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mf_newforms • Show schema
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{'Nk2': 732, 'analytic_conductor': 1.461262356989431, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [61, 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': [183, 1, [62, 124], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 6, 'field_disc': 91407488, 'field_disc_factorization': [[2, 7], [127, 1], [5623, 1]], 'field_poly': [-17, 10, 31, -2, -11, 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, [-17, -10, 31, 2, -11, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199288295607, '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': '183.2.a.c', 'level': 183, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 61], 'level_radical': 183, 'minimal_twist': '183.2.a.c', 'nf_label': '6.6.91407488.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{2}+q^{3}+(2+\\beta _{2})q^{4}+(1+\\beta _{3}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '183.2.a', 'trace_display': [0, 6, 2, 2], 'trace_hash': 550530192976119094, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.074', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.549', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '88.461', 'prec': 20}, {'__RealLiteral__': 0, 'data': '116.151', 'prec': 24}, {'__RealLiteral__': 0, 'data': '2221.675', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, 'traces': [6, 0, 6, 10, 2, 0, 2, -6, 6, -6, -8, 10, 6, -18, 2, 10, 10, 0, 8, -6, 2, -10, 0, -6, 20, -6, 6, -2, -10, -6, 0, -12, -8, -4, -14, 10, -4, 16, 6, -54, -10, -18, 4, -44, 2, -22, -4, 10, 12, -2, 10, 18, -2, 0, -10, -26, 8, -4, -16, -6, -6, -4, 2, 30, -2, -10, -2, 66, 0, 2, -18, -6, 30, 40, 20, -20, 26, -6, 6, 30, 6, 34, -12, -2, -8, 12, -10, 2, 26, -6, 6, 44, 0, -44, -36, -12, 16, 50, -8, 48, -6, -4, 0, 26, -14, -36, -4, 10, 14, 106, -4, -18, 14, 16, -26, -26, 6, 18, -32, -54, 8, 0, -10, 52, 42, -18, 4, -10, 4, -86, -24, -44, -28, 62, 2, -20, 46, -22, 6, 50, -4, -20, -46, 10, -4, -50, 12, -60, -6, -2, -38, 112, 10, 54, -60, 18, 12, 14, -2, -94, 18, 0, 4, 14, -10, -12, -36, -26, 4, -28, 8, 8, -10, -4, -68, -120, -16, 28, -48, -6, -20, -26, -6, -34, 44, -4, -40, -12, 2, 100, -24, 30, -24, 96, -2, 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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0, 0, 0, 0], [0, -1, 0, 0, 0, 0], [1, 0, 0, 0, 0, 0], [2, 0, 1, 0, 0, 0], [1, 0, 0, 1, -1, 0], [0, -1, 0, 0, 0, 0], [0, 1, 0, 0, 0, 1], [-2, -1, -1, -1, 2, -1], [1, 0, 0, 0, 0, 0], [-2, 1, -2, -2, 0, -1], [-2, 1, -1, -1, 0, 0], [2, 0, 1, 0, 0, 0], [1, 0, 0, 1, 1, 0], [-3, 0, 0, 1, -1, 2], [1, 0, 0, 1, -1, 0], [3, 0, 2, 2, 0, 0], [2, 0, 1, -1, 0, -1], [0, -1, 0, 0, 0, 0], [0, 0, -2, -2, 2, -2], [1, 2, 2, 3, -3, 2], [0, 1, 0, 0, 0, 1], [0, 2, 1, 3, -3, 2], [0, 1, 1, -1, 0, 0], [-2, -1, -1, -1, 2, -1], [4, 0, 0, -1, -1, -2], [-2, -1, 0, -2, 2, -1], [1, 0, 0, 0, 0, 0], [0, 3, 0, 0, -2, 1], [-2, 0, -1, 1, 2, -1], [-2, 1, -2, -2, 0, -1], [0, 0, 2, 0, 0, 2], [-4, -1, -2, -4, 2, -2], [-2, 1, -1, -1, 0, 0], [-1, -4, -1, 0, 2, -2], [-2, -1, 2, 2, 2, 1], [2, 0, 1, 0, 0, 0], [0, -2, 0, 2, -2, 2], [6, -2, 4, 4, -2, 0], [1, 0, 0, 1, 1, 0], [-12, 1, -4, -2, 2, 1], [-1, -2, 2, 1, -1, 2], [-3, 0, 0, 1, -1, 2], [0, 0, 0, -2, 0, 0], [-10, 3, -5, -3, 0, 0], [1, 0, 0, 1, -1, 0], [-4, -2, -1, 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[12, -4, 6, 6, -12, 6], [-2, -4, -2, 4, -12, 2], [-6, 0, -5, -3, 0, -7], [-18, -2, 2, 2, -8, 4], [0, -8, 0, 0, 8, 4], [-8, -10, 2, -10, 6, -4], [-3, 4, 8, -3, -3, 6], [-10, 5, -10, -8, 14, -9], [22, 1, -1, 7, -6, -2], [2, -4, 0, -10, 10, 4], [7, -2, 4, 11, -5, 8], [-2, -10, 11, 5, -8, 7], [6, 4, 4, 12, -4, 4], [-6, 0, 6, -2, -4, -2], [0, 0, -2, -4, 8, -6], [17, 4, 4, 5, 7, -4], [5, 0, 10, -1, -5, -2], [12, -5, 0, 4, 4, -1], [-2, 2, -1, -7, -4, 7], [-4, 12, -4, 2, 4, 4], [-4, -8, 0, -4, 6, -10], [3, 0, -8, -13, -1, -6], [2, 0, -4, -6, 2, -8], [-3, 6, -8, -15, 1, -12], [-1, -2, -2, -3, 11, -2], [26, -14, 4, 14, -10, 6], [2, 0, 4, -2, 8, 2], [16, 0, 0, 2, -6, 0], [3, -12, -4, -1, 1, 0], [-8, -15, -2, 2, 0, 3], [-14, 4, 9, 3, -8, 9], [0, 0, -2, -4, -4, -2], [-6, -8, 0, 2, -8, -2], [-16, 4, 4, -4, 4, -4], [-1, 10, 6, 5, -1, 2], [15, 4, -4, 3, -5, -4], [-4, -4, -1, -1, -6, 1], [-14, -3, -1, 7, -2, 6], [-6, 6, -7, -5, 8, -11], [26, -10, 12, 2, -14, 2], [-18, 6, 0, -2, 4, -4], [-22, 4, -4, -4, 8, 4], [18, 4, 3, 9, -8, 7], [10, 0, 6, -4, 0, -6], [10, -8, 4, 12, -8, 0]], 'char_orbit_index': 1, 'field_poly': [-17, 10, 31, -2, -11, 0, 1], 'hecke_orbit_code': 9007199288295607, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 2, 2, 2], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [4, 0, 1, 0, 0, 0], [2, 5, 1, 1, -2, 1], [23, 0, 8, 2, 0, 0], [20, 29, 10, 12, -18, 10]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [-4, 0, 1, 0, 0, 0], [9, 0, -8, 0, 1, 0], [-9, 21, 8, -10, -1, 1], [-23, 32, 22, -18, -3, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '183.2.a.c', 'level': 183, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, 1], [61, 1]], 2, 1], [[[3, 1], [61, -1]], 3, 1], [[[3, -1], [61, 1]], 6, 1]], 'ALdims': [2, 3, 6, 0], 'Nk2': 732, 'analytic_conductor': 1.461262356989431, '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': [183, 1, [62, 124], [1, 1]], 'conrey_index': 1, 'cusp_dim': 19, 'dim': 11, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33554615, 'hecke_orbit_dims': [2, 3, 6], 'label': '183.2.a', 'level': 183, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 61], 'level_radical': 183, 'mf_dim': 22, 'mf_new_dim': 11, 'num_forms': 3, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 11, 'sturm_bound': 41, 'trace_bound': 1, 'trace_display': [-1, 1, 6, 0], 'traces': [11, -1, 1, 13, 6, 1, 0, -9, 11, -2, -8, 7, 6, -16, -2, 13, 10, -1, 4, -6, 4, -16, 0, -3, 9, 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72, -54, 140, 112, -58, 312, -8, -58, -126, -136, 76, 170, 88, 112, 32, 66, 146, -52, 58, 224, -26, -66, -84, -208, -16, -104, -12, 116, 64, 140, 70, -240, 26, 22, -52, -168, -48, -272, 4, 146, 75, -156, -4, -58, 36, -64, 32, 139, 36, -12, -164, 7, 60, -8, -70, -19, -26, -28, 72, -210, -2, -124, 152, 10, 80, 268, -32, -96, 64, 100, 104, -100, 64, 112, 24, -108, 2, -124, 6, -224], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 152288
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '183.2.a.c', 'source_level': 183, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '183.2.a.c', 'target_level': 183, 'twist_class_label': '183.2.a.c', 'twist_class_level': 183, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 152289
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '183.2.a.c', 'source_level': 183, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '549.2.a.h', 'target_level': 549, 'twist_class_label': '183.2.a.c', 'twist_class_level': 183, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 152290
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '183.2.a.c', 'source_level': 183, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 30, 'target_is_minimal': False, 'target_label': '2928.2.a.bd', 'target_level': 2928, 'twist_class_label': '183.2.a.c', 'twist_class_level': 183, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 152291
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '183.2.a.c', 'source_level': 183, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '4575.2.a.s', 'target_level': 4575, 'twist_class_label': '183.2.a.c', 'twist_class_level': 183, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 152292
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '183.2.a.c', 'source_level': 183, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 53, 'target_is_minimal': False, 'target_label': '8784.2.a.ca', 'target_level': 8784, 'twist_class_label': '183.2.a.c', 'twist_class_level': 183, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 152293
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '183.2.a.c', 'source_level': 183, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '8967.2.a.y', 'target_level': 8967, 'twist_class_label': '183.2.a.c', 'twist_class_level': 183, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 465725
{'charpoly_factorization': [[[-17, -10, 31, 2, -11, 0, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 2}
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id: 465726
{'charpoly_factorization': [[[-1, 1], 6]], 'hecke_orbit_code': 9007199288295607, 'p': 3}
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id: 465727
{'charpoly_factorization': [[[-144, -80, 144, 28, -23, -2, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 5}
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id: 465728
{'charpoly_factorization': [[[288, -432, 128, 60, -25, -2, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 7}
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id: 465729
{'charpoly_factorization': [[[4, 8, -68, -110, -5, 8, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 11}
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id: 465730
{'charpoly_factorization': [[[-608, -464, 168, 116, -23, -6, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 13}
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id: 465731
{'charpoly_factorization': [[[5968, -2352, -684, 368, -12, -10, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 17}
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id: 465732
{'charpoly_factorization': [[[15808, -7232, -592, 656, -60, -8, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 19}
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id: 465733
{'charpoly_factorization': [[[-204, 208, 420, 2, -45, 0, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 23}
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id: 465734
{'charpoly_factorization': [[[10368, 4032, -1740, -832, -56, 10, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 29}
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id: 465735
{'charpoly_factorization': [[[7296, -8128, 2016, 256, -108, 0, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 31}
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id: 465736
{'charpoly_factorization': [[[-7488, 5184, 2096, -416, -124, 4, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 37}
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id: 465737
{'charpoly_factorization': [[[2864, 7568, -144, -700, -55, 10, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 41}
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id: 465738
{'charpoly_factorization': [[[1152, -1728, 512, 176, -52, -4, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 43}
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id: 465739
{'charpoly_factorization': [[[-9216, 0, 2048, -32, -104, 4, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 47}
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id: 465740
{'charpoly_factorization': [[[-22416, 5680, 4612, -208, -172, 2, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 53}
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id: 465741
{'charpoly_factorization': [[[-4332, -7376, -3892, -614, 35, 16, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 59}
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id: 465742
{'charpoly_factorization': [[[1, 1], 6]], 'hecke_orbit_code': 9007199288295607, 'p': 61}
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id: 465743
{'charpoly_factorization': [[[-51104, -9008, 14152, -64, -241, 2, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 67}
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id: 465744
{'charpoly_factorization': [[[27952, 11632, -2292, -984, 12, 18, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 71}
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id: 465745
{'charpoly_factorization': [[[2192, 4480, -1784, -664, 281, -30, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 73}
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id: 465746
{'charpoly_factorization': [[[1632, 656, -1848, 720, -73, -6, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 79}
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id: 465747
{'charpoly_factorization': [[[-228352, 110080, 18944, -2592, -264, 12, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 83}
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id: 465748
{'charpoly_factorization': [[[22144, -4672, -20188, 3584, 16, -26, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 89}
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id: 465749
{'charpoly_factorization': [[[16768, -22976, 4864, 2208, -180, -16, 1], 1]], 'hecke_orbit_code': 9007199288295607, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '183.2.a.c', 'level': 183, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 100867000
{'hecke_orbit_code': 9007199288295607, 'n': 1, 'trace_an': 6}
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id: 100867001
{'hecke_orbit_code': 9007199288295607, 'n': 2, 'trace_an': 0}
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id: 100867002
{'hecke_orbit_code': 9007199288295607, 'n': 3, 'trace_an': 6}
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id: 100867003
{'hecke_orbit_code': 9007199288295607, 'n': 4, 'trace_an': 10}
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