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{'Nk2': 11520, 'analytic_conductor': 51.322822340153806, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [320, 1, [191, 261, 257], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': [[3, [22, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404608, 'hecke_ring_generator_nbound': 1, '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': '320.6.a.c', 'level': 320, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '20.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-22q^{3}+5^{2}q^{5}+218q^{7}+241q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '320.6.a', 'trace_display': [0, -22, 25, 218], 'trace_hash': 608122715484077704, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.026', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.916', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.092', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.710', 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1]], 9, 6], [[[2, -1], [5, -1]], 9, 7], [[[2, 1], [5, -1]], 11, 7], [[[2, -1], [5, 1]], 11, 6]], 'ALdims': [9, 11, 11, 9], 'Nk2': 11520, 'analytic_conductor': 51.322822340153806, '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': [320, 1, [191, 261, 257], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 228, 'dim': 40, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663616, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4], 'label': '320.6.a', 'level': 320, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 252, 'mf_new_dim': 40, 'num_forms': 26, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 40, 'sturm_bound': 288, 'trace_bound': 9, 'trace_display': [0, 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mf_twists_nf • Show schema
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id: 245529
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '320.6.a.c', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '20.6.a.a', 'target_level': 20, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 245530
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '320.6.a.c', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '80.6.a.b', 'target_level': 80, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 245531
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '320.6.a.c', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '100.6.a.a', 'target_level': 100, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 6}
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id: 245532
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '320.6.a.c', 'source_level': 320, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '100.6.c.a', 'target_level': 100, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '40.i', 'twisting_char_orbit': 9, 'weight': 6}
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id: 245533
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '320.6.a.c', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '180.6.a.e', 'target_level': 180, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 245534
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '320.6.a.c', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '320.6.a.c', 'target_level': 320, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 245535
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '320.6.a.c', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '320.6.a.n', 'target_level': 320, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 245536
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '320.6.a.c', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '400.6.a.m', 'target_level': 400, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 245537
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '320.6.a.c', 'source_level': 320, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '400.6.c.c', 'target_level': 400, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 6}
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id: 245538
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '320.6.a.c', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '720.6.a.l', 'target_level': 720, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 6}
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id: 245539
{'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '320.6.a.c', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '900.6.a.b', 'target_level': 900, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '120.i', 'twisting_char_orbit': 9, 'weight': 6}
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id: 245540
{'conductor': 120, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '320.6.a.c', 'source_level': 320, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '900.6.d.h', 'target_level': 900, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '120.w', 'twisting_char_orbit': 23, 'weight': 6}
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id: 245541
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '320.6.a.c', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '980.6.a.b', 'target_level': 980, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 631750
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 2}
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id: 631751
{'charpoly_factorization': [[[22, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 3}
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id: 631752
{'charpoly_factorization': [[[-25, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 5}
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id: 631753
{'charpoly_factorization': [[[-218, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 7}
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id: 631754
{'charpoly_factorization': [[[-480, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 11}
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id: 631755
{'charpoly_factorization': [[[-622, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 13}
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id: 631756
{'charpoly_factorization': [[[-186, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 17}
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id: 631757
{'charpoly_factorization': [[[-1204, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 19}
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id: 631758
{'charpoly_factorization': [[[3186, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 23}
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id: 631759
{'charpoly_factorization': [[[5526, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 29}
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id: 631760
{'charpoly_factorization': [[[-9356, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 31}
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id: 631761
{'charpoly_factorization': [[[5618, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 37}
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id: 631762
{'charpoly_factorization': [[[14394, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 41}
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id: 631763
{'charpoly_factorization': [[[-370, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 43}
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id: 631764
{'charpoly_factorization': [[[-16146, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 47}
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id: 631765
{'charpoly_factorization': [[[-4374, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 53}
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id: 631766
{'charpoly_factorization': [[[-11748, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 59}
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id: 631767
{'charpoly_factorization': [[[13202, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 61}
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id: 631768
{'charpoly_factorization': [[[-11542, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 67}
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id: 631769
{'charpoly_factorization': [[[29532, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 71}
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id: 631770
{'charpoly_factorization': [[[-33698, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 73}
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id: 631771
{'charpoly_factorization': [[[-31208, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 79}
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id: 631772
{'charpoly_factorization': [[[-38466, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 83}
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id: 631773
{'charpoly_factorization': [[[-119514, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 89}
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id: 631774
{'charpoly_factorization': [[[-94658, 1], 1]], 'hecke_orbit_code': 9007199355404608, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '320.6.a.c', 'level': 320, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
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id: 111990000
{'hecke_orbit_code': 9007199355404608, 'n': 1, 'trace_an': 1}
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id: 111990001
{'hecke_orbit_code': 9007199355404608, 'n': 2, 'trace_an': 0}
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id: 111990002
{'hecke_orbit_code': 9007199355404608, 'n': 3, 'trace_an': -22}
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id: 111990003
{'hecke_orbit_code': 9007199355404608, 'n': 4, 'trace_an': 0}
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id: 111990004
{'hecke_orbit_code': 9007199355404608, 'n': 5, 'trace_an': 25}
-
id: 111990005
{'hecke_orbit_code': 9007199355404608, 'n': 6, 'trace_an': 0}
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id: 111990006
{'hecke_orbit_code': 9007199355404608, 'n': 7, 'trace_an': 218}
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id: 111990007
{'hecke_orbit_code': 9007199355404608, 'n': 8, 'trace_an': 0}
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id: 111990008
{'hecke_orbit_code': 9007199355404608, 'n': 9, 'trace_an': 241}
-
id: 111990009
{'hecke_orbit_code': 9007199355404608, 'n': 10, 'trace_an': 0}
-
id: 111990010
{'hecke_orbit_code': 9007199355404608, 'n': 11, 'trace_an': 480}
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id: 111990011
{'hecke_orbit_code': 9007199355404608, 'n': 12, 'trace_an': 0}
-
id: 111990012
{'hecke_orbit_code': 9007199355404608, 'n': 13, 'trace_an': 622}
-
id: 111990013
{'hecke_orbit_code': 9007199355404608, 'n': 14, 'trace_an': 0}
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id: 111990014
{'hecke_orbit_code': 9007199355404608, 'n': 15, 'trace_an': -550}
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id: 111990015
{'hecke_orbit_code': 9007199355404608, 'n': 16, 'trace_an': 0}
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id: 111990016
{'hecke_orbit_code': 9007199355404608, 'n': 17, 'trace_an': 186}
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id: 111990017
{'hecke_orbit_code': 9007199355404608, 'n': 18, 'trace_an': 0}
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id: 111990018
{'hecke_orbit_code': 9007199355404608, 'n': 19, 'trace_an': 1204}
-
id: 111990019
{'hecke_orbit_code': 9007199355404608, 'n': 20, 'trace_an': 0}
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id: 111990020
{'hecke_orbit_code': 9007199355404608, 'n': 21, 'trace_an': -4796}
-
id: 111990021
{'hecke_orbit_code': 9007199355404608, 'n': 22, 'trace_an': 0}
-
id: 111990022
{'hecke_orbit_code': 9007199355404608, 'n': 23, 'trace_an': -3186}
-
id: 111990023
{'hecke_orbit_code': 9007199355404608, 'n': 24, 'trace_an': 0}
-
id: 111990024
{'hecke_orbit_code': 9007199355404608, 'n': 25, 'trace_an': 625}
-
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