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{'Nk2': 4624, 'analytic_conductor': 17.05155199165904, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[17, 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': [289, 1, [3], [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, [3, 1]], [3, [-8, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 67109153, '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': '289.4.a.a', 'level': 289, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [17], 'level_radical': 17, 'minimal_twist': '17.4.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3q^{2}+8q^{3}+q^{4}-6q^{5}-24q^{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': '289.4.a', 'trace_display': [-3, 8, -6, 28], 'trace_hash': 2222231057960555536, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.976', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.020', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.974', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.035', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.034', 'prec': 17}], 'trace_zratio': 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-
mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[17, -1]], 28, 3], [[[17, 1]], 32, 6]], 'ALdims': [32, 28], 'Nk2': 4624, 'analytic_conductor': 17.05155199165904, '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': [289, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 68, 'dim': 60, 'eis_dim': 18, 'eis_new_dim': 15, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 67109153, 'hecke_orbit_dims': [1, 3, 4, 4, 4, 8, 12, 12, 12], 'label': '289.4.a', 'level': 289, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [17], 'level_radical': 17, 'mf_dim': 86, 'mf_new_dim': 75, 'num_forms': 9, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 102, 'trace_bound': 3, 'trace_display': [2, 4, 2, 6], 'traces': [60, 2, 4, 198, 2, 50, 6, 18, 336, 74, 52, -14, 4, -176, -72, 574, 0, 142, -184, 162, -52, -358, -82, 834, 1160, -160, 100, 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mf_twists_cc • Show schema
Hide schema
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id: 280160
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67109153, 'source_is_minimal': False, 'source_label': '289.4.a.a.1.1', 'source_level': 289, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67109153, 'target_is_minimal': False, 'target_label': '289.4.a.a.1.1', 'target_level': 289, 'twist_class_label': '17.4.a.a.1.1', 'twist_class_level': 17, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 280161
{'conductor': 17, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67109153, 'source_is_minimal': False, 'source_label': '289.4.a.a.1.1', 'source_level': 289, 'target_conrey_index': 288, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68786585889, 'target_is_minimal': False, 'target_label': '289.4.b.a.288.1', 'target_level': 289, 'twist_class_label': '17.4.a.a.1.1', 'twist_class_level': 17, 'twisting_char_label': '17.4', 'twisting_conrey_index': 4, 'weight': 4}
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id: 280162
{'conductor': 17, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67109153, 'source_is_minimal': False, 'source_label': '289.4.a.a.1.1', 'source_level': 289, 'target_conrey_index': 288, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68786585889, 'target_is_minimal': False, 'target_label': '289.4.b.a.288.2', 'target_level': 289, 'twist_class_label': '17.4.a.a.1.1', 'twist_class_level': 17, 'twisting_char_label': '17.13', 'twisting_conrey_index': 13, 'weight': 4}
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id: 280163
{'conductor': 17, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67109153, 'source_is_minimal': False, 'source_label': '289.4.a.a.1.1', 'source_level': 289, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67108881, 'target_is_minimal': True, 'target_label': '17.4.a.a.1.1', 'target_level': 17, 'twist_class_label': '17.4.a.a.1.1', 'twist_class_level': 17, 'twisting_char_label': '17.16', 'twisting_conrey_index': 16, 'weight': 4}
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id: 280164
{'conductor': 51, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67109153, 'source_is_minimal': False, 'source_label': '289.4.a.a.1.1', 'source_level': 289, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949220505, 'target_is_minimal': False, 'target_label': '153.4.a.d.1.1', 'target_level': 153, 'twist_class_label': '17.4.a.a.1.1', 'twist_class_level': 17, 'twisting_char_label': '51.50', 'twisting_conrey_index': 50, 'weight': 4}
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id: 280165
{'conductor': 68, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67109153, 'source_is_minimal': False, 'source_label': '289.4.a.a.1.1', 'source_level': 289, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949220624, 'target_is_minimal': False, 'target_label': '272.4.a.d.1.1', 'target_level': 272, 'twist_class_label': '17.4.a.a.1.1', 'twist_class_level': 17, 'twisting_char_label': '68.67', 'twisting_conrey_index': 67, 'weight': 4}
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id: 280166
{'conductor': 85, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67109153, 'source_is_minimal': False, 'source_label': '289.4.a.a.1.1', 'source_level': 289, 'target_conrey_index': 324, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007268041327017, 'target_is_minimal': False, 'target_label': '425.4.b.c.324.2', 'target_level': 425, 'twist_class_label': '17.4.a.a.1.1', 'twist_class_level': 17, 'twisting_char_label': '85.33', 'twisting_conrey_index': 33, 'weight': 4}
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id: 280167
{'conductor': 85, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67109153, 'source_is_minimal': False, 'source_label': '289.4.a.a.1.1', 'source_level': 289, 'target_conrey_index': 324, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007268041327017, 'target_is_minimal': False, 'target_label': '425.4.b.c.324.1', 'target_level': 425, 'twist_class_label': '17.4.a.a.1.1', 'twist_class_level': 17, 'twisting_char_label': '85.67', 'twisting_conrey_index': 67, 'weight': 4}
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id: 280168
{'conductor': 85, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67109153, 'source_is_minimal': False, 'source_label': '289.4.a.a.1.1', 'source_level': 289, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949220777, 'target_is_minimal': False, 'target_label': '425.4.a.d.1.1', 'target_level': 425, 'twist_class_label': '17.4.a.a.1.1', 'twist_class_level': 17, 'twisting_char_label': '85.84', 'twisting_conrey_index': 84, 'weight': 4}
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id: 280169
{'conductor': 119, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67109153, 'source_is_minimal': False, 'source_label': '289.4.a.a.1.1', 'source_level': 289, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67109697, 'target_is_minimal': False, 'target_label': '833.4.a.a.1.1', 'target_level': 833, 'twist_class_label': '17.4.a.a.1.1', 'twist_class_level': 17, 'twisting_char_label': '119.118', 'twisting_conrey_index': 118, 'weight': 4}
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id: 280170
{'conductor': 136, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67109153, 'source_is_minimal': False, 'source_label': '289.4.a.a.1.1', 'source_level': 289, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67109952, 'target_is_minimal': False, 'target_label': '1088.4.a.a.1.1', 'target_level': 1088, 'twist_class_label': '17.4.a.a.1.1', 'twist_class_level': 17, 'twisting_char_label': '136.67', 'twisting_conrey_index': 67, 'weight': 4}
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id: 280171
{'conductor': 136, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67109153, 'source_is_minimal': False, 'source_label': '289.4.a.a.1.1', 'source_level': 289, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539595968185408, 'target_is_minimal': False, 'target_label': '1088.4.a.l.1.1', 'target_level': 1088, 'twist_class_label': '17.4.a.a.1.1', 'twist_class_level': 17, 'twisting_char_label': '136.101', 'twisting_conrey_index': 101, 'weight': 4}
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id: 280172
{'conductor': 187, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67109153, 'source_is_minimal': False, 'source_label': '289.4.a.a.1.1', 'source_level': 289, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949222409, 'target_is_minimal': False, 'target_label': '2057.4.a.d.1.1', 'target_level': 2057, 'twist_class_label': '17.4.a.a.1.1', 'twist_class_level': 17, 'twisting_char_label': '187.186', 'twisting_conrey_index': 186, 'weight': 4}
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id: 280173
{'conductor': 204, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67109153, 'source_is_minimal': False, 'source_label': '289.4.a.a.1.1', 'source_level': 289, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998203963792, 'target_is_minimal': False, 'target_label': '2448.4.a.f.1.1', 'target_level': 2448, 'twist_class_label': '17.4.a.a.1.1', 'twist_class_level': 17, 'twisting_char_label': '204.203', 'twisting_conrey_index': 203, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 650550
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 2}
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id: 650551
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 3}
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id: 650552
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 5}
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id: 650553
{'charpoly_factorization': [[[-28, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 7}
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id: 650554
{'charpoly_factorization': [[[-24, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 11}
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id: 650555
{'charpoly_factorization': [[[58, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 13}
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id: 650556
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 17}
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id: 650557
{'charpoly_factorization': [[[-116, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 19}
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id: 650558
{'charpoly_factorization': [[[-60, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 23}
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id: 650559
{'charpoly_factorization': [[[30, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 29}
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id: 650560
{'charpoly_factorization': [[[-172, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 31}
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id: 650561
{'charpoly_factorization': [[[-58, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 37}
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id: 650562
{'charpoly_factorization': [[[-342, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 41}
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id: 650563
{'charpoly_factorization': [[[148, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 43}
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id: 650564
{'charpoly_factorization': [[[-288, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 47}
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id: 650565
{'charpoly_factorization': [[[-318, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 53}
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id: 650566
{'charpoly_factorization': [[[-252, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 59}
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id: 650567
{'charpoly_factorization': [[[110, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 61}
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id: 650568
{'charpoly_factorization': [[[484, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 67}
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id: 650569
{'charpoly_factorization': [[[-708, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 71}
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id: 650570
{'charpoly_factorization': [[[362, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 73}
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id: 650571
{'charpoly_factorization': [[[-484, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 79}
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id: 650572
{'charpoly_factorization': [[[-756, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 83}
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id: 650573
{'charpoly_factorization': [[[774, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 89}
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id: 650574
{'charpoly_factorization': [[[-382, 1], 1]], 'hecke_orbit_code': 67109153, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '289.4.a.a', 'level': 289, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 10266000
{'hecke_orbit_code': 67109153, 'n': 1, 'trace_an': 1}
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id: 10266001
{'hecke_orbit_code': 67109153, 'n': 2, 'trace_an': -3}
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id: 10266002
{'hecke_orbit_code': 67109153, 'n': 3, 'trace_an': 8}
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id: 10266003
{'hecke_orbit_code': 67109153, 'n': 4, 'trace_an': 1}
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id: 10266004
{'hecke_orbit_code': 67109153, 'n': 5, 'trace_an': -6}
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id: 10266005
{'hecke_orbit_code': 67109153, 'n': 6, 'trace_an': -24}
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id: 10266006
{'hecke_orbit_code': 67109153, 'n': 7, 'trace_an': 28}
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id: 10266007
{'hecke_orbit_code': 67109153, 'n': 8, 'trace_an': 21}
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id: 10266008
{'hecke_orbit_code': 67109153, 'n': 9, 'trace_an': 37}
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id: 10266009
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