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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, [2, 1]], [5, [-18, 1]], [13, [56, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321851550, '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.c', '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.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}-2q^{3}+4q^{4}+18q^{5}+4q^{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, -2, 18, -7], 'trace_hash': 723231847306176616, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.975', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.903', '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: 40457636
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851550, 'source_is_minimal': False, 'source_label': '1694.4.a.c.1.1', 'source_level': 1694, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321851550, 'target_is_minimal': False, 'target_label': '1694.4.a.c.1.1', 'target_level': 1694, 'twist_class_label': '154.4.a.d.1.1', 'twist_class_level': 154, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 40457637
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851550, 'source_is_minimal': False, 'source_label': '1694.4.a.c.1.1', 'source_level': 1694, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949220506, 'target_is_minimal': True, 'target_label': '154.4.a.d.1.1', 'target_level': 154, 'twist_class_label': '154.4.a.d.1.1', 'twist_class_level': 154, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 4}
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id: 40457638
{'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851550, 'source_is_minimal': False, 'source_label': '1694.4.a.c.1.1', 'source_level': 1694, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67110250, 'target_is_minimal': False, 'target_label': '1386.4.a.a.1.1', 'target_level': 1386, 'twist_class_label': '154.4.a.d.1.1', 'twist_class_level': 154, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 4}
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id: 40457639
{'conductor': 44, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851550, 'source_is_minimal': False, 'source_label': '1694.4.a.c.1.1', 'source_level': 1694, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998203962576, 'target_is_minimal': False, 'target_label': '1232.4.a.f.1.1', 'target_level': 1232, 'twist_class_label': '154.4.a.d.1.1', 'twist_class_level': 154, 'twisting_char_label': '44.43', 'twisting_conrey_index': 43, 'weight': 4}
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id: 40457640
{'conductor': 77, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851550, 'source_is_minimal': False, 'source_label': '1694.4.a.c.1.1', 'source_level': 1694, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597831332918, 'target_is_minimal': False, 'target_label': '1078.4.a.g.1.1', 'target_level': 1078, 'twist_class_label': '154.4.a.d.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: 2136975
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 2}
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id: 2136976
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 3}
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id: 2136977
{'charpoly_factorization': [[[-18, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 5}
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id: 2136978
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 7}
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id: 2136979
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 11}
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id: 2136980
{'charpoly_factorization': [[[56, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 13}
-
id: 2136981
{'charpoly_factorization': [[[36, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 17}
-
id: 2136982
{'charpoly_factorization': [[[-28, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 19}
-
id: 2136983
{'charpoly_factorization': [[[-180, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 23}
-
id: 2136984
{'charpoly_factorization': [[[-54, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 29}
-
id: 2136985
{'charpoly_factorization': [[[334, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 31}
-
id: 2136986
{'charpoly_factorization': [[[-386, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 37}
-
id: 2136987
{'charpoly_factorization': [[[-444, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 41}
-
id: 2136988
{'charpoly_factorization': [[[-316, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 43}
-
id: 2136989
{'charpoly_factorization': [[[402, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 47}
-
id: 2136990
{'charpoly_factorization': [[[486, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 53}
-
id: 2136991
{'charpoly_factorization': [[[282, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 59}
-
id: 2136992
{'charpoly_factorization': [[[380, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 61}
-
id: 2136993
{'charpoly_factorization': [[[-176, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 67}
-
id: 2136994
{'charpoly_factorization': [[[324, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 71}
-
id: 2136995
{'charpoly_factorization': [[[800, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 73}
-
id: 2136996
{'charpoly_factorization': [[[-1144, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 79}
-
id: 2136997
{'charpoly_factorization': [[[468, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 83}
-
id: 2136998
{'charpoly_factorization': [[[870, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 89}
-
id: 2136999
{'charpoly_factorization': [[[1330, 1], 1]], 'hecke_orbit_code': 9007199321851550, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '1694.4.a.c', '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: 111091000
{'hecke_orbit_code': 9007199321851550, 'n': 1, 'trace_an': 1}
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id: 111091001
{'hecke_orbit_code': 9007199321851550, 'n': 2, 'trace_an': -2}
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id: 111091002
{'hecke_orbit_code': 9007199321851550, 'n': 3, 'trace_an': -2}
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id: 111091003
{'hecke_orbit_code': 9007199321851550, 'n': 4, 'trace_an': 4}
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id: 111091004
{'hecke_orbit_code': 9007199321851550, 'n': 5, 'trace_an': 18}
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id: 111091005
{'hecke_orbit_code': 9007199321851550, 'n': 6, 'trace_an': 4}
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id: 111091006
{'hecke_orbit_code': 9007199321851550, 'n': 7, 'trace_an': -7}
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id: 111091007
{'hecke_orbit_code': 9007199321851550, 'n': 8, 'trace_an': -8}
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id: 111091970
{'hecke_orbit_code': 9007199321851550, 'n': 971, 'trace_an': -20526}
-
id: 111091971
{'hecke_orbit_code': 9007199321851550, 'n': 972, 'trace_an': -14168}
-
id: 111091972
{'hecke_orbit_code': 9007199321851550, 'n': 973, 'trace_an': -3556}
-
id: 111091973
{'hecke_orbit_code': 9007199321851550, 'n': 974, 'trace_an': -10264}
-
id: 111091974
{'hecke_orbit_code': 9007199321851550, 'n': 975, 'trace_an': 22288}
-
id: 111091975
{'hecke_orbit_code': 9007199321851550, 'n': 976, 'trace_an': -6080}
-
id: 111091976
{'hecke_orbit_code': 9007199321851550, 'n': 977, 'trace_an': 37434}
-
id: 111091977
{'hecke_orbit_code': 9007199321851550, 'n': 978, 'trace_an': -640}
-
id: 111091978
{'hecke_orbit_code': 9007199321851550, 'n': 979, 'trace_an': 0}
-
id: 111091979
{'hecke_orbit_code': 9007199321851550, 'n': 980, 'trace_an': 3528}
-
id: 111091980
{'hecke_orbit_code': 9007199321851550, 'n': 981, 'trace_an': -15962}
-
id: 111091981
{'hecke_orbit_code': 9007199321851550, 'n': 982, 'trace_an': 8376}
-
id: 111091982
{'hecke_orbit_code': 9007199321851550, 'n': 983, 'trace_an': -52194}
-
id: 111091983
{'hecke_orbit_code': 9007199321851550, 'n': 984, 'trace_an': 7104}
-
id: 111091984
{'hecke_orbit_code': 9007199321851550, 'n': 985, 'trace_an': 28836}
-
id: 111091985
{'hecke_orbit_code': 9007199321851550, 'n': 986, 'trace_an': 3888}
-
id: 111091986
{'hecke_orbit_code': 9007199321851550, 'n': 987, 'trace_an': -5628}
-
id: 111091987
{'hecke_orbit_code': 9007199321851550, 'n': 988, 'trace_an': -6272}
-
id: 111091988
{'hecke_orbit_code': 9007199321851550, 'n': 989, 'trace_an': 56880}
-
id: 111091989
{'hecke_orbit_code': 9007199321851550, 'n': 990, 'trace_an': 0}
-
id: 111091990
{'hecke_orbit_code': 9007199321851550, 'n': 991, 'trace_an': -15220}
-
id: 111091991
{'hecke_orbit_code': 9007199321851550, 'n': 992, 'trace_an': 10688}
-
id: 111091992
{'hecke_orbit_code': 9007199321851550, 'n': 993, 'trace_an': -13240}
-
id: 111091993
{'hecke_orbit_code': 9007199321851550, 'n': 994, 'trace_an': -4536}
-
id: 111091994
{'hecke_orbit_code': 9007199321851550, 'n': 995, 'trace_an': -58932}
-
id: 111091995
{'hecke_orbit_code': 9007199321851550, 'n': 996, 'trace_an': 3744}
-
id: 111091996
{'hecke_orbit_code': 9007199321851550, 'n': 997, 'trace_an': -37664}
-
id: 111091997
{'hecke_orbit_code': 9007199321851550, 'n': 998, 'trace_an': -7696}
-
id: 111091998
{'hecke_orbit_code': 9007199321851550, 'n': 999, 'trace_an': 38600}
-
id: 111091999
{'hecke_orbit_code': 9007199321851550, 'n': 1000, 'trace_an': -10656}