI3OVZsIo9KNahffxuFsX/VzCgvBjoea1D1TFRxXaBttDduTwpWFybTJ+vd0rSYiqt1kkBbpk5KKlK+PT9TQ4cLrW3FNJ53wV7r9vmo3oequAuAs0x0qq8zrzwsWW64onn7WxGOHDLtJgYG0WaKy8Nefsr+xz9SECUShCa2CiGud2a14pn7B0XOqHsuskDvVIzCFTF5qgCrQC6cJaiKfQ5mLzgKrMR3b6XFwN9A6VSgrwq1yhxlK8xOciTFKLYMoohTNxQpMRAN5TsVCmCEUkyRDdqHqQefqpo1bs0a9YNZRwF9Ece1vokiSDMB61XPkT1ShUdh+JiUOffKJciJYtfnOaW634nKxIk95tLe7AEc3XbQCXL4FLJnLkNWqYZ6EtpomTFGsx2hDh2XvHfPtFmJB241weX43NPxi2xYmzDN5En1XOYF6hRGTe9Ueo+NSIbT61IjSZJPYI04e/e2efP7mlw9JwGFUOqiYSHwk2Jyscc5+xdSMJcf6uKXKkweR74SmtRVPx6485/yeYu75Hf6FaUWe287KIqQ19oha+WWVdxkx/5/5IDPEygHwq6kaATCoaJ+zvdvk9vUKM98tFXXdIhGq7QX7vA8iDGGEMr8JloNRGiTppKwsjtBVNG+OXr9XWwY05UhbYrMr3M9rFR/2W1K6ay+5fIAV2VKSWwq88O3CbbysRkerzqmJhKUFlqb09HdCPDb36qzdmFIBsR56xBLXP23liaXJTgqVzQF8N6yVTVYrW8JmO9dVjxxFNFKhVpotk+F/Lj397jF37fpxO7CjNjJCOUsw3TEtB5rXi5rmwgVypMbsnAjasktFiynWncdbEU2LDrrqXNz4XNtbktV3178YmphL0ltsdyIu6zG5xdOIpgLZQsjUB5Q+ZaA6yBUyvw5MkRy1GMvvfxOmcvtLj7/m30U82FtYg33bTEz/xgh5kJizFuEI21giRx7UFJ5k8W4wYrLG6LxELJ1PnzRRbSemBnd7taB+7xTvrKRq9VaTImU0wpU7KtTXKJko8kczIlyebuOe2tg5iPfybgg3/aJjSekyfCVVaW9R7jtSdjzF1ItnLS64vR+XhF4bol2laAbWyZws8sw3zERGI0NZ3wE+/o8/xJn9/5tAcyAhSpyANOsmCzWvFnK5qhDDPzLKvFGQZq3Sqj8vR9bmtmUi3/WcgS2Ouvt63I0rJvM2fn8V0/8o8myRgkSzgl2rVUj2JYHUou9ATNRpd/+8PneMP1ggtLE6x0NROzgloD9I45TV36LO6uc3pBMOgFfOJewZtuPsF337HKKLIsdTyGYZ3+SBDGZNWEGxdRVcsjx6LoFwC2ENkSWlnichDn3SJyI2DnPYIVDZ4Hlg7cpmBqlWnvfHOqfNaeKkDuZg2urMKffbnBapiD2wMp3czDbOZ3NS1/kcSCYojRGHNXiXHdUlzKlGrZaLUXsSylLYLNTIsrozBGk6SaCT/lzjcM+OT9DZZ7CmQMRhHjFXpcVD73+EerMnnJ3uC+kGPx/LNm4JaVOpoM1BbH1ja7ni8E9LLkY112oHB6cnLMZ+OIrNnZ/VkUWxKTshyl9AcR33HbAt/1SsO5+R1cWJrg0AnLtmGNqSkP7QVLtFpr7NmeUq81mGinHD5nePg5ydxcyJceSOmNYMY3YwtbLoqqEXL+AXPGrhr9Y19Slsu6KFh6Y9aW6wLKcj/MUq5sBG5VyBBT/FyAO689kaVE8RoJn/lqjYeermMq2ltVgsv19SZlH+J40F1WWL2w/wtlPUrhhTPeLFIEm5Yyu2ldCl9VfPEk9dAm4eVXR7ztlgEf+qwPKgIhsUhGQhWBpsyEx7hluMFD5DEBGbidRHGftxIYi3HAy4ypZf79M42+/vo7MqikndbJ2yJAz/4+CPChWZfMTAhuuHqVgVnjaw+lvOzqPs+dnOTw0Tbnl2ucvLBGe9MyLVJ0b5ByYSnl+DnL3m2a6y5P+dEdXZ48nvLvf30Ljx+fZteMx817Y6bbhsCXRZNBURSVfaMNGZsXCCQrQWQBnHXALncvLjOqstDaObhN5XcluMeALXN5krG4zBk8QUk35+ToKcnvf6bFhZ7v9ruWbtC7Eo69i1FyYlxvv1DmbpydXuBhX0ieVOu0yVwUu842VChjSFOFlG77k82tlB96W5/7nw44Oi9BxCAUxghG2XcpAr9MqrCRHs8+v5VOf+dMnoNb5cGpzVApK0o+OyfkmjwDd4EPcIV5srpmvLCcrcZkWkHNh5lJuHG/ZeeWkNffOOSPPl/nT784za5Z2DyVsHebYOucpNWQSGk30fBm2L3FZ//uES+7co1rL+nzyLNNHjk6y9xEjbkmjEJDf5QyClOi2BW95ClTa8fFeJXILnZEXGZ0vdwoAVt5va6uJNfY+Y7GqqK1x5m7PEqZUpEqRVFViu/HhKnh1z/a5GuP1V1vm3SJHdfUkA0ArWRPy3FpGyy7VcYWF5+TqlQpnsdAXulNZN026es6fYptG7MalSTRvOamiPe+q0ugY0jcHjeYhNRYRgZCA3G2yWqSTSxLTKWpoFLklJoyc1gUP2WNL6ZIo5f1Immad3xVMo6Zf52n1m3esJ4lb+zY2aicK1Epfc5m2NQDS7NuaAQpK506C8vTXLOnxq1XpTx+QvLwYcuRMxGnzin6vSmSaA69bVPCdDNktrbM7FRCvb7GJ+633P3kLI2Gx2Tg5m+kVrgiF22zgYt5ZJzpL1tZYjZgajXG2CVASplix9ySqvetsvnXJbhtyehVcMsKqOU4i6tMjhTMnbG35yd85RGPT36tQRh5UM8TOyV761wmyXLu4FgF4bpCsfGb/Ju3bOWBXc6R5WAeV8FXyBVTyXBmMsXNFleorAO/3ki48zVD7vrakLsfUc42FG7PpEho1xBhMpliMwYXVQ1ehnuq+IwugFRVps4KuVTe6Zn9G65uZb1dnL2HdCuAzBJDLkFU+e5VqSvGSbHarCKlJTWS/jCg0Wvx6ms7fOerF7jrsVlO9306p2K27I6IidFfeTzk9PmQu++LSaUCOc3qsE4c1pmrQ8Nz7V4iYxiTWozKonqRaa+LtFNFa70YuOX46zJ5cnFgeZFzUrw25fM6cCs5zt55YOmA7gLLtb7lM/fXOXS+5qSJcPpbZNq7Oo6tOpbtIhcIMmdClFr8m4uU8cBtLNB8gRrx3COvBJ1SyEyqaKJQs39LzNte1eehgwGdMMu4ILFCEApVanFhnYVn1kmUisZW2W/UOv/XBZdlkshm4LWi1OaSTL4YZxGSregmK0GUInufjClyHFWlbilRy9JoC8SJZBRp1np1Wg3Lv/uhPv/b95xESsVoCBMzOwnqHnrPphZNMeLM9gkeP+2z2FM0NWyqux2AA68saKqml23uk1bQLdZ9uLHMZFFLYiusXtHbBUO6gFKKkqnVhgFmDm5TSJaNmTuzBSuuiZQug2lI+YPP1vngJ9rYfGsU4Xau0CLb8TfX3dXkjrQX3cTVzOzYfmMvwt4bjrZbB+71tmEV2G6OoEIKgzQKmQWcShl+4jsHHDnn8cFPKuJEuu5ro0iRjBBZZpNi3Sg/7EavKTS4+5yuZ7PgcimyzTtsIaRtfkNYm99fWTeMa3UsXRj3fd1fv/hkjRFJ9v4m2xYxjDX9kY9B0Ag0WyYSVroeB461mFjbxsTkLPrWq7qcOtfl2SMDtnYVvpHUfeN2H1Nuyz2t1hUPvUjwzTp2kxuAu8rS65lbFXIlA7GosniVwU35ushKljKlZO60wuRJFmjG+H7MkfOST97TpN/3oJGBW2qElMVOEkWMsP57Va1BUQU5xV3+zZI8BRNuGGyKDZm70OOZmyLXtbZJoYnjlFYz5TvvGPD5++ocOS+dq4L70KnRjISrBiwNH1u5Oasgv/iC2/XZvNwmIWNyk81Hwf1emOzvS1uA3A3dckzuEkWVrd7XkcPYOcySYEniEpDgu010Q49akDC/ajiz1OX4Wh8vaKFXejXOL9U4dLxBONTMNl3nuc7A55p2XenqhqxUlSYbFE2VTL6Rt13V3raQLOvZOv+909xmXJpIUwxrl4Wrkm/vnR8V71u6bp0wNtz1UJMvP153w8GFyqxBp72DKntXLMKLvfx1q9f6U/TNVco42CvPY6n7agmtyfbANBYjTbFrgzEKY1KM0cSjlNffEPGGlw85/TlNaDJXxTjrMBaKEZUsrMlsw3yZHpvAXLK5xV03jB3TzrawDymcFYz7/2TeFVEBubMPbVFFKaqSDOGk0foVjrLbPkkFInbNIFGs0NowDDXNwHDVbkVP1BBeDbljxzVrW7ds+vzluxVapkw2LJMNaNbcrr9aXlyXXWWmsWKaDfT3+oByXF+vS72r9RKkZOtSclRrT9zvpXKzsccKquR6Fk8cuFWM8hPuf8rnF393gtTmu7a5rKWo+N55WWxVnrwg0Bln8bHzUS2kqDDRRTKkAHe1dLZaIrF+YH5WiGWzDOeYN+4KxH7673S5/bohMkogzVwVG2ONITIwsoLICCIDcZpnqd322m5r7byzRlSclIsdlrJuuzploVLPnTsnRZmHrVQNbizJ1t/81YRYmo1OHoWK/kCz1vVZ6wckCZxe9kjt5Oe3bd63pp6aD/r3P3726IUV8d6Ggi3TmkZNFkU0kPm/2TB5pWQ2g6T0w4uJUtUum3XHWLCoNgoey6RN1dde/1oXvrcpNlwtJIpOKxq8tAXzVjStYrSOObMq+MXfn+D+x5tuUx7pu0NpPOk2kA2y0ROezDe0qu4BlJ8TN6ahbHzOz0G1h7Sc2zLWfreuMykfpDOWCxC2SISNBenZhNd8h4U8LihmBOazuq1ldiYh0JaHnvJZG1aW1CzoNORt5HkWVpQZxQp/5475xVlQKn+z+ntR0Rv5KifG/5w8bhEXEcP4sKfxoxrHpamgH2q6fcVgpFHScMmulE2TJ35Im4cP6e3tNtYKdDuhXQuZaLrJm2fmI/rDpKgYy31eWXnzaiFMtdx1vAPHjj2rqo98kVOSMeY6O7DqfW8E7kJjy9LnrqbhC2miEtIg5fc/NcGff7WJralCdyMVQmTaO2PucmLVOIsXq1S+emWF4OuZmw0uOxv8vjp54OKEj63IlGw8R5XFpcxm1EjH4iJzVlJNKgxyYLjztUOeO+bxgd/WRCKvY5VgBK6wVIwHxuQB3XigmVcZKbHud5nudq+dvLGZ/i4GVeZFXpk96P5pgcgDzKxhvfieIv+u1fnzJZMLSqIcrAlOzbvPM79cZ1e/zURLkaS4ljUpBWFkGI2gUUuYag/4xnNDDp9r4is3Cg0qF0/iOm9klsmssNL6Gu5q8FjO9R5nbpltS6020t/fBNylFCl3Ait0d/VQCVKlfPmRgN/9XJNRmk3Bl3liR63zvTcAtlxfGvviWcuLTYHxX1SLMfNGg7GkD7kf7poIyp0OMh0uch2eOStSZkGnIhUGYTRSuN2Z/8639nngSZ+7H5fOljMZZwtBYrTT48IBrhxuMw5yNfbFxlM0Y0V2GcirrkrG/1AAv/z7OWEYU2ZYnYSpzqQfly5SWAIvxfdDHjyY8I1nm0w3JIFnOXBao7TCWouObIckFkw1E67cHdKsJyBX+dXPTjDfkWyfzO6+9UtH/jobJSAqQCiDxUrt9FgAOQ7uauGUEuNuiXwx5lYGKdOKXThuBebgltLNGByE8PO/NcGxswF2HbilEGXWsloxuO7YqFisXF4tQsixuueLLICLKq8uDi7tOsbaqD7cSlkBgcCIDOQiA7lQLiEkFTLSXLIt5v/40Q4P/POA3khkm+uKzNUQJMYFneU8YRcIFsHhesswCyDt2O8gT+cXX1NWbpixVSEvfc3OocnOowVhLGmWkEqFG+Fc3YDBZt1CSlk2TYXcsH+VD30ZhGnR8g37LxmyqRURxRZpxE5icwlBMMHM5DyPHVnkp3874JFDbTwlxhhs/RxANy4tm/YqxjWlqoJajXve4+AeT9xsDG4zDu4xlq7ag5nfXQ0wpds0Kk4Nv/LxFo8frDnPe+zIspYVWaKK2m87xtQl0NfVuFfYqOTri5f+F7NYq0Gm07CCqgdeHWqaB5w2d1SsLMprXR9nFnCmrjnCGMWNV8T8ve/u4usE0gRMeVhriCyMDERGZOn8LOCsBpljhyi73yvNwmWavmwxS/NAOQs8y99l5R7GFv+W25zLFkFpUQ5Q2WolnxkeJ5qbLlX8h/ee54ar5znXC5memOTGS7dx1e4t6Fe/6q3U622OHn+I9/3WIT7/8DTWNNjckkzUUnydb8s3Duoc7GNd7qrstBln8YtLXUtWfiFrsASyzNrOit9VHJXcFsxlisy7dDLXRKkEXU/40oMBv/OnLTpDD/xce3sFe+flsLoA9rjkEhu4J2UGcwOdMm41jb2+qC2rwtp53UO1HsXidmOzkpKtM91rZEWPpxIjLEa4+hT32gFIJIZ2LeLH3tHn0Wd97vqGgkZSfjghsNYjNGLdDVuRFusKshAlk1+kwi7qfLHlrZ5bhUUDhmPq3BM3IhvGlfnpaZo1u6dZuYhyPngUS3oDD99r8cYbDG+4cZGPfXWNnfu+hRuvvYVev4OOTY0JL+DYuTZffXwTStTZ1DZM11OaNVe95TZMLXcsU1qipCz2pFT5UWkIKFn6RcAtvzm4lSo3H1WVepP1zF1qbXfIjL2lF3PwhOa/fazNkWXfVe5kTcQI5bKW1YKqihVYnbX9glWD63X4CwaZL0bbG7D4RcHmuFQZa2fLQV6U1ObVhxIjRJEASmLDJdMJf/edPU5c0Bw+K7CeyCSE+wZWaiKT1WTncyDWSQuwpSSpyJUxqZLLG5FnOSvyZUy6lFo+P4dp/pyW7XVJEf8JZOLmZSqp0MpHSlc6MjXh8dprE7wZD08FTNQDdLOe0Kyn1Osh9SCkndbY1LS06tAIBPVAEvii2BXYbcOX73+z3g6sgFmts/9ythYluEsZUnVLTOakZM+ymthZD+4c2Aap0kx3J8iMvf0g5kJX8PO/NcEnv9J0ulvprJzRgVxJMt97nL0LFqd0TjYCekFmLxBwjgea62BfSWRs6ANXfXAYz2jaCqiNzbrbqyzuCpKEUAjhUvpCaLQwfOdrh3RGgvf9J8X8moCgSsmCVKqMybPCqRcCef7hs4IplUfIeVGWxGkJlWvwKpSrrO5skbTcRig7b9mdUiQZSucqNzURpS+uNYziC8TxEBUnpHGMbjdSai0utOr2i9fvnXvz/Pkh0y1JPZDUfEHg5xumymwbvnx7kPEZ3OVk12q/ZCV5o6C6U26VvVU1Q1mwewXc0qDEuEsi8y2mK3XeVd2tdUKE5dNfb/Clh+tZrYmq6G6FEK6dy1tnCa4fpnmRPKE6hy/3jbPTXw06L4J2xloV0r64orDMCOaZu/WJENfQK7IaECdZ0ox1HYtbjHXblpisSdlI64LORKO04U23hrz9FQP+8POKKBUgkoLFHdg0IbkrYsuSUVN+17w/c+xbZmn4seBzA5ALOz7OrnpWBJDkP4lssyCyFYzcWcrmN6ZkrZRu7yGjLsWL/S/6qXchSSTqFz7wa+zY88q1cOSviTT9vmFvgekJj1ZdUa8pgkASeArfkxWQZyl8XQ68LAZf5uPTslru9eCuShVdaOr1VuDFVYJKrWPvTJaMl8BmXTo6JhUpf3FfjX//wQmOn69l6XjPMbfK2dttqlqTru7Ey1aiIplTXZ0qIyukFOV8xDzIluNNIOVOFJUkjxhP9FS3HBxL4ryAezNeMlDZeDWzYguiK/68dHeo/GytZaadcuWlMafnFYdPaYyt3pXutXH1gKWVR/VmHs/QiirIL16kNl7B1vmoG2Z8c17Ib4FKuUKS7ZUZxZIokfQHlsnpK5idmvun6eD4gzfddIfbo0eJBGEljcCwacpjsh0Ue99U98TJWTovXdQFQ1eeq+DOB/LIjaTIet1tKr73erfEVALIqubOmbxkbqlcjfeZRcnvfKLJoaM1aGZ6e70tKCB4AfYuGdqOOSjjIBq3Cl3ds/zvqkO5qPE4S/ysDz7HC7BAVrp+ZNYMIUQ2p8QIF2jmUiWXKSIbeS00cWi54pKYv3Nnj4ef8TmxWPkyOZNLQWIlo7FyWkG++0n5s2PtjXzy8fNQkSfZ+bLFElDx1dfJMzfSOQuqU0EiZUkQobOpPa3Q0qM5BY12ShS5TXo0wPXXXUUQ1GjUwIbnCXxZ1EPY3J+satPCtx7vvimZ+OLmhKreXm8JVu3CUoLYMcbeCNzVCkFZyVaudAX/5Y/a3PN4HWpVWZLp78wW9EQF2FXGlFXWpJxYVbEHZZXJ1mvvi1jtmz1ETlPjgM+WZAdiZ5/JfJOvDOyyqOkQGdCdZBE5wKVBZICXQmKEJiUD+sDw2htDfuo9XX7utyWrw4o1lAWeFk0iHcjLSkM3yWxMm4sKX2c14MXwoMqJsNnfz3Gd/0wmxVTuIkHWGiexxVYqlkTk+wJlcq5Sz6IVXHfjDnbtvYrhcFQCfPu2LWzfvu2u1XNf/cUbruB9o1FIb+gxDKXroM/To8VyOF7+mrN3PkptDMhqI4dkgyROoc+rz98E3LKsEMwtwVBafv2TLX7r4y16ebZyzPNWyCywzBM6L6S9qx1HGzonYrzue6wefAzkLw71IqBc9/P6giwowS2NzexCx9hWOBAXLF4Z3CnI2VtlUkW51rLE0vQj3vuOHvMrkv/6h5MM08oXylLtVmgSJENTJoKc41IBeeamFE1oudTJAsjx75Y1OYzxtihel32fAilNNj3LJX+q4yashSS1DENDd5DieTUefnr+F7/lWy+/a3n5QgnwHTu2c+LxfzjYu0Ue3zqxwsJyytmFOTfVKi13vsofRRGQGLcDx92TF5Mj65I4GwWXaiNwl+6JLFi7BDk65bkjPh++q0k31lmHTkWaSBdY+sKl5PM5J3ID9n6hqVUXg7wCdME6Ks+X6xcBdsFspSRxf1ZpfCBP7rjscbkHks3qNhyYRZXFpUAY6YCN0+tG2IzFVSFXkljTCmK+940DvvhAjSeedytA8UVy4Aock1vGmFtIi8izmhJU9lpV73xpi50cVLVWxZY3fz5zJb+Jq2Pi8hJyWeGK/O8kiaU7sJxYSjDasPj4wvEvfN+/G9zz4X9bAhxgELyHZrPOp++7l/sfeIzbr9HMtLN96m1ZTFPGIBXGWydT5FhASQXQlS743ALMNfc6S1BuAG5Z1dwVS1DKBOWnPH3U4+/9whRPHw6w3rjmrmYsPVH63vlOwXIde4t17F24KNkNUOB5zF2p4nr98J8XBvkYY5MX/rs0tiyYvNw+XdqyCMtkc7pN7qIIF8yazObLpYqwNssaquz6GafNsaSR5dpLY371fau89/3TPH0kO0FmHOg2K60d977zNrWMvTOA5LUp+c2aTyvOT1yR0xJOlliZn4J8ghbFd5TCZnUq5Umr1qbs3iJ5+2sS9u2/jK27X0+aDLl+PcA9fyvaa9CqzbCp3UBLlVXm2WIzoPwuLOsxxpM4UlbcErWeras/j7O23FCS5DdAWvldRaJUmhg8L6Fn4dc+2eSJAzVSpcaBnTUy5NIkH8Gm8kGa1dhi3XfbeCRbBvJ12rva8PHf+yjyPRXGzgGfNwTIItC0xZYhIivGEiKXJc4mFMbtrSQyKSOl88sFzolJhSLPkyIsOrHceEXI/+87evz0f9b0EuE6Poo6kgy4UhUgtya3CvMeTgEiH7stsqaIbMR2fuPajOlzgEMxnqL0/t1NrGT594tZihnw07Qc1B8nivmFNldcuYk92zYTjobFeS0A3mz41OvBkX272kdV2No31ezTrBuSVDAcKUaxKvbCHGtkWN9OVpUmeV+lHQb7cgAAPLFJREFUqmpr67rkq78TGdhzWZIng9aDW6UVeeKYW/sJgxR+55MtPvalJqHMwV1q7qrnXUiTouZkffZyo7LYcWDnuroqS9Z305dMXkkIVbTj+vasi8BNpcKwcgNc1LeZBZU5i0uZ627jQC8c4NPU/SsiS92TOysZM6bi/9/el8fJcdV3ft97dfU994zOGd2SLVmHJVs+ZBuDzeJgr1kfJEBYrgRzJAF2YUPYhCMxgSQcCSGwGwwECLsGQxwIYGPs+L4P+ZKtW6NzJI3m6ruO9/aP917Vq5qRLYNtGbLPn3Z3V7d6uqq/9avv7/u7BBzOceWrGnh2L8M3biyhHgCwkXI6AcQglwDVKorm2yYPT1rAaaALlaug07Djyh0F5NSJIOSJIjGXcO+Iy86yzbbMkZmq+xAoYKKe20WZuzMSYXxcY2Xnc5/7HN7/rrN29XbbvX3lfedV8sPoKDdBCFBvOQhC5T6RJKBj6bk4cc/tRB7UExYYS+vc02oq49ySdGKVDuBkHUwZpdRJVCHqgcDXf1LAp6+r4Mi4o1Jgld6tdW/V29ujshTNpkm9ZTwpbYaG+okznRQjJCm/RPV3SXLjU9PgiJ5+YOjfJJngnKqOoipV1dDEs1VR02eIZv0EMe0qk34ukhMSme0aPIKgUoqw7hQf1QbFll0W/JAk5Dd9RoODqCTA+BqWUBQkwmJWVkrNW8s61yT1xuTfZ66KfgiMVAVGqiFGJkPkK7MwNDT05Uef2vO1889eO92CA0ClxOE67GcHD9Qu/dG9dPVklWGgZKGnLNsH60BOSgkhmO5IsoRjp3NNOOi0x4pXE9PpVGmw1EikSjmVUjGhXoQf3VTAX15XxuEJlURlWm9NTYikJvFkNO0vxNb6OIlUGXqSLS42LbvcLnXwX3plJUIjgplSVLiI0ziI4uBJ43w1OUPr4iTh4oRI6iI5rQI2lw6nTI4S8H2BgY4AH3vnFMaqFN/9WRFxuY+ZYwJAEIaQErR0lTw3W0dIC89iFSVpL0HVc6qfq31m6tAJalCU+MAkATKLEXR7DAsXBOjpqqLa5Ng70Xy8heLPmryeOqQpgJf6L8c7P/gn9xKSf+TZHX2ro1BgyWwbywcZusoCHpVn/PT2DeY2jrTGrZxGkoA55uIk4d5Eh+J1QIeYud4Z681CWC7HzgM2vvPTAkaO2kBOO5JM5ZpIvZsQIi22opSWwb9nUk6yjuY0J5IkMmAS4EnLgeb2E8G0KROmsgwNDk6RZBjS+DKO2PEkqmg4CfQgVlQIoXJwL9GSoQa7VliYsvAS9KHPMdAd4c2vq+P+J2zsOugCbiIbxpQFgOAUAaVq7L2mJCrNwAS6oiAcsiJIA1oIojrWJkMA9HN9ZIm6JmjH3bEIOsoWls9jWDSnDMfhqAWtRwh+cO9r3/jXxwc4AJy+YgUIIejPb0etNoVCzoJtkQywjQIFTTdSBcNJyJ1mFBLzuQS53E5oQkligMfg1gUMEuCWE2HXIQt/9pUKbn9UBXOoDuLMlOedbgGR5tozD3ClKStNpl/+9XaknUtCzB/lxIM9IvskZc2TEDURSDmdXCBOK42tuCoFS6w5FMgVJeGSc2uNWoKfxaAPIUCawKvWtvGp90ziT7/Sgd0jSPh4nBQl5HHnQEioSueFqjASsJVV5wRxk06Z1qJGhAuhQI5EGVJWm6UOhjzgRF+9BEEQCew/bGF0vIhSqYClSxeDcz7tuE4D+FveeBYYs/x7bh/BfQ/V4DkUhZxsAGRbRh9Aqjk4z3DqbOKUoh/KiicninyNGFacxg4mN+gIjzVvSiNYdojhowwf/2oZN/wiD5+qpBhTMdHgprJ5j01EHLVMWW8qME05yYA72/4ipZRkFBOSuRd47jWt/bRJQ5ClJtmGQFpdyVpxBXBtuQVABFfPE+qS3Mv8cUk7WPytQyLgWgJXvaaJSBD86Zcr2DtKJGJSdEXdQ2b0tYiOOhJwCFhEDsSSPqpyhqlQY1BIHKFkpkRq7qc6MAQEEQQCEJBQgDZDUAA1i6BGu/GqJef7YRhNO8bTAF4qdwDo/oidW7KiUpo6v+jVUchJ59Hk2LoXiWUA3MrkkdAUz9aJQvIxMSkLSTRuQlTeCUkrJkx1o9o7yvDHf1/BD28tSHAzloDbsNxESblJlY7Bv1PqiQQpm8GSSx38OG0xDL8nS1dgnAgpxGfBTQwAw7wZwRzo3iGKq8JUUIwkPy0bKsmQCG25lS4eg16B3MibkbPGRPrqRASCELAR4I0XNWEx4KNfqmDvqCN3YFretwCo7FToQ1X/CCLldFnfHP8GkSDJb6GTp6hKOWDpkzmxFEI6tWoYrB/IhrBzZ5VxxuoFd8yeN/cj42OTzw9wQnrw6IO3VSul4rbF8/m5Dq0zxyZo+RbCUB7ibE/ueN5NXCeZtt4m36aEq3YHCUUhKdqirDZJnEpKIzArxMgEw8f+oSzBzTTXNnJMqAa3ToNN53mn6kOPQ02Oq0Qo7p2SCbNAN0L0CdJnAPdMj3VUTxcemyF6baWVpGd2oCUq4pc4nyThw4qmREQrYIYFFyZlUXnjQp0goNJoQILJRogrX91EGBH8jy9VMDKODMjVXij5UVCGUEg/ICRAKIhKSSZxr0dONLB1jxTV61JA0RQtOyaHkgkggppuHMqmrMwVkcW8bffdfmv1kv/0mmnHekaXnxBA8PH3Vir1Jx94dhwNfwKuHSmrm6go8ZDVeGJZBJtx2OqxnkdpsTDuTRI3vzRulh4ERcPYmaSmY8kiRDbwtR8XcMPPC/Bn1Lr1vQzouFRZb22t6Yk5lqkkK229MTPg5bFKBtiaxy8D8xmXaaCyZWzayqdeMychx6A22yro1m66ZpOmq4D0tDZ9H09wS98izlRDISYr9CMGFgJXXdzAOy+twdLdf3gICF3XGajnurkQBxeAz4EmBxqcoBkRNCOgyQlanKDNCdoR0I4I/Eg1IIoIgggIIlUPmmkkJCCnqrn5NjaumwDN4cnR8cn3TqN7x7PgALB2w4X45v/5RuT7p4of3tHAyFGOc09zkfcEHCtSurG01rYB5KQwOAnWxDxbUxNIhzLepnIiaOrfRcqCh2CMA7bALffmcP0teRXIMdJfCUvxbi0JJiVoItMhFmoCcCbvxODZKWdzJkuecTZjECsrDwFotZCciJspkFTBABnOTeLhurq1slmMbBZBkBj00npKa6wsN8zIp1ZWEjoi20hI6ojYkuv9k9/MISHeeFETDz9r4+f35ZJiBy0zUkiOoZ8rg8NB4AtZdkaJVE3s+HeRNMYSAhYniKikInGuikVgDkiwGUF/J8XZaxkuWMfQsIaEwGR07qYrThzgAHDGuteh1W5df8mOo0sb9bFCtU7gOT5AAKr4tm2Z1jpKWhbTyKAf6l7tdNx1iWiQK4DHVCWKAc4sDmoJ/Ns9OXzkSxU8s9uVhQs0IwkSqXfHvDsuIDYDMxlwZx1LZJzLLPfWnNqQCZP3GyJhyronNvy4Vlxx8ZRDSbJgT7j29NbKiIfyJkDXagtRtEMCGpyrb6LC+Fp645KLcxXZlN+YKeALgFjycyKBlQsDfP4Dk/gwBX56T176pVryiOmKkkYIR9xkCFTlqAMhCAKSdGOwiYDNKWwq4Og+KEw6m9qfoYqvUwIUPYJWo4wtw4vrl132mutd1zuu7WDHe+HLf/83eOMVr3103uzyO0vWrsrcfl86mkQC27E5bDuEY0Vw1L3NZHRRD1hNTzIzrLRhrWfODFTgtoEf3Z3DR79cxpY9nuynNi3HxI4tha2pCdWtj4VKqEoCOxrwqXmXDEaFji70MKiMUbmjHU856DQZP070vyPEcExJfKOp55lUAH2lUDkX068a05Ubov5xdltyEor0a5nP1CdgQr+SmKN+b+q53sYF+rojrF4WYt9him27LWWtE0ufcplTmWQ83iZUwlQkBEJBEHCCQHXMNdmGPlb6d4siYKwOTNYEVq1aM3J4dOp3l5+yLjgejo9rwQFg3ZolqNUnceDgHRgZr6GSL8FzZGaYZUUS3E4Ax9IcO0zJfYTIHUoOlogtOSCtJ5DQFEI5GIlAGQcsCe4/+XIZT+/yVJTSVEzSvNuUBDUlicPuMQ9Ph+AJEdN490z3xwNbCqAZ2hJf3g0r/lxL56IYZZtpxcSw3lzVMxIFEiK0YyliqhKrKvIIy+PLZRdCQnhCVfR/ilMlDqjWcxT4ddUBAPghVg4F+PT7piAE8JO7c8pcamhS6SkSXRhMjcsZNQ6MvHFCwUERUgqfUrRV1mJBCBBIydkRMtnKcShKxQA9XRQDc4ZQLnU853F9ToBXuvvaB49OXvP0/qHvT4zsKpxxioP5/QEYE3CsEK4TwHN82LYPmwVxSJ1QHoM5Sb0BkhkVIr5EgsidoFRmNhAqAIvgp/d6+OiXytiy25XIpcqzJxn+rQCnswRTqok++w1qkkoUI4nGnYCaTAM3JTPkgWtOaxKUrHb4HLBO0w4kAkpWQdH0JQt21SclAb0EOgxmoIMs0DRFgRtcf+tEUdHBmySiSeM+JYTTxECpUy/ygVVDAT77B1PgAvjZvTnF7ZDQEz0ZNiHrM5zrxmUmYuCUoUVtBMxCoLIjKeVwGQclQH8nxZrlFtavmVsvV3ANy81q/9IA37O3yru6Fz30u29wpn7x0+8W8q4P24rg2gFyno98romc04brtEFIgIiEEqBEQI/AIFD4RDK9N7V78QHlIEwGCG6638OH/7aMZ3Y7knNQlgZ3fDND8SqYk1FHkg5bmFEpSQAvgXxc2dCw3tm2bcdF8Qn4lzHgZzgBAMWjdT40y3LwNLi5cho5hWpqqQAfnzAi1sO5jg5yw6ILMxAEgArliKoccqG4tWDydV/g1KEAf/2HUxCC4Jb7PERCQI1wUCA3QG2c0RQCLk1OmBjknCEkNvzAQd3yEHHV0poJ5COBRotj+KCHS17/2qmhwfkP1evj/LmO63MCfGh+HwBrNGzsuvL8c5fcfvTAg3Yhz1HMt1DK15HP1TFR97HnCPBv97q4Y3MRtp38qoILODbHey5vYHAgxOCcEDlbJHQMBtejEty3PeziQ18oY+uwozpQmbcsNZEBA5foKcSZxkOxBU9UEzM11hw+e7zbNOsN5TIaPHamlhLx+2CcCCZ4s+DPWPR4sBfM54mSosPx0OA2HpO4GEJijMd/ToGaEkVDuGyfTMy6eYKkcForKfJqLIjMOeExKCmIH+GUwQBf+OAk3h8Ctz/kIgJFMhFW7Wgku8jmbY75cwIMDoR4zxsacCxzSh+BZRHcsdnFj+/L4fBEHpNTRYzzHBhhcKwI0WiA1WvWBvuPhFcuWlIZJX7pOQ3H89oYv74NtlccPDay7eadT/3rsnL+CPq7J/D4rjYe2EJx+xN53PtUHk3fRhSq6yF0dUQECA7HCVEuhPj9S+u4ZFMLpy4OUHa4fFnIA84pcMsDHj7wuTK2DTsQjkFJqJEdSHT7B5mC6hHApSLh37rtg67uj4sykNSLGk5LYuFJJhBkOJwkcTwZSRSWxBk1Zoaa7yfm+4z3GH8/fQUxrzYiUYCIMJxdM83AbI2XTMrQyW/pmtdM1zCjwNtsrGSmJydFJvr59KxOrXrBBbbttfFHnyvj1gc8GVyiSg6KgLLLsWKxj9/a1Mbvvb6Ocl7AcQAICsGZvFdNNf0AaAUc9z5l4Y4nPNy7pQOPbetCb5Fi6ew8rnnHf966dvXy105MVIfXrxr61QAeNndgx7Zn4biVTX79yTunxn6CXUc4vvjDMh5+sgLq2IBF4xCzrHDmENkgQBTAiiIMzfXx1tc18HtXNNBTkXJjxAlufdDFH/51Gdv22hCWpiWmFGgbAGcglMChgEcUuBWYbVM1ocb4bSZlQxM4jJpgJmnAq23EOAFoCtQK2DQDeEKS5+bjGQCe1eKzfdXNE4EaJ2ocHY6DbvrENZoqGSnL0zqImaCO3zNDe45UeWCieDEWKTEgATilHLCBrfts/OHfVHDbAw44lw2ieioR3nVFA299XQNDc0LQkCIKLYSRrSZSWCrIxFSVkISlY0dwXB/3P0XwxX8p44ldRfzOxZtw7tol5x0bn7pr1do1WHfKvF8N4ADQbNbgeYXFDz16y9e/9E/Xb7r5AQI/zKPgyhCsELKfXMCTcRh+JBByBfSoDfC2BHorQlcxwIVntvHONzSwcDDCY1ssfOKrJWzdbSvLbfLurOWWHXhsogoYDFBrkOvihVTVvFE3aspOTFlgE+w0s42QBPxpC53ck1gizFh0Yr5unAymg/scIE+lFsSvZYYHTAN8ti1HtvCbx/1nUh0M4jSLSJ0AJrDVvdHNgNKkZQelkSxAdgieHbbx8a8UsfkZCwsHI7zrDU1ceEYLXYUIYdNCFNkIIhth6CAMLTnEVnfCjXQkVQKdEo6CF6DpN/DIrgoWrnj7XRvWvuYdzWZjRz5feF7ssueHN3DttZ/GotX/aawZdlRHjjhXHz1wCPM7CTo9jqIjkLMBjwl4TAJOtmSQPawj1R0p1kQtWWq05QkLjAGHRik+960CduyzZCNIE9wpkCcBHUpl0x7HALVtaNtx1yxidL6NubkJbEPfzlIWkiTYp4BLkbLO2efEAHGse1NTXkzXbZrCC81s02raNG4fO7gmxyfxe7P6eGzJDCVJbkv+vdkCIy2D6mCLWTmU7qplboMAersETj8lQMAJzt8Y4E2XNeGFAtyniLi03GHowA9ctAMnufkOWm0HzZaDetNFreGiWvcwNpVHs+li3WlnYeniwf/OW9vvdovLTgS6z+1kmuuCDUPoqJQfqtjNGzvtY5dv3b4bYSiLkds+0PAF/BDwGeBGgBsK2CHFJCgasCGEyl3gACJg8ZIAF1/Qxry+CN+5MaccL0OaIFpz0noqi/VUC0kBg8mntfM4rRVE1kpm1RSafp6A0lROTNCQlLSb6oMyA3iec2lfDBm5kCTaODecTdlQSjmSqpIm7lsTRzaFcgTVt1A+H8zWyESl2AqjhlM5nEL3WTFUFSGoalORVOkTwZUmT2UPAP09iGwneMfDDvbs4zhnpY/FswOIgECIBOR+aKPtO2gHNvzAQhAyBCFDO2Botiy0fIYwJKi3OLp7l2IuPf3GgKx6qBVVTxS2Jw7w+fNm4eCBA8Obztn4R43JzWxywr200eBwHYojY4FKXhdwGOBHcnATJRyRoGhHFKG2D6HAwrkBPn5NDVe8ugmXAe+8uoG//FYREzX9S5imK12oyGLFJJ1jkhokOw3Ux9e8TZDrqGTy76fLhnFI38wmTIGbpCzv8y2BRHBIPRZJRp0JbGqoKLoMiBiZhrJXJZFNMlXgJ1ZXYnBqKUTnp4i4r4qUFonqdWKqKkLp6EKpNBL0AFfF0ckVZGyc4h+/l8fdmx08rOzSJ6+ZwsL+CGEkFZ4wYggCGy3fQatto+1b8ENJUYKIYLJmYeSYBZsJUNvBwcnyjy9bdMYfHT48sndgYNYJA/wFFRDOnjMHTz99/94Fi9c/tXBoHk5ZIHDeuhbAIghBkHMICh5Q8gSKrkDeEcipmZsQAPwIQ30+PnnNFK56TQMe50Ag8M4rG9i01gcz2ufGUQOiUzflj2ERWVhixRJgOrd7mqWe6TlNLHLakmu+nKYSZiIWoUm4XVrCdDZh+nJPzB2aBuzU40yhQ7pXobmNJIEenV3IjXn2eohTnFGopyMnWYjJtuxNZhMKNUlZiPTkCCki6JmdSStnM5DDKXDXZgdfvyEPWBQtwvD9W/L4+Fcr2DPK4LpcXj04hR9YaLVt1JoOqk0H9aaNZpvJHHW0cNvjbTy+rYVcYQDnnLnuqcc2P/yCwA28AAuuV644F25h7mfPPn144aGDe954/5YJDB/pQE9BJsEQShCEArYvAz2NQFoIlwRYt6qG91w+iate1YIVqZa/lKPTjfCBq+u481EXkw2dhhdfTKFNAyHyC8dad6q/yXGoCUmH52cCezaIMy1PHGkHMbkKZCOcZEarPaMhVwDW7zdBrmxz0j4Chv5tVNBoRVY34olr2dWFMFIN6IkyMET3mQRkQM4oikjoDYmpCldWnBIq0wBU0pb8LvLDdP9EvaPVGsMXv5fHeIvJyzihaHOC791qA5TimsurOG0okHJgKEdxT9UdNFty5DghAsV8hMGBGk5ZPI7Dx2ZB2HOvX7VyzWenxg68ULi+cICvWDoPw1t/Orn+7KF3XPy7j84ZG43OHSgBfR0MOVce+SAUqLciCMEx0RDwEOCq147iz99xDKUcgQg8+EJGL5mIYJEQi2eHqBQ5JhsmMrT5PA73NugHoTNQEyoMOmLmoKQjkjNycIPGpLeR1LkX0xLjMcz3zwRyI9CjQaz/qRHzSIFdN3OlkJZadlw1q3+Q5uJcnpA8DrfLQBpiKiNpB49zVPQhV0Egxc/jCKeQ26kqopAt5OTUZHPvJmoEO/bbEMxIZWYUviC4/t9d3PxgHp94+yTesClAGDJM1RyMT9moNRl8lTJVbzIIXsZ/OZugq7t99w8eXPqOr//zzxrvfMslLxjgJ6SiZNcX//6fcdHr3hucv/6UtzTH9i7oLoaY1eOgo2yhkGdwbAbGZHuCeht49RnH8LE3T6HgevB9D2FkgQtFOyAtTy7PUWsw3POIC84yDTNpMgXNpbKLqK3qQrWTGQ+PipUUQzUx1RRDNTGDPMlJkfDyWAfX3Nx4LZ0hePwTIWvlExOanCBZq2++LTk5TDlEf6Dx2Lgnqb+R/H1kT0YizLelFBfdR0VmNxoKChIFJSlBlDn8wuH4u+8VcMt9BYQ605O6APMA5kJYHppBHvc9m0NnUaC3mMf+IwUcm2QYmxIYnxKYrHFM1oGpOgUns7B01W/vWLuMXHfepk2/DFRfuAXXa/WpiyAEf7BZ3XDWyPAduYLXhGNR1FoWJqoMY5MWPIeir5vjsk15NJsWfF9X/QSwrBAOp4ANmQdu+ejvjJSPaZJfaSEsIkGtebe2uGbGYJLzPT3nhFIgS0P0vM9km2G541RYDebnAjdmtvImYo/jcMZZhMbr2W6zCStRQ1Qp4oxB3ZsblKieEvoyoKw1EkUFkFc6Hhc6kCR/3BzYqi28yknhhKoqfpX8pIJ5XBB1BUlyjI6MMUQhVdmfNsBcEGbDoRQeA3JMgFEX1/+ihPaZMrgzXo0wMRViosbRaMsqsa6Ki9XrVjcrXYseJPQFuYovDsBLpRLa7ebHzj33LPGE98gH//3+Q966JSFWDFhotXN4cEsJ1YaN/g6KkWOdiKIWygUfOa8Nz6FwOAVxAFAho2OcgqeKok0Th7goIeHeM/FtI0CiLXdMQTKRylRAJut0Js6m+Z4Ts9zGHpDnxHaCYJJQFSDppmrS7SzICeR3MkFOqO44KyvaiZYQOaS1TlERJBmEkDIhCIn7kJNYIuQxJdHtmXWiV8LBkz2k8QGWI9IJs5FjFGVLoOTIuEnZA3rKBAePOujp4Kg3A2zeHaAecPR3t7FyTgtWfmXr9PVnfRHE+p+FQv7lBzgAuG6O79r+vz9B3I6A04E//s4tw87KhW0UcnU8tI3BQQGeY2GiasG2HBBi/KZxJ6sInDEwTtO/snH9NpvVJ/MrjRxv43lqBMg0WRBpEGe4t3kixC3WUs5lGtwz8nKY3Pv4CE8lXAnjxBCG76gqybQIBRPkSjs0Qa617vRMHWUZuHYsETuXhhmR+8AJIgAgWhdXXbAIQSTSVlw2AKXglBoqCowrr+TfNqUoWgJFW6DoCJQ8gUqBoFKgKOYJ+rsE5g5UEdhVFHIEpwy2QdkCP2Cdf/WDm3567fvf9tbnzBZ8SQEOAPM7uL9gcddnWOD7+/ZHn9p7sEoP12rY/AywbkGIZpui1aZothlyLpOjJpgVl7hZPFR8XP+IBjE16QkRkndnQB5Tk4zlTlv0dCJVipaYUUuSyS0xIpcnwrnj35ckPDgdSZwB5FngG2+LQa5qPPUvrVOPdd9tRhFb7VRjHshUW63NJyqsSFN5I18cRIDGWYZmjxVpwSOie41z2a4tlgspkuuDBDihDC4VyDEBzxLwbDmWMqeGm+VcinIhxNrlTdj5NkYOd8HBAN8zvvRT+6cWf77kTPi/Kj5/eXKjltV7DZ58pKtZ6lx349WXnC7OXC4vP60g6WERRnKIZxBSBBFFGDGEEUOkdVdBoFqLIg69qWI/SojRdm2GsYUZNcXMM8k6jSblyOaZnDi4VUhec/qsZq7e81yBnlTje0P75lkdXCDRr3nynriKnivN29S9ua6uR+qxngxsjiAUItHAo7jKXj4W8WOz2p7Ev5cQiWaeoilxRJrGwoBNBWymuzCoWU9MzVylAp7DcWTcwn1P5iC8s8SG1atuvGQDaf7tn131q8LzV7fgADBn7nx09Q9sn2zl3ju+t/6V3Yfvpv0dIQgc2GqHdJ5FunWBBreB7VgWVNIg0WmwifYdh+MNlSQdxDEsO5m+LQXc5wG3rrGc2XqbltuIYJr38Y7NDHJCEpCTGCDJc32TVlu9X92k76WbXuo3Kc1cOZ3E2J7M1Ul/JULk340LjokENlQL5oiQVCQ0Ug4opYn1Frq7T/KpoCBxXaz+nbSEGUUijmqOjFEsGvBx5juW8K7eOe89UF23vbt7z4sBzRcH4N0Dq/CTO5/wq3PPum7tkq35xmT/F26+8xgKOYZCjqLgcTgOjx19bS2ScLTcc8KMyCW1QCmVBcTaepMZcrnJdGqSVUUSGjNdDjSlQhPcZoJVrKpA0RukrXaKdz8PsI8H9FjwxjRRJfFbFFUhAgkVIfI7xfWSFHJmD4QcYxIrKiL+I7pfoQa3bh+hCyOSkzVpAceJUMEfNUWZiDjFNeIMkWDSVY0nl2XHIQr1+8ucpWabo97kqDUZxiYZDo0txDG/8t/e9apzrztVPBARuvGVA3AA+K3zTsORowei8sbLd45MzqvO33Zrqb+jjd5OgYEeH3k3RDvQ6ZA0Vb5GKYffEnhylwNuVMpbVDbvsc0+3jSJZKYLAKbz7tQcStNpTNGUJAuQaVAbFltr4InlTofpYz/ScCafqxeKUaGaWkQPOUViyXUSFlGGNwajRqNmdYZMSICkMb3ZpTt+XfLyVHQTiRVP2kwA4CQuWI5UO7wIAIlUq4+IyfTaiIEzBhIynLbAh+NFCGKQp/uwRxwYqwJNn4OSAJ7D0NczD6+/+PxqvvuMnUeOHoz6+14ccCM5RC/OYlYeo0dbP37Npg3ve/vvXDy2ZKiMBbOn0N8zinZUw1RdOpthSNXgUchoJo1weBz4wR0FRJYNEAuMUnhEwKVqmnJcvGDkdGu6kqEiLAXmBOwkRUeM7cSw7nGClfmcwKzKIYq2EJqcUIlWnu2nkuHiM3RWgKqXTG4J707lkKjnmndH6pa8prm0fp2k7s0e4lyk81CizOMoIgbvliPCoyihl5HyocKIIuQWoshCGNi44nwffV0+wHlMvSjkb5hzCEoFBnjA/skA2w/4qPs59My7aKx/ztnvo2H443Ip92JC8sWz4ADQ3dkJAKjXqt/eeOZZ1rz+4LNTR3/Q+y93BXji2Q5sXOZgaHaEQk6XJwnVDjnAPVtcNAM31k5dKlt+Oyyx4FZqNmeGd9M0mBNAZwI/JrgVWBPqki4xy1ptM2WWzkBNZlpZrq3BnXQamF5wDGG02hDT21QIqni54hRCo4jqWleSaOPxh2YsOojMQFaaZFazT64WCR+XG1l8WaGRGoNCBUJqg0UhHCvEuac2MfzzANyNpEKmjJDnEMwfcHDVygYe2TmJh7fNwfozzz96+ukb/4fvB9/u7ut9UcH9ogNcr0KxBCHGvrFoxRn0us17/vKuR57oXdzvwLb1OEI9AVlW6O86DHzlRxU0/BzgOnAYQZ7Jqms9Yts2m/cQGAlX6ajmdEczbbGZQVEIzYCb6mCQVksSVSTJTUk4aiZCnsao/p8J7MxrMd5nkgt1HgpR+raSHik1aIp2XxT+9NybGNCKN6cCPUQnWYnkzKQJVYn/afxck311VqVCTjBUXQFKHBTyEd59aQP3P1nHjvE8fIfFqb2EyDyl0fEcLjwtxMXnLT66fPW5Hz0yGX1j/kD5pYDiL5eLciLrk5/8LER502OTteLRU+cE5y2bO55zHQrXESjlQ5TybVSKDXhuFZ/4WhE3PdyFyCrAtWyULCEBzmR+ua3yTyxi1FuaY8Vji56AOVuKxrQWThO6YYJba+XMpCPxTVMYY9Z8TE2SIFHW0mYtu2nFEzkwMetpmiKgc8El4Enq3wEkxXZM+5zglMR/V19t9NZYq9ePiT4hkOR2I/VhMD4s8xeSNwhBMKsnQKns46YHcgA85B2CoiNQ8GRnqh2HOAb6F45dfPbAh4t0xzd6Bta8VDB86QAOAHf8/Lv41Ef+yxOz+vP7Ah5cfGCk7naWCDrLbXSWGujpmMRNjwB/d0MfJvwK8q6Nsi1QsGTzdYdB6afJ4KsY3MQEssmh0881qJP7BNRpwM8AfkJiwKeuDjQNalNnN63aNJDAyDNJ8e6Zc8HjzmfIWnlinCjJX0gFFOPvYcqCZkUPiV+Psav+iy8Zmf8n4Fafoh1jQWRWoaqMd22C+f0+tu/jeGo4B8e2UXIFSnmC7g5g/oLZ1WJ57vu27bX+ecM5V87sdb9I6yWhKObafbjJQa3rweeFs2cX/8m1dniFvI+OchU/e4jjk98cwNFmByo5CyVbwGMCDjN0b5oUEKetsxnQyTqVhlQ4Yx44MSx+2kIT1X7ZrKjXFo9mgJuiKBpwxCg1M+CQCu4gATdXqBZZLp40M0my+9QlQmf6cTUkVahBqkoWn95EyNAgde63lg2TEI1+TJDSIOMlZZekgZAAZzqQRBFxnihkgqLgUXziv9YR4ChufWwWOj0L5XqAM9Ysbq08tfddAwP2D2o1/1cKw5/IekktOADc+MN/wR+++82C2POend8fbOnp5Jd15ndZD2z18cl/6sO2g93oyDNZwGzLkK5jyVz5JC1WWu3YkhNTMszQEjOxiqbVEUbk6D8WW3KTqshhqTrKlqI+Mzm0GVky1X4Z6RC9aYVTABFQM2eQsuQ6apn+NxqiBseRiE34ftreph4nlls/TtMTEpt881PSpCehRurGVasQpbJwzqSqEslK+YEugjWLGtg5IrBtn4PTVy5ozZ/T/5YVi+b/y9Ydzej1r3/jSw2/EwlFvDhr++PfxaF9l5GlK77/5gee2v3tT35tD4YPVtCVJ8jbHK4lVZLUD2JYzXQhQyZhKutUxvTFALfm2IwYz00LTtMOaeZqkE6LjbE1baXoBteBLck9pawnR/hFkbyXSUva6ovpDqdBc2ZK8krUH+NKZFzd4vmfTAZbLKa3GdOpmW5xl7SjkFcvntS5xpPx9Ouq9TUVib8BeaVhjMOxI3hOgHKhie0HW7j1ydMazXDp2z7+pnNu+MebHhIf/oPfeVlw95JTFL2WrH4TphotUcq9bU/n2NbtQ73f78xHh3uiiMNzANeWBylUYIhD1QaYUvzaeJ5SNzL6c4q+0KRPiWmRGaPTOHz2hFJigyERmgBPZ0HqYJ5W1/SQYE1l9LQCDW59DzE9DJQYVqWAEGVDFaD1yI84DVyo5CvICqhYaVHptHJYVUJViE6vpbrCXh55StQHC5nAFUv2xr5HUCVvkHOEooggjGQY33UiOJaF0YkCerv7J9/++v73LD7tnu9/6osEH//gW18u2L18FhwAqi2Bogty1oKceP+nv/vWI2ONz9/74JZuvzmOjpINgGCsGqHti1jD1j+aBrEJxLRVJXGP7bSTqSw2k12WtPW2tCVX4Nb5Mtn+KCmVJK5sMYGXXqb1jgSJLXcYqrEcoUAQcoSRiK25tOTaARVpYhCDOwFWVpdPd91SzrHaV7nPBr1T06it2KKnmwjpdONY+lPbksZB0tITY1+Jsv6tNsOxSRsAUMy10d9XQKV75bFQlD9Ubea/tWLuDsxa9u6XE3IvnwUHgJJHAGXubrjwwm9ZlmXNndP3mbvvvKO36DYxuy/EbY9yVJsUJUcCTl/WgTS3Nusr4x8e6bC5SS2S0HtCTRhNwJ3i2xkqlJRoTVdHzMuzqWtzinjimQgVR48SB9OkKREX09QTk/4QNYyJZPZJKEsuhIhH9DGBeOY7IBCpbxfpfye7J8srCjNmaup77WwKqM9G3PjTgprUoST0KKIIubT25UKA8VqA+7YQ9Jcpli7owqyhc44uPWXDH4so/Ba1e15OqMXrZQW4ueYOdKBWq3/9ty46l3SVrL+cOPSL3nJhB25+tASb5VHOS+ep3hAIdOGsVlRYokXrZVKauFeqpizUvAJoS0fBWBrc5uPEemEa7YmnJyANcO2XCSQDUWkkEcK5nDimnciQC4QRl7OclAWP98OIfmbviVJRuH5OZdAyudoJsFgb0QknKrdb3ahRtDxzwIkk1hkqICYSWkRUoM4PCGoNBiGAnMtBrUls3t3GqsFZuHTleUeHlpz9Ud8XX3e9jpMFs5MHcAAoFgtoNZvXnXPWhvDAXv8L191Q66zXI8zrYejusNBdCfHM3gBH9gMFB3AslUdsAZaS8bTUlh1ym1YNkks3oWldm+nLdwzuJJErsdwkfpxIdkjJhebgDa0Nc65mUBKZD+ITqZqEEUcYcAShQMiFbFSfId9xIMb8G8S05krQ48p6U4Cqihsh5P6YEUiqAU6T3BYqMI3zAzrvPMlfIco5JYTCYhFsiyOf83HoWIgtuwroLlO0fRfzZ+XxvqsdlHsuGF92yukfDsPonwqF5+8f+FKukwpwAPByObTajW8XutePNaIDi958mfNXxw4+Yjs2wamLfOybbGD02TzcDqlPOxbg2JJDExBEXCAIBTiEmuMuw9smO47BYWrfipPrm+amZpNOzUOz3Dtx9kzLLtKRS2VNIw7QUPbVbgfy+/qBQNuXXDwyZMBp3zeubNfbk5xzqmfqaAomBCiXMmjqsyBAIjllmFMlQZJE8jPqqGKfgwuAR0AQEoSRPM62JZNWbIvAYgKd5TrGmwIPbnWwYg6wdwSYv/C84PKN4x8pz167E8T5CaMvbuLUL7NOOsABwHPzfHjPth9/6gNXOPv3b23s3sX+4fD+p8jc3inqeSE48rAo4Nqy1MlzKBxbTndotSO0A9USDICgUh0wU09jK04SidAyrLdlaccrPdeHUAO4yFIFYYBCzAx0IS2gEwlYjKIdUPgBR7UhHWnNvZH5fJMWpXoiIvlsXVtAIAsZqKrPZAIQzPxMEXNvyiXINaR1moA+aXVbZqYUkZZP0GrLv+/YABcUFhMII9USxA+w92iAlYMFfu5Za0RH79L3i9Kp39yxc8RftvTFT5z6ZdYrAuAAMDi0FM88s8XPFXq/7RTC2zesm7qq3q79xb7DR1F0CEo5gkKOIu/J2s6cR5F3gWoDODIRotEUcGwiJwYQMl1ui3XjRIWx1Jh7mwnYVgJwrQfHVASZ4Mk0xzPdlD7tmMpvwphsTP/IVorDx2SkFiQLZvkdWWqbQMK9px833dpBO8WcCqOdmsyiIoSCcgLG04Gj+DOg/BMm4FhS4qOUYM9BC9UGgecS5D2qOl0Bjm2hXvcwUGli3aoOlPoW/dn60wa/X+nu2VcdH/aXLV1xsuEUr1cMwAFgxYpTAKB5bPg727rmz//MF77mOKXS2McGew+w7kqEjpIFy2JwHYKOIjCvL0BEq7h/J8P4lIX+sqz5S348keRqGCCKLTfT4EYMcIuJOCiiaUgqL8SgJkmT+unN5XUDejksl6Or3AKsBoYnKzh4tIjeEoetAy4k8QcYFYh01iNVTmHmymAmbGnMa4fYYmbUU4FbyXxxFVVcImhksqi/5zocfZ1NRLSJx3YXwSIbc3otCGEhiiiabYIgYMjnOnDOugXRmjU9155x3uWfsQt3Rn/xoXNPNoSmrVcUwPXqHnwLPvb5H0TXfugdHz9waNS66+67/9vh/U+6PJzE/sMcBWahUowwp6+JiI4hECXU2yU1XSIJqMQjGqFBmTiYJrgdm8OxBCyLxyDXCo2Kv8QNLjXkE2DLiJ/F5CQFSzWW19Of5ajFEJ3lGkZrNQS+i8P1EgijKNg6oUz3NteJZUIGb4T8rrrRj85GNMP5OmNE+w66AELoGTqEgxKCiCndXUVqYhqlb/HnCOS9AFa9hn3jNuzARjkfoZBjICTAwWMcgnWhc9aa9qJVZ33Oy/d8/Ng+D93z3n6yYTPjekUCHACu/dAVmJiYAmPkY6+7+ELarM4764Yff48e22WdlXMaVjEH9HRUseWgj8kGUwoLYKt77SxFAnHXWh2w0XktGtyuLYdl2RaXIFfWmECqH2FEEanH+poQT0tgshOTPDEiWJaAbUXqFsKxQ3iOj5zXBGMBwNto+SFG2xYCTpBn8uRyGOAw1biHyfPSMmy0dnB1tY8MFMk4QQJwOepa5rfIE1H6HRwsImp6sDoWcWWUNAphRGKn0g8pOvICXZUmtu0uYHZdoL8zwOrl+fCpg/y+jWdcxletXnBfq42PtZpVeLnSC/x1X771igU4AHR0xEnwH/1f37wRdn5TaeP65v92xIGr583aQSOM4Xt3FHDwcA4r+gXyLkHBY2CMSCcukkkeFlX2zKAntiVg2xyOLeDaERxH5k84trLGVCIhjCjaPkNbMNkNFwa/NkFuSfnMsSI5AdoO4VgBHCeAZ7fheE3AiYAgBPwGakEeobDhM4qCCvzoMX86qYroe12gocDJuUAQAu0QCFU3ML1fIROIrGQ6KQUHJdI55DHw1clgSd8jjCiaLYIgkG0cJqouFs21cdV5VXxil4uxZjfmzJvHBxfMvWH9+vzvN1vD1WJp9cmGxwmtVzTAzfXut12O4eHhKqG5Pwhb+3aIJl9515Pe5Q88M4IOT6AjT1ApMnRVbORdYN+RNo6MClTy8ocUKjJnAtxV4HZdDs+J4DkKmLa0wIwKRJGFY1M5NFsWIp6AgxA1z4bJE8JmPB5r7joBHNuH5/jw3DZKxQZC6mO8aqGjEsBBA/6UQCufQ+TYCAUBt7TyYyoySQBHW2lA0pNWQHC0RhFw1VuEyRx6z5Y5LnpJ55PDsoiiWbJ42GICOZejUgyw7wjD/qOWdCRhwXUcjE/lsGr+JD7wpj7sPbLoxjM2nvHUwqWz/3aq1qouXjx4suFwwuvXBuAAMDg4CACjtz964E8t6/cHZy94CG97w/bL77t7Owp2HR0lB7N6GIYGmiBuDfc8W8DyAYG8lwDEsgDHSmiJ50hw59wAOTeE5/rIuz5KhSYiHmDnIQuNdjfqrTzCSJ4YsQYNnc/BlQUP4dgBXMeH57RQLjTRaLfxw7sontlTwM69DG+6tIaNp7XxzG4Xt2wuY6pRwlQuF3eS0p8piy1ELPlJB1IGuWyLoMXbyJM2th5yEUYuKh5FhyMHf0l+rtMbpCJkhVwWe6tkKkaBvBdhXv8UfvGkje27chjqs+U4EwF0VnpQ7Dkdl160/MZTlq/5ADA1TEj/yYbAC16/VgDX64J1cyDEnmFg8Yc78rlvb1h+6h8d2r/zvMnRnegoTGJ2XwP7p+qYauURhNLqUiqHjNqWgOMIuDZHzonguRHyXiAB7vko5Joo5mq4/nbgls0lBH4ei3tczO6mKOQIil4Ei+rPTKaWWYzDji14G8VCAzc/xPHNmyt4+NkSxsdsrJhXxfvf1MDV53OMjQd4aGsDX/9ZEzc90Is68rCURGipHPhIR2hVIphtAXmPIu/ZOP3UCENzxtHmR3HrZg/X39aHgLuIBJVjHHVOCSGgqrNUYAmEoVBXInlilgotjNVDHDzmwCUBSsUeDMxfg8HlQ3dONO2/HW0ueuLuzeHwprVLTvbP/kutX0uAAwAhQwCwQwixA8BT990nZnWtX/a/Jo49u5i172QCftznhDECxyZwbShaIuC5EXJeGtx5r4WOUhXX38Zx7bf6Md7uxJIugjwn8GxpQT2HJN3JDB4eqyZ2gFK+hdsf4/joVzvx7KEuMCcHMAqRI2jWAkRthoLHccmZDSwbGkMYUvz8UYY69eBR6WxaXMCOCx+khMIogWszdJYZZnfnsLC/gnkDITadNg4qQnznltkAcUFSXYEEGJUnth1ytAMOP6AII9mXJggpSNQCYx0484wN0Rnrlu9wHfHuwcVnHxoEtpGZxPdfo/VrC3C91A+wrVUf28Y5f21H2Z7TilbesPOe28pze0cLQtSQc2UJVc4V8FwBz+XIeyEKno98LoDnSFpRzDUwWW/h2//ehyP1TizopOgtcXgOjYsX5N9MUkiZMUTVYhFc20fLb+P6fy9i5+EeFIs59OaBoi0w2FHGwZE8ClYIz22hUrQx1DuFN144ibu3FNAKHbQtihzXConM3464qX5IqtXyGUYnc3DdMmb3hvjtC2r46f3jGG30ghGmpplJ3yMpdJATi22LoJ6jCCKOdtiJ917VXafF/zw1VcWVS5bMO8AYG/51B7Zev/YA18srdEEIMZwrdu87NlE99YJNbOOFm6J/PDS8I+T14S4mxko2i2AzDtcOUSn6KBcbyLltFZiJ4HptfO8uF09v70RXnqLiceQclftiKepgyIKMyYGqlPL4lvdCPLyd4K5HO2C5OQzkgd4CR3cZGKg4GBnNwbUC9HRYMgXVEjhv7ThWD9Vx77NlBK5UayIuEAlZAGJxeR9GMsU2CIG2T9BsWag3XEzWCli9qIXLNk7hupsqaDp5cA7UQqCp8tGl5s+Vo0rR19tTnb9o3djQsvmWbfHfs3KL7md2ZVJwcMp+M8At9/Q3aKkeJnzfaG186aLZN3d3lpf+9z//4aKrrrri2g3r1zzd29uzOeDFlm27cOwJVIpj2Dtaw8PbCcLAwbEJim/f2oU691BSVUauTeDaFK5D4LkCOVfydseWU4AtylWSVtLEod5iCEgOFZegM8fRWQQ6ixSuQ9FsU4xN2Rivupiq51Bv5kAiF0Uvgi5TjgRByGlsxf0QaPsCLV+g5XO0fY62T9AOKNqBhWbLARF5XH1hiM4OHzkGrF9aw6z+CRyqtzEVBigWc5g/u9zq6enbvGr16U9fetmV104euGGR45aXuvn5N1MxMU4I+Y0CN/AbZMHNtXbJbECipTE2OgzKrL9ijP4VKyxjszsK/1ApVJdu3pE7d3EwzH54p48jR/swUJpEm9io1UvocCgE56CQioXrUOQ9glIhREcpQKXYgh8wWRZmcXhuAM6BILTRbFt4bCdDI7TQ5wlUckClQFDMW3BsCj8gmKxTWJYN1+Yo5nxUSjZOXcxx2xaCHJNZe7VAZkx6NocfArUWQcAB2+IoeBFaAUUQypRWSoBGO4+iRzDY20arFuBtFxAca7Zxy6NlXHJ+b9TXeerdQ7Mq28Ymau/dtd+PXM/D/LV/I9ziYONXOtiv8PUbCXBzdfUMAknac/j41rHfB3U713ev//SzT/3MOTq+I1p/yux1Vq52+v+91YYbEWxa3sKjeyJMtVzMo1CN2jm6K20MzRrHwfE2Ht/Ri8WzLeS9Op7e00azVcbCAQsFr43l8xuo5IGCJXuBVEo2ujtsOBZQbUTwAwJKGPKOjY6SDcpsPDPMkGMMswoCQ3PaqIYBRkbyKOUoFszx8dieEDuP5EGJQN6N0GpbCCMg57bh8yrufbCCef0W3nKRhUe3DyIg1iPrlu9+dPaspexVr77E7+7q+hOgPU7IwMn+SV7W9RsP8OxavawLAMYBvAcAHnn4bghOz+vrnLz4tFNPuXLlEn/ZKfOruOORB3HHQ6qJuxWgsyjBPd6cwN/9axd400V3gcCyBb764xwGSmX81kaKno46uitN5ByCHANKeYrusoVFcyJw0sQtDxIQboNSG8UcQ7Ntg1oWjo4zFByCoV6CSzYwdPWM4fPfc9BRzOGCtRbOWjOKz30/wNZDRTCEKOYF5vbaaIUMtzzQCc87C8u6i3jVArq1a1bPDYtnOT+P+IY7r3rtJgB/cLIP+0lb/+EAnl2nrz8XAO4cGRm/8/Wvxl2MhYs8NsrL3tPcsgcXDM4e/GPhH8TyxU2MTFbxxRsKeHqXg0WdbbTaNizmo94oI/IYxqYI6k0Luw/aEIIg7wHFPENfF7Bobg2T7aMYqRXQnCqjXCDoLFtotCyUChYWzgoxMSlQLgBC5JGzcgjDAJblAiLCgoEQ7710FD96sIjZ3cswbzawaMUgwmjPZx7ZNrr7I9ecR1cs7KKlAtu58lTcbOe6TvahfUWs//AA12tgoBMAbtbPx8ZG8b7VTseRw4fv2z9sYc6cWrB1fNEHL74gd9HvXe1jfILC9R/DtgNT6CkV0NvpgVkUzcDCD2930ahGEHkBx2KY3VPDRGMMdzxBsXF5C3c8zrD7IMdAl4tWO4JNBS7Z2MK2vRTFQg7t0AEXndiwrAaLdmPF6jWYaAKXXBxiw9nBLT+63f3C4Bxhzxtchf6Bi+78x/X+RF9v98k+hK/I9f8BfpzV1dUDABMAfgQAtz98GJ295Nk1K8L+eQM+Hz7Ise2J7Tg4nINFXeRzNoIgCgbmn/GJ1avar587QINyjmDpPAfLltUx2epDuaMbZ68MgHyI+lQeCxc7mDvfh5X3sWxJaF/8mjn/1t7/+Cc4bNu1XSyc08B4rYj+uasgxnModHE6f0lw+PS12K0CXf9/Pc/6zdKETvIaG7kJjJL+638xUZk4FglGKRbNtrBmaR1TzSruebwP65eHuOeZFqrVHFYvtLF4ng8CgXoI8sTIgklKxOG3XXrOyd6V35j1/wDUx1xiGoIy2AAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxOTo1NTozNiswMDowMCNbm9gAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTk6NTU6MzYrMDA6MDBSBiNkAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 55225651
{'hecke_orbit_code': 45035996340815506, 'n': 1, 'trace_an': 6}
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id: 55225652
{'hecke_orbit_code': 45035996340815506, 'n': 2, 'trace_an': -12}
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id: 55225653
{'hecke_orbit_code': 45035996340815506, 'n': 3, 'trace_an': -10}
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id: 55225654
{'hecke_orbit_code': 45035996340815506, 'n': 4, 'trace_an': 24}
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id: 55225655
{'hecke_orbit_code': 45035996340815506, 'n': 5, 'trace_an': -10}
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id: 55225656
{'hecke_orbit_code': 45035996340815506, 'n': 6, 'trace_an': 20}
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id: 55225657
{'hecke_orbit_code': 45035996340815506, 'n': 7, 'trace_an': -26}
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id: 55225658
{'hecke_orbit_code': 45035996340815506, 'n': 8, 'trace_an': -48}
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id: 55225659
{'hecke_orbit_code': 45035996340815506, 'n': 9, 'trace_an': 54}
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id: 55225660
{'hecke_orbit_code': 45035996340815506, 'n': 10, 'trace_an': 20}
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id: 55225661
{'hecke_orbit_code': 45035996340815506, 'n': 11, 'trace_an': 89}
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id: 55225662
{'hecke_orbit_code': 45035996340815506, 'n': 12, 'trace_an': -40}
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id: 55225663
{'hecke_orbit_code': 45035996340815506, 'n': 13, 'trace_an': -86}
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id: 55225664
{'hecke_orbit_code': 45035996340815506, 'n': 14, 'trace_an': 52}
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id: 55225665
{'hecke_orbit_code': 45035996340815506, 'n': 15, 'trace_an': -89}
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id: 55225666
{'hecke_orbit_code': 45035996340815506, 'n': 16, 'trace_an': 96}
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id: 55225667
{'hecke_orbit_code': 45035996340815506, 'n': 17, 'trace_an': 95}
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id: 55225668
{'hecke_orbit_code': 45035996340815506, 'n': 18, 'trace_an': -108}
-
id: 55225669
{'hecke_orbit_code': 45035996340815506, 'n': 19, 'trace_an': 30}
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id: 55225670
{'hecke_orbit_code': 45035996340815506, 'n': 20, 'trace_an': -40}
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