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{'Nk2': 15200, 'analytic_conductor': 56.051814505453585, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 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': [950, 1, [77, 401], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 73, 'field_disc_factorization': [[73, 1]], 'field_poly': [-18, -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, [2, 9, 1]], [7, [-211, -18, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398576591798, 'hecke_ring_generator_nbound': 3, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '950.4.a.e', 'level': 950, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 19], 'level_radical': 190, 'minimal_twist': '38.4.a.c', 'nf_label': '2.2.73.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+(-4-\\beta )q^{3}+4q^{4}+(8+2\\beta )q^{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': '950.4.a', 'trace_display': [-4, -9, 0, 18], 'trace_hash': 1918330214919974309, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.957', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.691', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 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mf_hecke_nf • Show schema
Hide schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1], [19, -1]], 8, 4], [[[2, -1], [5, -1], [19, -1]], 9, 2], [[[2, 1], [5, -1], [19, -1]], 12, 2], [[[2, 1], [5, -1], [19, 1]], 10, 2], [[[2, 1], [5, 1], [19, 1]], 12, 3], [[[2, -1], [5, -1], [19, 1]], 13, 2], [[[2, -1], [5, 1], [19, 1]], 8, 4], [[[2, -1], [5, 1], [19, -1]], 13, 5]], 'ALdims': [12, 8, 10, 12, 8, 13, 13, 9], 'Nk2': 15200, 'analytic_conductor': 56.051814505453585, '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': [950, 1, [77, 401], [1, 1]], 'conrey_index': 1, 'cusp_dim': 438, 'dim': 85, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7], 'hecke_orbit_code': 67109814, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 6, 6, 6, 6, 6, 6, 7, 7], 'label': '950.4.a', 'level': 950, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 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mf_twists_nf • Show schema
Hide schema
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id: 584274
{'conductor': 5, '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': False, 'source_label': '950.4.a.e', 'source_level': 950, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '38.4.a.c', 'target_level': 38, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 584275
{'conductor': 20, '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': False, 'source_label': '950.4.a.e', 'source_level': 950, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '304.4.a.c', 'target_level': 304, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 584276
{'conductor': 15, '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': False, 'source_label': '950.4.a.e', 'source_level': 950, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '342.4.a.h', 'target_level': 342, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 584277
{'conductor': 95, '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': False, 'source_label': '950.4.a.e', 'source_level': 950, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '722.4.a.f', 'target_level': 722, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '95.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 584278
{'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': False, 'source_label': '950.4.a.e', 'source_level': 950, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '950.4.a.e', 'target_level': 950, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 584279
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '950.4.a.e', 'source_level': 950, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '950.4.b.i', 'target_level': 950, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 584280
{'conductor': 40, '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': False, 'source_label': '950.4.a.e', 'source_level': 950, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1216.4.a.g', 'target_level': 1216, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 584281
{'conductor': 40, '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': False, 'source_label': '950.4.a.e', 'source_level': 950, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '1216.4.a.p', 'target_level': 1216, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 584282
{'conductor': 35, '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': False, 'source_label': '950.4.a.e', 'source_level': 950, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '1862.4.a.e', 'target_level': 1862, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1526050
{'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 18014398576591798, 'p': 2}
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id: 1526051
{'charpoly_factorization': [[[2, 9, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 3}
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id: 1526052
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398576591798, 'p': 5}
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id: 1526053
{'charpoly_factorization': [[[-211, -18, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 7}
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id: 1526054
{'charpoly_factorization': [[[54, 17, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 11}
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id: 1526055
{'charpoly_factorization': [[[-3012, 17, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 13}
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id: 1526056
{'charpoly_factorization': [[[1527, -80, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 17}
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id: 1526057
{'charpoly_factorization': [[[-19, 1], 2]], 'hecke_orbit_code': 18014398576591798, 'p': 19}
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id: 1526058
{'charpoly_factorization': [[[-1752, 73, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 23}
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id: 1526059
{'charpoly_factorization': [[[-8046, -3, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 29}
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id: 1526060
{'charpoly_factorization': [[[-24096, -212, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 31}
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id: 1526061
{'charpoly_factorization': [[[-5092, 192, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 37}
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id: 1526062
{'charpoly_factorization': [[[-1200, 50, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 41}
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id: 1526063
{'charpoly_factorization': [[[113688, 677, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 43}
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id: 1526064
{'charpoly_factorization': [[[-54168, -389, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 47}
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id: 1526065
{'charpoly_factorization': [[[366216, -1219, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 53}
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id: 1526066
{'charpoly_factorization': [[[9186, 287, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 59}
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id: 1526067
{'charpoly_factorization': [[[-200366, -313, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 61}
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id: 1526068
{'charpoly_factorization': [[[265728, 1223, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 67}
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id: 1526069
{'charpoly_factorization': [[[-235572, -200, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 71}
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id: 1526070
{'charpoly_factorization': [[[-582151, 378, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 73}
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id: 1526071
{'charpoly_factorization': [[[394232, -1350, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 79}
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id: 1526072
{'charpoly_factorization': [[[-574632, -670, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 83}
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id: 1526073
{'charpoly_factorization': [[[-631104, 236, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 89}
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id: 1526074
{'charpoly_factorization': [[[228736, 1294, 1], 1]], 'hecke_orbit_code': 18014398576591798, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '950.4.a.e', 'level': 950, 'portrait': 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89CZHyMtVyyKabbzzi1qJlqelywKWXb+h6NeoSQljgWtPs1Fto+U3WBJz1OnfU5cFJw5EzKsaWUoNbnDTf0eNtNEMhJ9h1tcWxecbpg7kXLgQXL9Zcv8K/ft8KmyUmOnJrh1EKNsyseS21Bb2AYxoZuP2V+Keb4asgPfm/TvO+tF31889z0+3vDqNPc9P3fbkj8hR5/rQG+stKmF1k8xQf2HXr5Nq/7YXlmcem2+aUF/dYbJzh4fB0LKyErXU27J2n3YKWTsdJJWGpnnFmBA4uCublV/t0PL3HjRXWOz09z6myDU4ua+SXLmcWUEwsZZ7spk9NDXnVlj5svAV/WCFTA/HLI6UXNmWVBP4I0NYS+oRFmTE2kGODomZROD7av92jUIqwVIHx6A8O2DRFLqxqskyKrPYhSsFiW2zGb13l0BwqhLMJEtEKPbRuHrPYFR09pMqOZaUmaoSDwIE0F/UhyZllyeskyv5ISBEPwUm65rMdtlwvmWjWWVlocnw84tQjziynzyyknl+HgkuX6yxb59z+8wobJCY6emWZ+cQTulY6h00vpDjJWe4bFNjx/Ct5w4zGmGuvSfrzuof/rZ+40mzdf8pBS5uei2COstb7dUHnFx19bDf75z32Wq66+ip/7mX/+S3/22a/9s//4+1+58PF9Z3ZItSiv2Bmxa6MlzTQgEQhctC/dayEAixKWQMKp5ZBH9yuu3LXMJVuH1EPwtMT3FL6vadQkdU/S73nsOxLy5ad8jp6N6KQJ+45HrJ9Z5u2vWuHKC7tcf0mbI4spi31BPRhy6JSl3WlwxQWS1WHGniOKZl3z4lG4aJNlGGcMMx+tE6aasPd4gNIZnkzRHgwiyY2X9Bn0JVdemNEZZBw91WTnBkWjHrMaWdZN9lnpdfj4ffDM4YznDg/ZvmmJq3Z3mJqOeestXd75WsuuDU2yZJLDJyc4eMLj+BnDibMJJ85mHDwrOLaacPXFC/y7H+6yfnKS42emObNUY3HVY7kjWeka2t2Udj9jtWtY7lhOdRUrvZT1k20u3LQg33Td8o4Z/+jOpRVxU9DYUWs0p77y+c9/lj/8wz/6dkPmvI+/lgx+6MWPsfMyoe7+vPg3ew+c+ZePPHlAHTwVcbKjWO5nXLx9gV9//yJXXdDg9OIUy6t1ljsBqx2P5a5itQsr7YyVTspyN2WxDcdXBLo25NbLl3nPa2N2rmuw2mtxdrnGwrLPYluw3DYstQ0rXUNnYOhElv4wZaaVsG29AQSBZzlx1kPIgO3rFDs3WTat6zO/EvHs/ibXXWSp11Z44cA0zUZMHHvMTBkGQ7h025A/um+S3VtTosgyOyFJsgHNMODFI0NqXoNrLk557lDM/JLP5pmAnRth24YYpRJOLILvWYSwbF+fMtWUdAcBvb5Hp++x3FEsr8JS27DczlhsZ5xpw9IwY9vmHu+5fZFbL9GEXovTiy0WV0IWVzVLHcFq27DaS2h3M1Z7lpU+zHclp1Yzrr94nl/+yUUu2lJjpT3BqbMtzqxMk6odGXrdL931+NS/v/WiTvbP/v47v93QOefx1wrg3YV9NFq12v2PHd8m48ff3Vtd/cUHn1zixLxhfjnlzCqc7iiOd1KuveAsv/aTS1x5QZ2zy5MsrdZZ7QasdD1WOpqVDrS7htVuyko3ZbljmW8LTvUsiB53vrrNW280XLAxJI7rrLRDVns+7a5ipSfo9gXDyBKnliwDJS2BB7XAMtmyrJtO0N6Qg6djnj8QYNIGb74pRnurPLlngh0b4YuPpbz6ioCz7QGhVqRZwvQUpImH9lKWluq86toOX3y4yc6N8MT+CI86b7rRkIoBzx/MOHwiREuf9VOaqYagFgh8X6AEpAbixDKModu3rPYM3b5htW9Y6lkGWcb2LX3eenObO2+LwTRZWp3g7HKNpbbHckez0obVbka7l7Lay2jn4D7TUZztZFx70Ty/8v4FLt1W5+zKJIsrTeaXapxc8Dl4LKFn59i2fe5fvf3113yim114jKw3eM0tO7/dUCoff20A/tXH9hHLDf6MfOlHX9rz0m8dOPCweM1lVj63f5ojp5w7stjOWOoKzvQUxzsJ1194ll/9u8tce2HIwqoD+Uo3oN31WelqVruCdtfS7mWsdlPaPcNKz3K2KzjdNkxN9vmu67vccknK9vWKVs2j0w0JPAko4lRijMBY6A8BYZhqDtl/0mJszL1PNIj6NS7c7HPrlX0Ss8r9T01yzUUe+8/0aK+0uPnKPl95MmD9tGXPUcs/fEeHPUcC1k9LvvyU4tZLFcv9DoeOT3PNxTH3Pz8gjerccpnPrq1DBmmPe55UkAkOntC06hotoD+QGCvIjCVJAWnQvqHdszSaCVs3Rtx2aZ/vui5lphEyvzzB0mqNlY47NysdQbsH7W5Kp5ey2jO0+4aVvuBMV7LQzbhp91l+8ScWuHJHjbPLUyy1Gyyvhpxd8TmzpDhyKuGpQ0O++zWpuenqm+2mLZf9g6uv3vrhuLscB61rv92QAv6aJHqiKJH9/uDtf/zJz174UHv4q/fe/1W1dZ3lss1TZEagtSQMBI1QkBqLsRkWjyde3sDPf1jwgR9f5LpdKYGX4ukGvmfwPZ/A14S+Igw19VDRrKe06hkzTcOmCcFCr8nnv9Hkrq9HXHXRgA3TGb3+kLfcHLFjgyHNJFpa4hQeeDHk2NmQjVOGFw6GYKa5ZIvi2msMQdjlwZf6LCxOcPmOOqlY4fRZjxsugiNnEmYbIXPTEJzR9IcB88saT3vs2NTmpcPTXHtpwOFTHY6dmuRtN2ecbS/x2EuTvHikwfW7a/zg7UOQPZ49bFg33WN+IeH+Zz2GiUJL0MayY2PMd90c0+0pNk0Zrr0I4rjBcrvOC6cDVnsenb6i3ZN0etDpZ3R6Gd1+RqdvWO1blgeSUx3B6iDm1osX+Hc/tsLVO2ucWZpipVOn3fPpDDSDSJKkAiUFG6Y0m6fnJb270HH83x594Hj96uvfdsBk6eek0ubbja1vO8DjuEeWDn54396n/9PpEwenn3jxDMmgRTJQvHgoRApcwb8nqYeWzBissSAypFA8sX89P/f7Hu+4dZkfeP0SOzdHnFlqEfo1aoFPPfBo1DTdmqQ5cH55f5jRG2SsjwyDyNIdBiwvhJw4bolTw8kzKUFgAYGvLFoK+gOFwCPta67eIdi1ybJtc58o63L344q9B6Z443UB1166wkfvtviizo7NfZ57WLF5UjHb6hOqGnHicbYLjVCzZb3gmb0x115c47XXLPKRzw/wvSZvuMniBX2++ljMFx9t8NLhGhdsqrNjY8bcVMzO2YQrdmQoZdDKApZ6EDA3GRAnHt2+zwv7PXpDTX+g6A0lvQH0hpZe33327iCjN7B0Bpb2ABb6ijMrlnqrzU/ducDfuiXmqp11Ti+2WO3WaPd8un2P/tDVw1sL9VBz2XZF3dtEsxaxb88eb6m/+T8NsieXr7nm2n/a7vQ+MtFq/O8L8OGwjzXix48dfOgDe5+7f1qkXS7Z6rNzg0VJSRRLtLZIKfC1JPQNWeZOrhAWJTI8KXnhwCzPvFzn5VNnufO2HrddNmSy2WK5XafRCWkNfHp9TTe/2IOhph9phpFlGBvixJIkljRzR5z6WANSCTwtCH3BZFMw1YQNs4Yt6/vMTrX50pPwwNMe0kzwxus8rr6ky4MvJcTDFrdeLWgPBpxdanDLxYbZyT41HTBMFQudBGUEV1+sqTcjntoX8pprJ7j5qi5P7VNgJ7juMp+/+7ZlvvJMzJcfb7DnWMi2OcWG6RpTzToTTagF4GmLkmAs7DksyDJBkgriFKIE9xmjjEFkGEaG/tDQjwy9AXQiWOhJFrowNEPuuGaZt9/W5gffYEiSCU4vNuj0Qrp9n07fozdQDIaSOBFkBrR25+f4mQanFhoMhpallTM89dLd0wvL0f/19re8Vvd7/d+rN+r/+wHcmkUQyd898vLDHzi872vrfNln0zqfZk8wjN0FQ+RgBkwgsda5mkK4LKKSFi0zalqy0K/x8fu2cN/THV59xSrvu2OVK3b2mJmss7RapzsI6A+8HNjKHbEgStxym6aQGYur3cp/t4bQh3rNMN1M2LyuT0qP/ScTPn5/yKHjDSaDGjdcprnlyg6Pvdzm3kda3HRRyLaNff7oPoESAa1mwmovwlhQAuZafTpdH5PWePurz/KxL9bZNR/y1pv6xMkS9z8/Q5KF3HjZOt56Q4eLtrb56lN9njte59nDPlumJdMtQT0Q+J4DmRTupjcWjLEkaX6zJpYocTfyMIZBDN2hYCUSLHdB6CFX717lfd+1yqsuy5ht1lhp11nt1ukNfLoDj97Agbs3FPQjwTCCJHV/I04t/SFYS54csiytrvCJu768bpiID7z+da+2h463f/+Crd+eTqL/vwP8Ex//KF96doqf/ZX7f+SS7Wd+9YZtT81O1GJM2kDKFN9TDCNJkkGaH4kSSKkQkEsWkS/PBk9ZfG0ItWB5qFhuT/HJrzd49IUet161yvvesMo1u9rMZDXSNKA/DOkNPAaRJk4USSpJM0lmBMYKBBYpLIFvqIcpgR/jexEnlyI+/4TkwAmfwyemUCZg10afS3cqrrukgwoWeP5gk82TdS6/ADbMrbDcaXHFZklqLF96PCDqSyYbKW+6ccjn7k84dqbJ7gs9Tq8OefGQx9b1U1y1c4EHn+vy8IuCKPa5ZOc0l2wNuGRLl4OnlzlwEh7fW2f/oQZ1LQi0pBFYQg+kdGRgrbtZ0wziFOJM0IsEnaGgk0BsUowdcv1FHd73XR1efUXGxumAwXCCpXZItx/QG7pVrzfU9CPJYCjpDx35DCNLnBiS1JAZS5Y5sEexoTc09CLBwTMdTn3i3nUbZvb/6u1XTaQ2++hH/+zTmne+64f+5gL8Qx/9Y+bqh/ieG8QPfvEbJ//rh57YM7nlh+fZvbGJEAqpLL6nGUSKYeyYNUkFcSLQCqRUaFWAO8NTAk8bfM8SepZakDEZCrqRx2pnik890OK+Z4esn+rz7tvbXLJ1yHDQ4/Kdlq0bFFHikWWKzEhsAW5p8HTG0XnL4TOC1YHhMw/WObk4hY09pkLFphnN9g2aCzbD5bs6GLnI736uwfLyBDddorl8V5uvPisQqce6KUmjntJPfKSVYCVK+7SHgvllwWW2zu3XdXnoqRqbZn1uunyaH3vbIh/+YpfH9zXoDT2WVpvs3FRj98Y+N17c5fte0+XU8jKfeTBgqR9w9LTHyZM+nhJI6RJfxloyA4mxZKlhaibhysv6RFHCJVsj3nV7xLoJxXQzIElCTi+E9AY+g8ijP9T0h4pB5CRJPxYMc+YexoY4zogS41aJnMWdXWnpDS2rA8GZgaSWHSNbPTD74OPX/9ezvV3JF7927I8f+OrHec0d7/mbB/DHH/okN9x6vfj4x7PvXzh78oPd1eP1Z/f4PP6C4KodfSabri9QS4OnNb6niBOn9yIt0UqgpSBSEqWE03+eA6OvDYFnCRNL3bdMhBlTNUE/lnTjBodPNPiVP54GkyLSlOuu7LNzQ0yagrEGa10SRwqBVALt+ew75rPnQEgj1DR9yWxdMDcjWTet2TSn2L4xY/f2VTKxxG98usXRY5PcdLHHJTsyBmmXR54PmKx5zExYJpsx9Zq7YY2RtIeK5Z5lqZ3R7tV41eWrPLGnz95jislWyI2XTfITb1/iN++Cpw406A0sq13N/HKLDbN11k0N2T4z5J9/f59Wvc1zh2HfcYnnWZSyCGEA6/5nIU1hx4aMW69IyRKPJA2wts4w9jiz6EA9iDTDWJXybRALhpFkEDnWjmKXlY0TQxwbojxuKcAdJZZBDL1IsNBXdNOU11zV4fpL4FNfPjlpdfjBO9+4Kf2Vj+745O/+3p/Yn/zxH/ibA/A//uRv8tnHF9Rg+MU7t0y3PxrEh8M7bu5wsjfkgm09mnVFlvkYK1DS5KysiGJFlCi82OJpF2h6idOcvqfwPYnvSYIkI4ottcQQJYY4trRSiBJDlEKcCoaJJMoCkixk74EGz+6FzFoctJ029iT4ytV8NAO4fCO0ajDRkEw1FTOTmnXTsG1DxMa5VRK7zG98eoKDhya49gLFBVsku7as8LUXU+aXJrhup2SqZQj9AYEMsEqQZhJhLWkWs9ILmV/yuPaSGldf3OXBp0LWTwnqYZNrLzb81J1L/Ne7DC+ebLLaM6x2FQsrmtnJBlOtGlOtCVr1hLlGwvZr49wmTVEqQwoXTFjcTZUkirMLmiRVJKkiTty5jRNFFEuixAX1w1gSxYJhIohyYEexIU6Me07d+Y2q4E5hGAv6MbRjyVIEw0HC0ROGR/dEfPm5AUuLh+u7d6Uffcuru+Ynfnjw6Qt3/Ub2hjt++jsf4L/w6x/j0Mmm6nfOvOueR/d95J03vxRecKWg3W8TBCmXXZTgeZpmrV8CXOsMT3v4nsaPDZ5W+Ikk8ix+LIk8wTAWBJ4g8hVxLIl8kzNK5lyRtHJkkGaWLDNkBqe3DSW4hQAlQUvwPAi0IAwE9UDSqCsm6pKpCcG66ZTtG/o0G6t8+qGY+5+fZnWxxZXbFNs3ely0dUgmVvnS43UanmZuStGsD3n+IK7jfqulHymuuijhyl2WM6czFlZ8BsM6b76hyzeeG7D/pKJRkwR+iysuMPz7H1ni6y8O+NzXZ1nqWLavy1hpayZbiomGR7Pu0ahZwsAQ+IZAZ2jlpJaU7hpYi0tYGUFqJGkmSFNBkkriVJAkkihxzkucCAfa2Ons4ogS5zaVR+qAHSUQJYJ+IujEgpVE0I0SZDpg30H4g3skj+0fstL22b/wUvhdt03/wfGDF/ydqy/Y8qcn9n0k27L773xnA/yOa5GrneX3fvxL8//jq08thIdOBuzeNOCZl5t89Smfmy8Z8o7X9vj+13eZmcjo9OtoFTjpEXv4WuNrRZzmjO5JgkQS+PlFKQ9FkkKcyFIbFrZfmhmyzLkLmc2dktwtEULkjoyTPb4WBL4kDCSNmqBVt0w2DeunI+amuqR2lU9+Q/LhL86wLgy5cptg20aPHZsM2zeu8OlHLMvLIZdsUEy1oFlPmD8iObsS4O90YJibkExOwv7DlpWO4cxiyEU7Ql5/XZfPPxAy04TA91Fykit2CX7yrWfx5Fk+++AUL50MWd9JWDeZMtFQNGuKek1SCzSBD4EHWlsH8jyHUIIcd2NnBrJMuCA+FSQpJJlLaCVJ5kghB3SS5qydMAbsOIEoFQwT6CeSTipoxzAYxrT8Nu998xLf99ouN+3O+MqThidebrNrI1y2filcmJ/+4L5TMzpKan+C45nvTID/t9+7i2cPmR9ZOHXw1xdOH2vNhDU+e3+d9sCQWQMy4wuPxDz4fJ0zK0v8wzt7TLdSakGNTi/E93x8zzF5nDhdHuTLapxI4tRp9DgPRJOcldIUkgyyzDkJxriAyxhb9HDm4HYAV0qglcDTDiBhAPXQ0KylTDZT5iYHzE6t8tDemD+4t8a+w5PsmPDYtQG2bPDZsh52b+vQTzs8tqdFTXnMTSkmmzDZjJiaSPF9jRDu5hpEPsudhNW+pd1LObvis21Dk5svOcu9j/fZd7JFPUjwlI8QE+zarPjbb1jk+t1n+YN7mzz2wiRLPc26VspkPaUeSmqhIvAEgSfxPIFWEqXI7UOHcovrYTWGEuhpZvLVLbcWU0OaGeLUlQAUVqBbHZ0rE6WCKBEMUuimkk4K/YEhSwbM1Nr8g3cu8X/8QJ9mTRMNGnzPLYq33Wzp9Fzi6NjpMy0p9W/cfsNF/rF9f/rhbbvf9Z0H8JWVNkrJH/+dD//ZBx5/9viMlILZhsFTgnYk6SaKXuoxDHzaUcCvf8Jnz8EV3v6aHrdf3WH9XESnU2MQBUS+R5x4uWbM7b3E1YokOdDTzIE7SXNmymTOVGCMxFhG4HZJypy5QSuXMPE9S+gbamFKM0yZakVsnO0w3+7zW5/x+NIT0yyvNLhwTrBtnWDzOp8t6wQ7Nw3R/iofu19z6HiDi9dLppqSiUaGlBEnFyyBlkgB1griRLN9XYfHyej0FSsdy/xyjYu3hHzf7W3+9Ks+R+YDPJ0ghIexDZJUct3OFbb/QIcvPdXnj740zZNHGmyeEsw2MhphRug72eZ7Ek/nzpMQSCnKoiOLu8mMxTktmQN8AfI0yyVdLu2S1BJnkCSCKMtZO4VeKuml0I8NSS9my1yH1167yve+usebrzdoGiwuhcSpTxx7DGOf/tCn0wtASHx7cmZ1dfuvXnrtnWo46Pze/6qa8v8lAO91O/i+/rH773/oA8eP7lvXCgVp5mw4ISyeNNSUoJEKeomkIwO6seZjXw/5+vMdrt3d4b13DPjum9rMTvn0hwGDKCBINEniEae6DJTSdORlJ5kgTSVZJsiMGGltIyhViXXMLQUo5VwHTxl8zxD4GbUgpVmLmJ3sMUgGfPV5y8e/NsFjL0wy5XtcsdmycVqyfsZn05xky/qYCzav8NyRAZ/5xhwTSjM3IWg1BK16Qruf8cVHQpq+RQgHrEGkefutEV941NDuW9o9w9kVzZZ1Td5xW4/H9nbZs9+nEaQoKRzITZ1h7LT+3359m4s3nuVjX+/w8EuTHFupsaElmAgtdd8QaoPv4SxV6W5kx+RQ1NeZXKoZM1rh0hzoZf4hEySZKL30YSroZ4JuHsAnUUyj3ufdb1zmvW/oct3FGeumPPr9BqudgGHil83ew8ijP/DoDRXDWBPF8NSzB9Z100c/cO11t5jV1faHJif/6pNBf6UA73aWWGlnxCk//OLzj/zac08/MKNsj5lJj8HQoJRxwJIWrcBPLIEShImgqxQdr8GJTsCpRxs8+nyPT13Z5V2v7/OmW4fMTPpEUUCc+MSpR5KMHIE0U6SpJDWSLBsB3Nicuc2oaFIImweVro5Da4PvZQR+Qi2IadYGZAz4ylOSP75vkhcOTyCSgB1Tlo2TltlJxdy0z4ZZyaa5hG0bOhxf6PLbn2uQRjW2bBFMNjWtBrTqCcKL6QwaTDYtIs/MJqlkOlCkJqWb+HT7GSsdxcmFGpdd0OT937PKr/5JwNGFBlol+Y2hSdOQYSzZMBNw3YUdrrygx4tHT/Lxr9W498lJTrVrNAJF04eGZ/G1xVOgpUvnCzFePmoAa9xNlxlBZiHNXBo+yQRx5oA9yASDDKIMkjQli2Nmwj5vvmOVd9/R5VVXpEyEHknSZHk1YBg71o5ijyjRDHMb0vnr0mVFB4KVTpsDx+9b1x+YX3v1q25Oz545+z/DhqbV/Kvr4P8rBfhKp4/2w+89ceTR3zy8776WEgNmpzx01yJFmp9dUwY/Kj/xnrT4ShAqQVdpekmTs1HIZx9rcP8LPW78co+ffmeXS7d1WDepaEldAj3N2TzNVA5uSWYkxkqsdZLAlgElSGFQyqKVQeuUwE/xVExnkLDQSfgvnw45fHaKp/ZMYo3PTE2wbtYyOyGYaSlmJj3Wz0g2zKRsnuszM7nCl542PPnSJFduEUw1Jc26pFU3NGoxwosIAo1W7u9bC1kmGUSawTAhNYLuwNDtWZY7HmeWWtyyu8fNl63ysS+H1JYVWiYOkFaTZj5xIhlEHrOTIdfv6nH9hT0ef+0pji5I/uDeSc6u1jmxFOArScMT+IUMky7wLIm8kCo4Jk+tIDWQGCdHhhnEmYUshTRBqYiNUwOu3N7np9/Z4YZLM1qhR5I2aXcDotgnTnUJ7DjWDGOd++qa/kDSGyq6A1fR2O7DSnuJj/3Zl2cy7G+++Q3XrHS7nc/8VWLyrwzgTzy9jy2btqif+vcfvPDCmedat+5aQdhZpMwBZ3QOOBAYhLAjNpfCpdwV1LSloQU9z6OfapbjGvc+OcFDLw1ohBF/581tts6kbN804JbLu2jhWsSEcHLFZSVdrbS1FebGIqQr0IoSiyUFmfLiYckTezWff6zJi8eaxGmdplbM1SzTDctU3TofvKWZntDMTAo2TKdsmhuwcW6F+1+I+N3Pr2PjpGauBa2GotUQNOsptSDioZfdkuw1HKisFcSpJNSKay4e8Ojzk67waZCx2vFYXA2YX5zi/W+d58TiEo8+M4cnAZFggDTVLh6JJb2BZqoZMtlqcPPFfV57ZZ8feN0Ce48bvvBYyGN7a7x8qEEqNFGk6CcKJVxL33jgmecErCE1FmsMnsiY8GNCEm6+tsfOjUO2zCa8700RNV/RCD2iuEG76xElHknq4qS4NAF0mccYxnlGdDiqbOwOUjq9hOUuHDi9yCW772q96vJnLmxt/meqvfhyNjF78V8fgD/yxItMzsz433jw8R+dDvxfv/vhFS7fMmDT3NCl3SNBnBQ1HxUnQ4CUFiktWoJS4KcQKKhryyAVDDPNINMMspBuN+PXPjaFTRPWzw25bNuQmYmUd71+wLZ1MUkicr0tocLc5PpTSoOQgk99vcZzBxsIrTl6qs7J+TphTTERCCYbllZoaIXQrAkm6opWUzHV1MxMwuxkyvqZIZvXdcjsKp/6RotBr8FFWyytuqJZlzRrhmaY4nkxX3o0JOpLvHWuY7SQKI2a4s03DnjgaUMvkvQGGZ2+ZrWrObNU59KdTd716g5PvVjn6HITJQ2Q5HrZI8kUUeISM72hpt3zadbqNGoRl24ZctPuIcfPtjlyehXtZTx7SPOnX6sjlHLgFnL8IloDGLCWJM7Yvj7l3a8fMNvK2L3dsn4GstQjilskqWal45GkhUzUJGlR2+Ms3TiRxPHoPbojT/dHhsEwozswnFyCydmYXRsXOT1/9a/Pd5/oX3DB5g+fPfV8vG7TlX89AH7s2AnOzC9evDB/4rf2PPeU7PZ8UjpMNobU/JDAU/jaNfp6nsEYicU4gOcg1xJ0akkU+BkEGdS0WyLjTBAbwTDziHyP1MJCr8XXnjNYMv78sQQhMneRrLtIkJslzgtECIUQEqkUaaKRRuNpSTOAnXOWhmeoB4Z6APVA0KhJmjVFq66ZaEqmWjAzkTI3FbFprkvGCv/lz0IefH4du2Zgqp6zd13SrKXUazGN+oBarU6gJErmGhwnB5LEYzgQDKKMbqToDQ3dgXEtcw2fE/MTvOqyiJ/6/nn+059qjq0GCGGwNsFkNmdMyTBylX7NgaYR+tRrIfWgThgkNGsx110U43sJN1yU8r47+miV5kkgt4qOifJc0hkjEUISeApwqfylZeXqdrI85skPJw9lGQ85J0vmZRZ5hjQRLkNaJJOK2pUIVvqweSqjFfg8+NBzctuuxm9Z0/7GcBC98FeBzf/HAN//3CeYm8lqz764586jS4fEjZdnvDzfBzsk9BOUcoGdlM5v9pTEeBZjJWByZhV54Gnx8qxjkhVRfR7ZG9fNU2jEJJAkRpIZTWICstz2qj7KLKUALYTLVCoIa5ZQW0KVEXgQaAh9Sy0Q1HxJvSaph9oBvCGYbBqmWykzkxHrpntsWrfE737e8Ef3rmfrpGK2aWg1FM26olGHes3NKTy9ZDh4OiD0nRSDotJPMIw1OzcYNswO6Qx9BkObs7hktatp1kKa9Uned8dZDp0+wwc/sxktNRZDZjJSY0lSJwMGsWIQSfqhpD7U1AKPWpDR7roYw/cyPJ3heRlaukYJKV06X+SHK10RgMhBLmibvMrSqDK2ycpA3q3IxZFk0gX6eS4iyeQoCVexb4uEm5NFLhMqZcLe45a9BwTPHnpWbNg8uLM1s+vgf/7tTw/+yd+789sL8C88NfQ3Tc3/7Kt3vfSz2ybmZSdK+Y1PZnzqPp8f+25DmkGUSIwBQZ5UMRLrGceowpWnagVJWiQfLH4GqXENv6lx5Z+ZBZMJsrxSznm5ogyUqpobitJap/W1NG6VUM5ZcJWI1vnGWhAGktCX1AJFLVQ0a5Jm3TLRyJhspky3Iman+mxbv8RjL0d87OubmAoD1jcNrbpw4K5JGqGhEaY06xGP7YNn99a5cM7muneUNh9Eiht2Wy7aNuDxFybpR5bBMKM30DnIPephjVo4yXtes8yzL5/l0T0bwCqMyVw5bGpJE1vWkwwiTX1oqYWK0DcEvkfgZwS6KH9wJcZKGbcFi3TnHmERjPTcKDgX+fl1rJ4Z11BhjHOqUiNyoIsc6PlzKvK8hEvCuYSRIytrbd6h5VreZmeHvOuOVayx3P10g25nKC/ccfDf/OyP9/yrLvZ/6Z9A/G0D+Gp7KLu9/i/8X//9f/zTx5487SM1C+2Q+56uk2Wa6XrGhklJlLgPR87kWgmwYlTfLd2drZXIkw2umTbLs22mfLYuOWFH9pa1lkrmfWzFlWL0+1WRjlfCAVwXRVsu+xf4ijBQ1AJBvSZo1iytesZEI2WyGTEzMWDT3AqP7hvwCx9Zz7ETk1wwa5isQ6umaNQUjRAaYUYtTPC9Ie2hRUmFp9znLh6ZEfmy7tOqJfRTQz9y+/P0hxndvqRdU9S7AWHQZMeGhH//o23+7Uclj+xZj0VhrCHLDGmW5qn0PJgLJLVIEfqSwLdu2q02eJ7z+7WyDuDKAVzlMkUIe04HusnjGGMFtswrOMBXcw1ZBllR45IfWUbO2qL01Y1xV0hrVwaxfZPixqsTvuuqBqmJSKMlzq5qsmTBn63pf7Fx6097WfJ3/pXyan/pdP5fGuDWLmJN55eeefJr//jYwbPhoTMb6Oe9ei1PMDkBx0/6ZDHUaxYpBNiiWSEf0iOcsyGlJVOWzFjH0MbmJ7PC1MaWHe4md2OKgzUAz2V3Ln+cRFFSoJSzy3TeiuZpV9Pie4owcCMZaoGlERqa9YxWPWGiGTPdGrBpbpVH9/b5tx+eZd+xabZPO4elWZM06tKxd81SDzPqYUKSxfzhl5tIpfCkRYmRTWhswXgef/uNK9zzZEw3DujnAO8NFN2eoh1oQj8g8Frs3pryi393iX/9YcHDL6zHWElmXFo9SV2hWRQbotCVuwaBIPQEge8ym762ZcZWK4NUzqKVwiKK5ypD2ALklIw+Ov/513nhWlHbUjB8uerm4M5MFeCglMTTMDdl2bKuzonT62k1Yt5wTewSYUPN6VOd8NN3P/xPbr71teLw6c7P7dz4l8t0/qUB/uKLR7DW3vy1+5+qNf2UnXPS2W8WfG0JfUGz7iL1zIBQo8ImhMx1eQ5qNUoZG10A3ZJZgTUFYxds4tqy8nJn7Jr3VQBcChDSzQ+RFfbWuqg7kXiedPUbviAM3MyTepDRqDlwtxoxk60Bc5NtHtvb5xc+NM2LR2fZMiWYaVSkSahphK5+pRam1IIYz4s4uTSFp1yFpLPlRkFmlknSVLFxypKmCZ0kZBDZkcMwlNT6itD38L0QT09wyZaUX/yxBX7+9+HRl9blrGlIMkuSZjmTG6LAEMaSoa9KCeZ54Gkn0VydigvspbQ5EdiyMGsNxstcgimAXmRAraisrmKsUjPLgV1dhQvtLYTLsIKg01Nga6x0fTxtwAqGsWKpLYjE07X2xdtulmsdn//VAH/s4Xtp1aj/6ae/4q+sxDQbHkFgSFMHPimdYxJ4DkgqlwgFQxRsYG0OZgNGOflhite5HHGZSDuSIxX7z57nvUkxKqKSsghgRZ62lmWjrJMnEHoQ+IZaaKkFTj/XawmtesxkY8DsVJsn9w/51783xfNH59g0qZhrGCZqgmYoqYeKek1QC93N4VL9MY/uEfSGPqEiT5c7DV40IWRGkKSaRqi45fIuj73Yop84mTKIMvoDRTdQBL7C9/xcP09y6VbDL//EWX7md+DhPetIjCQxJm+WHjUfRL4k8E1ZM198Zq2Kg1ymjGSczLO853tUk2ajWpZidRVjBVymXHXz13mBV9FfK4QlE85R6Q6ctOkOZNk8HaeuFj3Nenz13i/5191we/2zn/ti/3ve/tb/9QBvLx+mNbVp8rFvfO63G8HwNZMtQZh4JEkBcJuDS5RSQOU1EdWTVyzV2oj8BIgc1JTPtqiXyJ+ttSVzU3VM8jtH4OxdIURZZKRKgONcHO2YzPfA9wyhnxdYBRm1XF40axETzQFTzQ7PHIj41783xbNH1rFhUjNXN0zUoBEKGjVFvaaol+ydEQYpzfqQ+5/1WW2HTE3Zsc/uGDzvfs8U62YUd1zd4/4njOuiiU0F5JLQk4SextM+WteQ0nDpVssHfuIsP/M7lof3rSMxmqSoAMxsyeRBIsvqQl9LtM6LsKRA6eLcUL6/8ibk3LR+kRBaexQSpgR1pb7FmPFrl9e4IYQY/VzmnBYpXeO0seRlz5bBMMbrdV9z8PDR33/Pu77v7+3Zd2T10t07/tcCPOqdIo0WfiYdHHhvIBeYmQjpR4I4VmVpqqWoYmNU7FMF+NqTUyyBRlQ036gYqKiAG2Pu/EWRkSsuiNOToxpvpUYVg1o5+eRpi+e5xuLQN4R+Ri1MqYcJjTCiWR8yPdHmqZcjfvZ3Znnm0HrWTXqsq2dM1G0O7py9Q0ktcOwfBin1ICY1Ed04QCiJVzB4qcFFXvvhbLUk8Wj4Q1cuEIdMFSAfZvR9lW+JIvG0xtPFBrSWK3ZYfvXvzfN//g/Dw3vXkxhNlAnizOQsLggT18rnewJfm3z1knlfq1vR3PkRpaSTlfilOK9VPrHnuX4jEqoUcFVej55HABcyr0WXApmXMRSlA2lmiWPDMM5YODFPJz703i1bnz0Yx8nP/9/F6/8tgL+w7yhLZuv2lX2/eeWwf5xmXWAxKCWItYuYjRFjnTKFHmZNDUSVEcoTZXKGq2hu9+8qsqQkblcWeE5QKUY3lMuOOgbV2uIpB2xf27J6MPSyXDcn1MKIqVafiUaXR/ek/NzvzvL0ofXMTWjmahkToaWZg7sWOjuxAHctyAj9lFYjZs8Ry9efauBLiadMfnOP+NABHJJMkRrN7dclXHhBj4PHaszVYRi7Bt5hlNEf5iysFVp7ef2O864v3w6//JOL/PzvGL7x4hzDpEaUSeLUUs/ruAMPB3JdrF4mlygSqbJyhVNSVAAuxkBeXDNRMHkF5KWLZUZgNmtAXRBU9SHy6QjF3ypuHmPykt3EEMWWJJPsP3yKB5949Mp/+3/85Pa4f/SoX9/+Vw/wY8fOMD01seMbjz72n59/ofe9GxsRE7WQWmDywTwFwEeMjACRl6eekzErTpYZB/HYUbkJKj+an/MKc1fBLSxSFbagHSWQcub2tcHzDIFnCPyU0E8Jg5h6GDE90Wel2+eBF+CX/3gDzx2YZTYH92TN0qy58XGFV+6cF+PY23cArwURcZYxHISEyt1ksgBM8RnyGMQFmtppeR0RxZZBIioAN/h+hu9pPE+ilUJJrwQ4Aq7aKfjlv7fCr/1JysN7ZzjVbjFsSCYzSzN10waC/PBKiWZzu5AKwEcMXr7f/E1XL58du4a2co1G8nEtwKvEVMoUcOAo7p/8Z7I85+G69V2sEnh9ts2ufO+xg09k6zdf/U9WluePTE2v/6sFeNQ7woqp3ZR0X75z9ewp1oV1EBmBn6HUyOgv66/t+MlgTH8Ld2pKIIs1dzxlW9na3GQlHVFeBDfuoeittOVQIFc16Jhb67yZuSyPdeAO/Bzc0z0WVgZ84A/rfOaRORZ7U8xNSObCHNyh0931PLCsBZJ6YHMGd9o7DGIg5r5nfFYSn5mAsXpsRHXVcjo8TjStQPP6a/s8ui+mmwRM5Ow1jA1+5GrVfe0ArpVFSQ8hXYIGC5dslfynn+7whUcH/NKH1nNicYrBpGbSFzRTQz2FIHGjl33lBhp5RaApRRkEF8/VQL2UfucJPsfkSo7i0bXL3S44z+o7dkkrpJYDPLNlwg8EDd/j+WeO4Om9d156ef0Po2hw5C+K278QwNOki9KNi5ZPf/Ufras9ys2XF5kwg9W5/5maSpOBGLE457uLxZhMGZ0YMfreeU9Iobspn0WeCS1cAJmX4DobzAFbKwduT2f4XobvpYR+QuAnNGsDtO5z/7MZv//FFp9/cB2xabGuJZgNnSxxFmDhk6v8EDlzV9k7QeuIh16apB9rNtZtfp7WMnhhq7kajtBT3HzpgNQ4gA8SwbBwQ2I3cs3ThcWpciC67KPIz+fspOC9r+vRDE7xoS8OeOClGc4kNfqhpJVaGto6kOs8DlE2j0tsDvKcGPL4pajHklRY/JuBPH9VEluFrKrGQPWSrv3vow6sUZLPYlnqCBZWBU8fe46/N7XrH733e171dLvb3z/R/NYj4b4lwB985hgrJ75EJqY2xb0XX9sMzuCtb5AkKr9IoqxHcGb/aORw2UljxRgbj3+wtWAvYTz2M9UkRNG0MJImtvRxlTQ5wE1e852DW7lajMBL8P2E0Iup14f4fp8/vlfzK/9zHQcXpvGCkA1NwXSQ0QosjQAaeYd9LXDZzjBPCLn6lSxfCZw8Wexk9GIfXyl8acsAk6rOLALNPLUdpx41b8iGyQGr/SaDROTj1lys4HlZbvPlg4+kKv3rUeDqKh+/99U9brhsgV/+gyF/9KU5ltMG/cCj4Ula2tXgBBp8RdkMoYukj6S8IYsscHmuxwBeCMQ1gF0L7DXXeu0NMVqtbenCFMB22U/XhGEMxJliodvh/kf3vdakZtOJM939Nt2H0Lv/nwHcmIyj0Rt2HDj4zO/OH36Ed9yyCiQMIjfJNE4VaaLGCm8KBnfep6jIkOIDjnvZI8YW5UlZ+xBVcFPYgXaku3O9raRx1YkFc6vMgdxL8bWTJIEfEXgDjsynfPALDe76xgyH5qdo1T2mQ5gKMpqBzVPvBbhlDm5ZJoXCXHsHvrtxWo2ITz+k2X+0RqiEyxgWDkpFyY4cI6fDk1RzyXZ42w1dfv/uGXp1TSuxDBNLEOdxgzJo7YYeOe1cgNyrIMwRzLZZyc/9UJ8rd57gdz4/zaEzEyynNfqepqEE9RzovnTzZrzcZRqxuK1444U7VbEQi4hz7aOy8o4Abs/zvXEpOrIWyYvqHMDjzDVe9BJJJ7EYk+JxP3fctOl3N2659i0mWf2WUuWbAnwQxYS+x30PPLnlkccP7PrgXYovPFzjZ39glat2+bR7NYZRQKzP7apxw9mrhTsjkBdgHgseK4VSVXyXgXwRkIgRsEfyxD0XNRauHS0vMFKp69zxUoIgwtcR3Szmtz7p86EvbODk0iRG1ZieUEz7lgnfUM+Zu16m72Vep5JLk9w7L8Htu+xllMTsPxHQiwOmgtzFKZJOhStRrFK2UpOSaFoNzc4tMSoY0o2bDHxBLZ9P4ufyysslii5cD6FeIXhVzE30ef/39rnz9jN86AsdPvipGRYHDQY6JNSKuhbUlCVIXaOJJ51U0XJkaxar4lomHyOc81yztSS1VnaeA+4iJjGjXtA4g14maCeCfj/h5ouX+Gc/sMx1OyXdhQO7Tpm5LZu23XDEZBFSBX85gB85Ps/URHPOCPXJBx5+2psOW3zx8RrRUPBL71/kkq0pSmZo7ZpL0wLkRuZVf6KsSqtWqI3Jk/LrV34U2S/nxtgyqJQVgCuZV8mprBwepFWG7yWEfozvxbSHMQ89J/nje1t86hszDLMmvu8z4wsmfUPDt9QDS90fgTsMJEEgCXJp4hJDuTORA9z3XObz8GnLA0/WiROPoGHPCTCLRyHfXLwiiROF52nuuKHLx77SY9+JBoPQjWaIPIufgpcYvNiglHS+tRRIIUfDfQqAFx67kdQDzfrJAf/ne/pcui3ij+5t8sSeCRYGDYbKx/M0oRbUJAQyt1ELe1W6+qGyYK20e+3Imv0m12zcbSm+FOcAPLNVaSJIDESZoJe65uYkGnL9jkV+4UeXuPWykBPzs6yuPO3Nbrr1k1m8cnUSdxe+GYa/KcAv2TUjX3px/0333Hv/hE/KxqYkMT5ffm495ncyfuMfLbN9PXQHBiUNidKkmcIUfZH5UMviDi0K6ouLURLaWo+0+L/CahSFa2Ir0sQihck7gkxuB2YO4Cor5YjWCe1ewoMvCD5yd4t7n5pgud1E1kKaNcWkZ2n5hrrn5hrWfHLWdsxdC6TbJcIXhD55hZ7JwW3cyuCnKB3x8gk42Q5dYiXXt2sTJ4U96vog8xjGSOJYs74luGjrgOePpfQTr5wc5cc48Kkslyij7PDaOo1R6jyXP5mrD3/3HQPedOMKX326y0e/1OKJPS2WunXa0qfna3wl8KUgkLgeTmnRIg/YK2XHopp74PyB5xjQ10jR6nOVuTMjSKwDdz8T9DNLNhxy8aYlfun/s8BtlwacWphiuV1nMIQXn3tgYmaTuqkxefHdfJPhQd8U4L2V48HMRPw/ds6cbqzu8Dm+kDJMDJ3Y58uPT/Pn3+jyD+4cEvrCDaSXZsTg5ZHXFSNK7V3IlW9F24VX6spqR8X5RaGWA7bJnzOUzPALN0MmLHRT7n9S88UHm3zmgQnOdhqIMMRrerQ0THiuk6fmkcsOqPkiP2Recprrbl8QFOxdAFyn+H5K6MdYm3DfUwFHT9eYnRZ4Mm+uLmy3NfRmCxDmkmIQeWxfL7jj2j53PRLTSzwGiSD0LH7qWDxKbGWVUqVfjZBjMsUdMq/hlnnWVFMLIt79ugHfdcMSf/6NLl94sM79zzU5264zED4DX6M9hRYCT0o8mTO6cLpciXyjxmqQT9XXHpFSyeLVnMc5AM9liYXECmIDkRFEmcGmMTXV4/tes8obrjecmm+y2q1xdrnGkVMexxfmG2//XvM/WunJS4HBXwrgX3noSWzWY7J5igu3zdAZWBbaGVpJ0B6f+nqdH3hzn40TQyCXCZnCZIrMSqyRZcF8ceLXOifnLnSjss0imClBXT47ULsOeSdHfJ0QhgnDKGPfSThySvHxL09w9xMtzq40wAvRLY+6kjQ9S1Mbap6l5kHoOXCHnptJ6MpMZeUQ+X+3OchNCXLfc+1pB08Znj8cgOfly7ytpOjFGNVV9acrLxWkmRvnfMXOiMu29Nh7ss4gFNRTQZBYIkVu7ZmcvQs3pbAgR1ql9NlN4WqpfPqAm1FSq0X8yJsj3n7LKvc82eMTX6lz5FTI3pN14tWANNAMtUYq6dL5gJbSlR0LkOSOVX6NqjdwxWhZI09GfrmxLtudWUFqHcBTA6l1gSRZAokbe/2u2/uksU+aKqLY7aB34ITl2OJpov5zk1df+e4fXO3Y359snX8peUWAv3zoqOh0B//oX/76781eNJexddoSBpJubGh3DEQZvaEkExatYzxDzqSKTKkc3EV3uxwBnJFMKc9ERbA5HIw/C2FGrC1yYMuMIHCTVNMs48wSfPlrmoMnanz9sRonV2ocPNWAIEDVNaFWNLSloY1zETxLoN3g+MAjB3FxyPxQOcDJNXcObi8j8Bx7uxsr5vAC7DlSx5Pj9qAU48v5WHlC4aQYmc928bhs+4CL1vV54VBKP/VoJoJIg59aooScwUWpw4WUY0wOa4ueqlZu3keZeUSeT6sW87ffGPHqKzucXOlw3+M+h44H3PNUnVNLIdnAw0hN4iuEdH2aotKV79hcVAhpPOtZAjv/2lTYfFSH5Lr53YlJwST5ESNJqYeGIEyZmRiytJowiARaWW67JmbH9GOTnnzzTwmGH+IV9MArAvzuex4kTbP3DlcHjZPZJNOh5PJdGdZfYWZ2wNFTBmszrAblpQQW1ysotQN2Ob6h6HAvAC7Glq7q6SidEopUdBFQFvaf09dekJFklkPHBc8fUnz5sTovHPZ56XBIJwqJ4gA8H9XyCJSgrqCuDbWKDxzook6jKJt1deFBLkt8X+H7Mr8B7Eh7e1m+i5vT+aGfYE3M/LIksgFaS3xp0WJUYLaGwEuQZ2UrmHOe4tRDoJmbjpFqSC/x6GvhnI5kVDCmlRnLQMpqLUQx7AhRrqBZ2Vrm/o6XqXL8RD/y2TAVs219wnUXRAziAX/ncJsXjvh8+dGQ5w+HHDoWkqQKG6j8QynGskF5oCSq1zKn8NEVrSY5ihy+dbUaZGAysPmzcT1uMnMNMQdPpRw80ePlozVeOtxkqhGwZWqKkydiInsvQrzyht3nBfjjT/wZ3c5AvfjcMfHqywJ8T7B+BnZuTnjjzX3qE2c5djbj0ed9nn7BY+ZaRxeeZ6g1EqxxOxlgBGlSAXne0FrUhFdXM1fNY0vHRGvj0tHSkMaW/tCx+ZETkj+5N6CfKJ55KeTA8YDFnk+U+aB9UB6qpfCloKagriyhwo0zU3nhkXKs7XvCJT2q4PYkfi5LAh8Cn9w1cSlzN7s8zTOiCbUw5uxKxpcfdsNvpiYEWhbB75oqyiqz5de2DAiNJIoUszOKN90y5J4nBhxrNxh40skUDV5q8ZLCs849dpk5u5DqrBNZ/g1jdeVvOKD7mSLTitRTJJkbh+es1IS6n/DqK1JuvjTiHa8d8vJxybN7PAax4o++XOfwGQ+EpD/QZLHK050SqwW2jDqLHOvYJx6BelSphUgNwlgsruWnVs/wwgyB4ZorYj78+TqPPh9w9PQEfm2SbZMZO9fHJKnPy0cDJg+dEFsuvFDddc/n0ne86e1/MYAbI6g36r91wZaFq9a3EiySZj1lbnLI7ATMTkt2bB1wckHxb35zkn+Vd85fe3HCu98wdN0cKcxNZlxzRUQjdMvx2P193roEB4p2X/Ds05qljqvae2yPx+e+ETJMFMNEc/qMhxGaxHoY4YHWiECjpcRXgpq0hMoSKAiUJVDW1YDr3PPVI+b2i77MEtwq79EUJXv7nsH3iwKtrGRv309QKuZrTyvueqSJ8rWz28b09yszeOGFOx0uSTLFcOjx9lsHfOahDn903wS9NKSR63Cv0OFJkZSxZbeQELIEl/tTsqL1KwA3eUJOOyb3tCLVGp1mDugqo6/cIP2pMOWW3Sk3705ARLzrdX2GiUvAfPYbAY/v8akFgsWO5tkXPTo9iVjriZ57aztmN5ZGaLnm6pjZycx1dGWWd79hwDUXJ47zNfzi70zwjSfrZGGDVjOgJi2KlKW2myzQmFy+6n1X138LeP9fiMF73QH1Rtj64pc+uztNjdo010dIQS1IaNYH+P4QIzLuuT/gP3xwghePheUVfPkYfO5rbjaJNTAxZbjpqphmaDCF6HrFh8gHAQlWe4onnvfptBVSSyIjiax2zCQ0KA1SI6RCSoknBaFyXm4gDb6sgFmOZvQ5kItRw0O+a0TReFwFt2P4vKzWKxg8qxwpgU6wNubkok8chQQTEl9VrTUxnsUcKxUe1esUzJoZRZx4TDUVW2djfDFkkAYMUkFNuw6YooakSGgpWS1vleXfcn8jt2mNGWVPjSlLKgpplKZZnjdQLkGmUpI0QyXFmAl3bJ51TpUQhku3DYntAKkt7bbgiec1q/1RK9o330PbpeYboeHmqxImJg02cz9QkwItR27Zv/zxDp2+xxcfrzPIDGd6iiwz1Hy3BO5qJCo0w91vfNM7W91Or9Ncsy/nOQDXHCMZ6F+9eN3zr4tq84S++/CBF1MPh3hBn7sfFfz8b03y4tG6Q41ruCRF0C6WIQmdVcvpr1Urp14J4OPFx1ZKTFHQTf4sVN7LKZFSooSbuRdIl3L2c0vLz3sNPTVivALcnnYd9W7rPUpwu7YutyVK4At8TVli6hg8Z3Ft8HWGp1M8LyEIEo4vGv7gngZoH0+KUYBZyhNxDoNXazGKIaEObG6wTpx4vO9NA/78/gEvzTfpZR711G1K66oA7agTJ9+Tp/xbMKpPLlYKIysFXsVhyloYrRVe5ualeDpDKZVngzNnHCgHbBfcm3JwkBIGaQyzdcN332ZAur2Biljq/Ms0UMhTK7CZh0nz61544sVqLgxXbE/55X+0jPotyeceFpxOGqwOdT5zUXB2T4T/2WOv27j92K8mafb3vyWDP/7kxxBC+MsLLyLMMtdelOJ7hhNnLfOrhuOLiv/8J5O8eLThhKxUJcDPMUCxZF5xRb8Je4tK/F0JWhCFQ+AOLcATOSsLO/Jp88lYniyaakeFRJ7Ovy5rofMm3Ly7ZQRwWcqWwLdlS5vvm8rgnBQvZ29fJ0gZc/SMYKETIrQmkIzJkzI9X0lrVz3haifTKBBUxKnHTCti+4YBe89EDDLNMIMgE3iZxUtzHZ5SOkujWh01Thb56XeOVrERQLUD3qAzQ6YkShfbl6t8dkqWuzYVYIsRwItkm2NbMzIGyg59W37mNXQ25qiNvjtigOJ3Zpnm8q0J/+bHl5lsJBxdrHF6ucaJMz6ZBxdcEBOnL/Gl+z7hZ+bcfM85AP+1D/eQUvDU/gl6seA9r+tR8zMeel7z6J4AKzzizId6Ae58Wcy9olFtwppihDUftPpxRnUNDhGyTCg4QGsxyqppkY95EyOvWefjmHVO9rosBaVssPWVcHXQY+CW7tkvgF4Enzm4i+4fbUqJ4mmnT30/ISXhCw/VmF+o4U0o/EKaSDvuoKz5vJUYqzKCYZT0GUZugu1bb+vx0HNDOmlIX2tqqSHO0+lKjhdEyRJkxV8qAs1RR7yzDvOZKhYy5f6mNoJUCXQm0UpWhgOpEtwj5i7KI0yZSa4CvDAJSot3LRbOufoF91W+l7tnhTWcpBmXbUn5zX/aQ8gOj+3xePh5n8AT/K3XJFgbsTqocT6FMAbwldN/yORM8Kqf++Xnbnhhv8/icJb/ftcsaWbcUqgA4TrThZAICYpzM1oja2j8Q6wFeHEtcs6uANuWSQVFcTHzYqA8ENViNH65mFBbjEKoArucg6Jcp78+H8CLgLPQ3bqQJTbX2+O15L6X4HsxZ9qGpw7UQPvoXJ7oSoFSWYm3BuFlg0fB5IbSDy888STxuPbCiJnJAe2VOv1UUVfgpe6zqMy6I6kCPM8ZlH9Ijldy5mM4nI0rMMrV8HtGkClJpgyZEqRKouWocE2WILfjIBfO6aom4cbZ25YXu3TK1uBinMUr8K/cLFK6Hd7cfHnLjRcbbrnUjd3o9FosthucXGzecHTw6lf99z983YN//33vPD/AH3w2JAy87z6zxDWkEVsnAoZ1GGaKxIyM+iJ1Lql01qx90+fcoec+xm6MorY7/1qVKXrKEk4lim6dYpiPHfVeSteCpWUF2FKgyu6VEbCL5lvH3rnm1pR6u7AEHWOPwO3l+lvrBEHC578R8NALTWSg8aVw87fLCsJRG93o/KzNZlZHoxWeuCIzisHQ45bLB7zt1V0++PkmcRbQyyRh5jaBKlarcsUQJk/GmDU31CsxORgtR8OWtHEsnjN4qiQ6My7ekcWgoOrINwfu6o01KsYqMGHPG2+eFw6vRIBipOmL31PYqmmq3W4fScK6qeSaDdvS78by4HkZ/OTJU0y0Gm/69Ge/+kPdxR5bZhRJljGI8/ly5YyL6m32Co/zSJJXepwP5OUNVACkAHRR9FOOYhuVduq8Tto1GoucyXOw590wnhoHtxunsIa5855NP29v83TRcJBWjoSYhE/c1yKzAarMXlYDzFFfY+FsjGlw3LgMWw7QySswsyLY1Ag83v36Pn/4hYhVkzDIQgaZwEspWVxKi0xFKRucXbhWi8qKNSmozjPJtJtFkxqBp4ybMJYHsqmUuUSRyCx/lrYEuQN1AXA79nWVhV8RL/Y8L6tsLs79h8W5cmXGikHsMRjWSY1lU4MfuvjyN319fv70PevXbxwHuFYJxkQXrp8a7tq5Pib0PJbbGUpYIl3MC6x0wK95g+cvjxyD8nk/WdVVWst6o+dR7UPhTpTALjJ6avS1UgXg1wy7yYGtlRg5KaUd6DruXWOyzZl7FGDqCnsHXsxTByT7T4VY5aGkxJemLEoaSZTR3bvWRSmOojFk1CQiSkclST12bUq47IIej7xcI1E+g1QQSvAyi05FZWUTyDTXwkjy8rbKnxQVFhcVaeSedR4HKOP2E03z/Yt0JhyolSyZewRwVZYrjwrhzg9wMQbWkWA5F0Pi3BXfjt5/cY7SVBIlit7AY3HFY/+xmMuy3q5tu4YXDvrxPSWuiy8COY+yNXZsWOaqi1P6L/h0+w4AQkIqR21FZcnrWkCvZe6xZedcPq8WzYtzQG7HgF6dwKTEqEl21GolSolSdIvrEtxyDODV4T+u254S2GW2smTuDF+7xI6nnXtiSfjT++osLdUQgcaXLhhWa/X32gBzzAennPZUreMuvWmjSBLN7LTk++/o8tSBFlEW0lc+tcxpcV3EKpIc3MVaYXJPvCjMzalkjR53A5bGp1JpA5lSaGNQmZsZqZRFZoUklOWmBWXxW7k1SgXgpVxZe73tOZq7CvS1hXjjjRIVgGdu/niSSFb78MLhhLTe5cKjS/T6w/J3lwD/nT+6CykVvf4Cvc6ApY4bA+E6R1zwNhp8eZ4O+HMAP96WttYuKu7htZOUxFqAjAFc5H2XVSYvWHv0rOVo70ulxwHu63wAkFdsHZgnhbTF8wpJkh86Gzu0cp07Lx2FT97bJJI+Sqo8ezk+k2VtBvOVdGjppFTcFJMzeJppgkzz/W8c8pG7+zx3qEaiPPpS4mcmt0cFMqs6KjZvLxsrc8r/1vi+RVUmL8BdsLgphgIZg8xy6aXcaiHyYaIFc5cA/xYSpbjm1UaXcdyI8pwU+LG4LHgZs5jxzKzWltnJiKsu7VELnuDpxw9TtQs1gDXHQGyt/8v/8Fs7v/RAm3bHsHna7deuJCgEVo6qv8qa3mp975rCdhgf9vItLcI1AB+BW5zD4AXYy3EHlfEH1alNWhdAz7W3WgPuIn1fAFuZnNELcJtcnqT5kaC8mP0nNd3YB6VzeWLXlMeeuyKNj82gArQ1XnjejTNK/Likxu7NQ57bH5OZgIHxCTOBl2f9ZC5VShYvgWUogswRk4+qO01eD6OtyBt/HYCUgUw5wMt8dwolyYGeD00tZxmOuqvEGhYfd0/OLVdYK1XKlsbqSsO5N+SoBdL93S1zGddebDDWMJQbdzYu+4f1J1//j/rXX7HRAfzQwTNMtFbfeNmumZ954MEXaE25VLXM9ayoXhhEZVjPCPSj/z6u0b9Fcn5Mf8OofroKlHJ2nhg1EChVsHmhwUfMLSuypLqLsafIvXCbb6lSALoY52ZK7T3G3kVfpx+z3DX8tz9rsjQIEYHn5Im0Y3JpNDjnW8TiVYYyBUMVDO4clTTVtOqaf/B9Xb76VIulyCeWmoGU+GUPZfXmsq7wqqylN2UZrcXk4DZYJOPOishXaYuywkkV6cBejJVQEjIpykC/bPquTKgtrL3ys68B+fgqVmHsNWAea28rbsYKsAv8KGkZxIr5pRaWjGB25mf0qZceNFn/z0sG/8xX91APfZ567hhpkjI56eNpB2411tVaXBCb76gwWmKr4wKq442LL87L4KJI7qxxUb4Zi8vR3MEC6EVttJKjdq6R9s4twxzgI81tyqCylCUFsFWWz1IZsbenEnw/5uP3ebx4sAbSQ0pJUCzXlbhh1L/oPtQrVhOuOYfVdjOTM3mSadLU44pdfb731R0+cneI0QED6RNIMUr6rAHeWiYXtsLklbbBak2MUeTgtph8ZqC2kIkRFmTxt8qeTZtPxLIlMZ3bt2lLpIuSvfPVpIqranxXzKlkJE3OB3ApnQOUpZLQj/Cyw6hYIDK3MYQG8GWAEj4TNY91k4JGXZRAKu7CajmvMbgYvZwCW5UuoylV5V16HteFNQw3Are7MBJBUSCnBKOxYnLE3IU8GQO3lCP9XaTsS4BXwF3MKiwArs5lbq0ce3vaTa1aaRs++7Umi+0AQm+NPHlliYIQ40x+TuBUse2qnTi5RElSzVRL8T2v6/OZh4Ys9QJipRlkMrcnCzdFlFJBrmXOnLWLb5mSzUfGgbK5Di9GU+T6XMn8veV/S4oRyMsx1VX9XenbdHGWOO9Sbos6cTvO1g5jlQm0Vox29KjgqdD5KoahkrR7NcJWiym/RZrkAD975iBTU1M7nnziyZ86tn+Z9TMhUomqm1O5GHmAmQ/YLGZ8FxrSYsuTNXZXVn5Hie81S9g4g4uRTKlMix0BvDo9dsTeTqbIcieHKsA9XYwsq8oSc155onU1qZOilctcHj4iePloiCFASOeeFKUDqsLcsvIZSvktRnAbC8yrFpgRea/mqJfSeb4arOaS7TG7Ng5Z2lvDZr5j8UyUpQtK2op7k0sVMQIa+VjUvI3ECfCy4yp/L7Iy4F46sBsJJmfurOpm5cHsaJ7haC+i0kmpMPfaFQwqjD02e3zE2OPjmavThwueHP3mzITMP7fI5Vz6U5dfeeszz7+w/4g+s5LRTYYb5tvmTQsrbaYnA9LMlGAegbsAcj7D246GmpuKPz6+vUiVyc99jO5yMSZPBBVgV1i7SJ6UgK4AuwB7sd+mHjvyLa3VGs1dZe9iSJAasbfKX2udoFTCFx5psn+xBv5InlTdk7Wf4VuVRo+fr3Gft9oZnxlFHGsumI156y19Hn+pDsYjzZwW97J8yGc2LpVGbHquj2WtqfzNyt+X+dfSSRZjc6DLYkMBWxJMtma0BNXzQOHkVFTAKwG8lL5VqTYKKrN8d8isBP75TY4006TpApPN4Ztatd4GZaMjOksNJjNkqUu1NmpFgDM+DtfkG7gWw80zu2YnBkNlYyhnBo29+eqKYM8fYAopylR9weSjeudKi1ahw0UO7rIJtwLufD7haNsOzgW2Hg0IKke8aZODPHXyRCXU6jGP7FP8+dcaDIY+1LXbnVmMS5O1Aebaz3fuEr1Gf6+xDKu+eJJqJpqad9w+5O6H+jy2z8c2PAZZgC9cJaXL9ooKuIvCpwLco+dqAZQLPnNHRzk2z6TT4w7c+evKkE5hRkAvdT+VuYaQF369wq4R1aCSEXbGklCVPYCq06+qw/arpJtlFl9LlFK5X6/Q6yddN/oFG1NO77AMYogTNxdutOFQdWq/zTeJKr4W5fdNnjxY67JUEz9j9H0eaQJrtyERJXCqTC5LeTKewRyBvCibteh8XPA5RwXUXsnW7lDKBZi+H5PEGXc/XOelY3XwPIRUOajsWPlAIanOV0U45qiM6c2cSMy5XnhxFHZhHGsu3Zby5tt6PHukRpT6ZNJjYBR+VgC8Mr+kCPYKHZwVIDdjXrS1gCoMAuM0eEFOUmAVyBxgMgd8CW5rEaZyY5uKRKpc02ost1ayni+zWuz5U3j0a/f6Kba+cQTs9nhKUsvSSsr+YxkTsxmdboq++8ufQEnFYNAhNkPCIEDJ4q4ZbSjkMm3F9nG23M0hy0xZY2yMdXf8eZYRclYv8V188KoWF9WtBfMTJgVKjKRJCe4Km1R3cZBj5bIjMBczsZ3GthX2NhVg5+ytXFJHq4TAj3nhqOCeh+r0Bz40PKQoKger9TDnyWJWPlP1rnY6vLja46OjSwavNiTnBVhx4tFsxrz51ojP3D/k2UMBaJ+hkfiFFjeFVBm9H/ItHM9l8hGwLc4xsTJfeaXAKFmSXFkeUQG6NFXZaNcE2N98O5QC4NUpA6OhrfmcwupGVllOrJmtEG0hlR3Y09TQbA05eOA+Fs4+4TqVPvLnKyAESZKydVbz6itcwb+7sygBnub7Ibrdah2w0sxNVpKVO8oYgRE213aFBi+0/AjU7jSPn4Tq4HVRAXnJ3hU2L4ut1Kg2ZdTKlYM7d0rKWeFjIK9IlPJwwFbKJXU8LyG1GZ9/sMYDL9Qg1CBdQ7NfKekdK42tHtUX51ulz9GSotyNfOSoyDGgR0OP117R562v6vPi0ZA09bBSMRAaLxu9H2FAZOM6WIxBbATyUkIq54EXr6U1WOWkizQCUxKLA3rxdxzYi2tVlUeja1u9xc9nDVaBPQJ1sR2hyfdPteXXxaB8Y0bk4PuCW6+SXH7hMkp1sNaiv+eWaYQQpGmKIHIDbnyDyDOXxf6HSWrz3WudfJEZiDSfzZFZZGZJKwU31uakcZ4lafSBxZheq7KePIe1K3vvFFG8ogJ0W2HytVKk+HoEak+Nps8WzolzTHL3RCX4XsIzRySfvK8J+CA9hFCuCaOwB9fUzFRv0AJSo4EKlUDEjpiz6hw49pZOKmQFi4rKPvEaazXvfv2ALz885ImDbpJAIhT9TOQFX+69KPL9SRmlzscCoUo7wig9blH5a1XcfCr/fTkYhRkltYSogH3MQaquzGOq9DwAH9+VLSv31nSMnaZuP9A0B3ma5t83ld3bBFgkT7w4wYHjdXzfwxiDvmhbihCSLE1J0xhPu+UGRpIkyfcaT1JnwSXJaOBLmi9HeVudm1gkXGG9HAskKvKkIlNGd7kYA7dc632P2VOj59Gw+6KicLSzwzcFtx4960J/q0J/p3heSpKlfP2xGs8fqIHngdSVxobxi1p9v+fv5BnnT1v5YrTDhVizXI+cFKOKPeI1Uexx+a4hr73Jsfgg87BCEQmfocFVAAoHbpHrbiEsZEVqZRzk1lqsqt5s7rzagtGtIxlrBdK66+O+dp/b5LpbSs79/JVg+7wrWPE31zC328bEgTpJDWlqSFKns9PUkmSQZDYfmO9uUzWwLLdTlroSz8scg1954bJj8CSh14+JU1WJ3N0RJ4o4dRu9qlhWeg2rLWqVW7aa6cTRebWubLyK0P2cHAN4EWCeW0lYBbbMW9WKwe2FRNH57g7qPODWuTzRlQm0SlcsQZWilasa3H9a8NG7m0SJV7bo+ZKyNU2NZQ4rF/Mcg/98V3cc6FWZUmwB88paXNMIJD/85j6ff6DBvpPu5suMYpAp5+5kLvlTBpuZYDStZBzkZX4iDzZVZeUdMbkdAVxKpLVIk6/geeLHWjBrVrMquMdqUaqf21IOuh8HdwFqt3NccST5BltxigN6mqsMK+hHAs8X+L77vfqRUz+xfnnpmX+Z9T7P66/qsmuDT28Q0hv6RLEmSjRRpBnGKh/4iCuqLwBcZJwkYPP1Kpceo6zmuAhby+DVhMRoI6TCCx+v/x7tv1Ntesg7e/Ro0yld1DOX4LblbL/CGix3gZCmEli6I7Ypn76vwTP7c+0tNEpI/KI/tDp5dQ2bU73A3+xRzR1Q3aY8lynGOGDbtckfTTz0ufaiAd/3+h7/9Y99BsYDo0mkZGDy1j7jKg1Lp6riTVdBXijx8obLn2VFQsiKZDHGTdYyuYsipYu3qnVERlYcsup1r4K8GmSaAuS2DCjTXJ7E+Zz0ON8UIMq3SRwmMEwFvVjQjgTdKGPjbI/XXrPMj7/z9f/yxiuv+km9cvbQ5MtHo7d84t4Wn9wmeeerVvhbt3XZNBfS7tXoDUMG2kdpryyqAcq+vsy4ZcyYPMK2LoVrjcCKc2t/y884ZgmOAF5lbFEw9hiLj8AtCydD2ZzNR691Pgy/ALdWBlX5ekyWlEkdp709HfPyKcnHvloHqUE49i4796s3XPU4zwUdqyYsous1+htLWWw1HnCNZzaNzdP3ys0YtEbxnjv63PX1OntO+CDd4NNIaDxRlNHmK2SWB5uZWAPjakyQXy+bd02pfPXNAV48y9xpkSZ3W0zO4PlqYSUIe+4GVq9Yk1Pe2DbvcspBntl8m3IH7kG++9wgEfQiQTcWrEaC9jBleqLHj7xumXe8KmLrjI8fDN5y4PCJSd0IB0wEMb71efLlOs/tb/K5h5Z51+va3PnqiMBr0Jb1ssAdRktJUgSZpd4YMUUR0JQB5xr2HrMF1zCgOK80sePau9wu0Ja6u5AnJYtrk+vztU5JVk6l1TotwS1zByVTKZ97sMGe/SPtLYV03nfJ3mu2+ajozmqzcbnd4ThxV77OvXAqF7rqiRftbEY4cMusnBgbx5pLL4x4+6t6HPxYQJxJEJrEKAZFhrGoFc/ZO6kY0kVTApXa/SIjpyrF2lWmLZlcOEvRWDeE38mTgs0rOQHGA84Rwa0pVyhvcufSj+PMlnsW9WIH7pVIsDSAQPT4oe86y3tu73HthRJskzMLNc4sgZEJ+qILukRJn8laRs33aEcNHtoT8sjeJkud07z/e1aZLHrv8jvcDYqUZbHNGDuPsD1SeWs1d4XZ1qa5C7CMtpceSRBXZGUr9uAIzNVtA5UcBZdKFsxt0DLLQT+SJkpWrMF8R4hDpxX//dMthtKBe21wOT73ZHxDLFENML6ZOrEV9s6lXHVI6flS95kRZNaBOzOaNPMIspS/f2ePP/t6nYOnNKgEMk0sPBQCzWjMccHepWtV6G9VkStjWehCd1vXE1Dx61UOailNmdqXBZkJp8VlkfSRlWtf4MKuPR/nDpcoMpxJPhu9Hwu6Q8FyJFkcWALb5if/1hn+j/dGWNOi3WvQHwR0BylHO0N6WR/9lccnmZ9PaQWCMDBMRzAxEJzoTvKBjym0PMZPvK1LsyFKEzNNBYNIuZxYJfs0VsooRs5JMZ79nHqTCrjPaU+rJE+UqsiTAvBqtNGrUuPPDtwm38rE5Hq86piYSlA50t6ejunEhg9+psXJs0E+Is5Zg1oW7H1+aXJOgqcAkfjmWB9JlUrhmi0K2dZahxVPPFNkUpGlms1zET/xvV1++aM+7cRVmBkjGaKcbZiNAF3Uio/WlfPIlQqTW3Jw4yoJq9uqS+nuDSHzz7CGpGzxtXUXu6g4PK9Wyf/dKB/irr3FSZVBIuhEgqVIsjS0KNvlx7/nNP/03SnDaIbFlRbtXsBg6GFMwtU7PRpNhd69UTKjFYOzAamRdPsZ9cDN9Tu40uQ//M8NXL7zOG+8voNWbnSZ1pZB5HF22SNKBEkyynaOVQyuBfYakI/JkXPkiS1ZfLS56zjIVUWalExe6G05clMKUJegL2VKms/dc9pbBwmf+nzA7/5pi8h4Tp4I7TKXoqj3GK89GWPuUqaJNSvb+SE+XlG4JvFjK8A2tmRxk1uGxYiJ1GhCnfL+d/V4+ajPhz7ngYwBRSaKgJM82KxW/FV0YwXkxTQTB1jniRerTKHHbQl0gZW5HWyt0+ByHOi2cr0ptbk9b9ApJEg7sl6shWFsGMQw35Es9AXtxJAOhrz15gV+7n0DhoN1nFmYYnG1xkrHo93XdHoefdFkcrKJ3rzeMlW36BROL3mcXpCEfoqnDKtDy2Lb4+NfDXjtNav4fopSAw7Pp+w9XqfThTjJzfY1l3OtFBFrGG6th1ztZaxKEnkOuCsFTgWwpR0LLB24TcnUKtfexeZUxaw9VYLczRpcXoE/+2qdlagAt2tr8iTlzO9qWv4ciQXlEKMx5l5jj421+JUypdLQXabrnR4f6/Qp6sRlhjIKYzRpppnwM+58Q5+7Hqyz1FUgEzCKBK/U46Lyvsff2gjkxQ7UY8GnrCZ/RnIKWQC+wuD5aymdGJKVVYOyTqUyNN+eK+20dEkbX0sCD8JaxFIWcXhZoG1C6A957x1tpFB0+yGnFhssrnqsdhWnFyyHTyUkXsLGJEVHZkgmO9QbKzQG65hsejRqitkpQ625wrVXzkOW8AsfbILUCB3wzIEGvRXB5VtjWnW3OWmZcaww2fkah8fALdcy95rKvOq+jarwnSuSpLQMzwW3KmWIKV+X4C5qT+RIonj1lM9/LeSx52uYivZWleBybb3JqA9xPKkx8kHHXZVz5YkoIDWW8ClzCGYE9DK7aV0KX1V88TTz0Cbl5stj3nZjnz/4gg8qBiGxSIZClYGmzIXHuGV4nocoYgJyFrdYWbxfx+DSuppwqmxe3Bd2ZJkWq7IppIccre92zcperTXXCiYaissuiHnb8CzPH3blE0Ja9h1T/OofhFx7MRw/5bsO+1TQjxK6aRerB2g/Qp9eEBw/rXjwUcXOdYbZSUEjVEy24E3rMr7r5gH7jkXc+GObSWwLGTRY3xRcOGfo9DIkljBQ+YgGCXkRVDXQXKu1S7BXAscx0Fe6tkcd9E5yuP0wq+A2Y6AvwVwFtsx1t8xKieIYPEVJN+fk4DHJRz/f5EzXd/tdSzcvQwnH3uUouaqcWqu7xTh7f4s4c02Cp3pU67TJXRS7xjZUKGPIMoWUbvuT9c2MH3lbjwefDzg4L0EkINyO1MP8sxSBH6IwCM6jx4twSzr9DW5psjm4VRGcytENKio3daHPbaHD8593K1xhK+IkDSOwF/GWVq4ZPAwsk80MQcCVO1vccW2bWm1IJoZc92PrefnIOl5/rc+miYSJhqIeKrZvFNxwRcbc5owgtOgk8rFJjZpsUQ88ppqWmYmMddMR2zdZBgOfp/eDrYVoXWc2lKyvGwLtCl7i1KJ0PodjbLPQ0ZJzPo97TIJUGVuM5EiZ1KnIkzGZsja4LJl7dFTZfCRVCuckw/cToszw2x9v8cBTNdfbJl1ixzU15ANAqzKp8r7Hwb3GElsjBcQ4tkfPawqPihp8S6V8tpLskcbmDC5RuWRJpUalmtdeF/OT7+7wC7/tE6USN1BSkgonVcpZksLJB+z5g86qaBlzWEbt7LkmFzmgc8bPmyAsOZtLkTfp5iuGdCAvAuqyXENQXntdblLgrmuUSJZWa2TGMtEQ1ALDNRdl7D/ts/9EgI1Sotgw3TLUQ83EYArPNglViN4859HwPLxY02rCZCNhqpUwO9WnHvbpRxF/eG8La+o0PbevZKhdsgXyiD8Do2zeAfQKwF7D3qWWXaO1S1uwYHCFm0NdFFRVgK6lHenwYkDkWDBZAXguR0rmztnb81Pue8LjrgfqRLEHtSKxM2JvXcgkOZo7OFZBuKZQrAroasXkOexdAfkoiW5LoJu8gq+UK6aS4cxlipstrlB5B36tnnLnawfc+8CALz+hnG0oXBF3IjRDium9FmFzBhfVQLPoAMr97uJdWVdJWA1HpcjZvAhMRUWqIPLMn2Nv8tLa0dBRMbZqiQpmSlzkAU2WSaJEM4x8PB0SBjE/9MYBX3hiwErss9AFcHUrw9hy4gyknmRuTqC3bxrQbw2o00dKj3qQ0mpETE/0mJla5RP3KR56bhovCJj0LPV8dzJVdK8Ui1Qx73kNY40t5/I84K4mccS5AWXVBz+HuXOJUj6vAbcqhrfn7F0Elg7oLrBc7Vk+/2CNfadDJ02E098i197VcWzVsWznBMuQuwMjRvoLiJQ8yBy3CKuW4Tk14oVHXgk6pZC5VNHEkWb3hoS3vbrHY3sD2lGuBZFYIYhw+2sW71dY8lGG4yAvkk/F9k5qrBIxf99yZCW6HytAXfldEsiz2s5XFmUNQBECFDd4NZYRjFL4boqVYhh7eNqnN6hz2xWrfO/NC3zs3pATIiCzlii1dPopUZwwsT6lZzL0Fx8bMBH02D3TpR4GBH7CZLOPkB2eO5TwwbvXE4kW076gmW/n4ecTW0c2mRgLqMZqSypyZPT1GrZey9prJYniXHlSgjsHuHwl5s5twYprIqXLYBoy/ucXavzup1vYYmsUoUFItMh3/C1091hAXKnvkKPgctRkXGly+CbsvbZfdS3Yz2cbVoHt5ggqpDBIo5B5wKmU4f3v6HPglMfv3qVIUum6r40iQzIUIs9sluKj8mbP93UO1EpdfzGFwhYSJndbLHmJRnGjWJe6V9J5+qJwXozbtOr8/ZUjv92NaRPEqSKOFUPl5xWhCX/nzUNeOjLP3tPrONKuMUwtNe1ul2suaXPtZQK9ZbqOpg5WMdUaMNXqkmRdfu1PfD70pS204ymma4qpwG13Heqiz7EodCqKo/JLK0bAXwtsVV3q5TiYzwF7AWgxCijlGIObigY3YxJlpLkLS9CMLEGZoWSC7yccOC256+sNej0P6jm4pUZIWe4kUbo1r+AIFavUWCVhjv5vleSBV7rARcHVucxd6vHcTZFrWtuk0CRJRrOR8Y7b+9z9jRoHTkvnquDedGa0A3llY7CqDhdjIK/eAPmrNWxeOCylZhejn1N5rcro7+Q3jiRvbxuVcxTnYFQbLvIeBDeHcCg1UjlZKqTh2gvhrl9c5iP3DPjAH2/k8HKLubpkQ0OwvNLk+Okp9G1XW+KhIV6N0LrLwTMD/uDLdf7nF9fRSZvM1CVTvqHpW2q+21uy2AJEq6LpdNwmLCrKzldPco4sOU8wuZapSxel4pro0j2pgFsW+2kW23sXR8X7lq5bJ0oM9z7W4KtP19xwcKFya9Bp76DK3hWL8FxfX5Sr8xqH8JUZ/JuBvfI8lrqvltCafA9MYzHSlLs2GKMwJsMYTTLMuOOamDfcPOD4FzWRyV0V46zDRCiGVLKwJg8CLQgzzt7VjUgsjpwwoxJom78u14NSprifcK5agd4c5nnsKaxFGueoVJuKR7XhgiQVqESNptrm9pM1komm5Mfe0kdykv957zQnl6c53VbsOaEZSA+diCtWu9Ezdx88af7WI3skdz20iX0nJmiFHptblpaXb3nt57sC+270cDmSWFVmkxQ13NWjYO8xDW7z9HtFjhQyRFSlSeXr3B48H7hHzF4ppJJrWFylDtwqQfkpDzzh8ysfniCzOndOXNZSVHzvoiy2Kk9eEeiMs/h408N5qPw8EmQEbpHvADxebVcEnec0J0vjMpzCBZzSGNJM46uMn/3RDvtOaO5/XGF8WbK4NRAXetwU0B2x6wiM7pEW0VaR5pQjeWIrr8v5gsqWQzOx47+70P1C5IAWgsxahHHvRebATlNIBPluziDziMDms1zciGlNPQx4/9v7vPH6Jf7soT6P753jwm2tu2+5Zteq2rvi9b725MmD9zwZ/uTdjzQZDCbY2JLM1iwTvqURWOo+JbiLjVPdfG1Z+t9aSZQuBl5SHiMpMwKxUoxJj/NqbLVWb7ulaQzclZ0H9BqZoiu2YNGKplWC1gknVgS/8tEJHny62EjLd4fSeNJtIBvkoyc8WWxoVd0DKPfE83Fmo8ZnOZJt1aMyXq7sTlrTmeQsstGUqNGkWM6RfDKf8FrssFDEBeWMwKJ10FpmZ1ICbXnsOZ/VQaW2IA86TR4xlBnYag59ZIiV/3e+BUmc82+dJi/9JEFZj7L258vGmZIsxuO38bSrKBNixfSvLFNEiU9/GDDT8rnx4pSbLpWsnzj+IyJ5ZJ/utZtOP8cJu2aGBF42ppPHdihTxdD4XKJUdk1QajTGYWz3hWo1YKlnK1q7TNqYMf09JlFKsJ+PuUdVgfIcDZ5WdLcrqMqCjI9+ZoI//1oDG6pSdyMVQuTaO2fu0cSqcRYfRfqiDDRZc2HEeWBw/kee+uaVEj62IlPyITzVKkPpZthIIyssLpGZIhMa2Tfc+boBLx3y+NXf18Qid1WEBCPIEAwrYXHFJ3GvcqtPVUCmKnLFfS9n7mrgWdHh7vdQGVtBWXUqjLsZs+K8ZWv7dIusqyxXENcjLJwuVzo3EwKWVi1aTVALA2p1z7WsXbDegTCOYdB3+dWiZapYflW5oZNw+90UGzkpUWFwMRq4Uzm0rLoiucYu0u7nAXfV5y6ZW1b2hymYuwru0gasaO61h0qRKuOrTwR8+IsNhlk+BV8WiR21xvc+D7Dl2tLYb561PNf/Hv9GsdoXy26hU6o6vBhUbyWjQLPQ4aLQ4bmzImUedCoyYRDGIIUm8DN+9Lt7PPysz5efli7lbkZyJTU61+Ou4g8rXN2Izc27ws8Gh3RTmsPuIcGawjcpqHzkpJTJIykgW7vJt0O6IJ9ugR2La0Y2ZDGfUObyRRKr0apVWIrWWjw/RKkc4J52b7VRk0w3A1eaGGckifvHbmksRqIVW4GMZm6PwD0+WUqpotOGCpDXVAKW4B4vf12ruUvgqkpqXlZ97rWedzoGbindjMF+BL/0exMcOhlg14BbFBWDgnLLwnMSVOfxv8d1t80zupXkztjVXOs+cG66nnHdXU3dj4Fbylyn50wuCj2eOyrCafFMGmSsuWBTwr/6u20e/hcB3aHIN9cVuS8tSI0LOinT9znrmhGT28pmEefYiGL0oWxFshSfuXozkI2gX0iZrMC6sJQd7FSsU2Mx2s3rSfVonLPIk0txKhgMBXFimZsRNOuuzFa/7ub1CKExaYdhb5Ezy5pTCxAJV8iOGI3s0tUZgLoYdCnRmnNmApb1IkUbWeGWVAulSrCusQbXJHFk1SERVeauuCWq6pSYkTxRbtOoJDP85qdaPL03dJ732FH43iP2VmXttx1j6hHQRUWqVPz/MW4S53zvnKr+tYxuR1lNijLUSrJn1MOYZzkLJpfW7X9p3G7QQrqAU2SOxaUxXHtJwj94Z4f//PHJvPtnpLytFMRWuuBvLGVffL2GyfPbQBVLjqx8P6+0Gq1QReti/ipn8uJHx6sb3dQtm0qqU2fLIVTKzUopZpYL4f5NPxKcOms4tRCzfescc7NNkiRDX3XDd+H5LZbPPsZjjzzFycUNxLGHUqNBLsWYNBcEjQbLFxVfo93NXgHcqtjub1yWVG3AcVkyckZkdb/GNbJEykKLj6SJzPX2iMFTdC3lK48GfOhPm7QHHviF9vZAqHJSVcneVYuz9PLPU3siigzmeXRKVYiv8Q/HXBPGWbvIflSbkS35ODzJiK3zvtcxVyWTGGExwskU97Vr4BWpoRXG/Pi7ejz5os+9jyiop/kbK5wVTZS3p8jyxqw4IOcBeZXdi8ynFRUmL/9ZdfWy5UqBcOxdve9d9aKbfDuSZW4YaGZEPpTflkG5EFDzLds3tlnqzXPbrbfy2luuZ7XTQXf6PpPa57mDNT7yhTozDcuWWUOzJkeBo8gBLWTuCDg9LotBO6WLALoCbnUOY9sxxi4DSFFYheNArn6veD1ibjti8HMSOhkyT8dLL2HvEc1//2SLA0ueswSFCyrdFuQSLXFp+ar2rrD3uePYKoHmWh3+ikHmN6Pt87B4Vb6Mbd1xnna2AuRlSW2uzYXESOGsQ6FJE8Ou6YS///1djpzR7D8psLrypiVY6xGZ8XXoHJCXAC7AmAO/eOS1J7YqyQo9ksuVUeq/+nssttjyUFXsUeu2WTHGXTaVFRsf5JjTlnpouWiD5KqLFBddomk1AwIvRge+JAwEWmhaXo3NMx71sLAA5Tk7KIwP3Kk4JaoSUBZzSdZ43OqcwPF8SZ2KJFFrwL5WlhSAPl9QKVP8IOFMR/BLvzfBXfc1nO5WeUKnKKgqwL2GvUsWZ+ScnA/oJUG/QsA5HmiugX21FsN+88PAeEbTVkBtbN7dnuvwgrmFRBjXcJahEEIhZcY7XjegPRT8zH9WzK8KCJJKYkZipCIy+Xxzswbc2DyxU9HgRb1JrjmKns3i01kESoxe2ULfV8pvR+cin2JsRT6yeXQjSylQGeVzgUFjBb2B5MR8k9kJQ5qFDGPXlK1DTxJ4/pkNU/KeN94y96bhYEBiVO6eyFJ/j+9sVk29V4JIVdXT46/PcUbEOKhL0AuTf13V34WDklWAXmHtIntZsHceVMZYPvdQna88XsMKVak1GdmCukjqVNh7nMXPI0+ozuETFctYjAed50D73KK0cysKx9vGztnVLme0YmSD0+DOFxaiAnDpti0xRmJQTqMbTZpYAmV5400Rb7+tzx/erYgzASLNQesKtw2ayOTOR56EESUDV8r/Cl0tcLXjlWC0lCzW5okgMXpdNFOUNmje4CzdPMSiDU6a0SrlBvCPtlFROdDTFKJYML8IS9Mb2doO7tm6IzgTDYeo//Hff4PvetOtq0FNrMZZ+oNLy8vUQw+tZJmS9/NkXxFAesXkVlkJKnV1omuhv23ltcmTPpXu9+ohTZmKL9ySIrAsa0zOC+7xEtiigTgTGZ/9Rsj/93cnOHw6dAkd4TndrdycEyXdpqqBdAGmV6xEohJXVFar0c0tRvMR5fiWKkXMMtqJopLkEeOJnmqb3lgS5xXcm/GSgerGqzDaACrH6Fi3v3VWnChcB5hpZVx6YcLxecX+Y9rts1QtZhduFwgH6cqAJtame9Zan98kqF4bUVqXoi+/Lv559aYueL3M5to1KX03vi1OBVnaZfOWDUjd/Gd7X3750Wuue53bo+f5QwOCIOPAoSHdpZQLNwcj+aHOPfHjc0uquvp8Za7jnThuZTCjn1OjYLL8N2vqStT5HJMxcI8cFClTPD/lxILkQ59usO9gCI1cb1dsQSkEgcBNqlrL3nKcvceKqoprtFaq5BrTbcB6fkVyvsc5jcdFBd55pcuohU2WUqXYoMA1nJhiEqyoSBVUnkzJd0IWliSyXHJBwo/e2eXxF3yOLFQ0VyG0JKV9aEt2zoPeouHBUFYQlnjOmylUmcIfyZayO7/y2lUiipzNKeevuPHMzucXxaxFkWc75ehZSZdJ3zADF2+L2LCxS5JUNqG6YvfFBGGINhkH+qfwtCXwRQnI0dI8nuiojnY4t8w1lyiiYv+teT36nhnX3qU3bsYkSBXcrqAqy2VLxTFRKcsdwX/9oxZff7oGRbZSFAVVLrBUpeddtQTHC8RKJq1qbCHGwF7o7DHtLcae/gJIFyWFjQ/DEaVMkdbNwpZlx48Du6xoclnxxIWoShUnXaSQGKHIyIHez3jdtRE//b4Ov/j7kpVB/kHyRA+4D5pa6V7nzQxj+c6iqDt3RRQ5qM14MJpv25TPPbR5o7KoTMyyGOE2wpLWjo9nFsVKl1uXlUpNIQVKGjytGCY1pmZ2cuHu3QwH0QjgmzdtYNvlO+7tnX7oVxq7g59JkqS0CUtjp5J9HQVVtmT0USd8obMZsbI8N6gcA/ka56TYD/2cysAS3BXHpJLMUSolkpbfvqvJ732qSTfL9w4U4yCXYjyhU7J39YatyoNKaey4TSjWfL9SD34OyL8Fi4/irHPswlEX/gjc0tjcLswDMOFYu2TxyuBOIfKB8ULlUsW6rqBU0/ATfvJdXeaXJb/xh5P8/9p783hLqvJc+FlDDXve55w+p+d5hB6ApoFmEAEFFMEJEJOY3NzkOuuNMcY4Rq9fjOB3r0OMQ1Q0aow/FRUlMiOIzNLQ0N3Q9DzP3WfcU1Wttb4/1lpVq/Y5jahMer/it9nDOb3P3lVPPfWs933e923ZjIuuEjbfgCMhNF1MZp+UZCFBA2pb1saoBTUx/QuzEKICTIcs8+/MhDdFbZs4krJ3uq+lI/vd1bk9tyDQikLc/fDINctXnXZ7KdwEwERnvvqlz2HeZBaPNJoLQj++tF6MzIjrrNd2aqCimXSxr7vamqWv5zu85nqYuP1LnGr4TGO7C83xzK1liZuW1+AmnsD6bT7++d9r2H3YN23XrJlKPyamzjKgKh3i6hqpct8xvSrl9barxVPN7Wrv9DnNa+8uDe5eCa09ZKLuA6TrimIr0wlRyCWirJQEnG5SDjE5UjO95Cgg9AT66xL3rfdxlXHgdwAAQIZJREFU6AgzoB0f+5QpoEnu6pW7ftnnzpUo/XmXHMuf1CR3gtuEl9vWLdXdZhBDIpB2nG20BPp6GPqq8Xfvue/O+88668qMwQHgvPMuA+UFDO2/G40jD0GoEJ2YIUloNqLEXDbTj0yzBU8mU/IZSdvTcPzPHB2eMrdN7EhdpWJ/NiG4NWtb5ua+wLptHt5xdR3rtwRQHksZO2NwmrK3jXunEqWLvd31xoRgG8fm3eFB8ozY22VwuAcVun0EzcXB8zIlkyb6+BBi5UnG6kLaYnAzy0ZaFqcghEFCQkQKy+fH+NI/DOHNn+rB+i1mB1kGp0ayUI5E0lSCpCClVoYYfU5gnIpa+uloidbZ1LK70omrVKIQZa46jkxUaty+daf52V7inViXqp25egle/epzMDrWwt/hE3mAz5xWBvfKoK0YfnQEiezDSCNEzCgSoQ0uGuR6x+oTNQN2eiNwJEe+gIE6Wptas5XZ+Xk5Yn/HLi7FhOBm5sZ5gjEFfOWnJTy2MYDgdkFpY946BELNcbMt2Hi6HphIe3cZrZwdPS4G7oLaXav9FltuUZmTLVmVvQW7nktj/pYxYxFiZYnu3S0lgTAOPEmshNHGWEIppGIgUi88IQEuJE5e0sHbXj2GD3yOYywhGh2u/8QBubLJHJqNdpfWVWg6zDKjw20JG1WAbc7JqNHZBuwW0EyZkYVmEZou6u3+MW2W7dyeWABDLYJjTYGIeaB+H4jfTPdrCvBjoyGqlXDrnY/1b2sfHZi3bI4O21FfgAuJOGFIhJ74kLHUeIC7rJ3X2q4elwbU5nVHdxPHb5IB2+hu5qbj9T33BZoC+OZPy7juFyV0qOsxsSl5BhBtGEvrLFPPCcbFvcfbYrPH2eKyu6uuc2XLMXleIuQvwXmA5y/rlrmdiEoKfLduM8/iKZAJNW5CbcrSBQVWz5qFpomuECgIweGTGFec38TGXRzfvL6MRgx9uVMkKxY2IBeSok3s2lOzNSe2BtMMCiYKkmjPfA7UBCbmrUFtmTwFu2kDZ5sHuftNKj3ZQc+K0q8VfYHzTw9xxXnhtkl1b2ulkJp7M5vv5z77Wcw78axtlIX9hw8n5zLZ0t2tggSUKF1BIWl6+HLGqVzDebcBfVcMu6sDVRb/1oULNKfB3QhKN7g1c3s8QSNW+MbPS/jna2s4NOg7FlgPrtdbd4dFOrzVzthJY90TNNTPOtpmxQiZJtdWhVRvk665QsROP8hr8LScj3bLnmx0eSqDqCuBusajdIcxyXGsvE70S4cxnd41To9Aaw2pVSRWnhhjtEnxxDaOyNpVulfNRFdxCtgkKDEnKsmdiM55a+St83N7Eh/nBIdy/yCMF1whToBWRNCMtXNzal3iwjOnYsXSGV9sDG/9ev+01eMZHAAKgQ9FwpsWzcRlc/s7J82achS+n2BopITdB3tSN5u9hDNHT+ezkhlbE+IwuKPHqW3JnNPjEoTkIyeUuBrc+Eus/g4kfnZnEZ+6toKDQ54uvyGO9nassFp3q3Ep+e52EN2W2Ikssm6mMidZjLb9nTfnwKouls5lM6XWuVJBl3kRy+RIU9paIxMjT6iZo6OMnIEOExp9LoiWKwQKcaQwpZ7gw389gmOjFP95YxkIDcpTBjfeAcp0fackkETPZvKIlStamkiVTXygxEgtop2AUpmrp7kC6e9kNDr0zxQ0jdtQLaV66MKeIWComcBjQKw8bN3rP/aaQuWmTtTO7VLmPvnJdd/FylWTdx8ba522ce/YKet3x9iwk2D3gRAiLiMR+uBpVssYOWPtbIpCFjWR2e84URE6juGtccpmMp0KHSpAiZElTFfF81Bg634PV3+zirUbQ104PI65dYU8J0BITfkZNZlVkrE3nSBy4kZPUsa27OpGQroZ3Drccoz9GxjcYfLuqEn39As4URY3U0nQxeLd8giO9Tf9XeKwu7N2UArVqkAhVHhgnYfBIZYhJY2quAJLR1iklSz6XbPEFZzRLPZnTpw/14h0fDlEmilmTEf2SgWGJfPbWLloGMvmt7B8kcT0/vjGx5546ovnX/g/c/8+x+AA0JHzQQnBk1sZtu4tgEJh3mSOlQt9DPQqlApCZybdwoW0yHeCmDZ1mJpYjS0NWMzPzOKTkIy109+jbsREanD7Atv2efjHL9dw1yMmmUO7mTuLmmjdrXJx76yg4fjsnbG0AzI4zG1T18TxoJjD4kbijkvYaoLXkGlN4jwHiKlCd6rR1fFZnBACoqhhZhsfN35vorQJiwDEYW9BGACT8WwrnH9KB594+zA++uUath/wAc9lcIWsV4p2nQhJIYmevMcJ4BNi9jtJDWxMqWzkuNHe3DA3JdmJYDULIZlRkVOgGFJM6vFw6gnA3GkJhJBoxr2YOXt+WlX0tAB/+5teCcpYtG7N93DtdUcxOOyjVmSIBUFikgDECfvZyWUuE9vqG0qyRWMKdAtokskX+zyVKESlC0wNcpGB25PYedjDx75SxXW3FxFRE6BPF5N2cUlB0pCgckKCXZnLXKSkq3MV8nHpbka1UsVlm4zkfotQSlfkJJMqJE322FF9+bS9BrwNHxJp2zHYrKbpE6ig20xYtpfUYXFnsZmeDHoRGvAEV768BaEIPvrFGnYdcSIr6ZdVJgujAMKgCIUgxAG6njKRZYxNv3ICcKU/nyA6jMhpl7GMaKwxcwKAUFNVRjE0GmJ4DDgw2MCOY7Pw9jNfE8WJAPCupwf49Bl9AIrvv6M974RY7X/p5J4YfTWOYgh4PFtIekzC4wIeF3A7utoYdhb2UzlgZ8kJc3NZ3IKeSJAU4G7ZmcSuIxwf+EIVP76jiIi69lfrN2GZ7u6ywqbtK8h49s4ZlxxwE9pd5T0+9t2tzVMmn8g/61K1Baylalvc4PhRNJM7kxXg6HGZZQZlyuJZGRtgIyo6nEgUSXW3fmyiLZbR7VXH7I8kUeBQeOOFTXAGfPALNew64mdyxbJ5+oI1n+iKfUH0SRUBKWtzc44wosCkNq15VIErra0FJeDmhFXp1VBfeYUZAttsCxwZ8uB7HmZMqWLFKdN+WahOf78aa/xmBiekhBtuvH20VqxsWjitdA5VTdZXp6iVJIqhROAJ+J4ezacB7syb7NLTlGrFZVnaBTdghloR1cXs7kJTa2/rOdk/yPDhL1bx49uLiGzYIwfsjL0p1VdUzywsM493VsyQ73eCzPt93GiEE8lIw4SZKJlo4NREz12Szr2mxt9yFUC5KnukDE4lzEAoC2TN4sTExYmSDqBdkDuSxURYtDXW7Fdq6hohcMXLWkgEwT98oYYDgxbTzocg0txMSlbpe2UW3QkhSEAQpccimx/kKcCXhojMOkmyrOchgbHIxjaQkWjmFxSgNTF1zqRN2zfeOXryqRf8ZoDDHOQkbr5j6cLKaVGzdXIhTFAMJUJfGIDrW8rgOYCL8QA3l7AsRGVBjhT4eeliQS7AiABlEolH8PUbyrju1iIiG9dzIyb2Ho40sel3knWI7Z6xk4uW0Dx7U5p5TXKGK2Rs7bK3rg6nOenydPnMvPdkfFx8wghKCl7dvFJJM3zVVrwQPaVMa3Dt6dAJHvOfTfa4C1NJ02NiiyPgSBcIBQ6JKy9qYtMOjmu+WdF1wczVVAwm89MFcvfSpuc9CCNLIphqMUlMqzwCXyoE1MzMVMhFkqRUJkyo0IoijDQYWBisOzrYeEdPvTzhPp4Q4K965cvx6APfEzP7p6rBg9vNwo84zSw1a3sG2PY+s6zKVE+n0sTsTLirdqgM+OiWMUKDnOlT+7b7Qnz/tiI61GVrNxVvdTdJU/EW0OMr5LsXlioH1uNVz2cRiC4dbvFtnuS0+HFYfEKwqwnYGq7mVinjdrcfThegJqupbDs0E7Oz47cz7e5IFmvzlVnDICkNuKVmciIBXwhcdWETD2/kuPX+opZWlGRnKSH6OCjpnvX5x3AZgkJCdwKIDdA5IQgYQagUQpuxVIBQCrHQw1/HKEBGJfyQYuWqmeqpnU3xjgsve+YAB4C5J1wMkUQYHdmEmfUtYEyg2fEQxRyUyJS5PZaknaMYyySFPREo1Wed60Z0txT0MAxo2ZvoUCJhwH/dG+L9/1LFkzsCTcsuqJ3aylSaEBs16Wp97AJ9HOi7gO2wd/fiMvc6sgfj5DYZ92AcqlMNnjJ6KsjTxSVl3X5xq7WRa4OWsbuOshDTb5BYTU6MTAF0JX7K9G50xZUqZpKeOT6MKCybF+Mz7xnB3zPgxnuKmripkSagGdDT2ZFkvB6z31M4mTTCIMwtlhQdStGRBEWmUFB62AIlQDsBxjo6bPiKs3obF5x/xveLhfC4xHFcgIPWFVj7X4s9iz/zk3ufqIFSnLssQSXUX9n3Y/g8hsd1M0tOE/h+Aj9IQAx7j44CnTbQ0yPBuBaUSgCiQ7N2dePALjXAmALxCH52d4gPfbGKJ3f4Gtw5QDv3Rpr4dtFC3FS8yjQ4VXDdelaL58KANiPZxd50HLidk8Bik3TJkqeh7pwkcZ12ThQB0ItGYhryuH3ESZcWtzdlrLTEhBD159UMnXudmHbM6NLmJmwo7VVVMXP1YECkcOKcGNe8awSUAP91d0GLZ2o+PDErX3vGu7bBCGlPFMaBeo9EFBGMjvDsOAYM0uPoUA+x5IgkRSKBkolKBiWBC1aPQMoEZ5xyxtFHH1v3L3/+hteq4+3j4wK8XqHYtOOp70V84cduuH9GreLFmNUjccLsFgqFCKEfIfDbKPgR/KADygX2HSJ44CEOyjgUgFvvC7BjH8PlL29jUq+AFAoDNYmzV8SgVEEl1kOccRfMVQ6c4Ge/0uDesNXXrR4onRjcJkPC0ohJV6vmCZiaTQDeLJHTBeScHHGqShySys3E7H4+AdJTorMS1omopFG4Lskije62LJ2xuJUkzkLTRljSCiBzokiqr5Lp47y0oenC1EgVpUzhMTUpGwoSSSybG+Of3zkCpYCf3xOaAIphbtcdJRSQKBCmcPZJEQbqGgeTegSuuLCD7XsZbr0v0N4UTnDfEyEOHAoA5kF6AVpeAOFxEELQ40ssGiC4cHmIWdMJBubOA/PreLqNP90Pm2pW5+jQ5re9fNXCH4rmtlLoxSB0DMWgg2plDIy2sf+YxDduDLHnqIcDhz08vjHQqWJQHB2haEXA2k0JfCYhpURvLcHyEyKsPjHCFee1MNAvQARS1xqhBIoBN90b4oNfqOKJ7Za5zSUwZWzm3Gtp4ndJE3do1PhCYieS4gCZYjx70+MwemqySlnckTG5K1Me391Xr+4ISgrsbkZ3Fpgui1vgkxT4NgFkJYjuJwJQUCJ1IggmRKjMKBNFzYLUCqFs4Smpw+KKQUoAkcDyuTGuefcIpARuui/MWBv6LKVCob9f4MrzWzhjaYQVS2L0VgWkoAg4MLmm0FpO8aqzIt15giqs3chx8AjDnqMcX7+xin1HioijEkaLAcoeQdwG1mwoo9azsLG47r2tp6+v83QYftq1z6GD++D5pUnDx3Y+vnntv02d2n8M/fVRSNXAA08orNvh4fq7yti4J0QkPF29rVh2BlNzzUykHuSjEhAlQJCg7AucsriD17+8hTde1MZAVeoDQ4Fb7g/wvs9W8KQL7lzZma2t1I17CNVt10Km0oGtWSGD8Z84Kfi00p+YMDrJUvPM7SBgrwS5ggbn3n2NdBc0dJmvnPcgzt+zJ07OGmCvPOOedzdJcjuCOUUnqeU4KxN0R724nQrSRqVdxSV2HUW7eqvT1DaRaBnpAxt2+HjfZyu47f4AwgC8vypx1UUtvP5lLaxcEqHsQcfHJYVSHELoWgNA7y+Y6JqWqBKJEHhqL8FP7grx2I4i7l/fg1gU0VtmWDDAcfWH/3r/CYtmrxgeaRyZNm3q7wZwpWIAHBuefPisex9ec9d1N/3CY6SFVkSweWcJg40COsSDNC0YbPYwWyZZ5hGATAAVAyLWj2UMKgUKVOC/vaaJD79lDP11hbt+7ePdn67iqZ3cmKcMuKkbFnT6ClLdNDOkQGi6U3m2Qr4L5My2PbbA6Hqtuz1G6oFIn7vgPc69dRCmv+86DPMAJ+5i171PffV5gB9/UACcx/li7qzlhgN0p0OBbZzEJ+g3k9W62ueJ8QXpCXWECH14fIqndnK86/+t4pcP+RjokfjQW8bwl69pIoQEkQQi4UiEByE4hNR2W92wX1/t7bUszXobiwahCYaaApt2UrRihtFGEZWei+MZs04/7+QVp93XbMcoFfzfTaIQ4mHDxh2oVOfvXTCrs23ulMcW3/7IEHYcqMMvcLACRTGVALqSmjoAFwqIJUFHUiSSQ0oOpF9GQkKhIRWu/VERQgKvP7+Dd3+6gs27uA6FuA4kkEyeuGFBIO1twoBxssQ+zqIjSGPAqeGJAu7olUyTuxbVvPYef+vS5MguZBOxiKvBVfe9M6PGLjbz/u8sBq5DgY42dxrLa/Of+bym9XKa7CFZqND2UiEg5v1MCFFR83dtWNI8J7qDFjNfQMUKi+Yk+OIHRvCuayq4/PwO/vvrmgiEgkyQDqtNEg+xuU+EHmIrJdUtK9KJbzZsawphiILPBM48sY3t+9t4bPMAliw4Zdvc+Qv3jg7tQrVn9tNB+OkBDgCUMtx57007+2r1N0+dtfju6JHH0F/3UQ0UiJJOLZ2NZdtDqiAUQSIV2oKgJQgagkPAHhkBUAHEQAxg9yGGvUco2k0Kxcx7pAsWkoWh4ADfZBa9CSImuYylC2bkGbPbFusWO7hDtiaMhSP/M3TFx5/ZdRJ5L4q96qELyLQ73q0jF1ZnW80tqQWuXnDCSQrZk4CaqWeSkAzkyjFnET0iJR0LaMKMxIml2/EqdpwIEQRhQWH6JIkZAxKcAIopqCQbXBsLD3HsI0o8xDE3INfNiTJSzULG6d8C0GwX0W4P4sQT54Hzw2/esuknO2fMvOg3wfc3A/yERTMxPDqKarm8v1S+81fr1m1/yZ7dCcohQScB2rEyCxjXjml9FAqJIAgEECR6BT6qOBRlmk46BLMmSZxxchv/661jmDNTYHiM4L2frToxYTiIsXSrwU0IjJEnS8dPFNc+XpJnInCnIKbjQZ3GxscBPt+0XX9ykp6Lx8W1BbRdmzm+FMvmMmV6w+I2cwnkGB1pF6r84lKfIMRkO+FEYWykxVQESQpJJKiiJiOqHCbX2U/N5JbUSPrBTTQTn/lWCd+/KcSD6z002sCZJ3Uwq1ciScyw2oQjin20Ix9RzBEnDEJQCDvs3mLINDFKBEUn4ohihsCLMRZXMXf6ab+as+DC/SIZBfeqvxHg7Df+BoCrP/UpvOGKC49N7iuNFjl9Q2NoP+oVjlYbSITWhwHXzaNCzw6q0hMhuOlZqA8IQUcSCCGAdoSF01v40FtH8J43jmHWZAGfKgxMUnhonY89+5iRKV1JnbTO0vQVpFlKPrXD0qxl80QLS7cFXbf2zn6e6egsE5q9Row+t37wLDlkpY59nXSdEF3t3ZyISy7MiOzEGZ8azU60jAOI857u5d49+VT2O87fSx/nbqrrdWuOs2WKWieDKNACcP96H9d8s4zDIwxHhznuXuPjwEGGE+bHmFQDOpGPKA7QigK02z5aHR/tjodWx0Mn5ujEDHHMkEjN6spIp9Gmjx37A+zYR9AzeTWK1bnv2717xz0zZy54JtD9zQxut3JtMYJC9dcrlqnrO83h1+7bswv1Whu/fJzBI8QAO2vQqZTOYCYC6MQaILFU8GKCqCMxf2oL//jWQVxxQQshBWSkIBkwoy/BX1zSwuObfDQS5xOm1/6sbI4hq85hUMdJ5HQxurOApC4AcgxOxl0FSBd7U+qUmHWzepftakISN7LETfR1t1NQ6E7Zu9rcMHcu5p0PD0oJU15gdTjJdmWa8cwaBqUno2Ft21TIvWWxeXPV5sBYk+JbNxax57AHcD1B4tAQx3dv9tCJCT7+ljHM6BMYa1JEkYdm20ez7WlQJxRCZvWXnCsEnkAxjEFZhLXbGA4fZpgzZy76pyy5/uTlJ/56ZHjkmcL2mQN89qx+jAzt2bnipJV/s+aRdWzJXHpZWw3i9nW9KFCGUkgQ+nqGjx7ZrJMHcaLL+hlTaAsFNaYwb+ooPv5Xx3D5uRFY4qEtiE7NK+1UPHtlBytPjPCrRxnAbdDYgNugiBJjpELeBXi8mLfrN3E93hMBeXw1DXlasGcs6bJzvsLeBblrW7AyhVhAW4linmsvifmSxlKrvSLm70hdhU5shYQZmS1z6XuYxad2Fippq9+RlrXBAto087TFzMT1sUCPEKF6HoP+3AxYs87DfWsCRIJnZYMhRVsoXHeXHs340b9soVZQaHc8jDYCNNoc7YghTnQhu84TKfieQhIQBJ4A5R089FSCIi/j7CnVGxafsPJvtu7Yv2vBvJnPPsABoFqfgT3b7tv1ypevWP/oo9svu/b7FIgpaj1AtURRDCg8T1fRKJiy/kSiEysEnh61PHugifdfNYTXnk0gOiXEikBX8ggwlQAkwdJZMV5/fhv3rAu7ql4yLU4JxkVNbG/BdCE5ge7Oa+58E540auKGAp2TIS0/c5n8OHo895knoHDV9cRgN9PlFte2NYPtA0i1hga010Sa+khCAEh9VZHmUpB2gwLSSErqPVEyTfK40RRqFnfpY+hUPk0jHc7IWKKjJD+5s4ANuzR750oGOUVbEvzw7jJAB/GeyxUazQBHRwK0OhTtjh49YgHOqJ6i3Qn1rKDpRR9vOP8IHt21GD3TTnvyoTVrd118/qrfBrK/HcABYPrcAQAzr9l+x5PzRBxfNa02isk9DNUyRyFg8DySlh4liUInlohiiaSoMLkPWLaQ4+wTqhgakSBEj/jzWALJEiimV0LcF6iVhHPkVU4oEgPs/KBWV3qocSxNUuDmwTwxozugdWsuaV7OUPL0TJ61ckOKtJzprFumOJZZS9rpCEtJkJuuQPWCEQ7Ygfzi0vWopMYtg9O0SSeyE1fmzFrIyxNktZRwrjoAwVCDQklmOhp4AA0A6oFRCp/pJqd3rw0RQGLZnBIo1S1IOhHQiRRiIVOJ4nGCYsgQJQSElLF4ZilZtXp10jt1eVvJ5LeF628PcEIW4NNf+flwqbrgr06YvWO67MTn9FQoSkWKQqCrfnQclqAdUTTaFO2OPiq1MkFvmeDgUYpKqYNC0EHgxZB+DB+mFE5KQCQ4YU6Ck+cneHSzrxebbjXkhMysJvScTMTerh53NfR4l6HD1k5iZqJF47jnXcDu3my6nnT5wC2w3cdWm0sDcgs+WyFvQ4paj6ucqzHV2+bNrEZHKk2UEyZUGXOTrMchuoBu351y4JEtHBu3e4Y9GPS8UR+cMVQ5UOF6SnY1pBga4th1AKiWNGO3OwKttkA7kumJ7zGCIKAYaVC0OiVQv3b/KefOeG0EdMw4iucW4ADw/re9Ck888VjzvBWXRY88eAOi9iAKgUTBl/A8XVctlZ4zvu+whwPHdMNLzoBWxDDS8HOXcbtC11ZbHTZaMCvB0jkJHt2YyRIbAqDElD0Buk2vC1x0sXdXxjC/UMwDOQWvk/hxwZ4/EbIK+XEMTpwwIYDjqBQN9PR/eZDbU1o6SNdg18DWCCNZ8a9MJXiexe1Ck7jPs9pNa9SyLd/SWHnXJAnbcN8FO7jChh0cW3Z5cD36lDKUmQtuiVqRIPSBJJGIE/15BkcF9h9NIISxU0NfBEJf97dsJZNwwUWvijdsjI4tW3a8PfgcABwAFi6YC6XkQ75aeub+HXcWQq+FMIhMdY/+sDsPSWzeU8HIWAWlAtcDPGMN8iBi8Dh3UsMSgjFwyXTGTEq9kMrOgjT+7cqTXJPM7oXkhOzd1bahS5qM+30TChyfbs/ATalG8UQZTYPvHMJzTkLzM3uAicquBhbULsj1vV09mr8LBUJtYihjdmKsian+trvR9YsjcxdSa7+V1PQSVyBUHwu78FSOBocypECBNMtMGQIKFJlCyBUKnh4BH3pIAxAe12P+mnEbg/sj7DmojVqMSXiMoMCB3grHOS9Z0ZoybfZDlFL8rtvvDHDPryKOGh+eteAlqkjX/u2+/TvCmx8J0OwAS+c04bME//rTPowNU8wfiOFxon0IgiBJCOKEIklM30MT+5SKQSqaZsocdKc3QtBVyNCVfZxIe3c/zmUxSRoLJ64+N71NCJ3Yd5LFvfMMnn7a7o9voOiC3J4EE7WPAJBFSlw6TxGfyZU00kK0zIDtW2iAr4xLUINYZSNQiC0JM75wkhVIUIe5JTVNhMyxUcZ9mA/QE+hib2qmZah0DLqdlq17m1D4PjCpLnH60hZeetphfOVnRXicYtEshUab4daHQsyavLz9mkvP/VwYeh+plEvPP8A1yEtSjX7t44VSb/zglgUf+MbPWj4hDGeddAjtpIlfb6phXt2DELp4VZryIymzWePSzmBxNV7OTmpplubliQE5SbW3GlcxnzLzhFIk7zVJfeI5IE8Ebme6wETSxDInyUDuAlhZqk6f6+9LTMQiJ8hMRpNaUNt/l0oS3RMwBbudcUlVqrs1YGGKI7KssyRZvNxGV2gKdKdDliKm5YTMnjvpenQfKvfq6i7gHbOanecU+h5Om0Fx9LyjaHVqOHtJGVAJZk3pi3Y3Bz79v6594JNf/fClEr/H9nsBHAC+8P1qxMPpV3fiMHrd2ds+0W4JevFZRazfF+PBDUDBMxk/kj/o6ZBP5PtC2z3FGMC5pS7rBSdpC4h8pbwD5OOVonV7T9zn1AWtjXNP4BykrizJAG5fA5DLUuovhVz4L30NdvFoTAkW5HZRaD8bDJPbbHZXt9dM5ViwI42PE+qEBrtChjIH7u6yNphZm8pU6zsjCo0WN1W2EAlMvxz7KdyAV2a+I8ivN6QgaHc4jo4EWPMkx1Pbp2DkaAFB6MvTl8/6xFuWlT9z6Ohw9NUP/374/N3Fjdn+5/+4Cucti1uXXzzn+vPOWaqm9ScY6BHYc9gHJEUx0KEfO8vetYDmFprpTds8n9rJsG6Hl3MV2oJizzI2xYTsTY7H3l1hwglBT90mmxOAm+phuBkbdQ2Wcq4Q3Td36y5okCpr8K4HLZkrXjpsCc4V0NyUHS3Y9ViS/M/T37dNgOzrzpXTPrZ94KUzh9M4/pSkBuhMP44Zls1JsGh2nH4RJ4qogZz7bsrkRoAoJmh1OAjxMK0f2D+osPtQgr5py9UxceL1tz0ctk48+c9+X3j+/gwOAD2TZqB/Um1zlNTfUSlEX77vidvo/euLKDCGSgEIA4rApwg8HUbkzHSTdZr9wKmqp1Rg004f67b7OvRiB7YSY4uljnMwx8SOX7qL2SeKX2fgzSRHav0l3eC2v0eddH++gqcbxMC4AEkKZls4bF9LT/R0gUpSBlREN6dM6Yh0v2/KjymTZ6ztxMZdE5ZdfNpe4+m/Nm3eiAJ1FptKUkgqU7BLRRHHFMvmJFg8K8aDGySgpJZBiprhWLaXufYsxYlCJ5FoRwrNDsFIg2MgLmL1CS1s3TeExSdcKBfMX/iO/pmzNw8fOfxsQPP3Z3AAmDrjVLRbMlp4whnX3rWO/d0PfrkABw+GmFJTqBQJSgWOUoGgEEiEvoTvOSBPexjqxx6X2H8MuGNNiCTO2rERqjtVpd1hLctO0FvQ1X25pM44CZMvTLAMTqxkcZibWuZmtgjCYXrnvSdq3DkO+Mou7gxbK+Wwdv65sMxnHgvZzfb2dnzWzv+OM0RWOkzthAXtfTbZg6a2VikNe0uKRDL4HsH5p7YxpTfSWkUp0+Yh+5yJAGIziaHdFmi2BMZawEiT4dBgiP5KgA/9eQ9eeWbn756Qq64dOjgcnX7y0mcF4M8KgwNAuWcRNm3bL/7qjZdvnTywZvT7P7qlUqCjqJR81CsU9YpEtSxQCgUCX8DnptUbtZPXdJs2zgX2DVOs2xwAiuvya8p0vwxiK3VMCZq7mHHATnLa3GFrV5p0lYzlAW9Pim6A5+f0uPKDOqFB19edJmvc11PDlDITM5DLatr3se+rzN9X6dTh7M56V9KspsyMxnZScRYXV06lvUqzl8gxvTKDq4xWtych0UEBShSEYKCUQwgBCYqTFsWYVo9xYFhAKYlEMQipawESCUSCgMUmuKgkCEnAGEHoU5RDhp7aNEyfeuFofWD11jnJPhEUFz5bsHz2AA4APdUiWs3RG15/8anvLPLkc/fe88venlIb/T0KfbUE5UIMzxOm1bJA1jdcghHdTChJBB56zMeW/YH24BLdAjmzxarxTTTp+B7f9BnIFLd2Mldb6epqAlCaTXx2dXZamU/HSxSlj2WaXLGTsq3uTplaIe2KmsLXSh6qK+VpuoC1ZwnJRWLs+iUDts1eWiehkTq2+h4qbQpEjBcgaydBIYhMK38EcfoXCiMrJQOTAkIwRB0P86d0cNrJbWzYG6MjEiSMIzaFzomRJ+1IT2Zox0AkEkipwMAweVIdA7POOVbqPeM9Y6ONGwqlMp7N7VkFeP+kGgDg6LHh71xy0dl8ej+/Zu+2u/snVQ5h6qQmgiBCq+2j0fZhW7qlIGcCHk9wcEjhh3eWMNYIgJIHUA6fEl1vSZFNZyDZBLSc5naZmZIulnWiHhTjF6IOsDOfOB1Xq+nKku44uwUqgLTIAIC2kRi2lYa5hTAM7oy+TgFOzLApkrE/pY6RhZEsouKC3bK2fWxYW0jbWwWZVTY9ATKwWyYXtuqewOhww96SgUqFWHAQKhHFHkrlGFee38TN93ew81gIoQLEkkIY/S2VnkQ82gSaHZ34mVwVKJUrmLXg3MOz55/5D1GcfKfed/zi4RcFwO3W11tDpz36zdWrz6Dbq3s+tXPH5v6HtrRRLUhMrjPtZrN1kUSCMwHOEiga49aHfNy5tqhTX9QHpwwFM/LPN2NHskJbR4dP4POeKAbOTAInZ6DKhQBdoBtw28p71qW5czFelYsHQ2kbq7ApdAUQYT0lyskNGBZ3cGpPGkUsizsRl6z4RZvTUonhZixJlp4nMJOPlfks+nHmLFQO22dpfALN5EZgZe8vbJRKQVCOhAp0Wj7OO7mFC88Yw7duLCAWCSLm2x4/YGalVy5JzJvVQCEU2H+4iCkzFx8+eeXpHxwai7/Z21N7LqD43AAcAIKwgoM7rru2VA7EPZvm/J+bf3m4d0rdx5lLKZbMoqhVIhQCYqq6E4R+hP3HJP795jKAEOAhCOMItLXYzNZRaTuIbJb8BFGTrgVn98SELByYeVJIythWstB0qoC7eMwzuXLe305MyHS4VApMAgmIcVeaQhChkAiJJIFpa5fFRCxBpyecNCOvzXCn8eH0LP6epuPtc6O3pc4kGeuKMtODna5YUgNanxTSyBbnvUEhLLihQAgDJQoJkaDEQ0QlfJHgL1/RwB0PlrB9METEPcTmqhFwhWqJYtFsH6uXKfRUGzjQ7D12cLT8/q99985/f9/bX/1cwfCZlaz9rtv//twP0Oi58nGJvt0vOdG7KMBw0GqHKJcYqsUEpWKMYthBsdCGUG187NoSbl9TR8xKIDxAyChKTKHA9E7ymBkg1QXuzJPiSItcZKNbdpBxjxnVzdWZYW5moyXucCrTa797AC63j1nX0Fvz+YhZZcYC6EQS7UgiinXYTKSRkiy2nVbTpz0KVT4s6EhwK0Xctadr2aXmBQrnBO8KbbrJqXG1SARO0Wj22F1z2H8zuTdGrZrgF4+GiKUPj1GUPYVyCAzUGWYMBDhwhECxBaMXnzX5neesaH33pRf86XGMCs/O9pwxuN3eegmR0yZVvv/Qk1OTPYP4VjK8L/QYh+9J+F4C34tRCNu4ay3FdXfV0RQlED9ASCnKTKHIFHxz8wywLbCs5Mizdj79ntfI+WqdTGrkG/nYZj/5yWtZipm7DO7c64JZpGBSBpy+0CdOJyZIEoV2R6AdZU1J4RisMi+MGbmnkA5lUjgOI5nvQwDNtI7BSjrRkJwXxUkwpaYsALY9G9K8KNWDXhOtmRQDXM2f/X2FQqhw5Utb+PEvh3H7IwGavIxmQhAnEolQUCrGaaf0t4fbA//jP26d9KNS2Py90vDPZHtOGRwA/u3rP0Qy+bXq5vXVjSdO955YOIO9enJ9P5/c10S52EJvdQzrd8R47xf7sPNYL2hQQIEzlLlhbsPevjHteFwDPQVcd3ybZlrb7VZFmQEuyySKfqzvNXtnLG7BzVnG3Bbcmqlt0sqOOzefLb1J+Fwi8PStEOqDvOuAwJFhiSjSGb1EOJlKW2QAm9a2BQZdIZMcsOBYc4/TL9Ge4O7rmIDFc9VIdkCULXQgZp1A0v9n/9M9U6SkCH1gxfwW1jzFsPtQCMk4IAEhBJYtntNevnjgTRdfon5ywtRRce4Fb3qu4ffcAxwAHvjFdfj8Ry5Xb/6nqzb+49u27SgUxOuJ2IH+nhFw3sJX/6uIGx+YAhaUUPMISty0YWNAwBUCA27fgjuVKPmESqqpSf617q5UOYnCHL1t7lNQOwDnqSvOBbcC5/q1ceD2JQJfJ7ZKhQRT+togbAS3PqKw9xCHgi7ITrrAnUkUjbSJrt8pCB2Aa9COb3WBLkMY7QZ9Kk8y0Kb+oLR7rQWxU/DgBO2V0in8xHStmtwrMNyM8KvHPUAohEWKk5bNbk4emPLfrrj8/B/95MdH5Mozn3twA8+DRLHbqy69HEMjbcW8P9sxcuTJzdf9dLRn+IEdk1552jBuf6gGykNMK+koiTAZOKu5XXBz22TWHmB3kQXkNCXcg90tX7pS8HbxmetL6ACd2UG3FLmht/rnMnuNSnBuBnRxCY8JBH6CgZ4GGvEojrUmYe9wARJAyBV8cxWwySvOdPSFUTMOm2Vze9LSPXPgCKDDeSZiIpAB2UoTOxDNAjXtkIXscdqWGfbEUllDJ6LfXxjZJKVj9aUK1qsdJ7pLVaMVog8EL1s1gv/8BXDp6aOYM2Pe8HBnxtuD1uYffvJfOT7y7j95vmD3/AFc75AAlOLe6TPPXvSBa77+FwumnvKZZvSrPsUamFUDptclIkGwexBGCeoD7nMF39MdlBnLQJotxpDG2XKLL3vL2VlJlzZ3Ez2ZacrV33rGZwbu9OYA2c4JTW9cwud61EsYdFAuNhF4bRDRwVBHIWhTVH2JQMLILwVBNZvrhaq+kkjj19bjQgzIbXGESeII5/sIGzkxV7G0vZvjHacTAD3veiTpfs0kkga4YFm3KUopONNEpIjCgSNlRIIhThgaDYF506fj0vOWHj1tOX1vcbL83ue+MhcfefvzB+7nHeC1MrFQxP/znpd9m1KfH9rHr1407cH+xlAH86YF4EGMY483se9QEYUygUclfNNUKOD6oOsWYnqxJIQGRc5C7m5dzG4Bn/N2u25A2h0WNI0rXXDzbNIc4/qeG+uBxyS4p60IHk/g+zEKfgTPi0CYbjqaJAmGYw8EOk4uuPZpewxpdpNTw6J22JMBt+25IowxzTY8lSTP3qlfhWTZVOqQQlrGP/H4BR1eFwSJdNs6AJxp2ywAcK5N6qVCB7uOCNy/oQ6fFTA8QlCuVvDai84+vHzlyz4wEsffLpGe5xNq6fa8AtzdvKCO0bHRb1QmXUKuuqznU+sfu6d/an0IS+cPQ/AmvvLTAmhFlzkFHlD0CQKfaolCtM8hilVan2jZhpI80InzKAf01D3oJn2QRWZsKZzV+1aCcH3TYxSl0d92ZpGWJB4X8DwBnyfw/QiB3wH3IoBKAAIQHTQTBgIGpWQGRteBx5BKk3wiP+swYD3Xeoy2lgw2ciKJKVygMK0n8le8nK2VZDsqJQFoSRMnFFGkgU6IXntI42XxPO0PLxVi3PEYxXV3SyyZ3IJELy499dzDr1h6xgcBfMPzXxhwAy8gwAGgUq6g3W5de+H5q5N5M/zPdo7d3DM0thvrtpcQcgqPCvgcKPgExQJFIaDwufaFx4nEmBLoREqHoOzBsTHbLgtqLgxHiVPeZjOZ5jnLmJulce78zYJbA1oXWrsT53yewOMCvhfD8yJ4PAJjsY7bKQXIGFJEaCCAgk5pC8PcOrNpF5sqkw+WwQkBEfm2atanLoWdFux6xHVGP9XfcOWJ2T/mZmtbrU0gkdq3PdKkiGK9j3xPQQgAYPA9ARFSdKIQy2e1cUu5gZjPwUmnnjc4Y+5pf9+O+Lcq5fAZ4+G52F5QgANAGBagZPydpUtPOrb5iU3z798+89Nxc623ekkDh48GCDyCUoGiUuQoFRjCgMLnQBQrjLUURloCUmaSwrYqo258qIu1c0A37J2ZthyJQrp0eO6WzQp1Ryp6PIHvJfB4rAHONcApTZwUZwwIPWGsCQ+JokiUU9BgveJuS2GRGafSJI4w7E0BIqWpwtG/IylJrwzKanHmSBR0Xelsk/20Ub6C7wuMjPo4fAyIEl24EgbENK4HwoAjkcB96xh8XsE/vXtVfO/66vtXrly5NQz9nxdC/5nC4DnbXnCAAwChnvyPn2+5oaHe4E+ZsqX5iXcFX3p0/b3kezdJWgw8VIoc9QpHtUxRLkgUA4W+WguV2hgev70ARByVgoTPMkbrrixxU9jjGtOnqXrHdmskStpYPs1Uar3dDW6dtEo0e3uRHtDlRfBYDM+PQIoJlOeBxBJoxSAcUJ6CVAHaKoBQDEIBJSBlWpsBcmdaUqm7PlEJCGrmYAorS0yhgrHWSkJ0JywrWyTRSRtXhxMH3OZq5XOBSilGJ2ljzbYQ23YV0FcmKAQUxQJDnHAQQnWDnhh48KmCXDD/JerVixe+6/wLBv4d2BoRsvKFhhWAFwnAAeBNr1qAIweeikCmfKevMvOudVtOvnLZwqF/Eq3DqFc4JtUJJtUTlAsJimGCOdNGkLBhNBKOpO0j9AwQJSDNAi3XgcmJmrjREzdunjbOdxeazFoCsgWmK1F8A27PSxB4EXwvhu8Z3c076CiBJ7Yy3LW2jEQSnHd2Gy9ZHeGutQGe2h6gE8VIWIKYhxiRHkRaq2qdg3ZhmTWHp0QDmwoDagtiiqxYgsI01dSv52YAwcbYVf59zff0uECp0AGJRrHlgMKmvSHm9SsUA4lyKBHHClAcjCpMnjwb56+u/eOmw3N+ONaatfvhR5vRaStfHOAGXkQAB4BJUxYDQOvzX7lu08Z9S65+6RnH/FZj0oeHh/axyb1jmDN1FIUwQZz4CPwWhsYStCM9ElrrzOzW3Yohn9nrqpzPVeVkaXdq/CQ0jXFbBnckibEb+H6MwI8Q+m0Ugjb2HRW4Y42Hb91ax8GjHnZs4Vh1QhtXf3QQq5bE2LaZ49Axhm/fWsKtD5ex70gC4RUwhgASNmuosrWC/XwmMWRPZKFIGuuW0gLezqvXUkV17ZfufaPf24wPcWplC4FArRqhkQCDDYKDIwIFT2JmLFEqeihU5wvB+j/5ylcUrl604ZBYsPClLzSExm0vKoDb7W/edgVuuOFn4rLL3vixQ4ePeo+vue3y9sgDM29a0ypMrREsmV2ENyZxy0NFjA4HmDVJTxQgyHrwuSAnhKTT09IbzWbljLO/5hhdOYtO6WhvmckSA+5S2EKMFh7fAXzgy72497EK2tIHKIXiAhFJEEgCPwowdzLHgmkSq04cxX2PN/HBr9SxZU+CkY5CE2EuK0kta5sqJh0vV2BOOZqWItpxKKWCFEaiOD/P1YOafZ1KH5tbACAkRaPlYeZkD5ec3sJjT0UoBQWcNLuF6VPb2H1gJk47/czOK15+zv+p1ns/dvNNN+AVr7zyhYbNhNuLEuAAcNllr8bQ8CgoZR/xfP+jlTmv+eJD19+9bMk0dca0vv0cTODwaAn9VYregkgNRYl0EhzmvTLt7Xq9uxI7KYu5pW/O9DLrEExBrvW278UIvAiVQhOtuIMv/yTAN2+pY8ehKqQXgjEPjBB0iIRiEWQcotkIMNbioFTC5zFesryN//z4MXz71ja+9COJoTbQDMN08Zs29ZcEwlTbZ8DORgrS3CzNTKqk9ZrS2gFUrvGQPon1FQoAOhFDnIQIvDr6SkOolTrwCMcFK6clZ57cvL9VeJ3s7198/8Eh+eFWcwyF4rNbhfNsbi9agANAvVYBTN3KjTf+/G3v/rOzKj4b/WqZe2+47ddtundPActmAOUCx/CYwL5Bklboc6bMDBnL2DZqkrVny1tsu+ssVXrwCckmlmWLTCtPIhTDFppRB//64wCf//4kDLarYKUQZU5R5kCRK7QDhrBYxbFhgoNHmYlKJAi8GHHiYfbkJt57VQOcKvzLdcBQRNAgITxCdB+YtJoJJqRI0ixnd+sJ6iw4he0Xbn4upE6K5gBOFXxPoBAkIATYf6SIoVGOI0MB5k2PcfEZBEeGZ8ti76LrjnQqb2kMHRldvvT0Fxoez2h7UQPc3S655FVoDm8bLZQK7960bfoWsba27A0v77xWtLYhERzT+imKtQYe3RyCUYLQN+UAOUusLWDIl6YxCtPGIl96li+QUGkUxWOJ1uFejELYgaRtfOcmD1/4wSQMxjX45RAVj6DuK5Q8iVKgUPAJZvYUsHd/CZ5KUAhjFMIIhSBOW9dVywTvurKFweYxfP16hlbE0KA+AkrhC4mYKp0al/lCZcA8NnF0kfpwdNRFV+iTTLunbK7/qY5vCxQLDazZwrBnXxkiidFoCQTlU3DpubieFM9eH5Tmf16Kxujqs+e80HB4xtsfDMABoFibBwBH9uze/dF3/vmfzh46sgXbdvS99qe3rseiqU288twjeN/XJkM0/czgbxyD3DQfYoSOs9SmHm/HKAfAhNFM51vTIDRbZOqoSbnQwq83A9+6pQdHm1V41RA1j6DHVyj7GtzlkKBWJqiXOIZGOA74DD0VikQQCOH0+wPQW1f4y4ubeGDtKH79lIcOZ2gwCl8Q+MwpjugqczMl69r5J+zJrUAdrS4EkJh9woXTCEjpfXB0tIMv/jjESTM7OG8VgwhOQX3yiutXrFzynuGRsZ1Tpva/0BD4rbc/KIDbbcbMmVDJ0Z0DA0v+vgPynUsvWfA3db7p3EefbGN0WGBaGfA9kvWc5hSBx8C5Mz3HMLvHAd/TBzjt+CQIBEGqVdNFpxmI6nGBwNMRk8e3SnziG3Ws31MHL4eocs3cZV+iHCoUA4JygaAUamNSJAgaLQrOOLKaHaT9CYdHFBZNU/jYXw/hQ1/jWLfbQ4MWUaBAQZLUqwJkawtGiZ5ZCcPgRooAEoxmxikp9bwknRgjKCot3Toxw1jTQ6UoccGpHiYPrML5L5t/92gn+HxQXvz4viPRzvmzn/2C4Odj+4MEOAAQ3gcAW5RSW5afiPUHdsRT93YW/ttrXrZpwdHdG1gsW9i+T6BaLKAYMpSLTB/Mji4V46YkLfAVCr4EYwpxQjDWImb6ru6Iml7GjQ73zAIzCCJEtIP/uKWIW+7vgSoVUPUYap5EyZMo+goFHygGQCEg8D1dTCEF0I4IvDYFo9yJ3pirBBXgPMSFZ4ziiV1D+OTXChhJfDQ5R0kAiS1SNt4ERvXVyecUQip02rr/NmP6cuRxXR3vcYI4AdptAUoJAIpqkaCvNoItuymGxmp4yZkXir9727wtv3gwfOv0uS/ZLxU2MUp+10P0otj+YAFuN9P0ctNjW4c3LVwgLu4plqbPmbLqup3bfl697pa9pc4YwZQ+oFIUkEpizVMxIBkGej14XHfbqpZiVEsxtuz1cOiYB99jKBc1OOywU73QlOA8gc9jcNbBj37J8e076pBhCaHPUeESRU8h9BRCX3toCoE2iXke1X4R4+9oRzT1tqcLWHOF0OO2E7zpZU08vnkQ3/9liFZSRodDO/tMh1pCtH048ChKRY7Ak9h7JMLuIwTVgk71Bx4DZwS9NQmCFtY8obtWjTU5+mrAgcEAB5ozGq+75FUj1Z74iv4pU/e+8XVsp20m+oe+/cED3G4nza9BSrWTLOzZDYwsFeqi1X9yJfnasUPbk97wsd6NW4YrjEus2TqMmfUaBvo8BL5CuZCgpxph6qRjuPnhANt21jBnig+PcxTDbCHGnCRP4Ec41ojw2R/04ehoBbzgo2KiJQG3Dd/11LnQp9o/4+lqocTIBJtkYpTC4wycc2PW8sC5AGuH6CkneO8bRnDXmjL2NQM0pYeqkSBWOjEK+EbTz53egV8cxZ3rSphR15XvYaBXk/31NmZN3YmHn5yOIAwwKmujs+afcGzlSfP4ilH15lrvnAcGplSGAcg/FnADeHZ6E75YNhMGlBs3NweZP/uWSrm+6IfX3TF/+ao/+WR98uoNxfLA2nK53q5VS6iVBHqrHdTKESb3tLFhZ4S7HweOjSh0OlKP1ZBuKl/HwEMvRpS0cc13Sti4tw4aFFDiuvo/MBU6Pgd8Hwh8gjBgKIbaKOZxXXTcbEk0WroBZatD0YkoopgijjnimCOKPXSiAGPNIhZMY/iHvziGgt9EKwYiNwKidHSIMyAMFPpqMc49ZRQL5zexb4hiqCFxZCjG4EgMxgqolGvtWTOnrH3dK8/c8L53/dknf3XbT+eXy/VFSxfOvGVKfWyQEPJHBW7gj4jB3e2ERVMBHT9vHjm0GdzjnyaEfXpQLmavv/TUL82si0U1b+c5ROxiRb8FIRWODAEjDaBQMvFvpkdqZDF0BcYEysUObnuE4Ad3TIKgFZQ9hhqXCLlK49ScEficIPAZiiFDtURRryhEicDmXQJxDFTLur+fz4EwpggTikTqWxxzUNMSixKFKy8Ywy0PDeKWX5cQFVgu+iFMY04FnawqhwmqQQeeRxArBh6U0Dd5mpg6Z849M+dFm/600njH7oNMlEoh/vpvP6kqvbObL/Txei63P0qAu9ukgYVAFvlLks7QW5jv9wweOfrPax+52ad8vWgk01aWq9GpldIxSBHD5wyTagkKvvZjE+PR8D2B0VaEr99cxxjq6C0wVD0F3/hXAOur1iAPPIpiSFEvK8yd2kYjHsUda31ETR9zoOB72uOeJNnCFkqnytsdH4nQs9wrJeCvXtHA/Rua6CTVNIoCKDRaEomMUS4INFsJenrKOGnhXNRKtTXDo0OPnHf6YvaqV7w8qtZ6P9SKosHFJ9Vf6EPyvG5/9AAf94WDOgAMAng7AOzeehcYJed69dGLrrqsfYUno8Wz+iMMD63HgaMUU3sSMNJCkiQIeIL7nvSxYWcvJhUY6oFEwdMRmdEOMBZRBJ6efcCo9k8XQoJaOcG0gQYGm0dxYKyO5pCH3rJAqSgQJdSE9ACPCRTCGIkgGG36YFQhDjxI6WHJzCGcsXQM964tIgpjDCuFWinAgtkMoy1gzvyTMG2ej0l98qlVp9SuW7Cwfiul6u43vOZcvPOF3ukv4PZ/HcC7t5nzzwOAuw8cHrz7z+fgVyJJ5nN1VH7vRxslCWfOXXHypA+E5ElEIkQj2or7N7SBNjC/N0KhwDA0RrB8jkRf/zB+/rCHo40S+irGEsAIfK5Qq8RodFp4aleCpXMaeHxTEcNNjkmJSv0hBECt3MZIaxA3P1jF5GoNy+e3cPAoB6Uc0wcirJjVxKEjRZyyeApGWwnOWTkXC6fsv3rTjl3bT1l5Jp0/p5d6nG09bzpuCYu9L/SufVFs/9cD3G5T+nsA4Bb7vDV2CIQG9bi9+/7OyBga7VIcyUV/e9oqdeGSRQH6qwrrNz6Em+4bw4rFDGeuGIVXpLjxHgJGBUQi0OkAScIR8BZ2HWzhtgf7cMnqGPsOjWFosIQ41m6/OFEYbQqMtYFfPNaL2x8p48wlRaxa2sL+3XWsWHEe+gZivOnyFpauKN526Gj02cGm8E45eTlOnHfR3UtPiYZmzBh4oXfhi3L7/wF+nK1QHgCAIQA/A4A9+/agSLBxyUI1uRxClsIEx4Y2gPEmykUP1VKIhVOj+KpLzvz41NrYpa12KxaigN4aR32ggZIYxKoVkzBjpsTpK9pIOgXMnuyhr0aQqBhKhV5lkvdfT+669+OJKHhScXgcEChiyvSlqPdSTC3EdOpM7yCB2t7bNwv/9ELvpD+A7Y8rJvQCbzfffi+gyOSKv782ONJQzXYBlSLHtP4WGBvCoxt7MHMKwdqtLVAVYmqvh2pJYbQTIU5K5KxTpgxLiYNzF61+ob/KH832/wHeBjGlweBIyQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxOToyMzowOSswMDowMH+5iRYAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTk6MjM6MDkrMDA6MDAO5DGqAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 154559000
{'hecke_orbit_code': 18014398576591798, 'n': 1, 'trace_an': 2}
-
id: 154559001
{'hecke_orbit_code': 18014398576591798, 'n': 2, 'trace_an': -4}
-
id: 154559002
{'hecke_orbit_code': 18014398576591798, 'n': 3, 'trace_an': -9}
-
id: 154559003
{'hecke_orbit_code': 18014398576591798, 'n': 4, 'trace_an': 8}
-
id: 154559004
{'hecke_orbit_code': 18014398576591798, 'n': 5, 'trace_an': 0}
-
id: 154559005
{'hecke_orbit_code': 18014398576591798, 'n': 6, 'trace_an': 18}
-
id: 154559006
{'hecke_orbit_code': 18014398576591798, 'n': 7, 'trace_an': 18}
-
id: 154559007
{'hecke_orbit_code': 18014398576591798, 'n': 8, 'trace_an': -16}
-
id: 154559008
{'hecke_orbit_code': 18014398576591798, 'n': 9, 'trace_an': 23}
-
id: 154559009
{'hecke_orbit_code': 18014398576591798, 'n': 10, 'trace_an': 0}
-
id: 154559010
{'hecke_orbit_code': 18014398576591798, 'n': 11, 'trace_an': -17}
-
id: 154559011
{'hecke_orbit_code': 18014398576591798, 'n': 12, 'trace_an': -36}
-
id: 154559012
{'hecke_orbit_code': 18014398576591798, 'n': 13, 'trace_an': -17}
-
id: 154559013
{'hecke_orbit_code': 18014398576591798, 'n': 14, 'trace_an': -36}
-
id: 154559014
{'hecke_orbit_code': 18014398576591798, 'n': 15, 'trace_an': 0}
-
id: 154559015
{'hecke_orbit_code': 18014398576591798, 'n': 16, 'trace_an': 32}
-
id: 154559016
{'hecke_orbit_code': 18014398576591798, 'n': 17, 'trace_an': 80}
-
id: 154559017
{'hecke_orbit_code': 18014398576591798, 'n': 18, 'trace_an': -46}
-
id: 154559018
{'hecke_orbit_code': 18014398576591798, 'n': 19, 'trace_an': 38}
-
id: 154559019
{'hecke_orbit_code': 18014398576591798, 'n': 20, 'trace_an': 0}
-
id: 154559020
{'hecke_orbit_code': 18014398576591798, 'n': 21, 'trace_an': -227}
-
id: 154559021
{'hecke_orbit_code': 18014398576591798, 'n': 22, 'trace_an': 34}
-
id: 154559022
{'hecke_orbit_code': 18014398576591798, 'n': 23, 'trace_an': -73}
-
id: 154559023
{'hecke_orbit_code': 18014398576591798, 'n': 24, 'trace_an': 72}
-
id: 154559024
{'hecke_orbit_code': 18014398576591798, 'n': 25, 'trace_an': 0}
-
id: 154559025
{'hecke_orbit_code': 18014398576591798, 'n': 26, 'trace_an': 34}
-
id: 154559026
{'hecke_orbit_code': 18014398576591798, 'n': 27, 'trace_an': -189}
-
id: 154559027
{'hecke_orbit_code': 18014398576591798, 'n': 28, 'trace_an': 72}
-
id: 154559028
{'hecke_orbit_code': 18014398576591798, 'n': 29, 'trace_an': 3}
-
id: 154559029
{'hecke_orbit_code': 18014398576591798, 'n': 30, 'trace_an': 0}
-
id: 154559030
{'hecke_orbit_code': 18014398576591798, 'n': 31, 'trace_an': 212}
-
id: 154559031
{'hecke_orbit_code': 18014398576591798, 'n': 32, 'trace_an': -64}
-
id: 154559032
{'hecke_orbit_code': 18014398576591798, 'n': 33, 'trace_an': 40}
-
id: 154559033
{'hecke_orbit_code': 18014398576591798, 'n': 34, 'trace_an': -160}
-
id: 154559034
{'hecke_orbit_code': 18014398576591798, 'n': 35, 'trace_an': 0}
-
id: 154559035
{'hecke_orbit_code': 18014398576591798, 'n': 36, 'trace_an': 92}
-
id: 154559036
{'hecke_orbit_code': 18014398576591798, 'n': 37, 'trace_an': -192}
-
id: 154559037
{'hecke_orbit_code': 18014398576591798, 'n': 38, 'trace_an': -76}
-
id: 154559038
{'hecke_orbit_code': 18014398576591798, 'n': 39, 'trace_an': 551}
-
id: 154559039
{'hecke_orbit_code': 18014398576591798, 'n': 40, 'trace_an': 0}
-
id: 154559040
{'hecke_orbit_code': 18014398576591798, 'n': 41, 'trace_an': -50}
-
id: 154559041
{'hecke_orbit_code': 18014398576591798, 'n': 42, 'trace_an': 454}
-
id: 154559042
{'hecke_orbit_code': 18014398576591798, 'n': 43, 'trace_an': -677}
-
id: 154559043
{'hecke_orbit_code': 18014398576591798, 'n': 44, 'trace_an': -68}
-
id: 154559044
{'hecke_orbit_code': 18014398576591798, 'n': 45, 'trace_an': 0}
-
id: 154559045
{'hecke_orbit_code': 18014398576591798, 'n': 46, 'trace_an': 146}
-
id: 154559046
{'hecke_orbit_code': 18014398576591798, 'n': 47, 'trace_an': 389}
-
id: 154559047
{'hecke_orbit_code': 18014398576591798, 'n': 48, 'trace_an': -144}
-
id: 154559048
{'hecke_orbit_code': 18014398576591798, 'n': 49, 'trace_an': 60}
-
id: 154559049
{'hecke_orbit_code': 18014398576591798, 'n': 50, 'trace_an': 0}
-
id: 154559050
{'hecke_orbit_code': 18014398576591798, 'n': 51, 'trace_an': -433}
-
id: 154559051
{'hecke_orbit_code': 18014398576591798, 'n': 52, 'trace_an': -68}
-
id: 154559052
{'hecke_orbit_code': 18014398576591798, 'n': 53, 'trace_an': 1219}
-
id: 154559053
{'hecke_orbit_code': 18014398576591798, 'n': 54, 'trace_an': 378}
-
id: 154559054
{'hecke_orbit_code': 18014398576591798, 'n': 55, 'trace_an': 0}
-
id: 154559055
{'hecke_orbit_code': 18014398576591798, 'n': 56, 'trace_an': -144}
-
id: 154559056
{'hecke_orbit_code': 18014398576591798, 'n': 57, 'trace_an': -171}
-
id: 154559057
{'hecke_orbit_code': 18014398576591798, 'n': 58, 'trace_an': -6}
-
id: 154559058
{'hecke_orbit_code': 18014398576591798, 'n': 59, 'trace_an': -287}
-
id: 154559059
{'hecke_orbit_code': 18014398576591798, 'n': 60, 'trace_an': 0}
-
id: 154559060
{'hecke_orbit_code': 18014398576591798, 'n': 61, 'trace_an': 313}
-
id: 154559061
{'hecke_orbit_code': 18014398576591798, 'n': 62, 'trace_an': -424}
-
id: 154559062
{'hecke_orbit_code': 18014398576591798, 'n': 63, 'trace_an': 1521}
-
id: 154559063
{'hecke_orbit_code': 18014398576591798, 'n': 64, 'trace_an': 128}
-
id: 154559064
{'hecke_orbit_code': 18014398576591798, 'n': 65, 'trace_an': 0}
-
id: 154559065
{'hecke_orbit_code': 18014398576591798, 'n': 66, 'trace_an': -80}
-
id: 154559066
{'hecke_orbit_code': 18014398576591798, 'n': 67, 'trace_an': -1223}
-
id: 154559067
{'hecke_orbit_code': 18014398576591798, 'n': 68, 'trace_an': 320}
-
id: 154559068
{'hecke_orbit_code': 18014398576591798, 'n': 69, 'trace_an': 803}
-
id: 154559069
{'hecke_orbit_code': 18014398576591798, 'n': 70, 'trace_an': 0}
-
id: 154559070
{'hecke_orbit_code': 18014398576591798, 'n': 71, 'trace_an': 200}
-
id: 154559071
{'hecke_orbit_code': 18014398576591798, 'n': 72, 'trace_an': -184}
-
id: 154559072
{'hecke_orbit_code': 18014398576591798, 'n': 73, 'trace_an': -378}
-
id: 154559073
{'hecke_orbit_code': 18014398576591798, 'n': 74, 'trace_an': 384}
-
id: 154559074
{'hecke_orbit_code': 18014398576591798, 'n': 75, 'trace_an': 0}
-
id: 154559075
{'hecke_orbit_code': 18014398576591798, 'n': 76, 'trace_an': 152}
-
id: 154559076
{'hecke_orbit_code': 18014398576591798, 'n': 77, 'trace_an': -7}
-
id: 154559077
{'hecke_orbit_code': 18014398576591798, 'n': 78, 'trace_an': -1102}
-
id: 154559078
{'hecke_orbit_code': 18014398576591798, 'n': 79, 'trace_an': 1350}
-
id: 154559079
{'hecke_orbit_code': 18014398576591798, 'n': 80, 'trace_an': 0}
-
id: 154559080
{'hecke_orbit_code': 18014398576591798, 'n': 81, 'trace_an': 1142}
-
id: 154559081
{'hecke_orbit_code': 18014398576591798, 'n': 82, 'trace_an': 100}
-
id: 154559082
{'hecke_orbit_code': 18014398576591798, 'n': 83, 'trace_an': 670}
-
id: 154559083
{'hecke_orbit_code': 18014398576591798, 'n': 84, 'trace_an': -908}
-
id: 154559084
{'hecke_orbit_code': 18014398576591798, 'n': 85, 'trace_an': 0}
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