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{'Nk2': 37800, 'analytic_conductor': 75.45862991010996, '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': [9450, 1, [9101, 6427, 6751], [1, 1, 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': [[11, [0, 1]], [13, [-7, 1]], [17, [3, 1]], [19, [1, 1]]], 'hecke_orbit': 67, 'hecke_orbit_code': 297237575440016618, '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': True, 'label': '9450.2.a.co', 'level': 9450, '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': '9450.2.a.p', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{4}-q^{7}+q^{8}+7q^{13}-q^{14}+\\cdots', 'related_objects': ['EllipticCurve/Q/9450/co'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9450.2.a', 'trace_display': [1, 0, 0, -1], 'trace_hash': 1068166365376100087, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.033', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.092', 'prec': 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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'char_values': [9450, 1, [9101, 6427, 6751], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 2089, 'dim': 152, 'eis_dim': 143, 'eis_new_dim': 0, 'hecke_cutter_primes': [11, 13, 17, 19], 'hecke_orbit_code': 33563882, '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, 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, 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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '9450.2.a', 'level': 9450, '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': 2232, 'mf_new_dim': 152, 'num_forms': 128, 'plus_dim': 66, 'prim_orbit_index': 1, 'relative_dim': 152, 'sturm_bound': 4320, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 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mf_twists_nf • Show schema
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id: 1433556
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 67, 'source_is_minimal': True, 'source_label': '9450.2.a.co', 'source_level': 9450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': True, 'target_label': '9450.2.a.p', 'target_level': 9450, 'twist_class_label': '9450.2.a.p', 'twist_class_level': 9450, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1433557
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 67, 'source_is_minimal': True, 'source_label': '9450.2.a.co', 'source_level': 9450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 38, 'target_is_minimal': True, 'target_label': '9450.2.a.bl', 'target_level': 9450, 'twist_class_label': '9450.2.a.p', 'twist_class_level': 9450, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1433558
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 67, 'source_is_minimal': True, 'source_label': '9450.2.a.co', 'source_level': 9450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 67, 'target_is_minimal': True, 'target_label': '9450.2.a.co', 'target_level': 9450, 'twist_class_label': '9450.2.a.p', 'twist_class_level': 9450, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1433559
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 67, 'source_is_minimal': True, 'source_label': '9450.2.a.co', 'source_level': 9450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 90, 'target_is_minimal': True, 'target_label': '9450.2.a.dl', 'target_level': 9450, 'twist_class_label': '9450.2.a.p', 'twist_class_level': 9450, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 5033125
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 2}
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id: 5033126
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 3}
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id: 5033127
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 5}
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id: 5033128
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 7}
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id: 5033129
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 11}
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id: 5033130
{'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 13}
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id: 5033131
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 17}
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id: 5033132
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 19}
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id: 5033133
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 23}
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id: 5033134
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 29}
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id: 5033135
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 31}
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id: 5033136
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 37}
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id: 5033137
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 41}
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id: 5033138
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 43}
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id: 5033139
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 47}
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id: 5033140
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 53}
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id: 5033141
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 59}
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id: 5033142
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 61}
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id: 5033143
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 67}
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id: 5033144
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 71}
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id: 5033145
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 73}
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id: 5033146
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 79}
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id: 5033147
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 83}
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id: 5033148
{'charpoly_factorization': [[[-15, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 89}
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id: 5033149
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 297237575440016618, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 67, 'label': '9450.2.a.co', 'level': 9450, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 280164000
{'hecke_orbit_code': 297237575440016618, 'n': 1, 'trace_an': 1}
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id: 280164001
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id: 280164998
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id: 280164999
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