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mf_newforms • Show schema
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{'Nk2': 23328, 'analytic_conductor': 124.4715952506534, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [162, 3, [83], [2]], 'cm_discs': [], 'conrey_index': 55, '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': [[5, [33246756, -5766, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510936522391714, 'hecke_ring_generator_nbound': 25, '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, 9, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '162.12.c.d', 'level': 162, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '6.12.a.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-2^{5}+2^{5}\\zeta_{6})q^{2}-2^{10}\\zeta_{6}q^{4}+5766\\zeta_{6}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '162.12.c', 'trace_display': [-32, 0, 5766, -72464], 'trace_hash': 2103044991772207280, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.967', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.771', 'prec': 20}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
Hide schema
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1], 'hecke_orbit_code': 13510936522391714, 'hecke_ring_character_values': [[83, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '162.12.c.d', 'level': 162, 'maxp': 997, 'weight': 12}
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mf_newspaces • Show schema
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{'Nk2': 23328, 'analytic_conductor': 124.4715952506534, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [162, 3, [83], [2]], 'conrey_index': 55, 'cusp_dim': 570, 'dim': 88, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 137640280226, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 4, 6, 6, 12, 12], 'label': '162.12.c', 'level': 162, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 618, 'mf_new_dim': 88, 'num_forms': 22, 'prim_orbit_index': 3, 'relative_dim': 44, 'sturm_bound': 324, 'trace_bound': 5, 'trace_display': [0, 0, 0, 85130], 'traces': [88, 0, 0, -45056, 0, 0, 85130, 0, 0, 0, 0, 0, 2797070, 0, 0, -46137344, 0, 0, -30807448, 0, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 137943
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '162.12.c.d', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '6.12.a.a', 'target_level': 6, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 137944
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '162.12.c.d', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '18.12.a.c', 'target_level': 18, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 137945
{'conductor': 36, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '162.12.c.d', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '48.12.a.h', 'target_level': 48, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 137946
{'conductor': 36, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '162.12.c.d', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '144.12.a.b', 'target_level': 144, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 12}
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id: 137947
{'conductor': 45, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '162.12.c.d', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '150.12.a.g', 'target_level': 150, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '45.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 137948
{'conductor': 45, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '162.12.c.d', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '150.12.c.f', 'target_level': 150, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '45.l', 'twisting_char_orbit': 12, 'weight': 12}
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id: 137949
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '162.12.c.d', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '162.12.c.d', 'target_level': 162, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 137950
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '162.12.c.d', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '162.12.c.d', 'target_level': 162, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 137951
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '162.12.c.d', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '162.12.c.g', 'target_level': 162, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 137952
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '162.12.c.d', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '162.12.c.g', 'target_level': 162, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 137953
{'conductor': 72, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '162.12.c.d', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '192.12.a.b', 'target_level': 192, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '72.l', 'twisting_char_orbit': 12, 'weight': 12}
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id: 137954
{'conductor': 72, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '162.12.c.d', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '192.12.a.l', 'target_level': 192, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '72.j', 'twisting_char_orbit': 10, 'weight': 12}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 427525
{'charpoly_factorization': [[[1024, 32, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 2}
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id: 427526
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510936522391714, 'p': 3}
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id: 427527
{'charpoly_factorization': [[[33246756, -5766, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 5}
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id: 427528
{'charpoly_factorization': [[[5251031296, 72464, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 7}
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id: 427529
{'charpoly_factorization': [[[167238466704, 408948, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 11}
-
id: 427530
{'charpoly_factorization': [[[1870214883364, 1367558, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 13}
-
id: 427531
{'charpoly_factorization': [[[5422914, 1], 2]], 'hecke_orbit_code': 13510936522391714, 'p': 17}
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id: 427532
{'charpoly_factorization': [[[-15166100, 1], 2]], 'hecke_orbit_code': 13510936522391714, 'p': 19}
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id: 427533
{'charpoly_factorization': [[[2724221151941184, 52194072, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 23}
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id: 427534
{'charpoly_factorization': [[[14061489135322500, -118581150, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 29}
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id: 427535
{'charpoly_factorization': [[[3323800148198464, -57652408, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 31}
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id: 427536
{'charpoly_factorization': [[[375985186, 1], 2]], 'hecke_orbit_code': 13510936522391714, 'p': 37}
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id: 427537
{'charpoly_factorization': [[[733277437807704804, -856316202, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 41}
-
id: 427538
{'charpoly_factorization': [[[1550496074066045584, -1245189172, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 43}
-
id: 427539
{'charpoly_factorization': [[[1707628639116174336, 1306762656, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 47}
-
id: 427540
{'charpoly_factorization': [[[409556358, 1], 2]], 'hecke_orbit_code': 13510936522391714, 'p': 53}
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id: 427541
{'charpoly_factorization': [[[8310917873046387600, 2882866260, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 59}
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id: 427542
{'charpoly_factorization': [[[32853156404276359204, 5731767302, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 61}
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id: 427543
{'charpoly_factorization': [[[15157568765900795536, 3893272244, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 67}
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id: 427544
{'charpoly_factorization': [[[-9075890088, 1], 2]], 'hecke_orbit_code': 13510936522391714, 'p': 71}
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id: 427545
{'charpoly_factorization': [[[15571822822, 1], 2]], 'hecke_orbit_code': 13510936522391714, 'p': 73}
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id: 427546
{'charpoly_factorization': [[[911844471520758760000, -30196762600, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 79}
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id: 427547
{'charpoly_factorization': [[[535239914161380906384, -23135252628, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 83}
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id: 427548
{'charpoly_factorization': [[[-25614819990, 1], 2]], 'hecke_orbit_code': 13510936522391714, 'p': 89}
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id: 427549
{'charpoly_factorization': [[[3836260521921102200836, -61937553406, 1], 1]], 'hecke_orbit_code': 13510936522391714, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 4, 'label': '162.12.c.d', 'level': 162, 'portrait': 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'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 36165127
{'hecke_orbit_code': 13510936522391714, 'n': 1, 'trace_an': 2}
-
id: 36165128
{'hecke_orbit_code': 13510936522391714, 'n': 2, 'trace_an': -32}
-
id: 36165129
{'hecke_orbit_code': 13510936522391714, 'n': 3, 'trace_an': 0}
-
id: 36165130
{'hecke_orbit_code': 13510936522391714, 'n': 4, 'trace_an': -1024}
-
id: 36165131
{'hecke_orbit_code': 13510936522391714, 'n': 5, 'trace_an': 5766}
-
id: 36165132
{'hecke_orbit_code': 13510936522391714, 'n': 6, 'trace_an': 0}
-
id: 36165133
{'hecke_orbit_code': 13510936522391714, 'n': 7, 'trace_an': -72464}
-
id: 36165134
{'hecke_orbit_code': 13510936522391714, 'n': 8, 'trace_an': 65536}
-
id: 36165135
{'hecke_orbit_code': 13510936522391714, 'n': 9, 'trace_an': 0}
-
id: 36165136
{'hecke_orbit_code': 13510936522391714, 'n': 10, 'trace_an': -369024}
-
id: 36165137
{'hecke_orbit_code': 13510936522391714, 'n': 11, 'trace_an': -408948}
-
id: 36165138
{'hecke_orbit_code': 13510936522391714, 'n': 12, 'trace_an': 0}
-
id: 36165139
{'hecke_orbit_code': 13510936522391714, 'n': 13, 'trace_an': -1367558}
-
id: 36165140
{'hecke_orbit_code': 13510936522391714, 'n': 14, 'trace_an': -2318848}
-
id: 36165141
{'hecke_orbit_code': 13510936522391714, 'n': 15, 'trace_an': 0}
-
id: 36165142
{'hecke_orbit_code': 13510936522391714, 'n': 16, 'trace_an': -1048576}
-
id: 36165143
{'hecke_orbit_code': 13510936522391714, 'n': 17, 'trace_an': -10845828}
-
id: 36165144
{'hecke_orbit_code': 13510936522391714, 'n': 18, 'trace_an': 0}
-
id: 36165145
{'hecke_orbit_code': 13510936522391714, 'n': 19, 'trace_an': 30332200}
-
id: 36165146
{'hecke_orbit_code': 13510936522391714, 'n': 20, 'trace_an': 5904384}
-
id: 36165147
{'hecke_orbit_code': 13510936522391714, 'n': 21, 'trace_an': 0}
-
id: 36165148
{'hecke_orbit_code': 13510936522391714, 'n': 22, 'trace_an': -13086336}
-
id: 36165149
{'hecke_orbit_code': 13510936522391714, 'n': 23, 'trace_an': -52194072}
-
id: 36165150
{'hecke_orbit_code': 13510936522391714, 'n': 24, 'trace_an': 0}
-
id: 36165151
{'hecke_orbit_code': 13510936522391714, 'n': 25, 'trace_an': 15581369}
-
id: 36165152
{'hecke_orbit_code': 13510936522391714, 'n': 26, 'trace_an': 87523712}
-
id: 36165153
{'hecke_orbit_code': 13510936522391714, 'n': 27, 'trace_an': 0}
-
id: 36165154
{'hecke_orbit_code': 13510936522391714, 'n': 28, 'trace_an': 148406272}
-
id: 36165155
{'hecke_orbit_code': 13510936522391714, 'n': 29, 'trace_an': 118581150}
-
id: 36165156
{'hecke_orbit_code': 13510936522391714, 'n': 30, 'trace_an': 0}
-
id: 36165157
{'hecke_orbit_code': 13510936522391714, 'n': 31, 'trace_an': 57652408}
-
id: 36165158
{'hecke_orbit_code': 13510936522391714, 'n': 32, 'trace_an': -33554432}
-
id: 36165159
{'hecke_orbit_code': 13510936522391714, 'n': 33, 'trace_an': 0}
-
id: 36165160
{'hecke_orbit_code': 13510936522391714, 'n': 34, 'trace_an': 173533248}
-
id: 36165161
{'hecke_orbit_code': 13510936522391714, 'n': 35, 'trace_an': -835654848}
-
id: 36165162
{'hecke_orbit_code': 13510936522391714, 'n': 36, 'trace_an': 0}
-
id: 36165163
{'hecke_orbit_code': 13510936522391714, 'n': 37, 'trace_an': -751970372}
-
id: 36165164
{'hecke_orbit_code': 13510936522391714, 'n': 38, 'trace_an': -485315200}
-
id: 36165165
{'hecke_orbit_code': 13510936522391714, 'n': 39, 'trace_an': 0}
-
id: 36165166
{'hecke_orbit_code': 13510936522391714, 'n': 40, 'trace_an': 188940288}
-
id: 36165167
{'hecke_orbit_code': 13510936522391714, 'n': 41, 'trace_an': 856316202}
-
id: 36165168
{'hecke_orbit_code': 13510936522391714, 'n': 42, 'trace_an': 0}
-
id: 36165169
{'hecke_orbit_code': 13510936522391714, 'n': 43, 'trace_an': 1245189172}
-
id: 36165170
{'hecke_orbit_code': 13510936522391714, 'n': 44, 'trace_an': 837525504}
-
id: 36165171
{'hecke_orbit_code': 13510936522391714, 'n': 45, 'trace_an': 0}
-
id: 36165172
{'hecke_orbit_code': 13510936522391714, 'n': 46, 'trace_an': 3340420608}
-
id: 36165173
{'hecke_orbit_code': 13510936522391714, 'n': 47, 'trace_an': -1306762656}
-
id: 36165174
{'hecke_orbit_code': 13510936522391714, 'n': 48, 'trace_an': 0}
-
id: 36165175
{'hecke_orbit_code': 13510936522391714, 'n': 49, 'trace_an': -3273704553}
-
id: 36165176
{'hecke_orbit_code': 13510936522391714, 'n': 50, 'trace_an': 498603808}
-
id: 36165177
{'hecke_orbit_code': 13510936522391714, 'n': 51, 'trace_an': 0}
-
id: 36165178
{'hecke_orbit_code': 13510936522391714, 'n': 52, 'trace_an': -1400379392}
-
id: 36165179
{'hecke_orbit_code': 13510936522391714, 'n': 53, 'trace_an': -819112716}
-
id: 36165180
{'hecke_orbit_code': 13510936522391714, 'n': 54, 'trace_an': 0}
-
id: 36165181
{'hecke_orbit_code': 13510936522391714, 'n': 55, 'trace_an': -4715988336}
-
id: 36165182
{'hecke_orbit_code': 13510936522391714, 'n': 56, 'trace_an': -2374500352}
-
id: 36165183
{'hecke_orbit_code': 13510936522391714, 'n': 57, 'trace_an': 0}
-
id: 36165184
{'hecke_orbit_code': 13510936522391714, 'n': 58, 'trace_an': 3794596800}
-
id: 36165185
{'hecke_orbit_code': 13510936522391714, 'n': 59, 'trace_an': -2882866260}
-
id: 36165186
{'hecke_orbit_code': 13510936522391714, 'n': 60, 'trace_an': 0}
-
id: 36165187
{'hecke_orbit_code': 13510936522391714, 'n': 61, 'trace_an': -5731767302}
-
id: 36165188
{'hecke_orbit_code': 13510936522391714, 'n': 62, 'trace_an': -3689754112}
-
id: 36165189
{'hecke_orbit_code': 13510936522391714, 'n': 63, 'trace_an': 0}
-
id: 36165190
{'hecke_orbit_code': 13510936522391714, 'n': 64, 'trace_an': 2147483648}
-
id: 36165191
{'hecke_orbit_code': 13510936522391714, 'n': 65, 'trace_an': 7885339428}
-
id: 36165192
{'hecke_orbit_code': 13510936522391714, 'n': 66, 'trace_an': 0}
-
id: 36165193
{'hecke_orbit_code': 13510936522391714, 'n': 67, 'trace_an': -3893272244}
-
id: 36165194
{'hecke_orbit_code': 13510936522391714, 'n': 68, 'trace_an': 5553063936}
-
id: 36165195
{'hecke_orbit_code': 13510936522391714, 'n': 69, 'trace_an': 0}
-
id: 36165196
{'hecke_orbit_code': 13510936522391714, 'n': 70, 'trace_an': 13370477568}
-
id: 36165197
{'hecke_orbit_code': 13510936522391714, 'n': 71, 'trace_an': 18151780176}
-
id: 36165198
{'hecke_orbit_code': 13510936522391714, 'n': 72, 'trace_an': 0}
-
id: 36165199
{'hecke_orbit_code': 13510936522391714, 'n': 73, 'trace_an': -31143645644}
-
id: 36165200
{'hecke_orbit_code': 13510936522391714, 'n': 74, 'trace_an': 12031525952}
-
id: 36165201
{'hecke_orbit_code': 13510936522391714, 'n': 75, 'trace_an': 0}
-
id: 36165202
{'hecke_orbit_code': 13510936522391714, 'n': 76, 'trace_an': -15530086400}
-
id: 36165203
{'hecke_orbit_code': 13510936522391714, 'n': 77, 'trace_an': -29634007872}
-
id: 36165204
{'hecke_orbit_code': 13510936522391714, 'n': 78, 'trace_an': 0}
-
id: 36165205
{'hecke_orbit_code': 13510936522391714, 'n': 79, 'trace_an': 30196762600}
-
id: 36165206
{'hecke_orbit_code': 13510936522391714, 'n': 80, 'trace_an': -12092178432}
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