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{'Nk2': 27104, 'analytic_conductor': 99.9492355497246, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, 1], [11, -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': [1694, 1, [969, 365], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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, [10, 1]], [5, [14, 1]], [13, [-16, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 67110558, 'hecke_ring_generator_nbound': 1, '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': '1694.4.a.a', 'level': 1694, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7, 11], 'level_radical': 154, 'minimal_twist': '154.4.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}-10q^{3}+4q^{4}-14q^{5}+20q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1694.4.a', 'trace_display': [-2, -10, -14, -7], 'trace_hash': 557280061974910078, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_cc • Show schema
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{'AL_dims': [[[[2, 1], [7, -1], [11, 1]], 17, 3], [[[2, -1], [7, -1], [11, -1]], 16, 8], [[[2, 1], [7, 1], [11, 1]], 23, 5], [[[2, 1], [7, -1], [11, -1]], 24, 5], [[[2, -1], [7, -1], [11, 1]], 25, 3], [[[2, -1], [7, 1], [11, 1]], 19, 3], [[[2, 1], [7, 1], [11, -1]], 19, 7], [[[2, -1], [7, 1], [11, -1]], 21, 5]], 'ALdims': [23, 19, 17, 24, 19, 21, 25, 16], 'Nk2': 27104, 'analytic_conductor': 99.9492355497246, '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': [1694, 1, [969, 365], [1, 1]], 'conrey_index': 1, 'cusp_dim': 768, 'dim': 164, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 13], 'hecke_orbit_code': 67110558, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 6, 6, 8, 8, 10, 10, 10, 10, 10, 10], 'label': '1694.4.a', 'level': 1694, 'level_is_prime': False, 'level_is_prime_power': False, 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mf_twists_cc • Show schema
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id: 326685
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67110558, 'source_is_minimal': False, 'source_label': '1694.4.a.a.1.1', 'source_level': 1694, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67110558, 'target_is_minimal': False, 'target_label': '1694.4.a.a.1.1', 'target_level': 1694, 'twist_class_label': '154.4.a.c.1.1', 'twist_class_level': 154, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 326686
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67110558, 'source_is_minimal': False, 'source_label': '1694.4.a.a.1.1', 'source_level': 1694, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321850010, 'target_is_minimal': True, 'target_label': '154.4.a.c.1.1', 'target_level': 154, 'twist_class_label': '154.4.a.c.1.1', 'twist_class_level': 154, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 4}
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id: 326687
{'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67110558, 'source_is_minimal': False, 'source_label': '1694.4.a.a.1.1', 'source_level': 1694, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597831333226, 'target_is_minimal': False, 'target_label': '1386.4.a.g.1.1', 'target_level': 1386, 'twist_class_label': '154.4.a.c.1.1', 'twist_class_level': 154, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 4}
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id: 326688
{'conductor': 44, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67110558, 'source_is_minimal': False, 'source_label': '1694.4.a.a.1.1', 'source_level': 1694, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797086074064, 'target_is_minimal': False, 'target_label': '1232.4.a.i.1.1', 'target_level': 1232, 'twist_class_label': '154.4.a.c.1.1', 'twist_class_level': 154, 'twisting_char_label': '44.43', 'twisting_conrey_index': 43, 'weight': 4}
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id: 326689
{'conductor': 77, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67110558, 'source_is_minimal': False, 'source_label': '1694.4.a.a.1.1', 'source_level': 1694, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197458703414, 'target_is_minimal': False, 'target_label': '1078.4.a.h.1.1', 'target_level': 1078, 'twist_class_label': '154.4.a.c.1.1', 'twist_class_level': 154, 'twisting_char_label': '77.76', 'twisting_conrey_index': 76, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 2136925
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 2}
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id: 2136926
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 3}
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id: 2136927
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 5}
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id: 2136928
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 7}
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id: 2136929
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 11}
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id: 2136930
{'charpoly_factorization': [[[-16, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 13}
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id: 2136931
{'charpoly_factorization': [[[108, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 17}
-
id: 2136932
{'charpoly_factorization': [[[116, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 19}
-
id: 2136933
{'charpoly_factorization': [[[-68, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 23}
-
id: 2136934
{'charpoly_factorization': [[[122, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 29}
-
id: 2136935
{'charpoly_factorization': [[[262, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 31}
-
id: 2136936
{'charpoly_factorization': [[[-130, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 37}
-
id: 2136937
{'charpoly_factorization': [[[204, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 41}
-
id: 2136938
{'charpoly_factorization': [[[-396, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 43}
-
id: 2136939
{'charpoly_factorization': [[[-166, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 47}
-
id: 2136940
{'charpoly_factorization': [[[-442, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 53}
-
id: 2136941
{'charpoly_factorization': [[[-702, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 59}
-
id: 2136942
{'charpoly_factorization': [[[196, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 61}
-
id: 2136943
{'charpoly_factorization': [[[416, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 67}
-
id: 2136944
{'charpoly_factorization': [[[-492, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 71}
-
id: 2136945
{'charpoly_factorization': [[[408, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 73}
-
id: 2136946
{'charpoly_factorization': [[[600, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 79}
-
id: 2136947
{'charpoly_factorization': [[[-1212, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 83}
-
id: 2136948
{'charpoly_factorization': [[[-1146, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 89}
-
id: 2136949
{'charpoly_factorization': [[[482, 1], 1]], 'hecke_orbit_code': 67110558, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '1694.4.a.a', 'level': 1694, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 11671000
{'hecke_orbit_code': 67110558, 'n': 1, 'trace_an': 1}
-
id: 11671001
{'hecke_orbit_code': 67110558, 'n': 2, 'trace_an': -2}
-
id: 11671002
{'hecke_orbit_code': 67110558, 'n': 3, 'trace_an': -10}
-
id: 11671003
{'hecke_orbit_code': 67110558, 'n': 4, 'trace_an': 4}
-
id: 11671004
{'hecke_orbit_code': 67110558, 'n': 5, 'trace_an': -14}
-
id: 11671005
{'hecke_orbit_code': 67110558, 'n': 6, 'trace_an': 20}
-
id: 11671006
{'hecke_orbit_code': 67110558, 'n': 7, 'trace_an': -7}
-
id: 11671007
{'hecke_orbit_code': 67110558, 'n': 8, 'trace_an': -8}
-
id: 11671008
{'hecke_orbit_code': 67110558, 'n': 9, 'trace_an': 73}
-
id: 11671009
{'hecke_orbit_code': 67110558, 'n': 10, 'trace_an': 28}
-
id: 11671010
{'hecke_orbit_code': 67110558, 'n': 11, 'trace_an': 0}
-
id: 11671011
{'hecke_orbit_code': 67110558, 'n': 12, 'trace_an': -40}
-
id: 11671012
{'hecke_orbit_code': 67110558, 'n': 13, 'trace_an': 16}
-
id: 11671013
{'hecke_orbit_code': 67110558, 'n': 14, 'trace_an': 14}
-
id: 11671014
{'hecke_orbit_code': 67110558, 'n': 15, 'trace_an': 140}
-
id: 11671015
{'hecke_orbit_code': 67110558, 'n': 16, 'trace_an': 16}
-
id: 11671016
{'hecke_orbit_code': 67110558, 'n': 17, 'trace_an': -108}
-
id: 11671017
{'hecke_orbit_code': 67110558, 'n': 18, 'trace_an': -146}
-
id: 11671018
{'hecke_orbit_code': 67110558, 'n': 19, 'trace_an': -116}
-
id: 11671019
{'hecke_orbit_code': 67110558, 'n': 20, 'trace_an': -56}
-
id: 11671020
{'hecke_orbit_code': 67110558, 'n': 21, 'trace_an': 70}
-
id: 11671021
{'hecke_orbit_code': 67110558, 'n': 22, 'trace_an': 0}
-
id: 11671022
{'hecke_orbit_code': 67110558, 'n': 23, 'trace_an': 68}
-
id: 11671023
{'hecke_orbit_code': 67110558, 'n': 24, 'trace_an': 80}
-
id: 11671024
{'hecke_orbit_code': 67110558, 'n': 25, 'trace_an': 71}
-
id: 11671025
{'hecke_orbit_code': 67110558, 'n': 26, 'trace_an': -32}
-
id: 11671026
{'hecke_orbit_code': 67110558, 'n': 27, 'trace_an': -460}
-
id: 11671027
{'hecke_orbit_code': 67110558, 'n': 28, 'trace_an': -28}
-
id: 11671028
{'hecke_orbit_code': 67110558, 'n': 29, 'trace_an': -122}
-
id: 11671029
{'hecke_orbit_code': 67110558, 'n': 30, 'trace_an': -280}
-
id: 11671030
{'hecke_orbit_code': 67110558, 'n': 31, 'trace_an': -262}
-
id: 11671031
{'hecke_orbit_code': 67110558, 'n': 32, 'trace_an': -32}
-
id: 11671032
{'hecke_orbit_code': 67110558, 'n': 33, 'trace_an': 0}
-
id: 11671033
{'hecke_orbit_code': 67110558, 'n': 34, 'trace_an': 216}
-
id: 11671034
{'hecke_orbit_code': 67110558, 'n': 35, 'trace_an': 98}
-
id: 11671035
{'hecke_orbit_code': 67110558, 'n': 36, 'trace_an': 292}
-
id: 11671036
{'hecke_orbit_code': 67110558, 'n': 37, 'trace_an': 130}
-
id: 11671037
{'hecke_orbit_code': 67110558, 'n': 38, 'trace_an': 232}
-
id: 11671038
{'hecke_orbit_code': 67110558, 'n': 39, 'trace_an': -160}
-
id: 11671039
{'hecke_orbit_code': 67110558, 'n': 40, 'trace_an': 112}
-
id: 11671040
{'hecke_orbit_code': 67110558, 'n': 41, 'trace_an': -204}
-
id: 11671041
{'hecke_orbit_code': 67110558, 'n': 42, 'trace_an': -140}
-
id: 11671042
{'hecke_orbit_code': 67110558, 'n': 43, 'trace_an': 396}
-
id: 11671043
{'hecke_orbit_code': 67110558, 'n': 44, 'trace_an': 0}
-
id: 11671044
{'hecke_orbit_code': 67110558, 'n': 45, 'trace_an': -1022}
-
id: 11671045
{'hecke_orbit_code': 67110558, 'n': 46, 'trace_an': -136}
-
id: 11671046
{'hecke_orbit_code': 67110558, 'n': 47, 'trace_an': 166}
-
id: 11671047
{'hecke_orbit_code': 67110558, 'n': 48, 'trace_an': -160}
-
id: 11671048
{'hecke_orbit_code': 67110558, 'n': 49, 'trace_an': 49}
-
id: 11671049
{'hecke_orbit_code': 67110558, 'n': 50, 'trace_an': -142}
-
id: 11671050
{'hecke_orbit_code': 67110558, 'n': 51, 'trace_an': 1080}
-
id: 11671051
{'hecke_orbit_code': 67110558, 'n': 52, 'trace_an': 64}
-
id: 11671052
{'hecke_orbit_code': 67110558, 'n': 53, 'trace_an': 442}
-
id: 11671053
{'hecke_orbit_code': 67110558, 'n': 54, 'trace_an': 920}
-
id: 11671054
{'hecke_orbit_code': 67110558, 'n': 55, 'trace_an': 0}
-
id: 11671055
{'hecke_orbit_code': 67110558, 'n': 56, 'trace_an': 56}
-
id: 11671056
{'hecke_orbit_code': 67110558, 'n': 57, 'trace_an': 1160}
-
id: 11671057
{'hecke_orbit_code': 67110558, 'n': 58, 'trace_an': 244}
-
id: 11671058
{'hecke_orbit_code': 67110558, 'n': 59, 'trace_an': 702}
-
id: 11671059
{'hecke_orbit_code': 67110558, 'n': 60, 'trace_an': 560}
-
id: 11671060
{'hecke_orbit_code': 67110558, 'n': 61, 'trace_an': -196}
-
id: 11671061
{'hecke_orbit_code': 67110558, 'n': 62, 'trace_an': 524}
-
id: 11671062
{'hecke_orbit_code': 67110558, 'n': 63, 'trace_an': -511}
-
id: 11671063
{'hecke_orbit_code': 67110558, 'n': 64, 'trace_an': 64}
-
id: 11671064
{'hecke_orbit_code': 67110558, 'n': 65, 'trace_an': -224}
-
id: 11671065
{'hecke_orbit_code': 67110558, 'n': 66, 'trace_an': 0}
-
id: 11671066
{'hecke_orbit_code': 67110558, 'n': 67, 'trace_an': -416}
-
id: 11671067
{'hecke_orbit_code': 67110558, 'n': 68, 'trace_an': -432}
-
id: 11671068
{'hecke_orbit_code': 67110558, 'n': 69, 'trace_an': -680}
-
id: 11671069
{'hecke_orbit_code': 67110558, 'n': 70, 'trace_an': -196}
-
id: 11671070
{'hecke_orbit_code': 67110558, 'n': 71, 'trace_an': 492}
-
id: 11671071
{'hecke_orbit_code': 67110558, 'n': 72, 'trace_an': -584}
-
id: 11671072
{'hecke_orbit_code': 67110558, 'n': 73, 'trace_an': -408}
-
id: 11671073
{'hecke_orbit_code': 67110558, 'n': 74, 'trace_an': -260}
-
id: 11671074
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id: 11671921
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id: 11671922
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id: 11671923
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id: 11671924
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id: 11671925
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id: 11671926
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id: 11671927
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id: 11671928
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id: 11671929
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id: 11671930
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id: 11671931
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id: 11671932
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id: 11671933
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id: 11671934
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id: 11671935
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id: 11671937
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id: 11671938
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id: 11671939
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id: 11671940
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id: 11671941
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id: 11671942
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id: 11671943
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id: 11671944
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id: 11671945
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id: 11671946
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id: 11671947
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id: 11671948
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id: 11671949
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id: 11671950
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id: 11671951
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id: 11671952
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id: 11671953
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id: 11671954
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id: 11671955
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id: 11671956
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id: 11671957
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id: 11671958
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id: 11671959
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id: 11671961
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id: 11671962
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id: 11671963
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id: 11671964
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id: 11671965
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id: 11671966
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id: 11671967
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id: 11671968
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id: 11671969
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id: 11671970
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id: 11671971
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id: 11671972
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id: 11671973
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id: 11671974
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id: 11671975
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id: 11671976
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id: 11671977
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id: 11671978
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id: 11671979
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id: 11671980
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id: 11671981
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id: 11671982
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id: 11671983
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id: 11671984
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id: 11671985
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id: 11671986
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id: 11671987
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id: 11671988
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id: 11671989
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id: 11671990
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id: 11671991
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id: 11671992
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id: 11671993
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id: 11671994
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id: 11671995
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id: 11671996
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id: 11671997
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id: 11671998
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id: 11671999
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