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mf_newforms • Show schema
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{'Nk2': 296, 'analytic_conductor': 0.5908929749574748, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 37, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [74, 3, [39], [2]], 'cm_discs': [], 'conrey_index': 47, 'conrey_indexes': [47, 63], 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [4, 2, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137472507978, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 37, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '74.2.c.a', 'level': 74, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 37], 'level_radical': 74, 'minimal_twist': '74.2.c.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(1-\\zeta_{6})q^{2}-2\\zeta_{6}q^{3}-\\zeta_{6}q^{4}+\\zeta_{6}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '74.2.c', 'trace_display': [1, -2, 1, 0], 'trace_hash': 963246100463518167, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.006', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.909', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.035', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.160', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.460', 'prec': 17}, {'__RealLiteral__': 0, 'data': '102.969', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, 'traces': [2, 1, -2, -1, 1, -4, 0, -2, -1, 2, 4, -2, 6, 0, 2, -1, -3, 1, -2, 1, 0, 2, -12, 2, 4, 12, -8, 0, -18, -2, 20, 1, -4, 3, 0, 2, -1, -4, 12, -1, -3, 0, -16, -2, -2, -6, 4, 4, 7, -4, 12, 6, 6, -4, 2, 0, -4, -9, -8, -4, 5, 10, 0, 2, -6, -8, 6, 6, 12, 0, 0, 1, -4, 10, -16, -2, 0, -12, -6, -2, 11, -6, -2, 0, -6, -8, 18, -4, 13, -1, 0, 6, -20, 2, 2, 2, 6, -7, -2, -8, 14, 6, -16, -6, 0, -6, -8, 4, 13, 4, 22, 0, 10, 4, -6, 9, -12, 8, 0, -2, -14, 10, -6, -10, 18, 0, 14, 1, 16, 6, -14, -4, 0, 12, -4, 3, -42, 24, -14, 0, -4, 0, 12, -1, -9, -2, -28, 11, -18, -8, -6, 2, -3, 0, 10, -24, 17, -12, -24, -1, 0, 22, -4, -3, 4, 2, 20, 0, -23, -3, 4, 8, -7, 36, 0, -2, 32, -13, 48, 1, -11, 0, 10, 12, -11, -40, -6, -2, 0, -2, 44, -2, 22, 3, 24, -14, 9, 2, -40, -4, 12, 7, 0, -6, 3, -8, 6, -12, -4, 0, -24, -12, 0, -16, -8, 8, 0, -13, 4, 2, -36, 2, 4, 0, 4, -10, -30, 8, 17, -12, 0, 18, -2, -6, 2, 16, -12, 0, -4, 2, 10, -7, 10, 5, 14, 6, 12, -20, 8, 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-18], 'weight': 2, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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{'an': [[1, 0], [1, -1], [0, -2], [0, -1], [0, 1], [-2, 0], [0, 0], [-1, 0], [-1, 1], [1, 0], [2, 0], [-2, 2], [0, 6], [0, 0], [2, -2], [-1, 1], [-3, 3], [0, 1], [0, -2], [1, -1], [0, 0], [2, -2], [-6, 0], [0, 2], [4, -4], [6, 0], [-4, 0], [0, 0], [-9, 0], [0, -2], [10, 0], [0, 1], [0, -4], [0, 3], [0, 0], [1, 0], [-4, 7], [-2, 0], [12, -12], [0, -1], [0, -3], [0, 0], [-8, 0], [0, -2], [-1, 0], [-6, 6], [2, 0], [2, 0], [7, -7], [0, -4], [6, 0], [6, -6], [6, -6], [-4, 4], [0, 2], [0, 0], [-4, 4], [-9, 9], [-8, 8], [-2, 0], [0, 5], [10, -10], [0, 0], [1, 0], [-6, 6], [-4, 0], [0, 6], [3, 0], [0, 12], [0, 0], [0, 0], [1, -1], [-2, 0], [3, 4], [-8, 0], [-2, 2], [0, 0], [0, -12], [0, -6], [-1, 0], [0, 11], [-3, 0], [-2, 2], [0, 0], [-3, 0], [-8, 8], [0, 18], [-2, 0], [13, -13], [-1, 1], [0, 0], [0, 6], [0, -20], [2, -2], [2, -2], [2, -2], [3, 0], [0, -7], [-2, 2], [-4, 0]], 'ap': [[1, -1], [0, -2], [0, 1], [0, 0], [2, 0], [0, 6], [-3, 3], [0, -2], [-6, 0], [-9, 0], [10, 0], [-4, 7], [0, -3], [-8, 0], [2, 0], [6, -6], [-8, 8], [0, 5], [0, 6], [0, 0], [-2, 0], [0, -6], [-2, 2], [13, -13], [3, 0], [7, 0], [-8, 0], [0, -8], [13, -13], [10, -10], [14, -14], [-14, 14], [-21, 0], [-14, 14], [-9, 0], [0, -6], [17, -17], [-4, 4], [0, 20], [-7, 7], [24, 0], [0, -11], [22, 0], [11, 0], [9, -9], [-20, 0], [-12, 0], [2, 0], [0, -30], [0, 17], [-1, 0], [-4, 4], [0, 10], [20, 0], [-19, 19], [0, 24], [2, 0], [-6, 6], [0, 21], [9, -9], [0, -4], [0, -7], [32, 0], [12, -12], [-19, 19], [-7, 7], [20, -20], [0, -15], [-6, 0], [-19, 19], [21, -21], [16, 0], [0, 4], [0, 37], [20, -20], [0, -8], [0, -11], [-25, 0], [-18, 0], [21, -21], [4, -4], [-25, 0], [0, 2], [-9, 0], [0, 8], [24, 0], [0, 34], [0, -27], [-26, 26], [0, 20], [12, 0], [-32, 32], [-2, 0], [-18, 0], [0, -30], [-14, 14], [9, -9], [0, -30], [0, -6], [-9, 0], [-6, 0], [-35, 35], [10, 0], [11, 0], [-18, 18], [2, -2], [0, -30], [19, 0], [0, -10], [5, -5], [-10, 10], [-11, 11], [-14, 14], [4, 0], [-10, 10], [-19, 19], [-34, 0], [0, -4], [0, -15], [0, 20], [0, -27], [0, 2], [47, 0], [24, -24], [-50, 50], [2, -2], [-6, 0], [-18, 18], [0, 28], [0, -26], [34, 0], [0, -18], [-4, 0], [17, -17], [13, -13], [-10, 0], [0, -23], [4, 0], [34, -34], [0, 54], [0, 0], [0, 46], [54, -54], [0, -8], [-50, 50], [14, -14], [-23, 23], [-5, 0], [-32, 0], [-24, 24], [-5, 0], [0, -51], [0, -46], [-14, 0], [0, -14], [2, 0], [10, 0], [0, 49], [1, -1], [-15, 15], [-24, 24], [-10, 10], [0, -20], [6, -6], [42, -42], [54, -54], [-8, 0], [30, -30]], 'char_orbit_index': 3, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 137472507978, 'hecke_ring_character_values': [[39, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '74.2.c.a', 'level': 74, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'Nk2': 296, 'analytic_conductor': 0.5908929749574748, 'char_conductor': 37, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [74, 3, [39], [2]], 'conrey_index': 47, 'cusp_dim': 14, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137472507978, 'hecke_orbit_dims': [2, 2, 6], 'label': '74.2.c', 'level': 74, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 37], 'level_radical': 74, 'mf_dim': 22, 'mf_new_dim': 10, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 5, 'sturm_bound': 19, 'trace_bound': 3, 'trace_display': [-1, 0, -3, 4], 'traces': [10, -1, 0, -5, -3, 0, 4, 2, -9, -2, 0, 0, -2, 8, 4, -5, -3, -5, -12, -3, 8, -8, 16, 0, -20, 20, -24, 4, -18, -12, 32, -1, -4, 9, 16, 18, -1, 8, 16, 1, 1, 24, -8, 0, 70, -8, -40, 0, 3, -20, -64, -2, -10, 12, -12, -4, 20, -3, -12, -8, 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-36, -32, -80, -80, -120, 6, -30, 4, 112, -63, -47, -8, 184, 20, 18, 11, -56, 16, 144, -52, 16, 8, -272, 64, 100, 0, -10, 8, 100, -54], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 63237
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '74.2.c.a', 'source_level': 74, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '74.2.c.a', 'target_level': 74, 'twist_class_label': '74.2.c.a', 'twist_class_level': 74, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 63238
{'conductor': 37, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '74.2.c.a', 'source_level': 74, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '74.2.c.a', 'target_level': 74, 'twist_class_label': '74.2.c.a', 'twist_class_level': 74, 'twisting_char_label': '37.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 63239
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '74.2.c.a', 'source_level': 74, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '592.2.i.d', 'target_level': 592, 'twist_class_label': '74.2.c.a', 'twist_class_level': 74, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 63240
{'conductor': 148, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '74.2.c.a', 'source_level': 74, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '592.2.i.d', 'target_level': 592, 'twist_class_label': '74.2.c.a', 'twist_class_level': 74, 'twisting_char_label': '148.i', 'twisting_char_orbit': 9, 'weight': 2}
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id: 63241
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '74.2.c.a', 'source_level': 74, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '666.2.f.b', 'target_level': 666, 'twist_class_label': '74.2.c.a', 'twist_class_level': 74, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 63242
{'conductor': 111, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '74.2.c.a', 'source_level': 74, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '666.2.f.b', 'target_level': 666, 'twist_class_label': '74.2.c.a', 'twist_class_level': 74, 'twisting_char_label': '111.i', 'twisting_char_orbit': 9, 'weight': 2}
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id: 63243
{'conductor': 37, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '74.2.c.a', 'source_level': 74, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '2738.2.a.b', 'target_level': 2738, 'twist_class_label': '74.2.c.a', 'twist_class_level': 74, 'twisting_char_label': '37.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 63244
{'conductor': 37, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '74.2.c.a', 'source_level': 74, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '2738.2.a.d', 'target_level': 2738, 'twist_class_label': '74.2.c.a', 'twist_class_level': 74, 'twisting_char_label': '37.e', 'twisting_char_orbit': 5, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 229325
{'charpoly_factorization': [[[1, -1, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 2}
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id: 229326
{'charpoly_factorization': [[[4, 2, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 3}
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id: 229327
{'charpoly_factorization': [[[1, -1, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 5}
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id: 229328
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137472507978, 'p': 7}
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id: 229329
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 137472507978, 'p': 11}
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id: 229330
{'charpoly_factorization': [[[36, -6, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 13}
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id: 229331
{'charpoly_factorization': [[[9, 3, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 17}
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id: 229332
{'charpoly_factorization': [[[4, 2, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 19}
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id: 229333
{'charpoly_factorization': [[[6, 1], 2]], 'hecke_orbit_code': 137472507978, 'p': 23}
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id: 229334
{'charpoly_factorization': [[[9, 1], 2]], 'hecke_orbit_code': 137472507978, 'p': 29}
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id: 229335
{'charpoly_factorization': [[[-10, 1], 2]], 'hecke_orbit_code': 137472507978, 'p': 31}
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id: 229336
{'charpoly_factorization': [[[37, 1, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 37}
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id: 229337
{'charpoly_factorization': [[[9, 3, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 41}
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id: 229338
{'charpoly_factorization': [[[8, 1], 2]], 'hecke_orbit_code': 137472507978, 'p': 43}
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id: 229339
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 137472507978, 'p': 47}
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id: 229340
{'charpoly_factorization': [[[36, -6, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 53}
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id: 229341
{'charpoly_factorization': [[[64, 8, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 59}
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id: 229342
{'charpoly_factorization': [[[25, -5, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 61}
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id: 229343
{'charpoly_factorization': [[[36, -6, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 67}
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id: 229344
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137472507978, 'p': 71}
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id: 229345
{'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 137472507978, 'p': 73}
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id: 229346
{'charpoly_factorization': [[[36, 6, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 79}
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id: 229347
{'charpoly_factorization': [[[4, 2, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 83}
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id: 229348
{'charpoly_factorization': [[[169, -13, 1], 1]], 'hecke_orbit_code': 137472507978, 'p': 89}
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id: 229349
{'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 137472507978, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '74.2.c.a', 'level': 74, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 21508000
{'hecke_orbit_code': 137472507978, 'n': 1, 'trace_an': 2}
-
id: 21508001
{'hecke_orbit_code': 137472507978, 'n': 2, 'trace_an': 1}
-
id: 21508002
{'hecke_orbit_code': 137472507978, 'n': 3, 'trace_an': -2}
-
id: 21508003
{'hecke_orbit_code': 137472507978, 'n': 4, 'trace_an': -1}
-
id: 21508004
{'hecke_orbit_code': 137472507978, 'n': 5, 'trace_an': 1}
-
id: 21508005
{'hecke_orbit_code': 137472507978, 'n': 6, 'trace_an': -4}
-
id: 21508006
{'hecke_orbit_code': 137472507978, 'n': 7, 'trace_an': 0}
-
id: 21508007
{'hecke_orbit_code': 137472507978, 'n': 8, 'trace_an': -2}
-
id: 21508008
{'hecke_orbit_code': 137472507978, 'n': 9, 'trace_an': -1}
-
id: 21508009
{'hecke_orbit_code': 137472507978, 'n': 10, 'trace_an': 2}
-
id: 21508010
{'hecke_orbit_code': 137472507978, 'n': 11, 'trace_an': 4}
-
id: 21508011
{'hecke_orbit_code': 137472507978, 'n': 12, 'trace_an': -2}
-
id: 21508012
{'hecke_orbit_code': 137472507978, 'n': 13, 'trace_an': 6}
-
id: 21508013
{'hecke_orbit_code': 137472507978, 'n': 14, 'trace_an': 0}
-
id: 21508014
{'hecke_orbit_code': 137472507978, 'n': 15, 'trace_an': 2}
-
id: 21508015
{'hecke_orbit_code': 137472507978, 'n': 16, 'trace_an': -1}
-
id: 21508016
{'hecke_orbit_code': 137472507978, 'n': 17, 'trace_an': -3}
-
id: 21508017
{'hecke_orbit_code': 137472507978, 'n': 18, 'trace_an': 1}
-
id: 21508018
{'hecke_orbit_code': 137472507978, 'n': 19, 'trace_an': -2}
-
id: 21508019
{'hecke_orbit_code': 137472507978, 'n': 20, 'trace_an': 1}
-
id: 21508020
{'hecke_orbit_code': 137472507978, 'n': 21, 'trace_an': 0}
-
id: 21508021
{'hecke_orbit_code': 137472507978, 'n': 22, 'trace_an': 2}
-
id: 21508022
{'hecke_orbit_code': 137472507978, 'n': 23, 'trace_an': -12}
-
id: 21508023
{'hecke_orbit_code': 137472507978, 'n': 24, 'trace_an': 2}
-
id: 21508024
{'hecke_orbit_code': 137472507978, 'n': 25, 'trace_an': 4}
-
id: 21508025
{'hecke_orbit_code': 137472507978, 'n': 26, 'trace_an': 12}
-
id: 21508026
{'hecke_orbit_code': 137472507978, 'n': 27, 'trace_an': -8}
-
id: 21508027
{'hecke_orbit_code': 137472507978, 'n': 28, 'trace_an': 0}
-
id: 21508028
{'hecke_orbit_code': 137472507978, 'n': 29, 'trace_an': -18}
-
id: 21508029
{'hecke_orbit_code': 137472507978, 'n': 30, 'trace_an': -2}
-
id: 21508030
{'hecke_orbit_code': 137472507978, 'n': 31, 'trace_an': 20}
-
id: 21508031
{'hecke_orbit_code': 137472507978, 'n': 32, 'trace_an': 1}
-
id: 21508032
{'hecke_orbit_code': 137472507978, 'n': 33, 'trace_an': -4}
-
id: 21508033
{'hecke_orbit_code': 137472507978, 'n': 34, 'trace_an': 3}
-
id: 21508034
{'hecke_orbit_code': 137472507978, 'n': 35, 'trace_an': 0}
-
id: 21508035
{'hecke_orbit_code': 137472507978, 'n': 36, 'trace_an': 2}
-
id: 21508036
{'hecke_orbit_code': 137472507978, 'n': 37, 'trace_an': -1}
-
id: 21508037
{'hecke_orbit_code': 137472507978, 'n': 38, 'trace_an': -4}
-
id: 21508038
{'hecke_orbit_code': 137472507978, 'n': 39, 'trace_an': 12}
-
id: 21508039
{'hecke_orbit_code': 137472507978, 'n': 40, 'trace_an': -1}
-
id: 21508040
{'hecke_orbit_code': 137472507978, 'n': 41, 'trace_an': -3}
-
id: 21508041
{'hecke_orbit_code': 137472507978, 'n': 42, 'trace_an': 0}
-
id: 21508042
{'hecke_orbit_code': 137472507978, 'n': 43, 'trace_an': -16}
-
id: 21508043
{'hecke_orbit_code': 137472507978, 'n': 44, 'trace_an': -2}
-
id: 21508044
{'hecke_orbit_code': 137472507978, 'n': 45, 'trace_an': -2}
-
id: 21508045
{'hecke_orbit_code': 137472507978, 'n': 46, 'trace_an': -6}
-
id: 21508046
{'hecke_orbit_code': 137472507978, 'n': 47, 'trace_an': 4}
-
id: 21508047
{'hecke_orbit_code': 137472507978, 'n': 48, 'trace_an': 4}
-
id: 21508048
{'hecke_orbit_code': 137472507978, 'n': 49, 'trace_an': 7}
-
id: 21508049
{'hecke_orbit_code': 137472507978, 'n': 50, 'trace_an': -4}
-
id: 21508050
{'hecke_orbit_code': 137472507978, 'n': 51, 'trace_an': 12}
-
id: 21508051
{'hecke_orbit_code': 137472507978, 'n': 52, 'trace_an': 6}
-
id: 21508052
{'hecke_orbit_code': 137472507978, 'n': 53, 'trace_an': 6}
-
id: 21508053
{'hecke_orbit_code': 137472507978, 'n': 54, 'trace_an': -4}
-
id: 21508054
{'hecke_orbit_code': 137472507978, 'n': 55, 'trace_an': 2}
-
id: 21508055
{'hecke_orbit_code': 137472507978, 'n': 56, 'trace_an': 0}
-
id: 21508056
{'hecke_orbit_code': 137472507978, 'n': 57, 'trace_an': -4}
-
id: 21508057
{'hecke_orbit_code': 137472507978, 'n': 58, 'trace_an': -9}
-
id: 21508058
{'hecke_orbit_code': 137472507978, 'n': 59, 'trace_an': -8}
-
id: 21508059
{'hecke_orbit_code': 137472507978, 'n': 60, 'trace_an': -4}
-
id: 21508060
{'hecke_orbit_code': 137472507978, 'n': 61, 'trace_an': 5}
-
id: 21508061
{'hecke_orbit_code': 137472507978, 'n': 62, 'trace_an': 10}
-
id: 21508062
{'hecke_orbit_code': 137472507978, 'n': 63, 'trace_an': 0}
-
id: 21508063
{'hecke_orbit_code': 137472507978, 'n': 64, 'trace_an': 2}
-
id: 21508064
{'hecke_orbit_code': 137472507978, 'n': 65, 'trace_an': -6}
-
id: 21508065
{'hecke_orbit_code': 137472507978, 'n': 66, 'trace_an': -8}
-
id: 21508066
{'hecke_orbit_code': 137472507978, 'n': 67, 'trace_an': 6}
-
id: 21508067
{'hecke_orbit_code': 137472507978, 'n': 68, 'trace_an': 6}
-
id: 21508068
{'hecke_orbit_code': 137472507978, 'n': 69, 'trace_an': 12}
-
id: 21508069
{'hecke_orbit_code': 137472507978, 'n': 70, 'trace_an': 0}
-
id: 21508070
{'hecke_orbit_code': 137472507978, 'n': 71, 'trace_an': 0}
-
id: 21508071
{'hecke_orbit_code': 137472507978, 'n': 72, 'trace_an': 1}
-
id: 21508072
{'hecke_orbit_code': 137472507978, 'n': 73, 'trace_an': -4}
-
id: 21508073
{'hecke_orbit_code': 137472507978, 'n': 74, 'trace_an': 10}
-
id: 21508074
{'hecke_orbit_code': 137472507978, 'n': 75, 'trace_an': -16}
-
id: 21508075
{'hecke_orbit_code': 137472507978, 'n': 76, 'trace_an': -2}
-
id: 21508076
{'hecke_orbit_code': 137472507978, 'n': 77, 'trace_an': 0}
-
id: 21508077
{'hecke_orbit_code': 137472507978, 'n': 78, 'trace_an': -12}
-
id: 21508078
{'hecke_orbit_code': 137472507978, 'n': 79, 'trace_an': -6}
-
id: 21508079
{'hecke_orbit_code': 137472507978, 'n': 80, 'trace_an': -2}
-
id: 21508080
{'hecke_orbit_code': 137472507978, 'n': 81, 'trace_an': 11}
-
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