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{'Nk2': 13200, 'analytic_conductor': 48.67657575473601, 'analytic_rank': 0, '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': 2, 'field_disc': 17, 'field_disc_factorization': [[17, 1]], 'field_poly': [-4, -1, 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, [-4, -1, 1]], [7, [-64, -4, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195595555641, 'hecke_ring_generator_nbound': 2, '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': '825.4.a.m', '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': '165.4.a.c', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta q^{2}-3q^{3}+(-4+\\beta )q^{4}-3\\beta q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '825.4.a', 'trace_display': [1, -6, 0, 4], 'trace_hash': 271354243183710467, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.952', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.599', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
Hide schema
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True, 'hecke_ring_rank': 2, 'label': '825.4.a.m', 'level': 825, 'maxp': 2999, 'weight': 4}
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mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[3, -1], [5, -1], [11, -1]], 10, 2], [[[3, 1], [5, -1], [11, -1]], 14, 4], [[[3, 1], [5, -1], [11, 1]], 12, 2], [[[3, -1], [5, 1], [11, -1]], 14, 6], [[[3, 1], [5, 1], [11, 1]], 12, 5], [[[3, -1], [5, -1], [11, 1]], 12, 3], [[[3, -1], [5, 1], [11, 1]], 11, 4], [[[3, 1], [5, 1], [11, -1]], 9, 4]], 'ALdims': [12, 9, 12, 14, 11, 14, 12, 10], 'Nk2': 13200, 'analytic_conductor': 48.67657575473601, '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': 348, 'dim': 94, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 67109689, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 5, 5, 5, 5, 7, 7, 7, 7], 'label': '825.4.a', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': 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-306560, -1042080, -581832, -2436188, 0, 941328, -10912, 1131632, 953424, 0, -1716048, -19116, -1592232, -527160, 0], 'weight': 4, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 521524
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '825.4.a.m', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '165.4.a.c', 'target_level': 165, 'twist_class_label': '165.4.a.c', 'twist_class_level': 165, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 521525
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '825.4.a.m', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '495.4.a.d', 'target_level': 495, 'twist_class_label': '165.4.a.c', 'twist_class_level': 165, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 521526
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '825.4.a.m', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '825.4.a.m', 'target_level': 825, 'twist_class_label': '165.4.a.c', 'twist_class_level': 165, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 521527
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '825.4.a.m', 'source_level': 825, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '825.4.c.j', 'target_level': 825, 'twist_class_label': '165.4.a.c', 'twist_class_level': 165, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 521528
{'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '825.4.a.m', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '1815.4.a.n', 'target_level': 1815, 'twist_class_label': '165.4.a.c', 'twist_class_level': 165, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 521529
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '825.4.a.m', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '2475.4.a.n', 'target_level': 2475, 'twist_class_label': '165.4.a.c', 'twist_class_level': 165, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1376175
{'charpoly_factorization': [[[-4, -1, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 2}
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id: 1376176
{'charpoly_factorization': [[[3, 1], 2]], 'hecke_orbit_code': 54043195595555641, 'p': 3}
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id: 1376177
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 54043195595555641, 'p': 5}
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id: 1376178
{'charpoly_factorization': [[[-64, -4, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 7}
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id: 1376179
{'charpoly_factorization': [[[11, 1], 2]], 'hecke_orbit_code': 54043195595555641, 'p': 11}
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id: 1376180
{'charpoly_factorization': [[[2008, -90, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 13}
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id: 1376181
{'charpoly_factorization': [[[-8164, -16, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 17}
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id: 1376182
{'charpoly_factorization': [[[5168, 170, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 19}
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id: 1376183
{'charpoly_factorization': [[[-11456, -124, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 23}
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id: 1376184
{'charpoly_factorization': [[[1328, 158, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 29}
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id: 1376185
{'charpoly_factorization': [[[288, -60, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 31}
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id: 1376186
{'charpoly_factorization': [[[-18716, -372, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 37}
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id: 1376187
{'charpoly_factorization': [[[-100432, -38, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 41}
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id: 1376188
{'charpoly_factorization': [[[1216, -516, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 43}
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id: 1376189
{'charpoly_factorization': [[[-185744, 224, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 47}
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id: 1376190
{'charpoly_factorization': [[[-107572, 472, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 53}
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id: 1376191
{'charpoly_factorization': [[[-229424, -248, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 59}
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id: 1376192
{'charpoly_factorization': [[[-561812, -72, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 61}
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id: 1376193
{'charpoly_factorization': [[[137296, -744, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 67}
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id: 1376194
{'charpoly_factorization': [[[1052672, -2060, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 71}
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id: 1376195
{'charpoly_factorization': [[[44752, -486, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 73}
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id: 1376196
{'charpoly_factorization': [[[-294912, -642, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 79}
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id: 1376197
{'charpoly_factorization': [[[-750824, -286, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 83}
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id: 1376198
{'charpoly_factorization': [[[-54748, -244, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 89}
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id: 1376199
{'charpoly_factorization': [[[-771476, -168, 1], 1]], 'hecke_orbit_code': 54043195595555641, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 13, 'label': '825.4.a.m', 'level': 825, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 224459000
{'hecke_orbit_code': 54043195595555641, 'n': 1, 'trace_an': 2}
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id: 224459001
{'hecke_orbit_code': 54043195595555641, 'n': 2, 'trace_an': 1}
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id: 224459002
{'hecke_orbit_code': 54043195595555641, 'n': 3, 'trace_an': -6}
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