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mf_newforms • Show schema
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{'Nk2': 1191, 'analytic_conductor': 0.5943864300459059, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 1191, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 6, 'char_parity': -1, 'char_values': [1191, 6, [398, 799], [3, 5]], 'cm_discs': [-3], 'conrey_index': 35, 'conrey_indexes': [35, 1157], 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 618492069031, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, -3], [1, 1, 397, 5, 1, 6, 0], [1, 1, 1191, 10, -1, 6, 0]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '1191.1.j.a', 'level': 1191, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 397], 'level_radical': 1191, 'minimal_twist': '1191.1.j.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 10, 'projective_field': [-397, 0, 0, 0, 0, 0, 1], 'projective_field_label': '6.2.88755452655813.1', 'projective_image': 'D6', 'projective_image_type': 'Dn', 'qexp_display': 'q-\\zeta_{6}q^{3}-q^{4}+(-1+\\zeta_{6}^{2})q^{7}+\\zeta_{6}^{2}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'self_twist_discs': [-3], 'self_twist_type': 1, 'space_label': '1191.1.j', 'trace_display': [0, -1, 0, -3], 'trace_hash': 1402250129553201090, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.898', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.458', 'prec': 17}, 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mf_hecke_nf • Show schema
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{'an': [[[1, 0]], [], [[-1, 1]], [[-1, 0]], [], [], [[-1, 0], [1, 2]], [], [[1, 2]], [], [], [[1, 1]], [[1, 0], [-1, 2]], [], [], [[1, 0]], [], [], [[1, 1]], [], [[1, 0], [1, 1]], [], [], [], [[1, 1]], [], [[1, 0]], [[1, 0], [-1, 2]], [], [], [[-1, 0]], [], [], [], [], [[-1, 2]], [[1, 1], [1, 1]], [], [[-1, 0], [-1, 1]], [], [], [], [[1, 0]], [], [], [], [], [[-1, 1]], [[1, 0], [-1, 1], [-1, 2]], [], [], [[-1, 0], [1, 2]], [], [], [], [], [[-1, 2]], [], [], [], [[-1, 0], [-1, 1]], [], [[-1, 1], [-1, 2]], [[-1, 0]], [], [], [[1, 1], [1, 1]], [], [], [], [], [], [[1, 1]], [], [[-1, 2]], [[-1, 1]], [], [], [[-1, 1]], [], [[-1, 1]], [], [], [[-1, 0], [-1, 1]], [], [], [], [], [], [], [[-1, 0], [1, 1], [2, 2]], [], [[1, 1]], [], [], [], [[1, 2]], [], [], [[-1, 1]]], 'ap': [[], [[-1, 1]], [], [[-1, 0], [1, 2]], [], [[1, 0], [-1, 2]], [], [[1, 1]], [], [], [[-1, 0]], [[1, 1], [1, 1]], [], [[1, 0]], [], [], [], [[-1, 0], [-1, 1]], [[1, 1], [1, 1]], [], [[1, 1]], [[-1, 1]], [], [], [[1, 2]], [], [[1, 1], [1, 2]], [], [[1, 0], [1, 1]], [], [[-1, 2], [-1, 2]], [], [], [[-1, 0], [1, 2]], [], [[1, 0]], [[-1, 1], [-1, 2]], [[-1, 0]], [], [], [], [], [], [], [], [], [], [], [], [[-1, 2], [-1, 2]], [], [], [], [], [], [], [], [[1, 0]], [[1, 0], [1, 0]], [], [[1, 0], [1, 1]], [], [[-1, 1]], [], [[-1, 0], [-1, 1]], [], [[-1, 0], [-1, 1]], [[1, 1], [1, 2]], [], [[-1, 1], [-1, 1]], [], [], [[-1, 0]], [[-1, 0], [1, 2]], [[1, 0], [1, 1]], [], [], [[1, 0]], [], [[1, 1]], [], [[-1, 0], [1, 2]], [], [[-1, 2]], [[-1, 2], [-1, 2]], [], [], [[1, 1], [1, 2]], [], [], [], [], [[-1, 1], [-1, 1]], [], [[-1, 1]], [], [], [], [[1, 0], [1, 0]], [[1, 2]], [[1, 0], [1, 1]], [], [], [], [[-1, 0], [-1, 1]], [], [], [], [], [], [[-1, 0], [1, 2]], [], [], [], [[1, 0], [1, 0]], [], [[1, 0]], [], [], [], [[-1, 0], [-1, 1]], [[-1, 2], [-1, 2]], [], [], [[-1, 1], [-1, 2]], [], [[1, 2]], [], [[1, 1]], [[-1, 0], [-1, 1]], [[1, 1], [1, 2]], [], [[-1, 0]], [[-1, 1]], [], [[-1, 1]], [], [], [], [], [[-1, 1], [-1, 2]], [], [[-1, 1]], [], [[-1, 0]], [], [[1, 0], [1, 1]], [], [[1, 0]], [], [[1, 0]], [], [], [], [], [], [], [], [], [], [], [], [[-1, 1]], [], [], [], [[-1, 0], [1, 2]], [], [], [], [], [], [], [[1, 0], [-1, 2]], [], [], [[1, 0]], [], [], [[1, 2], [1, 2]], [[-1, 1], [-1, 1]], [], [[-1, 0], [-1, 1]], [], [], [], [[-1, 0], [1, 2]], [], [], [], [[1, 0], [-1, 2]], [], [[-1, 0], [-1, 1]], [], [], [], [[-1, 2]], [[1, 0], [-1, 2]], [], [], [], [[1, 2]], [[-1, 0], [1, 2]], [], [], [], [[1, 0], [-1, 2]], [], [], [[-1, 1], [-1, 1]], [[1, 0], [1, 0]], [], [[1, 0], [-1, 2]], [], [], [[-1, 1], [-1, 2]], [[1, 0], [1, 0]], [], [], [], [[1, 0]], [[1, 0], [-1, 2]], [], [[-1, 0], [1, 2]], [], [], [], [], [[1, 0], [1, 0]], [], [[-1, 0], [-1, 1]], [[-1, 1]], [[-1, 1], [-1, 2]], [], [[1, 1]], [], [[1, 0], [1, 0]], [], [], [], [], [[1, 2]], [[-1, 0], [1, 2]], [[1, 0], [1, 1]], [], [], [[1, 0], [1, 1]], [], [[1, 2]], [], [[1, 2], [1, 2]], [], [], [], [], [], [[-1, 2]], [[1, 0], [1, 1]], [], [[-1, 2]], [[-1, 2]], [], [[1, 1]], [[-1, 1], [-1, 1]], [], [[-1, 2]], [], [], [], [], [[-1, 0], [-1, 1]], [[1, 0], [-1, 2]], [[-1, 0], [1, 2]], [[1, 0]], [], [[-1, 1]], [], [[-1, 2], [-1, 2]], [[-1, 0], [1, 2]], [], [], [[-1, 2]], [], [[-1, 0], [-1, 0]], [[1, 2], [1, 2]], [], [], [], [[1, 0]], [], [], [], [], [], [], [], [[1, 0], [1, 0]], [], [], [[1, 1], [1, 2]], [[-1, 1], [-1, 2]], [], [[-1, 1]]], 'char_orbit_index': 10, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 618492069031, 'hecke_ring_character_values': [[398, [[-1, 0]]], [799, [[1, 1]]]], 'hecke_ring_cyclotomic_generator': 6, 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '1191.1.j.a', 'level': 1191, 'maxp': 1999, 'weight': 1}
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mf_newspaces • Show schema
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{'Nk2': 1191, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.5943864300459059, 'char_conductor': 1191, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 6, 'char_parity': -1, 'char_values': [1191, 6, [398, 799], [3, 5]], 'conrey_index': 35, 'cusp_dim': 2, 'dihedral_dim': 2, 'dim': 2, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_orbit_code': 618492069031, 'hecke_orbit_dims': [2], 'label': '1191.1.j', 'level': 1191, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 397], 'level_radical': 1191, 'mf_dim': 6, 'mf_new_dim': 6, 'num_forms': 1, 'prim_orbit_index': 10, 'relative_dim': 1, 's4_dim': 0, 'sturm_bound': 132, 'trace_bound': 0, 'trace_display': [0, -1, 0, -3], 'traces': [2, 0, -1, -2, 0, 0, -3, 0, -1, 0, 0, 1, 3, 0, 0, 2, 0, 0, 1, 0, 3, 0, 0, 0, 1, 0, 2, 3, 0, 0, -2, 0, 0, 0, 0, 1, 2, 0, -3, 0, 0, 0, 2, 0, 0, 0, 0, -1, 2, 0, 0, -3, 0, 0, 0, 0, 1, 0, 0, 0, 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1, 0, 0, -1, 0], 'weight': 1, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 669362
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 10, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '1191.1.j.a', 'source_level': 1191, 'target_char_orbit': 10, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1191.1.j.a', 'target_level': 1191, 'twist_class_label': '1191.1.j.a', 'twist_class_level': 1191, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 1}
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id: 669363
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -3, 'source_char_orbit': 10, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '1191.1.j.a', 'source_level': 1191, 'target_char_orbit': 10, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1191.1.j.a', 'target_level': 1191, 'twist_class_label': '1191.1.j.a', 'twist_class_level': 1191, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 1}
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id: 669364
{'conductor': 397, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 10, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '1191.1.j.a', 'source_level': 1191, 'target_char_orbit': 10, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1191.1.j.a', 'target_level': 1191, 'twist_class_label': '1191.1.j.a', 'twist_class_level': 1191, 'twisting_char_label': '397.e', 'twisting_char_orbit': 5, 'weight': 1}
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id: 669365
{'conductor': 1191, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 10, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '1191.1.j.a', 'source_level': 1191, 'target_char_orbit': 10, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1191.1.j.a', 'target_level': 1191, 'twist_class_label': '1191.1.j.a', 'twist_class_level': 1191, 'twisting_char_label': '1191.j', 'twisting_char_orbit': 10, 'weight': 1}
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mf_hecke_charpolys • Show schema
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id: 1756325
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 2}
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id: 1756326
{'charpoly_factorization': [[[1, 1, 1], 1]], 'hecke_orbit_code': 618492069031, 'p': 3}
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id: 1756327
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 5}
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id: 1756328
{'charpoly_factorization': [[[3, 3, 1], 1]], 'hecke_orbit_code': 618492069031, 'p': 7}
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id: 1756329
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 11}
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id: 1756330
{'charpoly_factorization': [[[3, -3, 1], 1]], 'hecke_orbit_code': 618492069031, 'p': 13}
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id: 1756331
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 17}
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id: 1756332
{'charpoly_factorization': [[[1, -1, 1], 1]], 'hecke_orbit_code': 618492069031, 'p': 19}
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id: 1756333
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 23}
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id: 1756334
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 29}
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id: 1756335
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 31}
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id: 1756336
{'charpoly_factorization': [[[4, -2, 1], 1]], 'hecke_orbit_code': 618492069031, 'p': 37}
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id: 1756337
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 41}
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id: 1756338
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 43}
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id: 1756339
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 47}
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id: 1756340
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 53}
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id: 1756341
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 59}
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id: 1756342
{'charpoly_factorization': [[[3, 3, 1], 1]], 'hecke_orbit_code': 618492069031, 'p': 61}
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id: 1756343
{'charpoly_factorization': [[[4, -2, 1], 1]], 'hecke_orbit_code': 618492069031, 'p': 67}
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id: 1756344
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 71}
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id: 1756345
{'charpoly_factorization': [[[1, -1, 1], 1]], 'hecke_orbit_code': 618492069031, 'p': 73}
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id: 1756346
{'charpoly_factorization': [[[1, 1, 1], 1]], 'hecke_orbit_code': 618492069031, 'p': 79}
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id: 1756347
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 83}
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id: 1756348
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 618492069031, 'p': 89}
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id: 1756349
{'charpoly_factorization': [[[1, 1, 1], 1]], 'hecke_orbit_code': 618492069031, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 10, 'hecke_orbit': 1, 'label': '1191.1.j.a', 'level': 1191, 'portrait': 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', 'weight': 1}
-
mf_hecke_traces • Show schema
Hide schema
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id: 39257000
{'hecke_orbit_code': 618492069031, 'n': 1, 'trace_an': 2}
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id: 39257001
{'hecke_orbit_code': 618492069031, 'n': 2, 'trace_an': 0}
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id: 39257002
{'hecke_orbit_code': 618492069031, 'n': 3, 'trace_an': -1}
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id: 39257003
{'hecke_orbit_code': 618492069031, 'n': 4, 'trace_an': -2}
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id: 39257004
{'hecke_orbit_code': 618492069031, 'n': 5, 'trace_an': 0}
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id: 39257005
{'hecke_orbit_code': 618492069031, 'n': 6, 'trace_an': 0}
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id: 39257006
{'hecke_orbit_code': 618492069031, 'n': 7, 'trace_an': -3}
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id: 39257007
{'hecke_orbit_code': 618492069031, 'n': 8, 'trace_an': 0}
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id: 39257008
{'hecke_orbit_code': 618492069031, 'n': 9, 'trace_an': -1}
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id: 39257009
{'hecke_orbit_code': 618492069031, 'n': 10, 'trace_an': 0}
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id: 39257010
{'hecke_orbit_code': 618492069031, 'n': 11, 'trace_an': 0}
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id: 39257011
{'hecke_orbit_code': 618492069031, 'n': 12, 'trace_an': 1}
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id: 39257012
{'hecke_orbit_code': 618492069031, 'n': 13, 'trace_an': 3}
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id: 39257013
{'hecke_orbit_code': 618492069031, 'n': 14, 'trace_an': 0}
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id: 39257014
{'hecke_orbit_code': 618492069031, 'n': 15, 'trace_an': 0}
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id: 39257015
{'hecke_orbit_code': 618492069031, 'n': 16, 'trace_an': 2}
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