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{'Nk2': 16720, 'analytic_conductor': 61.656995955998944, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [11, 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': [1045, 1, [837, 761, 496], [1, 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': [[2, [5, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 67109909, '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': True, 'label': '1045.4.a.a', 'level': 1045, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 11, 19], 'level_radical': 1045, 'minimal_twist': '1045.4.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-5q^{2}-q^{3}+17q^{4}-5q^{5}+5q^{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': '1045.4.a', 'trace_display': [-5, -1, -5, -2], 'trace_hash': 898936869737437533, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.070', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [11, -1], [19, -1]], 20, 1], [[[5, 1], [11, 1], [19, -1]], 21, 2], [[[5, -1], [11, 1], [19, 1]], 22, 1], [[[5, 1], [11, 1], [19, 1]], 23, 1], [[[5, -1], [11, 1], [19, -1]], 24, 1], [[[5, -1], [11, -1], [19, 1]], 22, 1], [[[5, 1], [11, -1], [19, 1]], 23, 1], [[[5, 1], [11, -1], [19, -1]], 25, 1]], 'ALdims': [23, 21, 23, 25, 22, 24, 22, 20], 'Nk2': 16720, 'analytic_conductor': 61.656995955998944, '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': [1045, 1, [837, 761, 496], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 356, 'dim': 180, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67109909, 'hecke_orbit_dims': [1, 20, 20, 22, 22, 23, 23, 24, 25], 'label': '1045.4.a', 'level': 1045, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 11, 19], 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mf_twists_nf • Show schema
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{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '1045.4.a.a', 'source_level': 1045, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1045.4.a.a', 'target_level': 1045, 'twist_class_label': '1045.4.a.a', 'twist_class_level': 1045, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1629625
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 2}
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id: 1629626
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 3}
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id: 1629627
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 5}
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id: 1629628
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 7}
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id: 1629629
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 11}
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id: 1629630
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 13}
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id: 1629631
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 17}
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id: 1629632
{'charpoly_factorization': [[[-19, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 19}
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id: 1629633
{'charpoly_factorization': [[[-55, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 23}
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id: 1629634
{'charpoly_factorization': [[[26, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 29}
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id: 1629635
{'charpoly_factorization': [[[-261, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 31}
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id: 1629636
{'charpoly_factorization': [[[126, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 37}
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id: 1629637
{'charpoly_factorization': [[[381, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 41}
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id: 1629638
{'charpoly_factorization': [[[-387, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 43}
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id: 1629639
{'charpoly_factorization': [[[-189, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 47}
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id: 1629640
{'charpoly_factorization': [[[404, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 53}
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id: 1629641
{'charpoly_factorization': [[[-746, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 59}
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id: 1629642
{'charpoly_factorization': [[[-79, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 61}
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id: 1629643
{'charpoly_factorization': [[[-537, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 67}
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id: 1629644
{'charpoly_factorization': [[[824, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 71}
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id: 1629645
{'charpoly_factorization': [[[-169, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 73}
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id: 1629646
{'charpoly_factorization': [[[338, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 79}
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id: 1629647
{'charpoly_factorization': [[[-601, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 83}
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id: 1629648
{'charpoly_factorization': [[[762, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 89}
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id: 1629649
{'charpoly_factorization': [[[-866, 1], 1]], 'hecke_orbit_code': 67109909, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '1045.4.a.a', 'level': 1045, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 11022000
{'hecke_orbit_code': 67109909, 'n': 1, 'trace_an': 1}
-
id: 11022001
{'hecke_orbit_code': 67109909, 'n': 2, 'trace_an': -5}
-
id: 11022002
{'hecke_orbit_code': 67109909, 'n': 3, 'trace_an': -1}
-
id: 11022003
{'hecke_orbit_code': 67109909, 'n': 4, 'trace_an': 17}
-
id: 11022004
{'hecke_orbit_code': 67109909, 'n': 5, 'trace_an': -5}
-
id: 11022005
{'hecke_orbit_code': 67109909, 'n': 6, 'trace_an': 5}
-
id: 11022006
{'hecke_orbit_code': 67109909, 'n': 7, 'trace_an': -2}
-
id: 11022007
{'hecke_orbit_code': 67109909, 'n': 8, 'trace_an': -45}
-
id: 11022008
{'hecke_orbit_code': 67109909, 'n': 9, 'trace_an': -26}
-
id: 11022009
{'hecke_orbit_code': 67109909, 'n': 10, 'trace_an': 25}
-
id: 11022010
{'hecke_orbit_code': 67109909, 'n': 11, 'trace_an': -11}
-
id: 11022011
{'hecke_orbit_code': 67109909, 'n': 12, 'trace_an': -17}
-
id: 11022012
{'hecke_orbit_code': 67109909, 'n': 13, 'trace_an': -7}
-
id: 11022013
{'hecke_orbit_code': 67109909, 'n': 14, 'trace_an': 10}
-
id: 11022014
{'hecke_orbit_code': 67109909, 'n': 15, 'trace_an': 5}
-
id: 11022015
{'hecke_orbit_code': 67109909, 'n': 16, 'trace_an': 89}
-
id: 11022016
{'hecke_orbit_code': 67109909, 'n': 17, 'trace_an': 14}
-
id: 11022017
{'hecke_orbit_code': 67109909, 'n': 18, 'trace_an': 130}
-
id: 11022018
{'hecke_orbit_code': 67109909, 'n': 19, 'trace_an': 19}
-
id: 11022019
{'hecke_orbit_code': 67109909, 'n': 20, 'trace_an': -85}
-
id: 11022020
{'hecke_orbit_code': 67109909, 'n': 21, 'trace_an': 2}
-
id: 11022021
{'hecke_orbit_code': 67109909, 'n': 22, 'trace_an': 55}
-
id: 11022022
{'hecke_orbit_code': 67109909, 'n': 23, 'trace_an': 55}
-
id: 11022023
{'hecke_orbit_code': 67109909, 'n': 24, 'trace_an': 45}
-
id: 11022024
{'hecke_orbit_code': 67109909, 'n': 25, 'trace_an': 25}
-
id: 11022025
{'hecke_orbit_code': 67109909, 'n': 26, 'trace_an': 35}
-
id: 11022026
{'hecke_orbit_code': 67109909, 'n': 27, 'trace_an': 53}
-
id: 11022027
{'hecke_orbit_code': 67109909, 'n': 28, 'trace_an': -34}
-
id: 11022028
{'hecke_orbit_code': 67109909, 'n': 29, 'trace_an': -26}
-
id: 11022029
{'hecke_orbit_code': 67109909, 'n': 30, 'trace_an': -25}
-
id: 11022030
{'hecke_orbit_code': 67109909, 'n': 31, 'trace_an': 261}
-
id: 11022031
{'hecke_orbit_code': 67109909, 'n': 32, 'trace_an': -85}
-
id: 11022032
{'hecke_orbit_code': 67109909, 'n': 33, 'trace_an': 11}
-
id: 11022033
{'hecke_orbit_code': 67109909, 'n': 34, 'trace_an': -70}
-
id: 11022034
{'hecke_orbit_code': 67109909, 'n': 35, 'trace_an': 10}
-
id: 11022035
{'hecke_orbit_code': 67109909, 'n': 36, 'trace_an': -442}
-
id: 11022036
{'hecke_orbit_code': 67109909, 'n': 37, 'trace_an': -126}
-
id: 11022037
{'hecke_orbit_code': 67109909, 'n': 38, 'trace_an': -95}
-
id: 11022038
{'hecke_orbit_code': 67109909, 'n': 39, 'trace_an': 7}
-
id: 11022039
{'hecke_orbit_code': 67109909, 'n': 40, 'trace_an': 225}
-
id: 11022040
{'hecke_orbit_code': 67109909, 'n': 41, 'trace_an': -381}
-
id: 11022041
{'hecke_orbit_code': 67109909, 'n': 42, 'trace_an': -10}
-
id: 11022042
{'hecke_orbit_code': 67109909, 'n': 43, 'trace_an': 387}
-
id: 11022043
{'hecke_orbit_code': 67109909, 'n': 44, 'trace_an': -187}
-
id: 11022044
{'hecke_orbit_code': 67109909, 'n': 45, 'trace_an': 130}
-
id: 11022045
{'hecke_orbit_code': 67109909, 'n': 46, 'trace_an': -275}
-
id: 11022046
{'hecke_orbit_code': 67109909, 'n': 47, 'trace_an': 189}
-
id: 11022047
{'hecke_orbit_code': 67109909, 'n': 48, 'trace_an': -89}
-
id: 11022048
{'hecke_orbit_code': 67109909, 'n': 49, 'trace_an': -339}
-
id: 11022049
{'hecke_orbit_code': 67109909, 'n': 50, 'trace_an': -125}
-
id: 11022050
{'hecke_orbit_code': 67109909, 'n': 51, 'trace_an': -14}
-
id: 11022051
{'hecke_orbit_code': 67109909, 'n': 52, 'trace_an': -119}
-
id: 11022052
{'hecke_orbit_code': 67109909, 'n': 53, 'trace_an': -404}
-
id: 11022053
{'hecke_orbit_code': 67109909, 'n': 54, 'trace_an': -265}
-
id: 11022054
{'hecke_orbit_code': 67109909, 'n': 55, 'trace_an': 55}
-
id: 11022055
{'hecke_orbit_code': 67109909, 'n': 56, 'trace_an': 90}
-
id: 11022056
{'hecke_orbit_code': 67109909, 'n': 57, 'trace_an': -19}
-
id: 11022057
{'hecke_orbit_code': 67109909, 'n': 58, 'trace_an': 130}
-
id: 11022058
{'hecke_orbit_code': 67109909, 'n': 59, 'trace_an': 746}
-
id: 11022059
{'hecke_orbit_code': 67109909, 'n': 60, 'trace_an': 85}
-
id: 11022060
{'hecke_orbit_code': 67109909, 'n': 61, 'trace_an': 79}
-
id: 11022061
{'hecke_orbit_code': 67109909, 'n': 62, 'trace_an': -1305}
-
id: 11022062
{'hecke_orbit_code': 67109909, 'n': 63, 'trace_an': 52}
-
id: 11022063
{'hecke_orbit_code': 67109909, 'n': 64, 'trace_an': -287}
-
id: 11022064
{'hecke_orbit_code': 67109909, 'n': 65, 'trace_an': 35}
-
id: 11022065
{'hecke_orbit_code': 67109909, 'n': 66, 'trace_an': -55}
-
id: 11022066
{'hecke_orbit_code': 67109909, 'n': 67, 'trace_an': 537}
-
id: 11022067
{'hecke_orbit_code': 67109909, 'n': 68, 'trace_an': 238}
-
id: 11022068
{'hecke_orbit_code': 67109909, 'n': 69, 'trace_an': -55}
-
id: 11022069
{'hecke_orbit_code': 67109909, 'n': 70, 'trace_an': -50}
-
id: 11022070
{'hecke_orbit_code': 67109909, 'n': 71, 'trace_an': -824}
-
id: 11022071
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