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{'Nk2': 3600, 'analytic_conductor': 19.208579513989722, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 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': [25, 1, [2], [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, [-24, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599828697113, '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': '25.12.a.b', 'level': 25, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '1.12.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+24q^{2}-252q^{3}-1472q^{4}-6048q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.12.a', 'trace_display': [24, -252, 0, 16744], 'trace_hash': 285600244970239528, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.978', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.022', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.917', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.050', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.684', 'prec': 17}], 'trace_zratio': 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1]], 8, 2], [[[5, 1]], 8, 4]], 'ALdims': [8, 8], 'Nk2': 3600, 'analytic_conductor': 19.208579513989722, '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': [25, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 25, 'dim': 16, 'eis_dim': 6, 'eis_new_dim': 3, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 201326617, 'hecke_orbit_dims': [1, 1, 2, 4, 4, 4], 'label': '25.12.a', 'level': 25, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 31, 'mf_new_dim': 19, 'num_forms': 6, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 16, 'sturm_bound': 30, 'trace_bound': 2, 'trace_display': [10, 760, 0, -23600], 'traces': [16, 10, 760, 15798, 0, -36918, -23600, 261720, 688512, 0, 724392, 1591520, -2462480, -1382004, 0, 12545426, 9312280, -5483390, -13497080, 0, 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-19827370208573440, 143283622599274476, 0, -92347256326522988, 25578885238547560, -18723970090463600, 73559158290073080, 0, 70058731461618120, 78958668757827720, -15484876207883760, 80981127342324870, 0, -258596736196740120, 1490094309879600, 5721652122819680, -14883351469634616, 0, 84938673876697472, 56817498252453120, 55285738226827920, -132143664000719088, 0, -9578353182906378, -29422134689047280, 103344946781932600, -38423392054423680, 0], 'weight': 12, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 20107
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1.12.a.a', 'target_level': 1, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 20108
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '9.12.a.b', 'target_level': 9, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 20109
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '16.12.a.a', 'target_level': 16, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 20110
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.12.a.b', 'target_level': 25, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 20111
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.12.b.b', 'target_level': 25, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 20112
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.12.a.a', 'target_level': 49, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 20113
{'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.12.c.b', 'target_level': 49, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '35.j', 'twisting_char_orbit': 10, 'weight': 12}
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id: 20114
{'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.12.c.c', 'target_level': 49, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '35.i', 'twisting_char_orbit': 9, 'weight': 12}
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id: 20115
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.12.a.b', 'target_level': 64, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 12}
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id: 20116
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '64.12.a.f', 'target_level': 64, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 12}
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id: 20117
{'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '81.12.c.b', 'target_level': 81, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '45.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 20118
{'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '81.12.c.d', 'target_level': 81, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '45.j', 'twisting_char_orbit': 10, 'weight': 12}
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id: 20119
{'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '121.12.a.b', 'target_level': 121, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 20120
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '144.12.a.d', 'target_level': 144, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 20121
{'conductor': 65, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '169.12.a.a', 'target_level': 169, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '65.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 20122
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '225.12.a.b', 'target_level': 225, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 20123
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '225.12.b.d', 'target_level': 225, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 12}
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id: 20124
{'conductor': 80, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '256.12.b.c', 'target_level': 256, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '80.k', 'twisting_char_orbit': 11, 'weight': 12}
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id: 20125
{'conductor': 80, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.a.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '256.12.b.e', 'target_level': 256, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '80.q', 'twisting_char_orbit': 17, 'weight': 12}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 90750
{'charpoly_factorization': [[[-24, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 2}
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id: 90751
{'charpoly_factorization': [[[252, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 3}
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id: 90752
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 5}
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id: 90753
{'charpoly_factorization': [[[-16744, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 7}
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id: 90754
{'charpoly_factorization': [[[-534612, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 11}
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id: 90755
{'charpoly_factorization': [[[-577738, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 13}
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id: 90756
{'charpoly_factorization': [[[-6905934, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 17}
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id: 90757
{'charpoly_factorization': [[[-10661420, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 19}
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id: 90758
{'charpoly_factorization': [[[18643272, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 23}
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id: 90759
{'charpoly_factorization': [[[-128406630, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 29}
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id: 90760
{'charpoly_factorization': [[[52843168, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 31}
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id: 90761
{'charpoly_factorization': [[[-182213314, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 37}
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id: 90762
{'charpoly_factorization': [[[-308120442, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 41}
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id: 90763
{'charpoly_factorization': [[[-17125708, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 43}
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id: 90764
{'charpoly_factorization': [[[2687348496, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 47}
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id: 90765
{'charpoly_factorization': [[[-1596055698, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 53}
-
id: 90766
{'charpoly_factorization': [[[5189203740, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 59}
-
id: 90767
{'charpoly_factorization': [[[-6956478662, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 61}
-
id: 90768
{'charpoly_factorization': [[[-15481826884, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 67}
-
id: 90769
{'charpoly_factorization': [[[-9791485272, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 71}
-
id: 90770
{'charpoly_factorization': [[[1463791322, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 73}
-
id: 90771
{'charpoly_factorization': [[[-38116845680, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 79}
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id: 90772
{'charpoly_factorization': [[[-29335099668, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 83}
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id: 90773
{'charpoly_factorization': [[[24992917110, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 89}
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id: 90774
{'charpoly_factorization': [[[75013568546, 1], 1]], 'hecke_orbit_code': 4503599828697113, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '25.12.a.b', 'level': 25, 'portrait': 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', 'weight': 12}
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mf_hecke_traces • Show schema
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id: 76703000
{'hecke_orbit_code': 4503599828697113, 'n': 1, 'trace_an': 1}
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id: 76703001
{'hecke_orbit_code': 4503599828697113, 'n': 2, 'trace_an': 24}
-
id: 76703002
{'hecke_orbit_code': 4503599828697113, 'n': 3, 'trace_an': -252}
-
id: 76703003
{'hecke_orbit_code': 4503599828697113, 'n': 4, 'trace_an': -1472}
-
id: 76703004
{'hecke_orbit_code': 4503599828697113, 'n': 5, 'trace_an': 0}
-
id: 76703005
{'hecke_orbit_code': 4503599828697113, 'n': 6, 'trace_an': -6048}
-
id: 76703006
{'hecke_orbit_code': 4503599828697113, 'n': 7, 'trace_an': 16744}
-
id: 76703007
{'hecke_orbit_code': 4503599828697113, 'n': 8, 'trace_an': -84480}
-
id: 76703008
{'hecke_orbit_code': 4503599828697113, 'n': 9, 'trace_an': -113643}
-
id: 76703009
{'hecke_orbit_code': 4503599828697113, 'n': 10, 'trace_an': 0}
-
id: 76703010
{'hecke_orbit_code': 4503599828697113, 'n': 11, 'trace_an': 534612}
-
id: 76703011
{'hecke_orbit_code': 4503599828697113, 'n': 12, 'trace_an': 370944}
-
id: 76703012
{'hecke_orbit_code': 4503599828697113, 'n': 13, 'trace_an': 577738}
-
id: 76703013
{'hecke_orbit_code': 4503599828697113, 'n': 14, 'trace_an': 401856}
-
id: 76703014
{'hecke_orbit_code': 4503599828697113, 'n': 15, 'trace_an': 0}
-
id: 76703015
{'hecke_orbit_code': 4503599828697113, 'n': 16, 'trace_an': 987136}
-
id: 76703016
{'hecke_orbit_code': 4503599828697113, 'n': 17, 'trace_an': 6905934}
-
id: 76703017
{'hecke_orbit_code': 4503599828697113, 'n': 18, 'trace_an': -2727432}
-
id: 76703018
{'hecke_orbit_code': 4503599828697113, 'n': 19, 'trace_an': 10661420}
-
id: 76703019
{'hecke_orbit_code': 4503599828697113, 'n': 20, 'trace_an': 0}
-
id: 76703020
{'hecke_orbit_code': 4503599828697113, 'n': 21, 'trace_an': -4219488}
-
id: 76703021
{'hecke_orbit_code': 4503599828697113, 'n': 22, 'trace_an': 12830688}
-
id: 76703022
{'hecke_orbit_code': 4503599828697113, 'n': 23, 'trace_an': -18643272}
-
id: 76703023
{'hecke_orbit_code': 4503599828697113, 'n': 24, 'trace_an': 21288960}
-
id: 76703024
{'hecke_orbit_code': 4503599828697113, 'n': 25, 'trace_an': 0}
-
id: 76703025
{'hecke_orbit_code': 4503599828697113, 'n': 26, 'trace_an': 13865712}
-
id: 76703026
{'hecke_orbit_code': 4503599828697113, 'n': 27, 'trace_an': 73279080}
-
id: 76703027
{'hecke_orbit_code': 4503599828697113, 'n': 28, 'trace_an': -24647168}
-
id: 76703028
{'hecke_orbit_code': 4503599828697113, 'n': 29, 'trace_an': 128406630}
-
id: 76703029
{'hecke_orbit_code': 4503599828697113, 'n': 30, 'trace_an': 0}
-
id: 76703030
{'hecke_orbit_code': 4503599828697113, 'n': 31, 'trace_an': -52843168}
-
id: 76703031
{'hecke_orbit_code': 4503599828697113, 'n': 32, 'trace_an': 196706304}
-
id: 76703032
{'hecke_orbit_code': 4503599828697113, 'n': 33, 'trace_an': -134722224}
-
id: 76703033
{'hecke_orbit_code': 4503599828697113, 'n': 34, 'trace_an': 165742416}
-
id: 76703034
{'hecke_orbit_code': 4503599828697113, 'n': 35, 'trace_an': 0}
-
id: 76703035
{'hecke_orbit_code': 4503599828697113, 'n': 36, 'trace_an': 167282496}
-
id: 76703036
{'hecke_orbit_code': 4503599828697113, 'n': 37, 'trace_an': 182213314}
-
id: 76703037
{'hecke_orbit_code': 4503599828697113, 'n': 38, 'trace_an': 255874080}
-
id: 76703038
{'hecke_orbit_code': 4503599828697113, 'n': 39, 'trace_an': -145589976}
-
id: 76703039
{'hecke_orbit_code': 4503599828697113, 'n': 40, 'trace_an': 0}
-
id: 76703040
{'hecke_orbit_code': 4503599828697113, 'n': 41, 'trace_an': 308120442}
-
id: 76703041
{'hecke_orbit_code': 4503599828697113, 'n': 42, 'trace_an': -101267712}
-
id: 76703042
{'hecke_orbit_code': 4503599828697113, 'n': 43, 'trace_an': 17125708}
-
id: 76703043
{'hecke_orbit_code': 4503599828697113, 'n': 44, 'trace_an': -786948864}
-
id: 76703044
{'hecke_orbit_code': 4503599828697113, 'n': 45, 'trace_an': 0}
-
id: 76703045
{'hecke_orbit_code': 4503599828697113, 'n': 46, 'trace_an': -447438528}
-
id: 76703046
{'hecke_orbit_code': 4503599828697113, 'n': 47, 'trace_an': -2687348496}
-
id: 76703047
{'hecke_orbit_code': 4503599828697113, 'n': 48, 'trace_an': -248758272}
-
id: 76703048
{'hecke_orbit_code': 4503599828697113, 'n': 49, 'trace_an': -1696965207}
-
id: 76703049
{'hecke_orbit_code': 4503599828697113, 'n': 50, 'trace_an': 0}
-
id: 76703050
{'hecke_orbit_code': 4503599828697113, 'n': 51, 'trace_an': -1740295368}
-
id: 76703051
{'hecke_orbit_code': 4503599828697113, 'n': 52, 'trace_an': -850430336}
-
id: 76703052
{'hecke_orbit_code': 4503599828697113, 'n': 53, 'trace_an': 1596055698}
-
id: 76703053
{'hecke_orbit_code': 4503599828697113, 'n': 54, 'trace_an': 1758697920}
-
id: 76703054
{'hecke_orbit_code': 4503599828697113, 'n': 55, 'trace_an': 0}
-
id: 76703055
{'hecke_orbit_code': 4503599828697113, 'n': 56, 'trace_an': -1414533120}
-
id: 76703056
{'hecke_orbit_code': 4503599828697113, 'n': 57, 'trace_an': -2686677840}
-
id: 76703057
{'hecke_orbit_code': 4503599828697113, 'n': 58, 'trace_an': 3081759120}
-
id: 76703058
{'hecke_orbit_code': 4503599828697113, 'n': 59, 'trace_an': -5189203740}
-
id: 76703059
{'hecke_orbit_code': 4503599828697113, 'n': 60, 'trace_an': 0}
-
id: 76703060
{'hecke_orbit_code': 4503599828697113, 'n': 61, 'trace_an': 6956478662}
-
id: 76703061
{'hecke_orbit_code': 4503599828697113, 'n': 62, 'trace_an': -1268236032}
-
id: 76703062
{'hecke_orbit_code': 4503599828697113, 'n': 63, 'trace_an': -1902838392}
-
id: 76703063
{'hecke_orbit_code': 4503599828697113, 'n': 64, 'trace_an': 2699296768}
-
id: 76703064
{'hecke_orbit_code': 4503599828697113, 'n': 65, 'trace_an': 0}
-
id: 76703065
{'hecke_orbit_code': 4503599828697113, 'n': 66, 'trace_an': -3233333376}
-
id: 76703066
{'hecke_orbit_code': 4503599828697113, 'n': 67, 'trace_an': 15481826884}
-
id: 76703067
{'hecke_orbit_code': 4503599828697113, 'n': 68, 'trace_an': -10165534848}
-
id: 76703068
{'hecke_orbit_code': 4503599828697113, 'n': 69, 'trace_an': 4698104544}
-
id: 76703069
{'hecke_orbit_code': 4503599828697113, 'n': 70, 'trace_an': 0}
-
id: 76703070
{'hecke_orbit_code': 4503599828697113, 'n': 71, 'trace_an': 9791485272}
-
id: 76703071
{'hecke_orbit_code': 4503599828697113, 'n': 72, 'trace_an': 9600560640}
-
id: 76703072
{'hecke_orbit_code': 4503599828697113, 'n': 73, 'trace_an': -1463791322}
-
id: 76703073
{'hecke_orbit_code': 4503599828697113, 'n': 74, 'trace_an': 4373119536}
-
id: 76703074
{'hecke_orbit_code': 4503599828697113, 'n': 75, 'trace_an': 0}
-
id: 76703075
{'hecke_orbit_code': 4503599828697113, 'n': 76, 'trace_an': -15693610240}
-
id: 76703076
{'hecke_orbit_code': 4503599828697113, 'n': 77, 'trace_an': 8951543328}
-
id: 76703077
{'hecke_orbit_code': 4503599828697113, 'n': 78, 'trace_an': -3494159424}
-
id: 76703078
{'hecke_orbit_code': 4503599828697113, 'n': 79, 'trace_an': 38116845680}
-
id: 76703079
{'hecke_orbit_code': 4503599828697113, 'n': 80, 'trace_an': 0}
-
id: 76703080
{'hecke_orbit_code': 4503599828697113, 'n': 81, 'trace_an': 1665188361}
-
id: 76703081
{'hecke_orbit_code': 4503599828697113, 'n': 82, 'trace_an': 7394890608}
-
id: 76703082
{'hecke_orbit_code': 4503599828697113, 'n': 83, 'trace_an': 29335099668}
-
id: 76703083
{'hecke_orbit_code': 4503599828697113, 'n': 84, 'trace_an': 6211086336}
-
id: 76703084
{'hecke_orbit_code': 4503599828697113, 'n': 85, 'trace_an': 0}
-
id: 76703085
{'hecke_orbit_code': 4503599828697113, 'n': 86, 'trace_an': 411016992}
-
id: 76703086
{'hecke_orbit_code': 4503599828697113, 'n': 87, 'trace_an': -32358470760}
-
id: 76703087
{'hecke_orbit_code': 4503599828697113, 'n': 88, 'trace_an': -45164021760}
-
id: 76703088
{'hecke_orbit_code': 4503599828697113, 'n': 89, 'trace_an': -24992917110}
-
id: 76703089
{'hecke_orbit_code': 4503599828697113, 'n': 90, 'trace_an': 0}
-
id: 76703090
{'hecke_orbit_code': 4503599828697113, 'n': 91, 'trace_an': 9673645072}
-
id: 76703091
{'hecke_orbit_code': 4503599828697113, 'n': 92, 'trace_an': 27442896384}
-
id: 76703092
{'hecke_orbit_code': 4503599828697113, 'n': 93, 'trace_an': 13316478336}
-
id: 76703093
{'hecke_orbit_code': 4503599828697113, 'n': 94, 'trace_an': -64496363904}
-
id: 76703094
{'hecke_orbit_code': 4503599828697113, 'n': 95, 'trace_an': 0}
-
id: 76703095
{'hecke_orbit_code': 4503599828697113, 'n': 96, 'trace_an': -49569988608}
-
id: 76703096
{'hecke_orbit_code': 4503599828697113, 'n': 97, 'trace_an': -75013568546}
-
id: 76703097
{'hecke_orbit_code': 4503599828697113, 'n': 98, 'trace_an': -40727164968}
-
id: 76703098
{'hecke_orbit_code': 4503599828697113, 'n': 99, 'trace_an': -60754911516}
-
id: 76703099
{'hecke_orbit_code': 4503599828697113, 'n': 100, 'trace_an': 0}
-
id: 76703100
{'hecke_orbit_code': 4503599828697113, 'n': 101, 'trace_an': 81742959102}
-
id: 76703101
{'hecke_orbit_code': 4503599828697113, 'n': 102, 'trace_an': -41767088832}
-
id: 76703102
{'hecke_orbit_code': 4503599828697113, 'n': 103, 'trace_an': 225755128648}
-
id: 76703103
{'hecke_orbit_code': 4503599828697113, 'n': 104, 'trace_an': -48807306240}
-
id: 76703104
{'hecke_orbit_code': 4503599828697113, 'n': 105, 'trace_an': 0}
-
id: 76703105
{'hecke_orbit_code': 4503599828697113, 'n': 106, 'trace_an': 38305336752}
-
id: 76703106
{'hecke_orbit_code': 4503599828697113, 'n': 107, 'trace_an': -90241258356}
-
id: 76703107
{'hecke_orbit_code': 4503599828697113, 'n': 108, 'trace_an': -107866805760}
-
id: 76703108
{'hecke_orbit_code': 4503599828697113, 'n': 109, 'trace_an': 73482676310}
-
id: 76703109
{'hecke_orbit_code': 4503599828697113, 'n': 110, 'trace_an': 0}
-
id: 76703110
{'hecke_orbit_code': 4503599828697113, 'n': 111, 'trace_an': -45917755128}
-
id: 76703111
{'hecke_orbit_code': 4503599828697113, 'n': 112, 'trace_an': 16528605184}
-
id: 76703112
{'hecke_orbit_code': 4503599828697113, 'n': 113, 'trace_an': 85146862638}
-
id: 76703113
{'hecke_orbit_code': 4503599828697113, 'n': 114, 'trace_an': -64480268160}
-
id: 76703114
{'hecke_orbit_code': 4503599828697113, 'n': 115, 'trace_an': 0}
-
id: 76703115
{'hecke_orbit_code': 4503599828697113, 'n': 116, 'trace_an': -189014559360}
-
id: 76703116
{'hecke_orbit_code': 4503599828697113, 'n': 117, 'trace_an': -65655879534}
-
id: 76703117
{'hecke_orbit_code': 4503599828697113, 'n': 118, 'trace_an': -124540889760}
-
id: 76703118
{'hecke_orbit_code': 4503599828697113, 'n': 119, 'trace_an': 115632958896}
-
id: 76703119
{'hecke_orbit_code': 4503599828697113, 'n': 120, 'trace_an': 0}
-
id: 76703120
{'hecke_orbit_code': 4503599828697113, 'n': 121, 'trace_an': 498319933}
-
id: 76703121
{'hecke_orbit_code': 4503599828697113, 'n': 122, 'trace_an': 166955487888}
-
id: 76703122
{'hecke_orbit_code': 4503599828697113, 'n': 123, 'trace_an': -77646351384}
-
id: 76703123
{'hecke_orbit_code': 4503599828697113, 'n': 124, 'trace_an': 77785143296}
-
id: 76703124
{'hecke_orbit_code': 4503599828697113, 'n': 125, 'trace_an': 0}
-
id: 76703125
{'hecke_orbit_code': 4503599828697113, 'n': 126, 'trace_an': -45668121408}
-
id: 76703126
{'hecke_orbit_code': 4503599828697113, 'n': 127, 'trace_an': 262717201024}
-
id: 76703127
{'hecke_orbit_code': 4503599828697113, 'n': 128, 'trace_an': -338071388160}
-
id: 76703128
{'hecke_orbit_code': 4503599828697113, 'n': 129, 'trace_an': -4315678416}
-
id: 76703129
{'hecke_orbit_code': 4503599828697113, 'n': 130, 'trace_an': 0}
-
id: 76703130
{'hecke_orbit_code': 4503599828697113, 'n': 131, 'trace_an': 631528759932}
-
id: 76703131
{'hecke_orbit_code': 4503599828697113, 'n': 132, 'trace_an': 198311113728}
-
id: 76703132
{'hecke_orbit_code': 4503599828697113, 'n': 133, 'trace_an': 178514816480}
-
id: 76703133
{'hecke_orbit_code': 4503599828697113, 'n': 134, 'trace_an': 371563845216}
-
id: 76703134
{'hecke_orbit_code': 4503599828697113, 'n': 135, 'trace_an': 0}
-
id: 76703135
{'hecke_orbit_code': 4503599828697113, 'n': 136, 'trace_an': -583413304320}
-
id: 76703136
{'hecke_orbit_code': 4503599828697113, 'n': 137, 'trace_an': 297198746214}
-
id: 76703137
{'hecke_orbit_code': 4503599828697113, 'n': 138, 'trace_an': 112754509056}
-
id: 76703138
{'hecke_orbit_code': 4503599828697113, 'n': 139, 'trace_an': 596793577940}
-
id: 76703139
{'hecke_orbit_code': 4503599828697113, 'n': 140, 'trace_an': 0}
-
id: 76703140
{'hecke_orbit_code': 4503599828697113, 'n': 141, 'trace_an': 677211820992}
-
id: 76703141
{'hecke_orbit_code': 4503599828697113, 'n': 142, 'trace_an': 234995646528}
-
id: 76703142
{'hecke_orbit_code': 4503599828697113, 'n': 143, 'trace_an': 308865667656}
-
id: 76703143
{'hecke_orbit_code': 4503599828697113, 'n': 144, 'trace_an': -112181096448}
-
id: 76703144
{'hecke_orbit_code': 4503599828697113, 'n': 145, 'trace_an': 0}
-
id: 76703145
{'hecke_orbit_code': 4503599828697113, 'n': 146, 'trace_an': -35130991728}
-
id: 76703146
{'hecke_orbit_code': 4503599828697113, 'n': 147, 'trace_an': 427635232164}
-
id: 76703147
{'hecke_orbit_code': 4503599828697113, 'n': 148, 'trace_an': -268217998208}
-
id: 76703148
{'hecke_orbit_code': 4503599828697113, 'n': 149, 'trace_an': -1115433620850}
-
id: 76703149
{'hecke_orbit_code': 4503599828697113, 'n': 150, 'trace_an': 0}
-
id: 76703150
{'hecke_orbit_code': 4503599828697113, 'n': 151, 'trace_an': -824447297848}
-
id: 76703151
{'hecke_orbit_code': 4503599828697113, 'n': 152, 'trace_an': -900676761600}
-
id: 76703152
{'hecke_orbit_code': 4503599828697113, 'n': 153, 'trace_an': -784811057562}
-
id: 76703153
{'hecke_orbit_code': 4503599828697113, 'n': 154, 'trace_an': 214837039872}
-
id: 76703154
{'hecke_orbit_code': 4503599828697113, 'n': 155, 'trace_an': 0}
-
id: 76703155
{'hecke_orbit_code': 4503599828697113, 'n': 156, 'trace_an': 214308444672}
-
id: 76703156
{'hecke_orbit_code': 4503599828697113, 'n': 157, 'trace_an': -1315116754406}
-
id: 76703157
{'hecke_orbit_code': 4503599828697113, 'n': 158, 'trace_an': 914804296320}
-
id: 76703158
{'hecke_orbit_code': 4503599828697113, 'n': 159, 'trace_an': -402206035896}
-
id: 76703159
{'hecke_orbit_code': 4503599828697113, 'n': 160, 'trace_an': 0}
-
id: 76703160
{'hecke_orbit_code': 4503599828697113, 'n': 161, 'trace_an': -312162946368}
-
id: 76703161
{'hecke_orbit_code': 4503599828697113, 'n': 162, 'trace_an': 39964520664}
-
id: 76703162
{'hecke_orbit_code': 4503599828697113, 'n': 163, 'trace_an': 357832759588}
-
id: 76703163
{'hecke_orbit_code': 4503599828697113, 'n': 164, 'trace_an': -453553290624}
-
id: 76703164
{'hecke_orbit_code': 4503599828697113, 'n': 165, 'trace_an': 0}
-
id: 76703165
{'hecke_orbit_code': 4503599828697113, 'n': 166, 'trace_an': 704042392032}
-
id: 76703166
{'hecke_orbit_code': 4503599828697113, 'n': 167, 'trace_an': -2754833892216}
-
id: 76703167
{'hecke_orbit_code': 4503599828697113, 'n': 168, 'trace_an': 356462346240}
-
id: 76703168
{'hecke_orbit_code': 4503599828697113, 'n': 169, 'trace_an': -1458379197393}
-
id: 76703169
{'hecke_orbit_code': 4503599828697113, 'n': 170, 'trace_an': 0}
-
id: 76703170
{'hecke_orbit_code': 4503599828697113, 'n': 171, 'trace_an': -1211595753060}
-
id: 76703171
{'hecke_orbit_code': 4503599828697113, 'n': 172, 'trace_an': -25209042176}
-
id: 76703172
{'hecke_orbit_code': 4503599828697113, 'n': 173, 'trace_an': 950387449578}
-
id: 76703173
{'hecke_orbit_code': 4503599828697113, 'n': 174, 'trace_an': -776603298240}
-
id: 76703174
{'hecke_orbit_code': 4503599828697113, 'n': 175, 'trace_an': 0}
-
id: 76703175
{'hecke_orbit_code': 4503599828697113, 'n': 176, 'trace_an': 527734751232}
-
id: 76703176
{'hecke_orbit_code': 4503599828697113, 'n': 177, 'trace_an': 1307679342480}
-
id: 76703177
{'hecke_orbit_code': 4503599828697113, 'n': 178, 'trace_an': -599830010640}
-
id: 76703178
{'hecke_orbit_code': 4503599828697113, 'n': 179, 'trace_an': 1681384224780}
-
id: 76703179
{'hecke_orbit_code': 4503599828697113, 'n': 180, 'trace_an': 0}
-
id: 76703180
{'hecke_orbit_code': 4503599828697113, 'n': 181, 'trace_an': -996774496018}
-
id: 76703181
{'hecke_orbit_code': 4503599828697113, 'n': 182, 'trace_an': 232167481728}
-
id: 76703182
{'hecke_orbit_code': 4503599828697113, 'n': 183, 'trace_an': -1753032622824}
-
id: 76703183
{'hecke_orbit_code': 4503599828697113, 'n': 184, 'trace_an': 1574983618560}
-
id: 76703184
{'hecke_orbit_code': 4503599828697113, 'n': 185, 'trace_an': 0}
-
id: 76703185
{'hecke_orbit_code': 4503599828697113, 'n': 186, 'trace_an': 319595480064}
-
id: 76703186
{'hecke_orbit_code': 4503599828697113, 'n': 187, 'trace_an': 3691995187608}
-
id: 76703187
{'hecke_orbit_code': 4503599828697113, 'n': 188, 'trace_an': 3955776986112}
-
id: 76703188
{'hecke_orbit_code': 4503599828697113, 'n': 189, 'trace_an': 1226984915520}
-
id: 76703189
{'hecke_orbit_code': 4503599828697113, 'n': 190, 'trace_an': 0}
-
id: 76703190
{'hecke_orbit_code': 4503599828697113, 'n': 191, 'trace_an': 2762403350592}
-
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