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{'Nk2': 15876, 'analytic_conductor': 70.72926453752446, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, 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': [441, 1, [344, 199], [1, 1]], 'cm_discs': [], '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': [[2, [-2, 1]], [5, [11, 1]], [13, [308, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597864886713, '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': '441.6.a.g', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.6.e.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}-28q^{4}-11q^{5}-120q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '441.6.a', 'trace_display': [2, 0, -11, 0], 'trace_hash': 1376984577340290105, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.036', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.977', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.035', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.919', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.027', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.696', 'prec': 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mf_hecke_nf • Show schema
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[0, 1], 'hecke_orbit_code': 27021597864886713, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '441.6.a.g', 'level': 441, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, -1]], 24, 15], [[[3, 1], [7, -1]], 19, 6], [[[3, -1], [7, 1]], 25, 7], [[[3, 1], [7, 1]], 15, 3]], 'Nk2': 15876, 'analytic_conductor': 70.72926453752446, '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': [441, 1, [344, 199], [1, 1]], 'conrey_indexes': [1], 'cusp_dim': 264, 'dim': 83, 'eis_dim': 32, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 100663737, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8], 'label': '441.6.a', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 296, 'mf_new_dim': 88, 'num_forms': 31, 'plus_dim': 39, 'prim_orbit_index': 1, 'relative_dim': 83, 'sturm_bound': 336, 'trace_bound': 13, 'trace_display': [2, 0, 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mf_twists_nf • Show schema
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id: 324013
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '441.6.a.g', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '21.6.e.a', 'target_level': 21, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 324014
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '441.6.a.g', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '63.6.e.a', 'target_level': 63, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 324015
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '441.6.a.g', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '147.6.a.c', 'target_level': 147, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 324016
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '441.6.a.g', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '147.6.a.d', 'target_level': 147, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 324017
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '441.6.a.g', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '147.6.e.g', 'target_level': 147, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 324018
{'conductor': 84, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '441.6.a.g', 'source_level': 441, 'target_char_orbit': 17, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '336.6.q.b', 'target_level': 336, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '84.n', 'twisting_char_orbit': 14, 'weight': 6}
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id: 324019
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '441.6.a.g', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '441.6.a.g', 'target_level': 441, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 324020
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '441.6.a.g', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '441.6.a.h', 'target_level': 441, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 894825
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 2}
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id: 894826
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 3}
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id: 894827
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 5}
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id: 894828
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 7}
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id: 894829
{'charpoly_factorization': [[[269, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 11}
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id: 894830
{'charpoly_factorization': [[[308, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 13}
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id: 894831
{'charpoly_factorization': [[[1896, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 17}
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id: 894832
{'charpoly_factorization': [[[164, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 19}
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id: 894833
{'charpoly_factorization': [[[-3264, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 23}
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id: 894834
{'charpoly_factorization': [[[2417, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 29}
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id: 894835
{'charpoly_factorization': [[[-2841, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 31}
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id: 894836
{'charpoly_factorization': [[[11328, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 37}
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id: 894837
{'charpoly_factorization': [[[-16856, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 41}
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id: 894838
{'charpoly_factorization': [[[7894, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 43}
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id: 894839
{'charpoly_factorization': [[[21102, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 47}
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id: 894840
{'charpoly_factorization': [[[-29691, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 53}
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id: 894841
{'charpoly_factorization': [[[-8163, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 59}
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id: 894842
{'charpoly_factorization': [[[-15166, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 61}
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id: 894843
{'charpoly_factorization': [[[32078, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 67}
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id: 894844
{'charpoly_factorization': [[[-38274, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 71}
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id: 894845
{'charpoly_factorization': [[[-34866, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 73}
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id: 894846
{'charpoly_factorization': [[[-13529, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 79}
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id: 894847
{'charpoly_factorization': [[[-68103, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 83}
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id: 894848
{'charpoly_factorization': [[[-114922, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 89}
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id: 894849
{'charpoly_factorization': [[[-154959, 1], 1]], 'hecke_orbit_code': 27021597864886713, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '441.6.a.g', 'level': 441, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
-
id: 181450000
{'hecke_orbit_code': 27021597864886713, 'n': 1, 'trace_an': 1}
-
id: 181450001
{'hecke_orbit_code': 27021597864886713, 'n': 2, 'trace_an': 2}
-
id: 181450002
{'hecke_orbit_code': 27021597864886713, 'n': 3, 'trace_an': 0}
-
id: 181450003
{'hecke_orbit_code': 27021597864886713, 'n': 4, 'trace_an': -28}
-
id: 181450004
{'hecke_orbit_code': 27021597864886713, 'n': 5, 'trace_an': -11}
-
id: 181450005
{'hecke_orbit_code': 27021597864886713, 'n': 6, 'trace_an': 0}
-
id: 181450006
{'hecke_orbit_code': 27021597864886713, 'n': 7, 'trace_an': 0}
-
id: 181450007
{'hecke_orbit_code': 27021597864886713, 'n': 8, 'trace_an': -120}
-
id: 181450008
{'hecke_orbit_code': 27021597864886713, 'n': 9, 'trace_an': 0}
-
id: 181450009
{'hecke_orbit_code': 27021597864886713, 'n': 10, 'trace_an': -22}
-
id: 181450010
{'hecke_orbit_code': 27021597864886713, 'n': 11, 'trace_an': -269}
-
id: 181450011
{'hecke_orbit_code': 27021597864886713, 'n': 12, 'trace_an': 0}
-
id: 181450012
{'hecke_orbit_code': 27021597864886713, 'n': 13, 'trace_an': -308}
-
id: 181450013
{'hecke_orbit_code': 27021597864886713, 'n': 14, 'trace_an': 0}
-
id: 181450014
{'hecke_orbit_code': 27021597864886713, 'n': 15, 'trace_an': 0}
-
id: 181450015
{'hecke_orbit_code': 27021597864886713, 'n': 16, 'trace_an': 656}
-
id: 181450016
{'hecke_orbit_code': 27021597864886713, 'n': 17, 'trace_an': -1896}
-
id: 181450017
{'hecke_orbit_code': 27021597864886713, 'n': 18, 'trace_an': 0}
-
id: 181450018
{'hecke_orbit_code': 27021597864886713, 'n': 19, 'trace_an': -164}
-
id: 181450019
{'hecke_orbit_code': 27021597864886713, 'n': 20, 'trace_an': 308}
-
id: 181450020
{'hecke_orbit_code': 27021597864886713, 'n': 21, 'trace_an': 0}
-
id: 181450021
{'hecke_orbit_code': 27021597864886713, 'n': 22, 'trace_an': -538}
-
id: 181450022
{'hecke_orbit_code': 27021597864886713, 'n': 23, 'trace_an': 3264}
-
id: 181450023
{'hecke_orbit_code': 27021597864886713, 'n': 24, 'trace_an': 0}
-
id: 181450024
{'hecke_orbit_code': 27021597864886713, 'n': 25, 'trace_an': -3004}
-
id: 181450025
{'hecke_orbit_code': 27021597864886713, 'n': 26, 'trace_an': -616}
-
id: 181450026
{'hecke_orbit_code': 27021597864886713, 'n': 27, 'trace_an': 0}
-
id: 181450027
{'hecke_orbit_code': 27021597864886713, 'n': 28, 'trace_an': 0}
-
id: 181450028
{'hecke_orbit_code': 27021597864886713, 'n': 29, 'trace_an': -2417}
-
id: 181450029
{'hecke_orbit_code': 27021597864886713, 'n': 30, 'trace_an': 0}
-
id: 181450030
{'hecke_orbit_code': 27021597864886713, 'n': 31, 'trace_an': 2841}
-
id: 181450031
{'hecke_orbit_code': 27021597864886713, 'n': 32, 'trace_an': 5152}
-
id: 181450032
{'hecke_orbit_code': 27021597864886713, 'n': 33, 'trace_an': 0}
-
id: 181450033
{'hecke_orbit_code': 27021597864886713, 'n': 34, 'trace_an': -3792}
-
id: 181450034
{'hecke_orbit_code': 27021597864886713, 'n': 35, 'trace_an': 0}
-
id: 181450035
{'hecke_orbit_code': 27021597864886713, 'n': 36, 'trace_an': 0}
-
id: 181450036
{'hecke_orbit_code': 27021597864886713, 'n': 37, 'trace_an': -11328}
-
id: 181450037
{'hecke_orbit_code': 27021597864886713, 'n': 38, 'trace_an': -328}
-
id: 181450038
{'hecke_orbit_code': 27021597864886713, 'n': 39, 'trace_an': 0}
-
id: 181450039
{'hecke_orbit_code': 27021597864886713, 'n': 40, 'trace_an': 1320}
-
id: 181450040
{'hecke_orbit_code': 27021597864886713, 'n': 41, 'trace_an': 16856}
-
id: 181450041
{'hecke_orbit_code': 27021597864886713, 'n': 42, 'trace_an': 0}
-
id: 181450042
{'hecke_orbit_code': 27021597864886713, 'n': 43, 'trace_an': -7894}
-
id: 181450043
{'hecke_orbit_code': 27021597864886713, 'n': 44, 'trace_an': 7532}
-
id: 181450044
{'hecke_orbit_code': 27021597864886713, 'n': 45, 'trace_an': 0}
-
id: 181450045
{'hecke_orbit_code': 27021597864886713, 'n': 46, 'trace_an': 6528}
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id: 181450998
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id: 181450999
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