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mf_newforms • Show schema
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{'Nk2': 3720, 'analytic_conductor': 7.426087387979075, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [5, -1], [31, -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': [930, 1, [311, 187, 871], [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': [[7, [-4, -1, 1]], [11, [-4, -1, 1]], [19, [-36, 3, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994444112802, 'hecke_ring_generator_nbound': 7, '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': '930.2.a.p', 'level': 930, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 31], 'level_radical': 930, 'minimal_twist': '930.2.a.p', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-q^{3}+q^{4}+q^{5}-q^{6}+\\beta q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '930.2.a', 'trace_display': [2, -2, 2, 1], 'trace_hash': 1541584574229225816, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.026', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.035', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.502', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '75.625', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.015', 'prec': 17}, 'traces': [2, 2, -2, 2, 2, -2, 1, 2, 2, 2, 1, -2, 4, 1, -2, 2, 2, 2, -3, 2, -1, 1, 7, -2, 2, 4, -2, 1, 6, -2, 2, 2, -1, 2, 1, 2, 2, -3, -4, 2, 6, -1, 5, 1, 2, 7, 2, -2, -5, 2, -2, 4, 19, -2, 1, 1, 3, 6, -18, -2, 12, 2, 1, 2, 4, -1, -6, 2, -7, 1, -3, 2, -1, 2, -2, -3, 9, -4, -21, 2, 2, 6, 12, -1, 2, 5, -6, 1, -15, 2, 2, 7, -2, 2, -3, -2, -12, -5, 1, 2, 3, -2, -20, 4, -1, 19, -1, -2, -14, 1, -2, 1, 9, 3, 7, 6, 4, -18, -16, -2, -13, 12, -6, 2, 2, 1, 0, 2, -5, 4, -6, -1, -27, -6, -2, 2, 24, -7, -26, 1, -2, -3, 2, 2, 6, -1, 5, 2, -3, -2, 0, -3, 2, 9, 2, -4, -3, -21, -19, 2, -5, 2, -6, 6, -1, 12, -9, -1, -18, 2, -3, 5, 0, -6, 1, 1, 18, -15, -24, 2, 11, 2, -12, 7, 2, -2, -16, 2, -1, -3, -12, -2, -4, -12, -4, -5, 12, 1, -13, 2, 6, 3, 20, -2, 6, -20, 7, 4, -27, -1, -35, 19, 3, -1, 5, -2, 1, -14, 1, 1, 4, -2, -34, 1, 2, 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-4, -27, -13, -12, -92, 40, -2, 2], '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], [1, 0], [-1, 0], [0, 1], [1, 0], [1, 0], [1, 0], [0, 1], [-1, 0], [2, 0], [0, 1], [-1, 0], [1, 0], [2, -2], [1, 0], [0, -3], [1, 0], [0, -1], [0, 1], [4, -1], [-1, 0], [1, 0], [2, 0], [-1, 0], [0, 1], [2, 2], [-1, 0], [1, 0], [1, 0], [0, -1], [2, -2], [0, 1], [1, 0], [2, -2], [0, -3], [-2, 0], [1, 0], [2, 2], [0, -1], [0, 5], [0, 1], [1, 0], [4, -1], [0, 2], [-1, 0], [-3, 1], [1, 0], [-2, 2], [2, 0], [10, -1], [-1, 0], [0, 1], [0, 1], [0, 3], [2, 2], [-8, -2], [-1, 0], [6, 0], [1, 0], [0, 1], [1, 0], [2, 0], [0, -1], [0, -6], [2, -2], [-4, 1], [0, 1], [0, -3], [1, 0], [2, -5], [2, -2], [-1, 0], [0, -3], [4, 1], [-2, 0], [-12, 3], [1, 0], [1, 0], [2, 2], [4, 4], [0, -1], [2, -2], [0, 5], [-2, -2], [0, 1], [-6, -3], [1, 0], [0, 2], [4, -1], [-1, 0], [0, 2], [0, -3], [-1, 0], [-6, 0], [-3, 1], [0, 1], [1, 0]], 'ap': [[1, 0], [-1, 0], [1, 0], [0, 1], [0, 1], [2, 0], [2, -2], [0, -3], [4, -1], [2, 2], [1, 0], [2, -2], [2, 2], [0, 5], [0, 2], [10, -1], [-8, -2], [6, 0], [0, -6], [0, -3], [2, -5], [-12, 3], [4, 4], [-6, -3], [-6, 0], [2, -1], [-12, 4], [0, -1], [-10, 6], [6, -3], [0, 0], [0, -6], [10, 4], [-12, -2], [-6, 9], [0, 0], [-6, 9], [0, -6], [-4, -1], [-2, 4], [-12, 0], [10, -9], [-4, -4], [-6, 8], [6, 0], [-4, -5], [-16, -3], [-16, -2], [0, 3], [-14, -1], [6, -9], [24, 0], [2, 4], [-4, 8], [6, -3], [0, -8], [10, -4], [4, 9], [10, -6], [10, -2], [0, 0], [6, 8], [0, 0], [-12, 4], [-10, 0], [22, -2], [4, -4], [-10, 0], [4, 4], [-10, 6], [10, -4], [-24, -3], [0, 6], [2, -3], [16, -9], [0, -4], [18, -4], [-14, 9], [-6, -3], [-22, -6], [16, -4], [6, -8], [-20, -4], [2, 13], [-16, 10], [0, 9], [-10, 8], [6, -12], [-6, 6], [0, 12], [-20, 4], [8, 1], [24, 0], [-8, -7], [20, 0], [16, 4], [-6, 10], [-22, -4], [16, -15], [30, -4], [32, -2], [-14, -5], [-4, 8], [18, 5], [36, 2], [10, 2], [20, -8], [-30, 0], [0, 15], [2, 0], [-16, 9], [2, 0], [-18, 1], [-4, 6], [-4, 13], [-26, 8], [16, -9], [-28, -7], [30, 4], [0, -12], [6, 8], [22, -4], [-6, 15], [24, 3], [-8, 9], [18, -5], [-6, 9], [-40, 2], [0, 9], [14, -8], [12, 16], [-12, -15], [40, 2], [10, 0], [18, -15], [-18, -1], [-14, 1], [0, -7], [14, -16], [-30, -3], [24, -19], [-6, 10], [0, -10], [12, -4], [-14, 15], [24, -7], [-6, 21], [-22, 20], [-4, 12], [-4, 17], [-50, 0], [30, -8], [-8, 15], [-48, 6], [24, 0], [-32, 8], [24, -10], [10, -1], [26, 6], [18, -6], [-4, -2], [-30, 18], [-32, -4], [-32, -2], [2, 16], [0, 16], [28, 3], [-50, 8]], 'char_orbit_index': 1, 'field_poly': [-4, -1, 1], 'hecke_orbit_code': 67553994444112802, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '930.2.a.p', 'level': 930, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, 1], [5, 1], [31, -1]], 1, 1], [[[2, 1], [3, 1], [5, -1], [31, -1]], 2, 2], [[[2, -1], [3, 1], [5, 1], [31, 1]], 2, 2], [[[2, 1], [3, 1], [5, 1], [31, 1]], 1, 1], [[[2, -1], [3, 1], [5, -1], [31, -1]], 2, 1], [[[2, 1], [3, 1], [5, -1], [31, 1]], 1, 1], [[[2, -1], [3, -1], [5, -1], [31, 1]], 3, 2], [[[2, 1], [3, -1], [5, -1], [31, -1]], 2, 2], [[[2, 1], [3, 1], [5, 1], [31, -1]], 1, 1], [[[2, 1], [3, -1], [5, -1], [31, 1]], 1, 1], [[[2, 1], [3, -1], [5, 1], [31, 1]], 2, 2], [[[2, -1], [3, -1], [5, 1], [31, -1]], 3, 2]], 'ALdims': [1, 1, 1, 2, 2, 0, 1, 2, 2, 1, 0, 2, 0, 3, 3, 0], 'Nk2': 3720, 'analytic_conductor': 7.426087387979075, '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': [930, 1, [311, 187, 871], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 185, 'dim': 21, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 19], 'hecke_orbit_code': 33555362, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2], 'label': '930.2.a', 'level': 930, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 31], 'level_radical': 930, 'mf_dim': 200, 'mf_new_dim': 21, 'num_forms': 18, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 384, 'trace_bound': 7, 'trace_display': [1, 1, 1, 8], 'traces': [21, 1, 1, 21, 1, 1, 8, 1, 21, -3, 4, 1, 14, 0, 1, 21, 2, 1, -4, 1, 8, 12, 8, 1, 21, 6, 1, 8, 14, 1, 1, 1, 4, 2, 0, 21, 6, 20, 14, -3, 18, -8, 28, 4, 1, 16, -16, 1, 5, 1, 2, 14, 6, 1, -4, 0, 20, 14, -12, 1, 14, 1, 8, 21, -10, 12, 12, 2, -24, 0, -40, 1, -6, 14, 1, -4, -32, 6, -48, 1, 21, -6, -76, 8, 18, -4, -2, 12, -62, -3, -32, 8, -3, 16, -28, 1, -22, -7, 4, 21, -42, 2, 8, 6, -8, -18, -4, 1, 38, 4, 6, 8, 2, -12, -16, 14, 14, -20, -32, 1, 65, -18, -6, 1, 1, 0, -48, 1, 20, 14, -4, 4, 0, -28, 1, 2, 26, -8, -12, 0, -16, -32, 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-105, 16, -200, 6, -36, 2, 48, 24, 182, -96, -28, 4, 122, -24, 36, 12, -16, -8, 144, 1, 6, -14, -77, -8, 160, -18, -40, -82, -22, -16, 0, 10, -98, -8, -122, -4, -86, -7, 68, 12, 44, -92, -200, -2, -144, -30, 4, -48, -256, -10, -76, 0, 96, 114, -18, 21, -164, -8, 16, -14, 6, 24, 116, 4, -42, 64, -80, 20, -160, 10, -50, -10, -32, 2, -232, -8, -76, 14, -64, -48, 6, 72, 8, 14, -86, -11, 20, -6, 8, 36, 120, 6, -62, -16, 50, -32, 78, 94, 16, -12, -8, -72, 132, 16, -116, 20, -2, -80, -262, -18, 8, 0, -56, 40, -128, 1, 21, -44, -4, -6, 18, 8, 56, 37, 24, -54, -156, 1, -128, -16, 14, 14, -174, 52, 144, -7, 38, 76, -88, -38, 94, 204, 0, 24, -96, 4, -144, 1, 60, 40, -40, 20, 54, 116, 6, -3], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 574838
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '930.2.a.p', 'source_level': 930, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': True, 'target_label': '930.2.a.p', 'target_level': 930, 'twist_class_label': '930.2.a.p', 'twist_class_level': 930, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 574839
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '930.2.a.p', 'source_level': 930, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 31, 'target_is_minimal': False, 'target_label': '2790.2.a.be', 'target_level': 2790, 'twist_class_label': '930.2.a.p', 'twist_class_level': 930, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 574840
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '930.2.a.p', 'source_level': 930, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 57, 'target_is_minimal': False, 'target_label': '4650.2.a.ce', 'target_level': 4650, 'twist_class_label': '930.2.a.p', 'twist_class_level': 930, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 574841
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '930.2.a.p', 'source_level': 930, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 30, 'target_is_minimal': False, 'target_label': '4650.2.d.bd', 'target_level': 4650, 'twist_class_label': '930.2.a.p', 'twist_class_level': 930, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 574842
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '930.2.a.p', 'source_level': 930, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 38, 'target_is_minimal': False, 'target_label': '7440.2.a.bl', 'target_level': 7440, 'twist_class_label': '930.2.a.p', 'twist_class_level': 930, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1502025
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 67553994444112802, 'p': 2}
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id: 1502026
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 67553994444112802, 'p': 3}
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id: 1502027
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 67553994444112802, 'p': 5}
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id: 1502028
{'charpoly_factorization': [[[-4, -1, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 7}
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id: 1502029
{'charpoly_factorization': [[[-4, -1, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 11}
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id: 1502030
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 67553994444112802, 'p': 13}
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id: 1502031
{'charpoly_factorization': [[[-16, -2, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 17}
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id: 1502032
{'charpoly_factorization': [[[-36, 3, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 19}
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id: 1502033
{'charpoly_factorization': [[[8, -7, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 23}
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id: 1502034
{'charpoly_factorization': [[[-8, -6, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 29}
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id: 1502035
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 67553994444112802, 'p': 31}
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id: 1502036
{'charpoly_factorization': [[[-16, -2, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 37}
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id: 1502037
{'charpoly_factorization': [[[-8, -6, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 41}
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id: 1502038
{'charpoly_factorization': [[[-100, -5, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 43}
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id: 1502039
{'charpoly_factorization': [[[-16, -2, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 47}
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id: 1502040
{'charpoly_factorization': [[[86, -19, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 53}
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id: 1502041
{'charpoly_factorization': [[[64, 18, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 59}
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id: 1502042
{'charpoly_factorization': [[[-6, 1], 2]], 'hecke_orbit_code': 67553994444112802, 'p': 61}
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id: 1502043
{'charpoly_factorization': [[[-144, 6, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 67}
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id: 1502044
{'charpoly_factorization': [[[-36, 3, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 71}
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id: 1502045
{'charpoly_factorization': [[[-106, 1, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 73}
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id: 1502046
{'charpoly_factorization': [[[72, 21, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 79}
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id: 1502047
{'charpoly_factorization': [[[-32, -12, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 83}
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id: 1502048
{'charpoly_factorization': [[[18, 15, 1], 1]], 'hecke_orbit_code': 67553994444112802, 'p': 89}
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id: 1502049
{'charpoly_factorization': [[[6, 1], 2]], 'hecke_orbit_code': 67553994444112802, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 16, 'label': '930.2.a.p', 'level': 930, 'portrait': 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'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 233938000
{'hecke_orbit_code': 67553994444112802, 'n': 1, 'trace_an': 2}
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id: 233938001
{'hecke_orbit_code': 67553994444112802, 'n': 2, 'trace_an': 2}
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id: 233938002
{'hecke_orbit_code': 67553994444112802, 'n': 3, 'trace_an': -2}
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id: 233938003
{'hecke_orbit_code': 67553994444112802, 'n': 4, 'trace_an': 2}
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id: 233938004
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id: 233938981
{'hecke_orbit_code': 67553994444112802, 'n': 982, 'trace_an': -23}
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id: 233938982
{'hecke_orbit_code': 67553994444112802, 'n': 983, 'trace_an': 16}
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id: 233938983
{'hecke_orbit_code': 67553994444112802, 'n': 984, 'trace_an': -6}
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id: 233938984
{'hecke_orbit_code': 67553994444112802, 'n': 985, 'trace_an': 12}
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id: 233938985
{'hecke_orbit_code': 67553994444112802, 'n': 986, 'trace_an': -28}
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id: 233938986
{'hecke_orbit_code': 67553994444112802, 'n': 987, 'trace_an': -18}
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id: 233938987
{'hecke_orbit_code': 67553994444112802, 'n': 988, 'trace_an': -6}
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id: 233938988
{'hecke_orbit_code': 67553994444112802, 'n': 989, 'trace_an': -25}
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id: 233938989
{'hecke_orbit_code': 67553994444112802, 'n': 990, 'trace_an': 1}
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id: 233938990
{'hecke_orbit_code': 67553994444112802, 'n': 991, 'trace_an': 59}
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id: 233938991
{'hecke_orbit_code': 67553994444112802, 'n': 992, 'trace_an': 2}
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id: 233938992
{'hecke_orbit_code': 67553994444112802, 'n': 993, 'trace_an': -4}
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id: 233938993
{'hecke_orbit_code': 67553994444112802, 'n': 994, 'trace_an': -27}
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id: 233938994
{'hecke_orbit_code': 67553994444112802, 'n': 995, 'trace_an': -13}
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id: 233938995
{'hecke_orbit_code': 67553994444112802, 'n': 996, 'trace_an': -12}
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id: 233938996
{'hecke_orbit_code': 67553994444112802, 'n': 997, 'trace_an': -92}
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id: 233938997
{'hecke_orbit_code': 67553994444112802, 'n': 998, 'trace_an': 40}
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id: 233938998
{'hecke_orbit_code': 67553994444112802, 'n': 999, 'trace_an': -2}
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id: 233938999
{'hecke_orbit_code': 67553994444112802, 'n': 1000, 'trace_an': 2}