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{'Nk2': 17640, 'analytic_conductor': 35.214027291384646, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [5, -1], [7, 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': [4410, 1, [3431, 2647, 1081], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 8, 'field_disc_factorization': [[2, 3]], 'field_poly': [-2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 8, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[11, [2, -4, 1]], [13, [8, -8, 1]], [17, [2, 4, 1]], [19, [-4, -4, 1]], [29, [14, -8, 1]], [31, [34, -12, 1]]], 'hecke_orbit': 45, 'hecke_orbit_code': 198158383637860666, 'hecke_ring_generator_nbound': 11, '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': True, 'label': '4410.2.a.bs', 'level': 4410, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'minimal_twist': '4410.2.a.bp', 'nf_label': '2.2.8.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{4}+q^{5}-q^{8}-q^{10}+(2+\\beta )q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4410.2.a', 'trace_display': [-2, 0, 2, 0], 'trace_hash': 1373607072691614093, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.999', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.829', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '67.532', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.023', 'prec': 17}, 'traces': [2, -2, 0, 2, 2, 0, 0, -2, 0, -2, 4, 0, 8, 0, 0, 2, -4, 0, 4, 2, 0, -4, 4, 0, 2, -8, 0, 0, 8, 0, 12, -2, 0, 4, 0, 0, -4, -4, 0, -2, -4, 0, 0, 4, 0, -4, -8, 0, 0, -2, 0, 8, -4, 0, 4, 0, 0, -8, -4, 0, 8, -12, 0, 2, 8, 0, -8, -4, 0, 0, -4, 0, 20, 4, 0, 4, 0, 0, 16, 2, 0, 4, 16, 0, -4, 0, 0, -4, -12, 0, 0, 4, 0, 8, 4, 0, 12, 0, 0, 2, -8, 0, 0, -8, 0, 4, -16, 0, 12, -4, 0, 0, -20, 0, 4, 8, 0, 4, 0, 0, -10, -8, 0, 12, 2, 0, 0, -2, 0, -8, -4, 0, 0, 8, 0, 4, -8, 0, 20, 0, 0, 4, 8, 0, 8, -20, 0, -4, 0, 0, 12, -4, 0, 0, 12, 0, 20, -16, 0, -2, 0, 0, 0, -4, 0, -16, 16, 0, 22, 4, 0, 0, 12, 0, 0, 4, 0, 12, -4, 0, 24, 0, 0, -4, -4, 0, -12, -8, 0, -4, 4, 0, 12, -12, 0, 0, -12, 0, 28, -2, 0, 8, 0, 0, -4, 0, 0, 8, 16, 0, -8, -4, 0, 16, 0, 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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [7, -1]], 3, 3], [[[2, -1], [3, 1], [5, 1], [7, -1]], 2, 2], [[[2, 1], [3, 1], [5, -1], [7, -1]], 2, 2], [[[2, -1], [3, 1], [5, -1], [7, -1]], 5, 4], [[[2, 1], [3, 1], [5, 1], [7, -1]], 5, 4], [[[2, 1], [3, -1], [5, -1], [7, -1]], 6, 6], [[[2, 1], [3, -1], [5, 1], [7, -1]], 6, 6], [[[2, -1], [3, -1], [5, 1], [7, 1]], 5, 3], [[[2, -1], [3, -1], [5, -1], [7, 1]], 7, 5], [[[2, 1], [3, -1], [5, -1], [7, 1]], 4, 3], [[[2, 1], [3, -1], [5, 1], [7, 1]], 4, 3], [[[2, -1], [3, 1], [5, 1], [7, 1]], 4, 2], [[[2, -1], [3, -1], [5, 1], [7, -1]], 6, 6], [[[2, 1], [3, 1], [5, 1], [7, 1]], 2, 1], [[[2, -1], [3, 1], [5, -1], [7, 1]], 2, 1], [[[2, 1], [3, 1], [5, -1], [7, 1]], 4, 2]], 'ALdims': [2, 5, 4, 2, 4, 6, 4, 6, 4, 2, 2, 5, 5, 6, 7, 3], 'Nk2': 17640, 'analytic_conductor': 35.214027291384646, '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': [4410, 1, [3431, 2647, 1081], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 945, 'dim': 67, 'eis_dim': 127, 'eis_new_dim': 0, 'hecke_cutter_primes': [11, 13, 17, 19, 29, 31], 'hecke_orbit_code': 33558842, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '4410.2.a', 'level': 4410, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 1072, 'mf_new_dim': 67, 'num_forms': 53, 'plus_dim': 26, 'prim_orbit_index': 1, 'relative_dim': 67, 'sturm_bound': 2016, 'trace_bound': 17, 'trace_display': [1, 0, -1, 0], 'traces': [67, 1, 0, 67, -1, 0, 0, 1, 0, 1, -4, 0, -2, 0, 0, 67, -6, 0, -8, -1, 0, -4, -24, 0, 67, -10, 0, 0, 10, 0, 8, 1, 0, -10, 0, 0, 42, -8, 0, 1, -10, 0, 36, -4, 0, 0, -8, 0, 0, 1, 0, -2, -18, 0, -4, 0, 0, -14, -12, 0, 22, 0, 0, 67, -2, 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mf_twists_cc • Show schema
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id: 48986158
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 198158383637860666, 'source_is_minimal': True, 'source_label': '4410.2.a.bs.1.2', 'source_level': 4410, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 198158383637860666, 'target_is_minimal': True, 'target_label': '4410.2.a.bs.1.2', 'target_level': 4410, 'twist_class_label': '4410.2.a.bp.1.2', 'twist_class_level': 4410, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 48986159
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 198158383637860666, 'source_is_minimal': True, 'source_label': '4410.2.a.bs.1.2', 'source_level': 4410, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 207165582892601658, 'target_is_minimal': True, 'target_label': '4410.2.a.bu.1.1', 'target_level': 4410, 'twist_class_label': '4410.2.a.bp.1.2', 'twist_class_level': 4410, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 48986160
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 198158383637860666, 'source_is_minimal': True, 'source_label': '4410.2.a.bs.1.2', 'source_level': 4410, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 184647584755749178, 'target_is_minimal': True, 'target_label': '4410.2.a.bp.1.2', 'target_level': 4410, 'twist_class_label': '4410.2.a.bp.1.2', 'twist_class_level': 4410, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 2}
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id: 48986161
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 198158383637860666, 'source_is_minimal': True, 'source_label': '4410.2.a.bs.1.2', 'source_level': 4410, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 220676381774713146, 'target_is_minimal': True, 'target_label': '4410.2.a.bx.1.1', 'target_level': 4410, 'twist_class_label': '4410.2.a.bp.1.2', 'twist_class_level': 4410, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3367425
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 198158383637860666, 'p': 2}
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id: 3367426
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 198158383637860666, 'p': 3}
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id: 3367427
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 198158383637860666, 'p': 5}
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id: 3367428
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 198158383637860666, 'p': 7}
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id: 3367429
{'charpoly_factorization': [[[2, -4, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 11}
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id: 3367430
{'charpoly_factorization': [[[8, -8, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 13}
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id: 3367431
{'charpoly_factorization': [[[2, 4, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 17}
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id: 3367432
{'charpoly_factorization': [[[-4, -4, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 19}
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id: 3367433
{'charpoly_factorization': [[[-28, -4, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 23}
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id: 3367434
{'charpoly_factorization': [[[14, -8, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 29}
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id: 3367435
{'charpoly_factorization': [[[34, -12, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 31}
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id: 3367436
{'charpoly_factorization': [[[2, 4, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 37}
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id: 3367437
{'charpoly_factorization': [[[-28, 4, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 41}
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id: 3367438
{'charpoly_factorization': [[[-50, 0, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 43}
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id: 3367439
{'charpoly_factorization': [[[14, 8, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 47}
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id: 3367440
{'charpoly_factorization': [[[-68, 4, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 53}
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id: 3367441
{'charpoly_factorization': [[[-4, 4, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 59}
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id: 3367442
{'charpoly_factorization': [[[-16, -8, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 61}
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id: 3367443
{'charpoly_factorization': [[[-82, 8, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 67}
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id: 3367444
{'charpoly_factorization': [[[-68, 4, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 71}
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id: 3367445
{'charpoly_factorization': [[[92, -20, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 73}
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id: 3367446
{'charpoly_factorization': [[[32, -16, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 79}
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id: 3367447
{'charpoly_factorization': [[[-8, -16, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 83}
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id: 3367448
{'charpoly_factorization': [[[-36, 12, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 89}
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id: 3367449
{'charpoly_factorization': [[[-36, -12, 1], 1]], 'hecke_orbit_code': 198158383637860666, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 45, 'label': '4410.2.a.bs', 'level': 4410, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 275359000
{'hecke_orbit_code': 198158383637860666, 'n': 1, 'trace_an': 2}
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id: 275359001
{'hecke_orbit_code': 198158383637860666, 'n': 2, 'trace_an': -2}
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id: 275359002
{'hecke_orbit_code': 198158383637860666, 'n': 3, 'trace_an': 0}
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id: 275359003
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id: 275359996
{'hecke_orbit_code': 198158383637860666, 'n': 997, 'trace_an': -28}
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id: 275359997
{'hecke_orbit_code': 198158383637860666, 'n': 998, 'trace_an': 0}
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id: 275359998
{'hecke_orbit_code': 198158383637860666, 'n': 999, 'trace_an': 0}
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id: 275359999
{'hecke_orbit_code': 198158383637860666, 'n': 1000, 'trace_an': -2}