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{'Nk2': 29700, 'analytic_conductor': 132.31665134570903, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 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': [825, 1, [551, 727, 376], [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, [-2, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728034617, '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': '825.6.a.b', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '33.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+9q^{3}-28q^{4}+18q^{6}-148q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '825.6.a', 'trace_display': [2, 9, 0, -148], 'trace_hash': 907803729091212453, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.972', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.898', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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-
mf_hecke_nf • Show schema
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[-549684394], [-444988158], [-251138844], [929706430], [-545626628], [-620531360]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599728034617, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '825.6.a.b', 'level': 825, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [11, -1]], 23, 2], [[[3, 1], [5, -1], [11, -1]], 20, 2], [[[3, 1], [5, -1], [11, 1]], 22, 2], [[[3, -1], [5, 1], [11, -1]], 16, 5], [[[3, 1], [5, 1], [11, 1]], 18, 4], [[[3, -1], [5, -1], [11, 1]], 21, 2], [[[3, -1], [5, 1], [11, 1]], 19, 4], [[[3, 1], [5, 1], [11, -1]], 21, 4]], 'ALdims': [18, 21, 22, 20, 19, 16, 21, 23], 'Nk2': 29700, 'analytic_conductor': 132.31665134570903, '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': [825, 1, [551, 727, 376], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 588, 'dim': 160, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664121, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 5, 5, 7, 7, 7, 8, 8, 9, 9, 10, 10, 13, 13, 13, 13], 'label': '825.6.a', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 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mf_twists_nf • Show schema
Hide schema
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id: 521780
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '825.6.a.b', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '33.6.a.a', 'target_level': 33, 'twist_class_label': '33.6.a.a', 'twist_class_level': 33, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 521781
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '825.6.a.b', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '99.6.a.b', 'target_level': 99, 'twist_class_label': '33.6.a.a', 'twist_class_level': 33, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 521782
{'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '825.6.a.b', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '363.6.a.c', 'target_level': 363, 'twist_class_label': '33.6.a.a', 'twist_class_level': 33, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 521783
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '825.6.a.b', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '528.6.a.i', 'target_level': 528, 'twist_class_label': '33.6.a.a', 'twist_class_level': 33, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 521784
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '825.6.a.b', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '825.6.a.b', 'target_level': 825, 'twist_class_label': '33.6.a.a', 'twist_class_level': 33, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 521785
{'conductor': 165, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '825.6.a.b', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1089.6.a.d', 'target_level': 1089, 'twist_class_label': '33.6.a.a', 'twist_class_level': 33, 'twisting_char_label': '165.d', 'twisting_char_orbit': 4, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 1377850
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 2}
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id: 1377851
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 3}
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id: 1377852
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 5}
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id: 1377853
{'charpoly_factorization': [[[148, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 7}
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id: 1377854
{'charpoly_factorization': [[[-121, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 11}
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id: 1377855
{'charpoly_factorization': [[[574, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 13}
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id: 1377856
{'charpoly_factorization': [[[-722, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 17}
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id: 1377857
{'charpoly_factorization': [[[-2160, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 19}
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id: 1377858
{'charpoly_factorization': [[[-2536, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 23}
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id: 1377859
{'charpoly_factorization': [[[-4650, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 29}
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id: 1377860
{'charpoly_factorization': [[[-5032, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 31}
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id: 1377861
{'charpoly_factorization': [[[8118, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 37}
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id: 1377862
{'charpoly_factorization': [[[5138, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 41}
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id: 1377863
{'charpoly_factorization': [[[8304, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 43}
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id: 1377864
{'charpoly_factorization': [[[24728, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 47}
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id: 1377865
{'charpoly_factorization': [[[-28746, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 53}
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id: 1377866
{'charpoly_factorization': [[[5860, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 59}
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id: 1377867
{'charpoly_factorization': [[[53658, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 61}
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id: 1377868
{'charpoly_factorization': [[[30908, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 67}
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id: 1377869
{'charpoly_factorization': [[[69648, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 71}
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id: 1377870
{'charpoly_factorization': [[[-18446, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 73}
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id: 1377871
{'charpoly_factorization': [[[25300, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 79}
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id: 1377872
{'charpoly_factorization': [[[-17556, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 83}
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id: 1377873
{'charpoly_factorization': [[[-132570, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 89}
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id: 1377874
{'charpoly_factorization': [[[70658, 1], 1]], 'hecke_orbit_code': 4503599728034617, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '825.6.a.b', 'level': 825, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 75382000
{'hecke_orbit_code': 4503599728034617, 'n': 1, 'trace_an': 1}
-
id: 75382001
{'hecke_orbit_code': 4503599728034617, 'n': 2, 'trace_an': 2}
-
id: 75382002
{'hecke_orbit_code': 4503599728034617, 'n': 3, 'trace_an': 9}
-
id: 75382003
{'hecke_orbit_code': 4503599728034617, 'n': 4, 'trace_an': -28}
-
id: 75382004
{'hecke_orbit_code': 4503599728034617, 'n': 5, 'trace_an': 0}
-
id: 75382005
{'hecke_orbit_code': 4503599728034617, 'n': 6, 'trace_an': 18}
-
id: 75382006
{'hecke_orbit_code': 4503599728034617, 'n': 7, 'trace_an': -148}
-
id: 75382007
{'hecke_orbit_code': 4503599728034617, 'n': 8, 'trace_an': -120}
-
id: 75382008
{'hecke_orbit_code': 4503599728034617, 'n': 9, 'trace_an': 81}
-
id: 75382009
{'hecke_orbit_code': 4503599728034617, 'n': 10, 'trace_an': 0}
-
id: 75382010
{'hecke_orbit_code': 4503599728034617, 'n': 11, 'trace_an': 121}
-
id: 75382011
{'hecke_orbit_code': 4503599728034617, 'n': 12, 'trace_an': -252}
-
id: 75382012
{'hecke_orbit_code': 4503599728034617, 'n': 13, 'trace_an': -574}
-
id: 75382013
{'hecke_orbit_code': 4503599728034617, 'n': 14, 'trace_an': -296}
-
id: 75382014
{'hecke_orbit_code': 4503599728034617, 'n': 15, 'trace_an': 0}
-
id: 75382015
{'hecke_orbit_code': 4503599728034617, 'n': 16, 'trace_an': 656}
-
id: 75382016
{'hecke_orbit_code': 4503599728034617, 'n': 17, 'trace_an': 722}
-
id: 75382017
{'hecke_orbit_code': 4503599728034617, 'n': 18, 'trace_an': 162}
-
id: 75382018
{'hecke_orbit_code': 4503599728034617, 'n': 19, 'trace_an': 2160}
-
id: 75382019
{'hecke_orbit_code': 4503599728034617, 'n': 20, 'trace_an': 0}
-
id: 75382020
{'hecke_orbit_code': 4503599728034617, 'n': 21, 'trace_an': -1332}
-
id: 75382021
{'hecke_orbit_code': 4503599728034617, 'n': 22, 'trace_an': 242}
-
id: 75382022
{'hecke_orbit_code': 4503599728034617, 'n': 23, 'trace_an': 2536}
-
id: 75382023
{'hecke_orbit_code': 4503599728034617, 'n': 24, 'trace_an': -1080}
-
id: 75382024
{'hecke_orbit_code': 4503599728034617, 'n': 25, 'trace_an': 0}
-
id: 75382025
{'hecke_orbit_code': 4503599728034617, 'n': 26, 'trace_an': -1148}
-
id: 75382026
{'hecke_orbit_code': 4503599728034617, 'n': 27, 'trace_an': 729}
-
id: 75382027
{'hecke_orbit_code': 4503599728034617, 'n': 28, 'trace_an': 4144}
-
id: 75382028
{'hecke_orbit_code': 4503599728034617, 'n': 29, 'trace_an': 4650}
-
id: 75382029
{'hecke_orbit_code': 4503599728034617, 'n': 30, 'trace_an': 0}
-
id: 75382030
{'hecke_orbit_code': 4503599728034617, 'n': 31, 'trace_an': 5032}
-
id: 75382031
{'hecke_orbit_code': 4503599728034617, 'n': 32, 'trace_an': 5152}
-
id: 75382032
{'hecke_orbit_code': 4503599728034617, 'n': 33, 'trace_an': 1089}
-
id: 75382033
{'hecke_orbit_code': 4503599728034617, 'n': 34, 'trace_an': 1444}
-
id: 75382034
{'hecke_orbit_code': 4503599728034617, 'n': 35, 'trace_an': 0}
-
id: 75382035
{'hecke_orbit_code': 4503599728034617, 'n': 36, 'trace_an': -2268}
-
id: 75382036
{'hecke_orbit_code': 4503599728034617, 'n': 37, 'trace_an': -8118}
-
id: 75382037
{'hecke_orbit_code': 4503599728034617, 'n': 38, 'trace_an': 4320}
-
id: 75382038
{'hecke_orbit_code': 4503599728034617, 'n': 39, 'trace_an': -5166}
-
id: 75382039
{'hecke_orbit_code': 4503599728034617, 'n': 40, 'trace_an': 0}
-
id: 75382040
{'hecke_orbit_code': 4503599728034617, 'n': 41, 'trace_an': -5138}
-
id: 75382041
{'hecke_orbit_code': 4503599728034617, 'n': 42, 'trace_an': -2664}
-
id: 75382042
{'hecke_orbit_code': 4503599728034617, 'n': 43, 'trace_an': -8304}
-
id: 75382043
{'hecke_orbit_code': 4503599728034617, 'n': 44, 'trace_an': -3388}
-
id: 75382044
{'hecke_orbit_code': 4503599728034617, 'n': 45, 'trace_an': 0}
-
id: 75382045
{'hecke_orbit_code': 4503599728034617, 'n': 46, 'trace_an': 5072}
-
id: 75382046
{'hecke_orbit_code': 4503599728034617, 'n': 47, 'trace_an': -24728}
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