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mf_newforms • Show schema
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{'Nk2': 3103, 'analytic_conductor': 1.5485987342002066, 'analytic_rank': 0, 'analytic_rank_proved': True, 'artin_degree': 20, 'artin_field': [-315, -267, -296, 221, -37, 58, -141, 50, 0, -3, 1], 'artin_field_label': '10.2.2688593226971549.1', 'artin_image': '20.4', 'char_conductor': 3103, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [3103, 2, [1713, 1393], [1, 1]], 'cm_discs': [-3103], 'conrey_index': 3102, 'dim': 2, 'field_disc': 5, 'field_disc_factorization': [[5, 1]], 'field_poly': [-1, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 10, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-1, -1, 1]], [3, [0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511005057322015, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [1, -1], [0, 0], [1, -1], [0, 0], [0, 0], [0, 0], [1, 0], [1, 0], [0, 0], [0, 0], [0, 0], [-1, 1], [0, 0], [0, 0], [0, 0], [1, -1], [1, -1], [0, 0], [0, 0], [0, 0], [0, 0], [0, -1], [0, 0], [1, 0], [-2, 1], [0, 0], [0, 0], [1, 0], [0, 0], [0, 1], [-1, 0], [0, 0], [2, -1], [0, 0], [1, -1], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-2, 0], [0, 0], [0, 0], [1, 0], [0, 0], [0, 0], [1, 0], [1, -1], [0, 0], [-2, 1], [-1, 1], [0, 0], [0, 0], [0, 0], [0, 0], [1, -1], [0, 0], [0, 0], [0, 0], [-1, 0], [0, 0], [-1, 1], [0, 0], [0, 0], [0, 0], [2, -1], [0, 0], [0, 0], [0, 0], [1, 0], [-2, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [1, 0], [0, 0], [-1, 1], [0, 0], [0, 0], [-2, 2], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [1, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 1], [1, -1], [0, 0], [1, -1]], 'ap': [[1, -1], [0, 0], [0, 0], [0, 0], [0, 0], [-1, 1], [1, -1], [0, 0], [0, -1], [1, 0], [0, 1], [0, 0], [0, 0], [-2, 0], [0, 0], [-1, 1], [0, 0], [0, 0], [0, 0], [0, 0], [-2, 0], [0, 0], [-1, 1], [0, 0], [0, 1], [0, 0], [0, 0], [1, 0], [0, 0], [0, 1], [0, 1], [0, 1], [0, 0], [0, 0], [0, -1], [-1, 1], [0, 1], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [1, -1], [0, 0], [0, -1], [0, -1], [1, -1], [2, 0], [0, -1], [0, 1], [0, -1], [-1, 1], [-1, 1], [0, 0], [0, 0], [0, 0], [-2, 0], [0, 0], [0, 0], [0, 0], [-1, 1], [0, 0], [1, -1], [-2, 0], [0, -1], [0, 1], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-2, 0], [1, -1], [0, -1], [0, 1], [0, -1], [1, -1], [0, -1], [0, 0], [1, -1], [0, 0], [0, 0], [-1, 1], [1, -1], [-1, 1], [1, -1], [0, 1], [2, 0], [0, 0], [-1, 1], [0, 0], [1, -1], [0, 0], [0, 1], [0, 0], [0, 0], [0, -1], [0, 0], [0, 0], [1, -1], [0, -1], [0, 0], [0, 1], [0, 0], [2, 0], [0, 0], [0, -1], [0, 0], [0, 0], [0, 1], [-2, 0], [0, 0], [0, 1], [1, -1], [0, 0], [1, -1], [-1, 1], [0, 0], [0, 0], [1, -1], [0, -1], [0, 0], [0, 0], [-1, 1], [0, -1], [0, 0], [0, 0], [0, 0], [0, 0], [1, -1], [1, -1], [0, 0], [-2, 0], [-2, 0], [0, -1], [0, 1], [1, -1], [0, 0], [0, 0], [-2, 0], [0, -1], [0, 0], [1, -1], [0, 1], [1, -1], [0, 0], [1, -1], [0, -1], [0, 0], [0, 0], [0, 0], [0, 0], [0, -1], [0, 1], [0, 1], [0, 1], [0, 0], [0, 0], [-1, 1], [-1, 1], [1, -1], [0, 0], [0, 0], [0, 1], [-1, 1], [1, -1], [0, 0], [0, 0], [0, 0], [0, 1], [0, -1], [0, 0], [0, 0], [0, 1], [-1, 1], [-1, 1], [0, 0], [1, -1], [0, 0], [0, 0], [1, -1], [1, -1], [-1, 1], [-1, 1], [-1, 1], [0, -1], [0, 0], [0, 0], [1, -1], [2, 0], [2, 0], [-2, 0], [0, 0], [0, 0], [0, 0], [0, -1], [-2, 0], [-1, 1], [0, -1], [0, 0], [0, 0], [0, 0], [0, 1], [1, -1], [-2, 0], [0, -1], [0, 0], [0, 0], [0, 0], [1, -1], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-1, 1], [0, 0], [0, 1], [0, -1], [0, 0], [0, 1], [0, 0], [0, 1], [1, -1], [2, 0], [1, -1], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [1, -1], [0, 0], [-1, 1], [-2, 0], [-2, 0], [0, 0], [-1, 1], [0, 0], [0, 0], [0, -1], [0, 0], [-2, 0], [0, 0], [-1, 1], [-1, 1], [0, 0], [-1, 1], [0, 0], [0, 0], [0, 0], [0, 1], [0, 0], [1, -1], [0, -1], [0, 0], [0, 1], [0, 0], [0, -1], [1, -1], [0, 0], [-1, 1], [-2, 0], [0, 0], [-2, 0], [1, -1], [0, 0], [0, 0], [0, 0], [2, 0], [0, -1], [0, -1], [0, 0], [0, 1], [0, 1], [0, 0], [0, 0], [0, 0], [0, -1], [-1, 1], [0, -1], [0, 0], [0, -1], [0, 0], [0, 0], [1, -1], [-2, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [1, -1], [1, -1], [0, -1], [0, 0], [2, 0], [0, -1], [0, 0], [0, 1], [0, 0], [0, 1]], 'char_orbit_index': 4, 'field_poly': [-1, -1, 1], 'hecke_orbit_code': 13511005057322015, 'hecke_ring_character_values': [[1713, [-1, 0]], [1393, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '3103.1.d.d', 'level': 3103, 'maxp': 1999, 'weight': 1}
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mf_newspaces • Show schema
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{'Nk2': 3103, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 1.5485987342002066, 'char_conductor': 3103, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [3103, 2, [1713, 1393], [1, 1]], 'conrey_index': 3102, 'cusp_dim': 15, 'dihedral_dim': 11, 'dim': 15, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_orbit_code': 206175210527, 'hecke_orbit_dims': [1, 2, 2, 2, 4, 4], 'label': '3103.1.d', 'level': 3103, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [29, 107], 'level_radical': 3103, 'mf_dim': 17, 'mf_new_dim': 17, 'num_forms': 6, 'prim_orbit_index': 4, 'relative_dim': 15, 's4_dim': 4, 'sturm_bound': 270, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [15, 0, 0, 1, 0, 0, 0, 0, 5, 0, 0, 0, 4, 0, 0, 11, 0, 0, 0, 0, 0, 0, 0, 0, 7, 0, 0, 0, -3, 0, 0, 0, 2, -4, 8, 11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7, 0, 0, -12, -8, 0, 0, 0, 10, 0, 0, 0, 0, -4, 0, -3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7, 0, 2, 0, 0, -4, 4, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 9, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 2, 0, 0, 0, 0, -1, -6, 0, 0, 0, 5, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, -8, 0, 0, 0, -8, 0, 0, 0, 1, 0, -4, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 9, -4, 0, -4, 0, 0, 0, 0, 0, 0, 0, 2, -4, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 5, -4, 4, -10, 0, 0, 0, 0, 4, 0, 0, 0, 2, 0, -4, 0, 2, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, -4, -8, 7, 0, 0, 0, 0, 3, -4, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 9, 0, 0, 0, 0, 0, 8, 0, -10, 0, -2, 0, 0, 0, -10, 0, 0, -4, 0, 0, 0, 0, 0, 0, 2, -4, 0, 0, 0, 0, 4, 0, 0, 0, 0, 9, -4, 0, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 8, 0, 8, 0, 0, 0, 5, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 2, 0, 0, 0, -4, 0, 0, 0, 0, -4, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 3, 0, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -5, 2, 0, -6, 0, 0, 0, 0, 0, 0, 0, -8, 0, 5, -8, 0, -2, 0, 0, 0, 0, 0, 0, -10, 0, 0, 0, 8, 0, 4, -4, 0, 0, 0, 0, -4, -7, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 11, 0, 0, 0, 0, 10, 0, 0, -2, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, -2, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 2, 7, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -12, 0, 0, 2, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, -4, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, -8, 7, 0, 0, 2, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 7, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -10, 0, -8, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, -8, 0, 0, 0, -3, 0, 0, 0, 7, 0, -4, 10, 0, -4, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, -10, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 12, 0, 16, -2, 0, 0, 12, 4, 3, 0, 0, 0, 16, 10, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 8, 12, 0, 0, 0, 0, -8, 0, 8, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 10, 0, 0, -10, 0, 0, 0, 0, 0, 0, -8, 2, 0, 0, 0, 0, 7, 0, 0, 0, 0, 0, 0, 4, 0, -4, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, -10, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, 4, 0, 0, 16, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -4, 0, 11, 0, 0, 0, -8, -8, 0, 0, 8, 0, 0, 0, 10, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, -8, 0, -8, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, -4, -6, 16, 0, 0, 1, 0, 3, -10, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, -4, 0, 10, 0, 0, -4, 0, 0, 0, 16, 0, 0, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, -10, 0], 'weight': 1, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 1047905
{'conductor': 29, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '3103.1.d.d', 'source_level': 3103, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '3103.1.d.b', 'target_level': 3103, 'twist_class_label': '3103.1.d.b', 'twist_class_level': 3103, 'twisting_char_label': '29.b', 'twisting_char_orbit': 2, 'weight': 1}
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id: 1047906
{'conductor': 107, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '3103.1.d.d', 'source_level': 3103, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '3103.1.d.b', 'target_level': 3103, 'twist_class_label': '3103.1.d.b', 'twist_class_level': 3103, 'twisting_char_label': '107.b', 'twisting_char_orbit': 2, 'weight': 1}
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id: 1047907
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '3103.1.d.d', 'source_level': 3103, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '3103.1.d.d', 'target_level': 3103, 'twist_class_label': '3103.1.d.b', 'twist_class_level': 3103, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 1}
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id: 1047908
{'conductor': 3103, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -3103, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '3103.1.d.d', 'source_level': 3103, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '3103.1.d.d', 'target_level': 3103, 'twist_class_label': '3103.1.d.b', 'twist_class_level': 3103, 'twisting_char_label': '3103.d', 'twisting_char_orbit': 4, 'weight': 1}
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mf_hecke_charpolys • Show schema
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id: 3005775
{'charpoly_factorization': [[[-1, -1, 1], 1]], 'hecke_orbit_code': 13511005057322015, 'p': 2}
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id: 3005776
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 3}
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id: 3005777
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 5}
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id: 3005778
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 7}
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id: 3005779
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 11}
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id: 3005780
{'charpoly_factorization': [[[-1, 1, 1], 1]], 'hecke_orbit_code': 13511005057322015, 'p': 13}
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id: 3005781
{'charpoly_factorization': [[[-1, -1, 1], 1]], 'hecke_orbit_code': 13511005057322015, 'p': 17}
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id: 3005782
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 19}
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id: 3005783
{'charpoly_factorization': [[[-1, 1, 1], 1]], 'hecke_orbit_code': 13511005057322015, 'p': 23}
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id: 3005784
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 29}
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id: 3005785
{'charpoly_factorization': [[[-1, -1, 1], 1]], 'hecke_orbit_code': 13511005057322015, 'p': 31}
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id: 3005786
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 37}
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id: 3005787
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 41}
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id: 3005788
{'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 43}
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id: 3005789
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 47}
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id: 3005790
{'charpoly_factorization': [[[-1, 1, 1], 1]], 'hecke_orbit_code': 13511005057322015, 'p': 53}
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id: 3005791
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 59}
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id: 3005792
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 61}
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id: 3005793
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 67}
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id: 3005794
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 71}
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id: 3005795
{'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 73}
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id: 3005796
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 79}
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id: 3005797
{'charpoly_factorization': [[[-1, 1, 1], 1]], 'hecke_orbit_code': 13511005057322015, 'p': 83}
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id: 3005798
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511005057322015, 'p': 89}
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id: 3005799
{'charpoly_factorization': [[[-1, -1, 1], 1]], 'hecke_orbit_code': 13511005057322015, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 4, 'hecke_orbit': 4, 'label': '3103.1.d.d', 'level': 3103, 'portrait': 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', 'weight': 1}
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mf_hecke_traces • Show schema
Hide schema
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id: 36212083
{'hecke_orbit_code': 13511005057322015, 'n': 1, 'trace_an': 2}
-
id: 36212084
{'hecke_orbit_code': 13511005057322015, 'n': 2, 'trace_an': 1}
-
id: 36212085
{'hecke_orbit_code': 13511005057322015, 'n': 3, 'trace_an': 0}
-
id: 36212086
{'hecke_orbit_code': 13511005057322015, 'n': 4, 'trace_an': 1}
-
id: 36212087
{'hecke_orbit_code': 13511005057322015, 'n': 5, 'trace_an': 0}
-
id: 36212088
{'hecke_orbit_code': 13511005057322015, 'n': 6, 'trace_an': 0}
-
id: 36212089
{'hecke_orbit_code': 13511005057322015, 'n': 7, 'trace_an': 0}
-
id: 36212090
{'hecke_orbit_code': 13511005057322015, 'n': 8, 'trace_an': 2}
-
id: 36212091
{'hecke_orbit_code': 13511005057322015, 'n': 9, 'trace_an': 2}
-
id: 36212092
{'hecke_orbit_code': 13511005057322015, 'n': 10, 'trace_an': 0}
-
id: 36212093
{'hecke_orbit_code': 13511005057322015, 'n': 11, 'trace_an': 0}
-
id: 36212094
{'hecke_orbit_code': 13511005057322015, 'n': 12, 'trace_an': 0}
-
id: 36212095
{'hecke_orbit_code': 13511005057322015, 'n': 13, 'trace_an': -1}
-
id: 36212096
{'hecke_orbit_code': 13511005057322015, 'n': 14, 'trace_an': 0}
-
id: 36212097
{'hecke_orbit_code': 13511005057322015, 'n': 15, 'trace_an': 0}
-
id: 36212098
{'hecke_orbit_code': 13511005057322015, 'n': 16, 'trace_an': 0}
-
id: 36212099
{'hecke_orbit_code': 13511005057322015, 'n': 17, 'trace_an': 1}
-
id: 36212100
{'hecke_orbit_code': 13511005057322015, 'n': 18, 'trace_an': 1}
-
id: 36212101
{'hecke_orbit_code': 13511005057322015, 'n': 19, 'trace_an': 0}
-
id: 36212102
{'hecke_orbit_code': 13511005057322015, 'n': 20, 'trace_an': 0}
-
id: 36212103
{'hecke_orbit_code': 13511005057322015, 'n': 21, 'trace_an': 0}
-
id: 36212104
{'hecke_orbit_code': 13511005057322015, 'n': 22, 'trace_an': 0}
-
id: 36212105
{'hecke_orbit_code': 13511005057322015, 'n': 23, 'trace_an': -1}
-
id: 36212106
{'hecke_orbit_code': 13511005057322015, 'n': 24, 'trace_an': 0}
-
id: 36212107
{'hecke_orbit_code': 13511005057322015, 'n': 25, 'trace_an': 2}
-
id: 36212108
{'hecke_orbit_code': 13511005057322015, 'n': 26, 'trace_an': -3}
-
id: 36212109
{'hecke_orbit_code': 13511005057322015, 'n': 27, 'trace_an': 0}
-
id: 36212110
{'hecke_orbit_code': 13511005057322015, 'n': 28, 'trace_an': 0}
-
id: 36212111
{'hecke_orbit_code': 13511005057322015, 'n': 29, 'trace_an': 2}
-
id: 36212112
{'hecke_orbit_code': 13511005057322015, 'n': 30, 'trace_an': 0}
-
id: 36212113
{'hecke_orbit_code': 13511005057322015, 'n': 31, 'trace_an': 1}
-
id: 36212114
{'hecke_orbit_code': 13511005057322015, 'n': 32, 'trace_an': -2}
-
id: 36212115
{'hecke_orbit_code': 13511005057322015, 'n': 33, 'trace_an': 0}
-
id: 36212116
{'hecke_orbit_code': 13511005057322015, 'n': 34, 'trace_an': 3}
-
id: 36212117
{'hecke_orbit_code': 13511005057322015, 'n': 35, 'trace_an': 0}
-
id: 36212118
{'hecke_orbit_code': 13511005057322015, 'n': 36, 'trace_an': 1}
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