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{'Nk2': 9600, 'analytic_conductor': 46.857753822618264, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [5, 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': [150, 1, [101, 127], [1, 1]], 'cm_discs': [], 'conrey_index': 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': [[7, [1604, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134217878, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '150.8.a.a', 'level': 150, '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, 5], 'level_radical': 30, 'minimal_twist': '30.8.a.f', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}-3^{3}q^{3}+2^{6}q^{4}+6^{3}q^{6}-1604q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '150.8.a', 'trace_display': [-8, -27, 0, -1604], 'trace_hash': 1124170014035557502, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.993', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.991', 'prec': 17}, 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mf_hecke_nf • Show schema
Hide schema
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mf_newspaces • Show schema
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{'ALdims': [3, 2, 3, 3, 2, 3, 3, 2], 'Nk2': 9600, 'analytic_conductor': 46.857753822618264, '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': [150, 1, [101, 127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 198, 'dim': 21, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 134217878, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2], 'label': '150.8.a', 'level': 150, '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, 5], 'level_radical': 30, 'mf_dim': 222, 'mf_new_dim': 21, 'num_forms': 19, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 240, 'trace_bound': 7, 'trace_display': [-8, 27, 0, 1348], 'traces': [21, -8, 27, 1344, 0, -216, 1348, -512, 15309, 0, 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-36395076816, 1328807936, -17251047036, -137259285120, 0, 10596794112, -118073079182, -27611838112, -38140418322, 0], 'weight': 8, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 128301
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '150.8.a.a', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '30.8.a.f', 'target_level': 30, 'twist_class_label': '30.8.a.f', 'twist_class_level': 30, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 128302
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '150.8.a.a', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '90.8.a.e', 'target_level': 90, 'twist_class_label': '30.8.a.f', 'twist_class_level': 30, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
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id: 128303
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '150.8.a.a', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '150.8.a.a', 'target_level': 150, 'twist_class_label': '30.8.a.f', 'twist_class_level': 30, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 128304
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '150.8.a.a', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '150.8.c.h', 'target_level': 150, 'twist_class_label': '30.8.a.f', 'twist_class_level': 30, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
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id: 128305
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '150.8.a.a', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '240.8.a.a', 'target_level': 240, 'twist_class_label': '30.8.a.f', 'twist_class_level': 30, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
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id: 128306
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '150.8.a.a', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '450.8.a.n', 'target_level': 450, 'twist_class_label': '30.8.a.f', 'twist_class_level': 30, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 128307
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '150.8.a.a', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '450.8.c.m', 'target_level': 450, 'twist_class_label': '30.8.a.f', 'twist_class_level': 30, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 399600
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 2}
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id: 399601
{'charpoly_factorization': [[[27, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 3}
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id: 399602
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 5}
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id: 399603
{'charpoly_factorization': [[[1604, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 7}
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id: 399604
{'charpoly_factorization': [[[2208, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 11}
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id: 399605
{'charpoly_factorization': [[[5738, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 13}
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id: 399606
{'charpoly_factorization': [[[15654, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 17}
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id: 399607
{'charpoly_factorization': [[[19660, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 19}
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id: 399608
{'charpoly_factorization': [[[-28512, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 23}
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id: 399609
{'charpoly_factorization': [[[140190, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 29}
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id: 399610
{'charpoly_factorization': [[[291208, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 31}
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id: 399611
{'charpoly_factorization': [[[-135046, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 37}
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id: 399612
{'charpoly_factorization': [[[804438, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 41}
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id: 399613
{'charpoly_factorization': [[[721268, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 43}
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id: 399614
{'charpoly_factorization': [[[-802656, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 47}
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id: 399615
{'charpoly_factorization': [[[274098, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 53}
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id: 399616
{'charpoly_factorization': [[[-1969440, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 59}
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id: 399617
{'charpoly_factorization': [[[-3179342, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 61}
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id: 399618
{'charpoly_factorization': [[[-1363756, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 67}
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id: 399619
{'charpoly_factorization': [[[4389888, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 71}
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id: 399620
{'charpoly_factorization': [[[-4278862, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 73}
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id: 399621
{'charpoly_factorization': [[[-3851960, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 79}
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id: 399622
{'charpoly_factorization': [[[8532228, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 83}
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id: 399623
{'charpoly_factorization': [[[-3733410, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 89}
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id: 399624
{'charpoly_factorization': [[[-15686206, 1], 1]], 'hecke_orbit_code': 134217878, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '150.8.a.a', 'level': 150, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
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id: 3543114
{'hecke_orbit_code': 134217878, 'n': 1, 'trace_an': 1}
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id: 3543115
{'hecke_orbit_code': 134217878, 'n': 2, 'trace_an': -8}
-
id: 3543116
{'hecke_orbit_code': 134217878, 'n': 3, 'trace_an': -27}
-
id: 3543117
{'hecke_orbit_code': 134217878, 'n': 4, 'trace_an': 64}
-
id: 3543118
{'hecke_orbit_code': 134217878, 'n': 5, 'trace_an': 0}
-
id: 3543119
{'hecke_orbit_code': 134217878, 'n': 6, 'trace_an': 216}
-
id: 3543120
{'hecke_orbit_code': 134217878, 'n': 7, 'trace_an': -1604}
-
id: 3543121
{'hecke_orbit_code': 134217878, 'n': 8, 'trace_an': -512}
-
id: 3543122
{'hecke_orbit_code': 134217878, 'n': 9, 'trace_an': 729}
-
id: 3543123
{'hecke_orbit_code': 134217878, 'n': 10, 'trace_an': 0}
-
id: 3543124
{'hecke_orbit_code': 134217878, 'n': 11, 'trace_an': -2208}
-
id: 3543125
{'hecke_orbit_code': 134217878, 'n': 12, 'trace_an': -1728}
-
id: 3543126
{'hecke_orbit_code': 134217878, 'n': 13, 'trace_an': -5738}
-
id: 3543127
{'hecke_orbit_code': 134217878, 'n': 14, 'trace_an': 12832}
-
id: 3543128
{'hecke_orbit_code': 134217878, 'n': 15, 'trace_an': 0}
-
id: 3543129
{'hecke_orbit_code': 134217878, 'n': 16, 'trace_an': 4096}
-
id: 3543130
{'hecke_orbit_code': 134217878, 'n': 17, 'trace_an': -15654}
-
id: 3543131
{'hecke_orbit_code': 134217878, 'n': 18, 'trace_an': -5832}
-
id: 3543132
{'hecke_orbit_code': 134217878, 'n': 19, 'trace_an': -19660}
-
id: 3543133
{'hecke_orbit_code': 134217878, 'n': 20, 'trace_an': 0}
-
id: 3543134
{'hecke_orbit_code': 134217878, 'n': 21, 'trace_an': 43308}
-
id: 3543135
{'hecke_orbit_code': 134217878, 'n': 22, 'trace_an': 17664}
-
id: 3543136
{'hecke_orbit_code': 134217878, 'n': 23, 'trace_an': 28512}
-
id: 3543137
{'hecke_orbit_code': 134217878, 'n': 24, 'trace_an': 13824}
-
id: 3543138
{'hecke_orbit_code': 134217878, 'n': 25, 'trace_an': 0}
-
id: 3543139
{'hecke_orbit_code': 134217878, 'n': 26, 'trace_an': 45904}
-
id: 3543140
{'hecke_orbit_code': 134217878, 'n': 27, 'trace_an': -19683}
-
id: 3543141
{'hecke_orbit_code': 134217878, 'n': 28, 'trace_an': -102656}
-
id: 3543142
{'hecke_orbit_code': 134217878, 'n': 29, 'trace_an': -140190}
-
id: 3543143
{'hecke_orbit_code': 134217878, 'n': 30, 'trace_an': 0}
-
id: 3543144
{'hecke_orbit_code': 134217878, 'n': 31, 'trace_an': -291208}
-
id: 3543145
{'hecke_orbit_code': 134217878, 'n': 32, 'trace_an': -32768}
-
id: 3543146
{'hecke_orbit_code': 134217878, 'n': 33, 'trace_an': 59616}
-
id: 3543147
{'hecke_orbit_code': 134217878, 'n': 34, 'trace_an': 125232}
-
id: 3543148
{'hecke_orbit_code': 134217878, 'n': 35, 'trace_an': 0}
-
id: 3543149
{'hecke_orbit_code': 134217878, 'n': 36, 'trace_an': 46656}
-
id: 3543150
{'hecke_orbit_code': 134217878, 'n': 37, 'trace_an': 135046}
-
id: 3543151
{'hecke_orbit_code': 134217878, 'n': 38, 'trace_an': 157280}
-
id: 3543152
{'hecke_orbit_code': 134217878, 'n': 39, 'trace_an': 154926}
-
id: 3543153
{'hecke_orbit_code': 134217878, 'n': 40, 'trace_an': 0}
-
id: 3543154
{'hecke_orbit_code': 134217878, 'n': 41, 'trace_an': -804438}
-
id: 3543155
{'hecke_orbit_code': 134217878, 'n': 42, 'trace_an': -346464}
-
id: 3543156
{'hecke_orbit_code': 134217878, 'n': 43, 'trace_an': -721268}
-
id: 3543157
{'hecke_orbit_code': 134217878, 'n': 44, 'trace_an': -141312}
-
id: 3543158
{'hecke_orbit_code': 134217878, 'n': 45, 'trace_an': 0}
-
id: 3543159
{'hecke_orbit_code': 134217878, 'n': 46, 'trace_an': -228096}
-
id: 3543160
{'hecke_orbit_code': 134217878, 'n': 47, 'trace_an': 802656}
-
id: 3543161
{'hecke_orbit_code': 134217878, 'n': 48, 'trace_an': -110592}
-
id: 3543162
{'hecke_orbit_code': 134217878, 'n': 49, 'trace_an': 1749273}
-
id: 3543163
{'hecke_orbit_code': 134217878, 'n': 50, 'trace_an': 0}
-
id: 3543164
{'hecke_orbit_code': 134217878, 'n': 51, 'trace_an': 422658}
-
id: 3543165
{'hecke_orbit_code': 134217878, 'n': 52, 'trace_an': -367232}
-
id: 3543166
{'hecke_orbit_code': 134217878, 'n': 53, 'trace_an': -274098}
-
id: 3543167
{'hecke_orbit_code': 134217878, 'n': 54, 'trace_an': 157464}
-
id: 3543168
{'hecke_orbit_code': 134217878, 'n': 55, 'trace_an': 0}
-
id: 3543169
{'hecke_orbit_code': 134217878, 'n': 56, 'trace_an': 821248}
-
id: 3543170
{'hecke_orbit_code': 134217878, 'n': 57, 'trace_an': 530820}
-
id: 3543171
{'hecke_orbit_code': 134217878, 'n': 58, 'trace_an': 1121520}
-
id: 3543172
{'hecke_orbit_code': 134217878, 'n': 59, 'trace_an': 1969440}
-
id: 3543173
{'hecke_orbit_code': 134217878, 'n': 60, 'trace_an': 0}
-
id: 3543174
{'hecke_orbit_code': 134217878, 'n': 61, 'trace_an': 3179342}
-
id: 3543175
{'hecke_orbit_code': 134217878, 'n': 62, 'trace_an': 2329664}
-
id: 3543176
{'hecke_orbit_code': 134217878, 'n': 63, 'trace_an': -1169316}
-
id: 3543177
{'hecke_orbit_code': 134217878, 'n': 64, 'trace_an': 262144}
-
id: 3543178
{'hecke_orbit_code': 134217878, 'n': 65, 'trace_an': 0}
-
id: 3543179
{'hecke_orbit_code': 134217878, 'n': 66, 'trace_an': -476928}
-
id: 3543180
{'hecke_orbit_code': 134217878, 'n': 67, 'trace_an': 1363756}
-
id: 3543181
{'hecke_orbit_code': 134217878, 'n': 68, 'trace_an': -1001856}
-
id: 3543182
{'hecke_orbit_code': 134217878, 'n': 69, 'trace_an': -769824}
-
id: 3543183
{'hecke_orbit_code': 134217878, 'n': 70, 'trace_an': 0}
-
id: 3543184
{'hecke_orbit_code': 134217878, 'n': 71, 'trace_an': -4389888}
-
id: 3543185
{'hecke_orbit_code': 134217878, 'n': 72, 'trace_an': -373248}
-
id: 3543186
{'hecke_orbit_code': 134217878, 'n': 73, 'trace_an': 4278862}
-
id: 3543187
{'hecke_orbit_code': 134217878, 'n': 74, 'trace_an': -1080368}
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