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{'Nk2': 11520, 'analytic_conductor': 51.322822340153806, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [320, 1, [191, 261, 257], [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': [[3, [-8, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596001739072, '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': '320.6.a.l', 'level': 320, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '40.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+8q^{3}-5^{2}q^{5}-108q^{7}-179q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '320.6.a', 'trace_display': [0, 8, -25, -108], 'trace_hash': 2288206754889138444, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.966', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.915', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.702', 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1]], 9, 6], [[[2, -1], [5, -1]], 9, 7], [[[2, 1], [5, -1]], 11, 7], [[[2, -1], [5, 1]], 11, 6]], 'ALdims': [9, 11, 11, 9], 'Nk2': 11520, 'analytic_conductor': 51.322822340153806, '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': [320, 1, [191, 261, 257], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 228, 'dim': 40, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663616, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4], 'label': '320.6.a', 'level': 320, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 252, 'mf_new_dim': 40, 'num_forms': 26, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 40, 'sturm_bound': 288, 'trace_bound': 9, 'trace_display': [0, 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mf_twists_nf • Show schema
Hide schema
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id: 245638
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '320.6.a.l', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '40.6.a.b', 'target_level': 40, 'twist_class_label': '40.6.a.b', 'twist_class_level': 40, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 245639
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '320.6.a.l', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '80.6.a.f', 'target_level': 80, 'twist_class_label': '40.6.a.b', 'twist_class_level': 40, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 245640
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '320.6.a.l', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '200.6.a.c', 'target_level': 200, 'twist_class_label': '40.6.a.b', 'twist_class_level': 40, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 6}
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id: 245641
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '320.6.a.l', 'source_level': 320, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '200.6.c.c', 'target_level': 200, 'twist_class_label': '40.6.a.b', 'twist_class_level': 40, 'twisting_char_label': '40.i', 'twisting_char_orbit': 9, 'weight': 6}
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id: 245642
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '320.6.a.l', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '320.6.a.e', 'target_level': 320, 'twist_class_label': '40.6.a.b', 'twist_class_level': 40, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 245643
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '320.6.a.l', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '320.6.a.l', 'target_level': 320, 'twist_class_label': '40.6.a.b', 'twist_class_level': 40, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 245644
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '320.6.a.l', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '360.6.a.b', 'target_level': 360, 'twist_class_label': '40.6.a.b', 'twist_class_level': 40, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 245645
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '320.6.a.l', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '400.6.a.f', 'target_level': 400, 'twist_class_label': '40.6.a.b', 'twist_class_level': 40, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 245646
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '320.6.a.l', 'source_level': 320, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '400.6.c.h', 'target_level': 400, 'twist_class_label': '40.6.a.b', 'twist_class_level': 40, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 6}
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id: 245647
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '320.6.a.l', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '720.6.a.h', 'target_level': 720, 'twist_class_label': '40.6.a.b', 'twist_class_level': 40, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 641125
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 2}
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id: 641126
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 3}
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id: 641127
{'charpoly_factorization': [[[25, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 5}
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id: 641128
{'charpoly_factorization': [[[108, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 7}
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id: 641129
{'charpoly_factorization': [[[-604, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 11}
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id: 641130
{'charpoly_factorization': [[[-306, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 13}
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id: 641131
{'charpoly_factorization': [[[-930, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 17}
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id: 641132
{'charpoly_factorization': [[[-1324, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 19}
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id: 641133
{'charpoly_factorization': [[[852, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 23}
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id: 641134
{'charpoly_factorization': [[[5902, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 29}
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id: 641135
{'charpoly_factorization': [[[3320, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 31}
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id: 641136
{'charpoly_factorization': [[[10774, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 37}
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id: 641137
{'charpoly_factorization': [[[17958, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 41}
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id: 641138
{'charpoly_factorization': [[[9264, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 43}
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id: 641139
{'charpoly_factorization': [[[9796, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 47}
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id: 641140
{'charpoly_factorization': [[[-31434, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 53}
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id: 641141
{'charpoly_factorization': [[[33228, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 59}
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id: 641142
{'charpoly_factorization': [[[-40210, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 61}
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id: 641143
{'charpoly_factorization': [[[58864, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 67}
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id: 641144
{'charpoly_factorization': [[[55312, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 71}
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id: 641145
{'charpoly_factorization': [[[-27258, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 73}
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id: 641146
{'charpoly_factorization': [[[-31456, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 79}
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id: 641147
{'charpoly_factorization': [[[24552, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 83}
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id: 641148
{'charpoly_factorization': [[[90854, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 89}
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id: 641149
{'charpoly_factorization': [[[-154706, 1], 1]], 'hecke_orbit_code': 49539596001739072, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 12, 'label': '320.6.a.l', 'level': 320, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 219830000
{'hecke_orbit_code': 49539596001739072, 'n': 1, 'trace_an': 1}
-
id: 219830001
{'hecke_orbit_code': 49539596001739072, 'n': 2, 'trace_an': 0}
-
id: 219830002
{'hecke_orbit_code': 49539596001739072, 'n': 3, 'trace_an': 8}
-
id: 219830003
{'hecke_orbit_code': 49539596001739072, 'n': 4, 'trace_an': 0}
-
id: 219830004
{'hecke_orbit_code': 49539596001739072, 'n': 5, 'trace_an': -25}
-
id: 219830005
{'hecke_orbit_code': 49539596001739072, 'n': 6, 'trace_an': 0}
-
id: 219830006
{'hecke_orbit_code': 49539596001739072, 'n': 7, 'trace_an': -108}
-
id: 219830007
{'hecke_orbit_code': 49539596001739072, 'n': 8, 'trace_an': 0}
-
id: 219830008
{'hecke_orbit_code': 49539596001739072, 'n': 9, 'trace_an': -179}
-
id: 219830009
{'hecke_orbit_code': 49539596001739072, 'n': 10, 'trace_an': 0}
-
id: 219830010
{'hecke_orbit_code': 49539596001739072, 'n': 11, 'trace_an': 604}
-
id: 219830011
{'hecke_orbit_code': 49539596001739072, 'n': 12, 'trace_an': 0}
-
id: 219830012
{'hecke_orbit_code': 49539596001739072, 'n': 13, 'trace_an': 306}
-
id: 219830013
{'hecke_orbit_code': 49539596001739072, 'n': 14, 'trace_an': 0}
-
id: 219830014
{'hecke_orbit_code': 49539596001739072, 'n': 15, 'trace_an': -200}
-
id: 219830015
{'hecke_orbit_code': 49539596001739072, 'n': 16, 'trace_an': 0}
-
id: 219830016
{'hecke_orbit_code': 49539596001739072, 'n': 17, 'trace_an': 930}
-
id: 219830017
{'hecke_orbit_code': 49539596001739072, 'n': 18, 'trace_an': 0}
-
id: 219830018
{'hecke_orbit_code': 49539596001739072, 'n': 19, 'trace_an': 1324}
-
id: 219830019
{'hecke_orbit_code': 49539596001739072, 'n': 20, 'trace_an': 0}
-
id: 219830020
{'hecke_orbit_code': 49539596001739072, 'n': 21, 'trace_an': -864}
-
id: 219830021
{'hecke_orbit_code': 49539596001739072, 'n': 22, 'trace_an': 0}
-
id: 219830022
{'hecke_orbit_code': 49539596001739072, 'n': 23, 'trace_an': -852}
-
id: 219830023
{'hecke_orbit_code': 49539596001739072, 'n': 24, 'trace_an': 0}
-
id: 219830024
{'hecke_orbit_code': 49539596001739072, 'n': 25, 'trace_an': 625}
-
id: 219830025
{'hecke_orbit_code': 49539596001739072, 'n': 26, 'trace_an': 0}
-
id: 219830026
{'hecke_orbit_code': 49539596001739072, 'n': 27, 'trace_an': -3376}
-
id: 219830027
{'hecke_orbit_code': 49539596001739072, 'n': 28, 'trace_an': 0}
-
id: 219830028
{'hecke_orbit_code': 49539596001739072, 'n': 29, 'trace_an': -5902}
-
id: 219830029
{'hecke_orbit_code': 49539596001739072, 'n': 30, 'trace_an': 0}
-
id: 219830030
{'hecke_orbit_code': 49539596001739072, 'n': 31, 'trace_an': -3320}
-
id: 219830031
{'hecke_orbit_code': 49539596001739072, 'n': 32, 'trace_an': 0}
-
id: 219830032
{'hecke_orbit_code': 49539596001739072, 'n': 33, 'trace_an': 4832}
-
id: 219830033
{'hecke_orbit_code': 49539596001739072, 'n': 34, 'trace_an': 0}
-
id: 219830034
{'hecke_orbit_code': 49539596001739072, 'n': 35, 'trace_an': 2700}
-
id: 219830035
{'hecke_orbit_code': 49539596001739072, 'n': 36, 'trace_an': 0}
-
id: 219830036
{'hecke_orbit_code': 49539596001739072, 'n': 37, 'trace_an': -10774}
-
id: 219830037
{'hecke_orbit_code': 49539596001739072, 'n': 38, 'trace_an': 0}
-
id: 219830038
{'hecke_orbit_code': 49539596001739072, 'n': 39, 'trace_an': 2448}
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id: 219830999
{'hecke_orbit_code': 49539596001739072, 'n': 1000, 'trace_an': 0}