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{'Nk2': 21168, 'analytic_conductor': 112.94644754225956, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, -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': [147, 1, [50, 52], [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': [[2, [-78, 1]], [5, [-5370, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199456067731, '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': '147.12.a.c', 'level': 147, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '3.12.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+78q^{2}+3^{5}q^{3}+4036q^{4}+5370q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '147.12.a', 'trace_display': [78, 243, 5370, 0], 'trace_hash': 1264031868940243731, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.023', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.977', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.072', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.916', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.204', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
Hide schema
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mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[3, -1], [7, -1]], 21, 5], [[[3, 1], [7, -1]], 19, 5], [[[3, -1], [7, 1]], 17, 2], [[[3, 1], [7, 1]], 18, 2]], 'ALdims': [18, 19, 17, 21], 'Nk2': 21168, 'analytic_conductor': 112.94644754225956, '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': [147, 1, [50, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 198, 'dim': 75, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 201326739, 'hecke_orbit_dims': [1, 1, 1, 3, 3, 4, 6, 6, 7, 7, 8, 8, 10, 10], 'label': '147.12.a', 'level': 147, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 214, 'mf_new_dim': 75, 'num_forms': 14, 'plus_dim': 39, 'prim_orbit_index': 1, 'relative_dim': 75, 'sturm_bound': 224, 'trace_bound': 3, 'trace_display': [-14, 243, -15494, 0], 'traces': [75, 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mf_twists_nf • Show schema
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id: 126476
{'conductor': 7, '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': '147.12.a.c', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.12.a.a', 'target_level': 3, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 126477
{'conductor': 21, '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': '147.12.a.c', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.12.a.a', 'target_level': 9, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 126478
{'conductor': 28, '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': '147.12.a.c', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '48.12.a.f', 'target_level': 48, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 126479
{'conductor': 35, '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': '147.12.a.c', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.12.a.a', 'target_level': 75, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 126480
{'conductor': 35, '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': '147.12.a.c', 'source_level': 147, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.12.b.a', 'target_level': 75, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 12}
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id: 126481
{'conductor': 63, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '147.12.a.c', 'source_level': 147, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.12.c.a', 'target_level': 81, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '63.l', 'twisting_char_orbit': 12, 'weight': 12}
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id: 126482
{'conductor': 63, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '147.12.a.c', 'source_level': 147, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '81.12.c.e', 'target_level': 81, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '63.o', 'twisting_char_orbit': 15, 'weight': 12}
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id: 126483
{'conductor': 84, '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': '147.12.a.c', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '144.12.a.l', 'target_level': 144, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 126484
{'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': '147.12.a.c', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '147.12.a.c', 'target_level': 147, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 126485
{'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': '147.12.a.c', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '192.12.a.g', 'target_level': 192, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 12}
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id: 126486
{'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': '147.12.a.c', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '192.12.a.q', 'target_level': 192, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 126487
{'conductor': 105, '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': '147.12.a.c', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '225.12.a.f', 'target_level': 225, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 12}
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id: 126488
{'conductor': 105, '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': '147.12.a.c', 'source_level': 147, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '225.12.b.a', 'target_level': 225, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '105.k', 'twisting_char_orbit': 11, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 394825
{'charpoly_factorization': [[[-78, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 2}
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id: 394826
{'charpoly_factorization': [[[-243, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 3}
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id: 394827
{'charpoly_factorization': [[[-5370, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 5}
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id: 394828
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 7}
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id: 394829
{'charpoly_factorization': [[[-637836, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 11}
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id: 394830
{'charpoly_factorization': [[[766214, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 13}
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id: 394831
{'charpoly_factorization': [[[3084354, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 17}
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id: 394832
{'charpoly_factorization': [[[-19511404, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 19}
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id: 394833
{'charpoly_factorization': [[[-15312360, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 23}
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id: 394834
{'charpoly_factorization': [[[-10751262, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 29}
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id: 394835
{'charpoly_factorization': [[[-50937400, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 31}
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id: 394836
{'charpoly_factorization': [[[-664740830, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 37}
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id: 394837
{'charpoly_factorization': [[[898833450, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 41}
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id: 394838
{'charpoly_factorization': [[[957947188, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 43}
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id: 394839
{'charpoly_factorization': [[[-1555741344, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 47}
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id: 394840
{'charpoly_factorization': [[[-3792417030, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 53}
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id: 394841
{'charpoly_factorization': [[[555306924, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 59}
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id: 394842
{'charpoly_factorization': [[[4950420998, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 61}
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id: 394843
{'charpoly_factorization': [[[-5292399284, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 67}
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id: 394844
{'charpoly_factorization': [[[14831086248, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 71}
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id: 394845
{'charpoly_factorization': [[[13971005210, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 73}
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id: 394846
{'charpoly_factorization': [[[-3720542360, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 79}
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id: 394847
{'charpoly_factorization': [[[8768454036, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 83}
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id: 394848
{'charpoly_factorization': [[[-25472769174, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 89}
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id: 394849
{'charpoly_factorization': [[[-39092494846, 1], 1]], 'hecke_orbit_code': 9007199456067731, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '147.12.a.c', 'level': 147, 'portrait': 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', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 113491000
{'hecke_orbit_code': 9007199456067731, 'n': 1, 'trace_an': 1}
-
id: 113491001
{'hecke_orbit_code': 9007199456067731, 'n': 2, 'trace_an': 78}
-
id: 113491002
{'hecke_orbit_code': 9007199456067731, 'n': 3, 'trace_an': 243}
-
id: 113491003
{'hecke_orbit_code': 9007199456067731, 'n': 4, 'trace_an': 4036}
-
id: 113491004
{'hecke_orbit_code': 9007199456067731, 'n': 5, 'trace_an': 5370}
-
id: 113491005
{'hecke_orbit_code': 9007199456067731, 'n': 6, 'trace_an': 18954}
-
id: 113491006
{'hecke_orbit_code': 9007199456067731, 'n': 7, 'trace_an': 0}
-
id: 113491007
{'hecke_orbit_code': 9007199456067731, 'n': 8, 'trace_an': 155064}
-
id: 113491008
{'hecke_orbit_code': 9007199456067731, 'n': 9, 'trace_an': 59049}
-
id: 113491009
{'hecke_orbit_code': 9007199456067731, 'n': 10, 'trace_an': 418860}
-
id: 113491010
{'hecke_orbit_code': 9007199456067731, 'n': 11, 'trace_an': 637836}
-
id: 113491011
{'hecke_orbit_code': 9007199456067731, 'n': 12, 'trace_an': 980748}
-
id: 113491012
{'hecke_orbit_code': 9007199456067731, 'n': 13, 'trace_an': -766214}
-
id: 113491013
{'hecke_orbit_code': 9007199456067731, 'n': 14, 'trace_an': 0}
-
id: 113491014
{'hecke_orbit_code': 9007199456067731, 'n': 15, 'trace_an': 1304910}
-
id: 113491015
{'hecke_orbit_code': 9007199456067731, 'n': 16, 'trace_an': 3829264}
-
id: 113491016
{'hecke_orbit_code': 9007199456067731, 'n': 17, 'trace_an': -3084354}
-
id: 113491017
{'hecke_orbit_code': 9007199456067731, 'n': 18, 'trace_an': 4605822}
-
id: 113491018
{'hecke_orbit_code': 9007199456067731, 'n': 19, 'trace_an': 19511404}
-
id: 113491019
{'hecke_orbit_code': 9007199456067731, 'n': 20, 'trace_an': 21673320}
-
id: 113491020
{'hecke_orbit_code': 9007199456067731, 'n': 21, 'trace_an': 0}
-
id: 113491021
{'hecke_orbit_code': 9007199456067731, 'n': 22, 'trace_an': 49751208}
-
id: 113491022
{'hecke_orbit_code': 9007199456067731, 'n': 23, 'trace_an': 15312360}
-
id: 113491023
{'hecke_orbit_code': 9007199456067731, 'n': 24, 'trace_an': 37680552}
-
id: 113491024
{'hecke_orbit_code': 9007199456067731, 'n': 25, 'trace_an': -19991225}
-
id: 113491025
{'hecke_orbit_code': 9007199456067731, 'n': 26, 'trace_an': -59764692}
-
id: 113491026
{'hecke_orbit_code': 9007199456067731, 'n': 27, 'trace_an': 14348907}
-
id: 113491027
{'hecke_orbit_code': 9007199456067731, 'n': 28, 'trace_an': 0}
-
id: 113491028
{'hecke_orbit_code': 9007199456067731, 'n': 29, 'trace_an': 10751262}
-
id: 113491029
{'hecke_orbit_code': 9007199456067731, 'n': 30, 'trace_an': 101782980}
-
id: 113491030
{'hecke_orbit_code': 9007199456067731, 'n': 31, 'trace_an': 50937400}
-
id: 113491031
{'hecke_orbit_code': 9007199456067731, 'n': 32, 'trace_an': -18888480}
-
id: 113491032
{'hecke_orbit_code': 9007199456067731, 'n': 33, 'trace_an': 154994148}
-
id: 113491033
{'hecke_orbit_code': 9007199456067731, 'n': 34, 'trace_an': -240579612}
-
id: 113491034
{'hecke_orbit_code': 9007199456067731, 'n': 35, 'trace_an': 0}
-
id: 113491035
{'hecke_orbit_code': 9007199456067731, 'n': 36, 'trace_an': 238321764}
-
id: 113491036
{'hecke_orbit_code': 9007199456067731, 'n': 37, 'trace_an': 664740830}
-
id: 113491037
{'hecke_orbit_code': 9007199456067731, 'n': 38, 'trace_an': 1521889512}
-
id: 113491038
{'hecke_orbit_code': 9007199456067731, 'n': 39, 'trace_an': -186190002}
-
id: 113491039
{'hecke_orbit_code': 9007199456067731, 'n': 40, 'trace_an': 832693680}
-
id: 113491040
{'hecke_orbit_code': 9007199456067731, 'n': 41, 'trace_an': -898833450}
-
id: 113491041
{'hecke_orbit_code': 9007199456067731, 'n': 42, 'trace_an': 0}
-
id: 113491042
{'hecke_orbit_code': 9007199456067731, 'n': 43, 'trace_an': -957947188}
-
id: 113491043
{'hecke_orbit_code': 9007199456067731, 'n': 44, 'trace_an': 2574306096}
-
id: 113491044
{'hecke_orbit_code': 9007199456067731, 'n': 45, 'trace_an': 317093130}
-
id: 113491045
{'hecke_orbit_code': 9007199456067731, 'n': 46, 'trace_an': 1194364080}
-
id: 113491046
{'hecke_orbit_code': 9007199456067731, 'n': 47, 'trace_an': 1555741344}
-
id: 113491047
{'hecke_orbit_code': 9007199456067731, 'n': 48, 'trace_an': 930511152}
-
id: 113491048
{'hecke_orbit_code': 9007199456067731, 'n': 49, 'trace_an': 0}
-
id: 113491049
{'hecke_orbit_code': 9007199456067731, 'n': 50, 'trace_an': -1559315550}
-
id: 113491050
{'hecke_orbit_code': 9007199456067731, 'n': 51, 'trace_an': -749498022}
-
id: 113491051
{'hecke_orbit_code': 9007199456067731, 'n': 52, 'trace_an': -3092439704}
-
id: 113491052
{'hecke_orbit_code': 9007199456067731, 'n': 53, 'trace_an': 3792417030}
-
id: 113491053
{'hecke_orbit_code': 9007199456067731, 'n': 54, 'trace_an': 1119214746}
-
id: 113491054
{'hecke_orbit_code': 9007199456067731, 'n': 55, 'trace_an': 3425179320}
-
id: 113491055
{'hecke_orbit_code': 9007199456067731, 'n': 56, 'trace_an': 0}
-
id: 113491056
{'hecke_orbit_code': 9007199456067731, 'n': 57, 'trace_an': 4741271172}
-
id: 113491057
{'hecke_orbit_code': 9007199456067731, 'n': 58, 'trace_an': 838598436}
-
id: 113491058
{'hecke_orbit_code': 9007199456067731, 'n': 59, 'trace_an': -555306924}
-
id: 113491059
{'hecke_orbit_code': 9007199456067731, 'n': 60, 'trace_an': 5266616760}
-
id: 113491060
{'hecke_orbit_code': 9007199456067731, 'n': 61, 'trace_an': -4950420998}
-
id: 113491061
{'hecke_orbit_code': 9007199456067731, 'n': 62, 'trace_an': 3973117200}
-
id: 113491062
{'hecke_orbit_code': 9007199456067731, 'n': 63, 'trace_an': 0}
-
id: 113491063
{'hecke_orbit_code': 9007199456067731, 'n': 64, 'trace_an': -9315634112}
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