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mf_newforms • Show schema
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{'Nk2': 2184, 'analytic_conductor': 4.359831950361909, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, 1], [13, -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': [546, 1, [365, 157, 379], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 17, 'field_disc_factorization': [[17, 1]], 'field_poly': [-4, -1, 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': [[5, [-2, -3, 1]], [11, [-4, -1, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396679889442, 'hecke_ring_generator_nbound': 5, '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': '546.2.a.j', 'level': 546, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 13], 'level_radical': 546, 'minimal_twist': '546.2.a.j', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{3}+q^{4}+(2-\\beta )q^{5}+q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '546.2.a', 'trace_display': [2, 2, 3, -2], 'trace_hash': 5560699064780632, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.035', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.913', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.131', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.296', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.737', 'prec': 17}, {'__RealLiteral__': 0, 'data': '63.099', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.014', 'prec': 17}, 'traces': [2, 2, 2, 2, 3, 2, -2, 2, 2, 3, 1, 2, 2, -2, 3, 2, -1, 2, 3, 3, -2, 1, -7, 2, 3, 2, 2, -2, 1, 3, -4, 2, 1, -1, -3, 2, -11, 3, 2, 3, 6, -2, -17, 1, 3, -7, 0, 2, 2, 3, -1, 2, 8, 2, -7, -2, 3, 1, -12, 3, 1, -4, -2, 2, 3, 1, -6, -1, -7, -3, 16, 2, -3, -11, 3, 3, -1, 2, -14, 3, 2, 6, 26, -2, -27, -17, 1, 1, 20, 3, -2, -7, -4, 0, -21, 2, -4, 2, 1, 3, -2, -1, 11, 2, -3, 8, -26, 2, -5, -7, -11, -2, 8, 3, -19, 1, 2, -12, 1, 3, -13, 1, 6, -4, 15, -2, -18, 2, -17, 3, -15, 1, -3, -6, 3, -1, -3, -7, 24, -3, 0, 16, 1, 2, 27, -3, 2, -11, 6, 3, 3, 3, -1, -1, 28, 2, -27, -14, 8, 3, 7, 2, -42, 6, -7, 26, 17, -2, 2, -27, 3, -17, 24, 1, -3, 1, -12, 20, 0, 3, 16, -2, 1, -7, -25, -4, 25, 0, -2, -21, 1, 2, 14, -4, 3, 2, 30, 1, -15, 3, -6, -2, -1, -1, -8, 11, -7, 2, 27, -3, -11, 8, 16, -26, -17, 2, 4, -5, -3, -7, -1, -11, -6, -2, 3, 8, -6, 3, 40, -19, -1, 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6, 28, -77, 0, 3, 51, -7, 26, -4, 2, -16, 37, 26, 32, 72, -11, 15], 'weight': 2, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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{'an': [[1, 0], [1, 0], [1, 0], [1, 0], [2, -1], [1, 0], [-1, 0], [1, 0], [1, 0], [2, -1], [0, 1], [1, 0], [1, 0], [-1, 0], [2, -1], [1, 0], [-2, 3], [1, 0], [0, 3], [2, -1], [-1, 0], [0, 1], [-4, 1], [1, 0], [3, -3], [1, 0], [1, 0], [-1, 0], [2, -3], [2, -1], [0, -4], [1, 0], [0, 1], [-2, 3], [-2, 1], [1, 0], [-6, 1], [0, 3], [1, 0], [2, -1], [2, 2], [-1, 0], [-8, -1], [0, 1], [2, -1], [-4, 1], [0, 0], [1, 0], [1, 0], [3, -3], [-2, 3], [1, 0], [6, -4], [1, 0], [-4, 1], [-1, 0], [0, 3], [2, -3], [-4, -4], [2, -1], [2, -3], [0, -4], [-1, 0], [1, 0], [2, -1], [0, 1], [-4, 2], [-2, 3], [-4, 1], [-2, 1], [8, 0], [1, 0], [-2, 1], [-6, 1], [3, -3], [0, 3], [0, -1], [1, 0], [-8, 2], [2, -1], [1, 0], [2, 2], [12, 2], [-1, 0], [-16, 5], [-8, -1], [2, -3], [0, 1], [10, 0], [2, -1], [-1, 0], [-4, 1], [0, -4], [0, 0], [-12, 3], [1, 0], [2, -8], [1, 0], [0, 1], [3, -3]], 'ap': [[1, 0], [1, 0], [2, -1], [-1, 0], [0, 1], [1, 0], [-2, 3], [0, 3], [-4, 1], [2, -3], [0, -4], [-6, 1], [2, 2], [-8, -1], [0, 0], [6, -4], [-4, -4], [2, -3], [-4, 2], [8, 0], [-2, 1], [-8, 2], [12, 2], [10, 0], [2, -8], [-2, 2], [4, 3], [-12, -2], [-6, 7], [2, 4], [-8, -2], [-8, 1], [-2, 1], [12, 0], [-2, 10], [4, -5], [-14, 1], [-20, -2], [12, -7], [14, -4], [4, -8], [6, 4], [4, -7], [10, -6], [14, 2], [-4, -7], [-8, 5], [-8, 10], [-4, 2], [22, -4], [18, -6], [16, 0], [-14, 0], [0, 5], [2, 4], [-24, 4], [14, -4], [8, 2], [-10, 8], [10, -4], [12, -4], [6, -12], [20, -4], [-16, -2], [2, 10], [6, 2], [4, -6], [6, 1], [-20, 0], [14, 4], [18, -8], [-8, 12], [-16, 0], [-2, 10], [28, -4], [4, -15], [-10, 12], [-18, 0], [2, -4], [6, 7], [-32, 3], [-10, -4], [-24, 6], [-22, 6], [4, 7], [4, 6], [6, -3], [18, -6], [-14, 9], [-4, 3], [-8, -3], [12, -13], [-8, 0], [-12, -2], [36, 0], [0, 2], [2, 9], [-2, -3], [28, 4], [-22, 7], [-28, 0], [6, 6], [8, 9], [10, -20], [12, -4], [-30, 0], [4, -6], [-14, 4], [20, -1], [-14, -2], [-20, -1], [18, -17], [-10, 15], [24, 3], [-12, 7], [-14, 4], [24, 5], [-8, 4], [-6, 7], [12, -6], [6, 4], [-26, 5], [-10, -8], [40, 3], [4, -8], [-2, 0], [-10, 4], [40, -2], [4, 7], [-26, 10], [-4, 18], [0, -18], [0, 4], [22, -8], [2, -2], [-18, -1], [42, -7], [0, -13], [22, -6], [10, 8], [40, -1], [30, 10], [-8, -8], [16, -7], [34, -3], [8, 12], [-18, 6], [-22, 8], [12, 4], [-8, 6], [-34, 4], [-2, 11], [0, -1], [-40, 8], [-20, -8], [12, 15], [16, -2], [10, -10], [-22, 16], [-34, 0], [-8, 21], [2, -6], [-20, 1], [-4, -4], [-18, 3], [4, 11], [8, 10], [22, -12]], 'char_orbit_index': 1, 'field_poly': [-4, -1, 1], 'hecke_orbit_code': 40532396679889442, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '546.2.a.j', 'level': 546, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1], [7, 1], [13, 1]], 1, 1], [[[2, -1], [3, 1], [7, -1], [13, -1]], 2, 1], [[[2, 1], [3, -1], [7, -1], [13, -1]], 1, 1], [[[2, -1], [3, -1], [7, 1], [13, -1]], 2, 1], [[[2, 1], [3, -1], [7, 1], [13, -1]], 1, 1], [[[2, 1], [3, 1], [7, -1], [13, 1]], 2, 1], [[[2, -1], [3, -1], [7, -1], [13, 1]], 2, 2], [[[2, 1], [3, 1], [7, 1], [13, -1]], 1, 1], [[[2, -1], [3, 1], [7, 1], [13, 1]], 1, 1]], 'ALdims': [0, 1, 2, 0, 1, 1, 0, 1, 1, 0, 0, 2, 0, 2, 2, 0], 'Nk2': 2184, 'analytic_conductor': 4.359831950361909, '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': [546, 1, [365, 157, 379], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 105, 'dim': 13, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 33554978, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2], 'label': '546.2.a', 'level': 546, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 13], 'level_radical': 546, 'mf_dim': 120, 'mf_new_dim': 13, 'num_forms': 10, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 13, 'sturm_bound': 224, 'trace_bound': 5, 'trace_display': [1, 1, 6, 1], 'traces': [13, 1, 1, 13, 6, 1, 1, 1, 13, 6, 12, 1, 1, 1, 6, 13, 2, 1, 4, 6, -3, 4, 0, 1, 27, 1, 1, 1, 6, -2, 16, 1, -4, 18, -2, 13, -10, 4, 1, 6, 10, 1, 4, 12, 6, -16, -16, 1, 13, -1, 2, 1, 14, 1, 8, 1, -28, 6, 28, 6, -18, -32, 1, 13, -2, -4, -4, 2, 8, -10, -8, 1, -38, 6, -33, 4, 12, -3, 0, 6, 13, -14, -12, -3, -36, -20, -10, 4, -6, 6, -3, 0, -32, -24, -40, 1, -30, 1, 12, 27, -10, -14, -48, 1, 6, -18, -60, 1, -2, -88, -42, 1, -38, 12, -16, 6, 1, -36, -14, -2, 9, -2, 2, 16, -36, 1, -80, 1, -36, -2, -28, -4, -12, -44, 6, 18, 10, -8, -4, -2, 0, -40, -4, 13, -12, 26, 1, -10, 70, -1, -8, 4, 2, -4, -16, 1, 30, -32, 30, 6, 24, 1, 28, 10, -8, -12, 8, 1, 13, 12, 4, 4, 14, 14, 31, 12, 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12, -136, -2, -48, -84, 12, 32, 64, 22, 216, 1, -24, 34, 288, 27, -164, 56, 28, 2, 52, -8, -36, -60, -10, -10, -8, -28, -48, -6, 52, 70, -76, -14, -136, -32, 36, -130, 24, -4, -38, -96, -48, 6, 130, 0, 4, 146, -88, -12, -208, 1, 34, -28, 74, 48, -178, -58, 160, 28, 6, 8, -92, -16, -14, 44, 30, 10, -14, -18, -32, 80, 72, -72, 10, 6, 45, 6, -60, 2, 76, -16, -40, 5, 104, 140, 28, 1, -36, -136, 31, -18, -206, -36, 104, 6, -2, 28, -40, 2, -12, -196, 24, 4, -144, -88, 64, -32, 28, -40, 32, 44, -42, 36, -42, 12], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 377415
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '546.2.a.j', 'source_level': 546, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': True, 'target_label': '546.2.a.j', 'target_level': 546, 'twist_class_label': '546.2.a.j', 'twist_class_level': 546, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 377416
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '546.2.a.j', 'source_level': 546, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '1638.2.a.u', 'target_level': 1638, 'twist_class_label': '546.2.a.j', 'twist_class_level': 546, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 377417
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '546.2.a.j', 'source_level': 546, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 41, 'target_is_minimal': False, 'target_label': '3822.2.a.bo', 'target_level': 3822, 'twist_class_label': '546.2.a.j', 'twist_class_level': 546, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 377418
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '546.2.a.j', 'source_level': 546, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 31, 'target_is_minimal': False, 'target_label': '4368.2.a.be', 'target_level': 4368, 'twist_class_label': '546.2.a.j', 'twist_class_level': 546, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 377419
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '546.2.a.j', 'source_level': 546, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 38, 'target_is_minimal': False, 'target_label': '7098.2.a.bl', 'target_level': 7098, 'twist_class_label': '546.2.a.j', 'twist_class_level': 546, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1029050
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 40532396679889442, 'p': 2}
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id: 1029051
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 40532396679889442, 'p': 3}
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id: 1029052
{'charpoly_factorization': [[[-2, -3, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 5}
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id: 1029053
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 40532396679889442, 'p': 7}
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id: 1029054
{'charpoly_factorization': [[[-4, -1, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 11}
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id: 1029055
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 40532396679889442, 'p': 13}
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id: 1029056
{'charpoly_factorization': [[[-38, 1, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 17}
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id: 1029057
{'charpoly_factorization': [[[-36, -3, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 19}
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id: 1029058
{'charpoly_factorization': [[[8, 7, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 23}
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id: 1029059
{'charpoly_factorization': [[[-38, -1, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 29}
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id: 1029060
{'charpoly_factorization': [[[-64, 4, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 31}
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id: 1029061
{'charpoly_factorization': [[[26, 11, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 37}
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id: 1029062
{'charpoly_factorization': [[[-8, -6, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 41}
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id: 1029063
{'charpoly_factorization': [[[68, 17, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 43}
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id: 1029064
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 40532396679889442, 'p': 47}
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id: 1029065
{'charpoly_factorization': [[[-52, -8, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 53}
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id: 1029066
{'charpoly_factorization': [[[-32, 12, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 59}
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id: 1029067
{'charpoly_factorization': [[[-38, -1, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 61}
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id: 1029068
{'charpoly_factorization': [[[-8, 6, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 67}
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id: 1029069
{'charpoly_factorization': [[[-8, 1], 2]], 'hecke_orbit_code': 40532396679889442, 'p': 71}
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id: 1029070
{'charpoly_factorization': [[[-2, 3, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 73}
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id: 1029071
{'charpoly_factorization': [[[32, 14, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 79}
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id: 1029072
{'charpoly_factorization': [[[152, -26, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 83}
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id: 1029073
{'charpoly_factorization': [[[-10, 1], 2]], 'hecke_orbit_code': 40532396679889442, 'p': 89}
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id: 1029074
{'charpoly_factorization': [[[-268, 4, 1], 1]], 'hecke_orbit_code': 40532396679889442, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '546.2.a.j', 'level': 546, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 202778000
{'hecke_orbit_code': 40532396679889442, 'n': 1, 'trace_an': 2}
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id: 202778001
{'hecke_orbit_code': 40532396679889442, 'n': 2, 'trace_an': 2}
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id: 202778002
{'hecke_orbit_code': 40532396679889442, 'n': 3, 'trace_an': 2}
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id: 202778003
{'hecke_orbit_code': 40532396679889442, 'n': 4, 'trace_an': 2}
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id: 202778004
{'hecke_orbit_code': 40532396679889442, 'n': 5, 'trace_an': 3}
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id: 202778005
{'hecke_orbit_code': 40532396679889442, 'n': 6, 'trace_an': 2}
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id: 202778006
{'hecke_orbit_code': 40532396679889442, 'n': 7, 'trace_an': -2}
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id: 202778007
{'hecke_orbit_code': 40532396679889442, 'n': 8, 'trace_an': 2}
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id: 202778008
{'hecke_orbit_code': 40532396679889442, 'n': 9, 'trace_an': 2}
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id: 202778009
{'hecke_orbit_code': 40532396679889442, 'n': 10, 'trace_an': 3}
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id: 202778010
{'hecke_orbit_code': 40532396679889442, 'n': 11, 'trace_an': 1}
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id: 202778011
{'hecke_orbit_code': 40532396679889442, 'n': 12, 'trace_an': 2}
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id: 202778012
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