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{'Nk2': 30492, 'analytic_conductor': 60.86996146082204, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, -1], [11, -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': [7623, 1, [848, 4357, 4600], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 2525, 'field_disc_factorization': [[5, 2], [101, 1]], 'field_poly': [5, 5, -4, -2, 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, [5, 5, -4, -2, 1]], [5, [-1, 3, 8, -6, 1]], [13, [-29, 65, -32, 0, 1]]], 'hecke_orbit': 67, 'hecke_orbit_code': 297237575440014791, 'hecke_ring_generator_nbound': 2, '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': False, 'label': '7623.2.a.co', 'level': 7623, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7, 11], 'level_radical': 231, 'minimal_twist': '77.2.f.a', 'nf_label': '4.4.2525.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(1+\\beta _{1}+\\beta _{2})q^{4}+(1+\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7623.2.a', 'trace_display': [2, 0, 6, 4], 'trace_hash': 349687081542347814, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.046', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.666', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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-164, 36, 0, 221, -151, 0], 'weight': 2, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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[6, -27, -3, 3], [31, -10, -13, -3], [-41, 22, 4, 23]], 'char_orbit_index': 1, 'field_poly': [5, 5, -4, -2, 1], 'hecke_orbit_code': 297237575440014791, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [3, 1, 1, 0], [3, 4, 1, 1]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [-3, -1, 1, 0], [0, -3, -1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '7623.2.a.co', 'level': 7623, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, -1], [11, -1]], 45, 19], [[[3, 1], [7, -1], [11, -1]], 20, 7], [[[3, -1], [7, 1], [11, 1]], 41, 10], [[[3, 1], [7, -1], [11, 1]], 34, 3], [[[3, -1], [7, 1], [11, -1]], 40, 20], [[[3, -1], [7, -1], [11, 1]], 37, 11], [[[3, 1], [7, 1], [11, -1]], 30, 8], [[[3, 1], [7, 1], [11, 1]], 26, 3]], 'ALdims': [26, 30, 34, 20, 41, 40, 37, 45], 'Nk2': 30492, 'analytic_conductor': 60.86996146082204, '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': [7623, 1, [848, 4357, 4600], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1009, 'dim': 273, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 33562055, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8, 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mf_twists_nf • Show schema
Hide schema
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id: 1357902
{'conductor': 33, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7623.2.a.co', 'source_level': 7623, 'target_char_orbit': 6, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '77.2.f.a', 'target_level': 77, 'twist_class_label': '77.2.f.a', 'twist_class_level': 77, 'twisting_char_label': '33.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 1357903
{'conductor': 231, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7623.2.a.co', 'source_level': 7623, 'target_char_orbit': 6, 'target_dim': 8, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '539.2.f.d', 'target_level': 539, 'twist_class_label': '77.2.f.a', 'twist_class_level': 77, 'twisting_char_label': '231.r', 'twisting_char_orbit': 18, 'weight': 2}
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id: 1357904
{'conductor': 231, 'degree': 8, 'multiplicity': 4, 'order': 30, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7623.2.a.co', 'source_level': 7623, 'target_char_orbit': 17, 'target_dim': 16, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '539.2.q.b', 'target_level': 539, 'twist_class_label': '77.2.f.a', 'twist_class_level': 77, 'twisting_char_label': '231.bf', 'twisting_char_orbit': 32, 'weight': 2}
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id: 1357905
{'conductor': 231, 'degree': 8, 'multiplicity': 4, 'order': 30, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7623.2.a.co', 'source_level': 7623, 'target_char_orbit': 17, 'target_dim': 16, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '539.2.q.c', 'target_level': 539, 'twist_class_label': '77.2.f.a', 'twist_class_level': 77, 'twisting_char_label': '231.be', 'twisting_char_orbit': 31, 'weight': 2}
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id: 1357906
{'conductor': 11, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7623.2.a.co', 'source_level': 7623, 'target_char_orbit': 13, 'target_dim': 8, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '693.2.m.g', 'target_level': 693, 'twist_class_label': '77.2.f.a', 'twist_class_level': 77, 'twisting_char_label': '11.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1357907
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7623.2.a.co', 'source_level': 7623, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '847.2.a.k', 'target_level': 847, 'twist_class_label': '77.2.f.a', 'twist_class_level': 77, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1357908
{'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7623.2.a.co', 'source_level': 7623, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '847.2.a.l', 'target_level': 847, 'twist_class_label': '77.2.f.a', 'twist_class_level': 77, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1357909
{'conductor': 33, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7623.2.a.co', 'source_level': 7623, 'target_char_orbit': 6, 'target_dim': 8, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '847.2.f.p', 'target_level': 847, 'twist_class_label': '77.2.f.a', 'twist_class_level': 77, 'twisting_char_label': '33.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 1357910
{'conductor': 33, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7623.2.a.co', 'source_level': 7623, 'target_char_orbit': 6, 'target_dim': 8, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '847.2.f.q', 'target_level': 847, 'twist_class_label': '77.2.f.a', 'twist_class_level': 77, 'twisting_char_label': '33.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1357911
{'conductor': 33, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7623.2.a.co', 'source_level': 7623, 'target_char_orbit': 6, 'target_dim': 8, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '847.2.f.s', 'target_level': 847, 'twist_class_label': '77.2.f.a', 'twist_class_level': 77, 'twisting_char_label': '33.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1357912
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7623.2.a.co', 'source_level': 7623, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 28, 'target_is_minimal': False, 'target_label': '5929.2.a.bb', 'target_level': 5929, 'twist_class_label': '77.2.f.a', 'twist_class_level': 77, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1357913
{'conductor': 231, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7623.2.a.co', 'source_level': 7623, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 35, 'target_is_minimal': False, 'target_label': '5929.2.a.bi', 'target_level': 5929, 'twist_class_label': '77.2.f.a', 'twist_class_level': 77, 'twisting_char_label': '231.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1357914
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7623.2.a.co', 'source_level': 7623, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 60, 'target_is_minimal': False, 'target_label': '7623.2.a.ch', 'target_level': 7623, 'twist_class_label': '77.2.f.a', 'twist_class_level': 77, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1357915
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7623.2.a.co', 'source_level': 7623, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 67, 'target_is_minimal': False, 'target_label': '7623.2.a.co', 'target_level': 7623, 'twist_class_label': '77.2.f.a', 'twist_class_level': 77, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 4528650
{'charpoly_factorization': [[[5, 5, -4, -2, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 2}
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id: 4528651
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 297237575440014791, 'p': 3}
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id: 4528652
{'charpoly_factorization': [[[-1, 3, 8, -6, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 5}
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id: 4528653
{'charpoly_factorization': [[[-1, 1], 4]], 'hecke_orbit_code': 297237575440014791, 'p': 7}
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id: 4528654
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 297237575440014791, 'p': 11}
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id: 4528655
{'charpoly_factorization': [[[-29, 65, -32, 0, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 13}
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id: 4528656
{'charpoly_factorization': [[[-71, -91, -23, 3, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 17}
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id: 4528657
{'charpoly_factorization': [[[-145, -135, -29, 3, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 19}
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id: 4528658
{'charpoly_factorization': [[[-205, 150, -9, -8, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 23}
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id: 4528659
{'charpoly_factorization': [[[405, 0, -54, -3, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 29}
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id: 4528660
{'charpoly_factorization': [[[5, 20, -24, 3, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 31}
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id: 4528661
{'charpoly_factorization': [[[-5, -10, 6, 7, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 37}
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id: 4528662
{'charpoly_factorization': [[[79, 22, -57, -4, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 41}
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id: 4528663
{'charpoly_factorization': [[[-41, 4, 1], 2]], 'hecke_orbit_code': 297237575440014791, 'p': 43}
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id: 4528664
{'charpoly_factorization': [[[-305, 525, -26, -14, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 47}
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id: 4528665
{'charpoly_factorization': [[[-869, 706, -104, -9, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 53}
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id: 4528666
{'charpoly_factorization': [[[-1189, -300, 192, -25, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 59}
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id: 4528667
{'charpoly_factorization': [[[-995, 1030, -6, -19, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 61}
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id: 4528668
{'charpoly_factorization': [[[-199, 45, 67, 15, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 67}
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id: 4528669
{'charpoly_factorization': [[[-991, 679, -83, -7, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 71}
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id: 4528670
{'charpoly_factorization': [[[4975, 760, -116, -11, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 73}
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id: 4528671
{'charpoly_factorization': [[[-271, -161, -8, 8, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 79}
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id: 4528672
{'charpoly_factorization': [[[2245, 900, -236, 1, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 83}
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id: 4528673
{'charpoly_factorization': [[[-755, 1120, -44, -17, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 89}
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id: 4528674
{'charpoly_factorization': [[[-4225, -1950, -110, 15, 1], 1]], 'hecke_orbit_code': 297237575440014791, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 67, 'label': '7623.2.a.co', 'level': 7623, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 280124000
{'hecke_orbit_code': 297237575440014791, 'n': 1, 'trace_an': 4}
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id: 280124001
{'hecke_orbit_code': 297237575440014791, 'n': 2, 'trace_an': 2}
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id: 280124002
{'hecke_orbit_code': 297237575440014791, 'n': 3, 'trace_an': 0}
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id: 280124982
{'hecke_orbit_code': 297237575440014791, 'n': 983, 'trace_an': -4}
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id: 280124983
{'hecke_orbit_code': 297237575440014791, 'n': 984, 'trace_an': 0}
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id: 280124984
{'hecke_orbit_code': 297237575440014791, 'n': 985, 'trace_an': -6}
-
id: 280124985
{'hecke_orbit_code': 297237575440014791, 'n': 986, 'trace_an': -63}
-
id: 280124986
{'hecke_orbit_code': 297237575440014791, 'n': 987, 'trace_an': 0}
-
id: 280124987
{'hecke_orbit_code': 297237575440014791, 'n': 988, 'trace_an': -21}
-
id: 280124988
{'hecke_orbit_code': 297237575440014791, 'n': 989, 'trace_an': -76}
-
id: 280124989
{'hecke_orbit_code': 297237575440014791, 'n': 990, 'trace_an': 0}
-
id: 280124990
{'hecke_orbit_code': 297237575440014791, 'n': 991, 'trace_an': 20}
-
id: 280124991
{'hecke_orbit_code': 297237575440014791, 'n': 992, 'trace_an': 45}
-
id: 280124992
{'hecke_orbit_code': 297237575440014791, 'n': 993, 'trace_an': 0}
-
id: 280124993
{'hecke_orbit_code': 297237575440014791, 'n': 994, 'trace_an': 24}
-
id: 280124994
{'hecke_orbit_code': 297237575440014791, 'n': 995, 'trace_an': 92}
-
id: 280124995
{'hecke_orbit_code': 297237575440014791, 'n': 996, 'trace_an': 0}
-
id: 280124996
{'hecke_orbit_code': 297237575440014791, 'n': 997, 'trace_an': -66}
-
id: 280124997
{'hecke_orbit_code': 297237575440014791, 'n': 998, 'trace_an': -97}
-
id: 280124998
{'hecke_orbit_code': 297237575440014791, 'n': 999, 'trace_an': 0}
-
id: 280124999
{'hecke_orbit_code': 297237575440014791, 'n': 1000, 'trace_an': 52}