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{'Nk2': 27648, 'analytic_conductor': 147.52189066744106, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -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': [192, 1, [127, 133, 65], [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': [[5, [-5370, 1]], [7, [27760, 1]]], 'hecke_orbit': 17, 'hecke_orbit_code': 72057594239254720, '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': '192.12.a.q', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '3.12.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{5}q^{3}+5370q^{5}-27760q^{7}+3^{10}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '192.12.a', 'trace_display': [0, 243, 5370, -27760], 'trace_hash': 154797831292627456, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.974', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.907', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', '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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{'AL_dims': [[[[2, -1], [3, -1]], 12, 7], [[[2, 1], [3, -1]], 10, 8], [[[2, -1], [3, 1]], 11, 7], [[[2, 1], [3, 1]], 11, 8]], 'ALdims': [11, 10, 11, 12], 'Nk2': 27648, 'analytic_conductor': 147.52189066744106, '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': [192, 1, [127, 133, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 340, 'dim': 44, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 201326784, 'hecke_orbit_dims': [1, 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, 3, 3, 3, 3], 'label': '192.12.a', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 364, 'mf_new_dim': 44, 'num_forms': 30, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 44, 'sturm_bound': 384, 'trace_bound': 5, 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mf_twists_nf • Show schema
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id: 159652
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '192.12.a.q', 'source_level': 192, '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': '8.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 159653
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '192.12.a.q', 'source_level': 192, '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': '24.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 159654
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '192.12.a.q', 'source_level': 192, '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': '8.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 159655
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '192.12.a.q', 'source_level': 192, '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': '40.f', 'twisting_char_orbit': 6, 'weight': 12}
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id: 159656
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '192.12.a.q', 'source_level': 192, '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': '40.i', 'twisting_char_orbit': 9, 'weight': 12}
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id: 159657
{'conductor': 72, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '192.12.a.q', 'source_level': 192, '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': '72.n', 'twisting_char_orbit': 14, 'weight': 12}
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id: 159658
{'conductor': 72, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '192.12.a.q', 'source_level': 192, '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': '72.j', 'twisting_char_orbit': 10, 'weight': 12}
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id: 159659
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '192.12.a.q', 'source_level': 192, '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': '24.f', 'twisting_char_orbit': 6, 'weight': 12}
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id: 159660
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '192.12.a.q', 'source_level': 192, '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': '56.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 159661
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '192.12.a.q', 'source_level': 192, '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': '4.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 159662
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '192.12.a.q', 'source_level': 192, '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': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 159663
{'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '192.12.a.q', 'source_level': 192, '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': '120.i', 'twisting_char_orbit': 9, 'weight': 12}
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id: 159664
{'conductor': 120, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '192.12.a.q', 'source_level': 192, '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': '120.w', 'twisting_char_orbit': 23, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 415375
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 2}
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id: 415376
{'charpoly_factorization': [[[-243, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 3}
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id: 415377
{'charpoly_factorization': [[[-5370, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 5}
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id: 415378
{'charpoly_factorization': [[[27760, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 7}
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id: 415379
{'charpoly_factorization': [[[637836, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 11}
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id: 415380
{'charpoly_factorization': [[[766214, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 13}
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id: 415381
{'charpoly_factorization': [[[-3084354, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 17}
-
id: 415382
{'charpoly_factorization': [[[-19511404, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 19}
-
id: 415383
{'charpoly_factorization': [[[-15312360, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 23}
-
id: 415384
{'charpoly_factorization': [[[10751262, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 29}
-
id: 415385
{'charpoly_factorization': [[[50937400, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 31}
-
id: 415386
{'charpoly_factorization': [[[664740830, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 37}
-
id: 415387
{'charpoly_factorization': [[[-898833450, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 41}
-
id: 415388
{'charpoly_factorization': [[[-957947188, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 43}
-
id: 415389
{'charpoly_factorization': [[[1555741344, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 47}
-
id: 415390
{'charpoly_factorization': [[[3792417030, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 53}
-
id: 415391
{'charpoly_factorization': [[[555306924, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 59}
-
id: 415392
{'charpoly_factorization': [[[4950420998, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 61}
-
id: 415393
{'charpoly_factorization': [[[5292399284, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 67}
-
id: 415394
{'charpoly_factorization': [[[14831086248, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 71}
-
id: 415395
{'charpoly_factorization': [[[-13971005210, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 73}
-
id: 415396
{'charpoly_factorization': [[[-3720542360, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 79}
-
id: 415397
{'charpoly_factorization': [[[8768454036, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 83}
-
id: 415398
{'charpoly_factorization': [[[25472769174, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 89}
-
id: 415399
{'charpoly_factorization': [[[39092494846, 1], 1]], 'hecke_orbit_code': 72057594239254720, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 17, 'label': '192.12.a.q', 'level': 192, 'portrait': 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'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 240381000
{'hecke_orbit_code': 72057594239254720, 'n': 1, 'trace_an': 1}
-
id: 240381001
{'hecke_orbit_code': 72057594239254720, 'n': 2, 'trace_an': 0}
-
id: 240381002
{'hecke_orbit_code': 72057594239254720, 'n': 3, 'trace_an': 243}
-
id: 240381003
{'hecke_orbit_code': 72057594239254720, 'n': 4, 'trace_an': 0}
-
id: 240381004
{'hecke_orbit_code': 72057594239254720, 'n': 5, 'trace_an': 5370}
-
id: 240381005
{'hecke_orbit_code': 72057594239254720, 'n': 6, 'trace_an': 0}
-
id: 240381006
{'hecke_orbit_code': 72057594239254720, 'n': 7, 'trace_an': -27760}
-
id: 240381007
{'hecke_orbit_code': 72057594239254720, 'n': 8, 'trace_an': 0}
-
id: 240381008
{'hecke_orbit_code': 72057594239254720, 'n': 9, 'trace_an': 59049}
-
id: 240381009
{'hecke_orbit_code': 72057594239254720, 'n': 10, 'trace_an': 0}
-
id: 240381010
{'hecke_orbit_code': 72057594239254720, 'n': 11, 'trace_an': -637836}
-
id: 240381011
{'hecke_orbit_code': 72057594239254720, 'n': 12, 'trace_an': 0}
-
id: 240381012
{'hecke_orbit_code': 72057594239254720, 'n': 13, 'trace_an': -766214}
-
id: 240381013
{'hecke_orbit_code': 72057594239254720, 'n': 14, 'trace_an': 0}
-
id: 240381014
{'hecke_orbit_code': 72057594239254720, 'n': 15, 'trace_an': 1304910}
-
id: 240381015
{'hecke_orbit_code': 72057594239254720, 'n': 16, 'trace_an': 0}
-
id: 240381016
{'hecke_orbit_code': 72057594239254720, 'n': 17, 'trace_an': 3084354}
-
id: 240381017
{'hecke_orbit_code': 72057594239254720, 'n': 18, 'trace_an': 0}
-
id: 240381018
{'hecke_orbit_code': 72057594239254720, 'n': 19, 'trace_an': 19511404}
-
id: 240381019
{'hecke_orbit_code': 72057594239254720, 'n': 20, 'trace_an': 0}
-
id: 240381020
{'hecke_orbit_code': 72057594239254720, 'n': 21, 'trace_an': -6745680}
-
id: 240381021
{'hecke_orbit_code': 72057594239254720, 'n': 22, 'trace_an': 0}
-
id: 240381022
{'hecke_orbit_code': 72057594239254720, 'n': 23, 'trace_an': 15312360}
-
id: 240381023
{'hecke_orbit_code': 72057594239254720, 'n': 24, 'trace_an': 0}
-
id: 240381024
{'hecke_orbit_code': 72057594239254720, 'n': 25, 'trace_an': -19991225}
-
id: 240381025
{'hecke_orbit_code': 72057594239254720, 'n': 26, 'trace_an': 0}
-
id: 240381026
{'hecke_orbit_code': 72057594239254720, 'n': 27, 'trace_an': 14348907}
-
id: 240381027
{'hecke_orbit_code': 72057594239254720, 'n': 28, 'trace_an': 0}
-
id: 240381028
{'hecke_orbit_code': 72057594239254720, 'n': 29, 'trace_an': -10751262}
-
id: 240381029
{'hecke_orbit_code': 72057594239254720, 'n': 30, 'trace_an': 0}
-
id: 240381030
{'hecke_orbit_code': 72057594239254720, 'n': 31, 'trace_an': -50937400}
-
id: 240381031
{'hecke_orbit_code': 72057594239254720, 'n': 32, 'trace_an': 0}
-
id: 240381032
{'hecke_orbit_code': 72057594239254720, 'n': 33, 'trace_an': -154994148}
-
id: 240381033
{'hecke_orbit_code': 72057594239254720, 'n': 34, 'trace_an': 0}
-
id: 240381034
{'hecke_orbit_code': 72057594239254720, 'n': 35, 'trace_an': -149071200}
-
id: 240381035
{'hecke_orbit_code': 72057594239254720, 'n': 36, 'trace_an': 0}
-
id: 240381036
{'hecke_orbit_code': 72057594239254720, 'n': 37, 'trace_an': -664740830}
-
id: 240381037
{'hecke_orbit_code': 72057594239254720, 'n': 38, 'trace_an': 0}
-
id: 240381038
{'hecke_orbit_code': 72057594239254720, 'n': 39, 'trace_an': -186190002}
-
id: 240381039
{'hecke_orbit_code': 72057594239254720, 'n': 40, 'trace_an': 0}
-
id: 240381040
{'hecke_orbit_code': 72057594239254720, 'n': 41, 'trace_an': 898833450}
-
id: 240381041
{'hecke_orbit_code': 72057594239254720, 'n': 42, 'trace_an': 0}
-
id: 240381042
{'hecke_orbit_code': 72057594239254720, 'n': 43, 'trace_an': 957947188}
-
id: 240381043
{'hecke_orbit_code': 72057594239254720, 'n': 44, 'trace_an': 0}
-
id: 240381044
{'hecke_orbit_code': 72057594239254720, 'n': 45, 'trace_an': 317093130}
-
id: 240381045
{'hecke_orbit_code': 72057594239254720, 'n': 46, 'trace_an': 0}
-
id: 240381046
{'hecke_orbit_code': 72057594239254720, 'n': 47, 'trace_an': -1555741344}
-
id: 240381047
{'hecke_orbit_code': 72057594239254720, 'n': 48, 'trace_an': 0}
-
id: 240381048
{'hecke_orbit_code': 72057594239254720, 'n': 49, 'trace_an': -1206709143}
-
id: 240381049
{'hecke_orbit_code': 72057594239254720, 'n': 50, 'trace_an': 0}
-
id: 240381050
{'hecke_orbit_code': 72057594239254720, 'n': 51, 'trace_an': 749498022}
-
id: 240381051
{'hecke_orbit_code': 72057594239254720, 'n': 52, 'trace_an': 0}
-
id: 240381052
{'hecke_orbit_code': 72057594239254720, 'n': 53, 'trace_an': -3792417030}
-
id: 240381053
{'hecke_orbit_code': 72057594239254720, 'n': 54, 'trace_an': 0}
-
id: 240381054
{'hecke_orbit_code': 72057594239254720, 'n': 55, 'trace_an': -3425179320}
-
id: 240381055
{'hecke_orbit_code': 72057594239254720, 'n': 56, 'trace_an': 0}
-
id: 240381056
{'hecke_orbit_code': 72057594239254720, 'n': 57, 'trace_an': 4741271172}
-
id: 240381057
{'hecke_orbit_code': 72057594239254720, 'n': 58, 'trace_an': 0}
-
id: 240381058
{'hecke_orbit_code': 72057594239254720, 'n': 59, 'trace_an': -555306924}
-
id: 240381059
{'hecke_orbit_code': 72057594239254720, 'n': 60, 'trace_an': 0}
-
id: 240381060
{'hecke_orbit_code': 72057594239254720, 'n': 61, 'trace_an': -4950420998}
-
id: 240381061
{'hecke_orbit_code': 72057594239254720, 'n': 62, 'trace_an': 0}
-
id: 240381062
{'hecke_orbit_code': 72057594239254720, 'n': 63, 'trace_an': -1639200240}
-
id: 240381063
{'hecke_orbit_code': 72057594239254720, 'n': 64, 'trace_an': 0}
-
id: 240381064
{'hecke_orbit_code': 72057594239254720, 'n': 65, 'trace_an': -4114569180}
-
id: 240381065
{'hecke_orbit_code': 72057594239254720, 'n': 66, 'trace_an': 0}
-
id: 240381066
{'hecke_orbit_code': 72057594239254720, 'n': 67, 'trace_an': -5292399284}
-
id: 240381067
{'hecke_orbit_code': 72057594239254720, 'n': 68, 'trace_an': 0}
-
id: 240381068
{'hecke_orbit_code': 72057594239254720, 'n': 69, 'trace_an': 3720903480}
-
id: 240381069
{'hecke_orbit_code': 72057594239254720, 'n': 70, 'trace_an': 0}
-
id: 240381070
{'hecke_orbit_code': 72057594239254720, 'n': 71, 'trace_an': -14831086248}
-
id: 240381071
{'hecke_orbit_code': 72057594239254720, 'n': 72, 'trace_an': 0}
-
id: 240381072
{'hecke_orbit_code': 72057594239254720, 'n': 73, 'trace_an': 13971005210}
-
id: 240381073
{'hecke_orbit_code': 72057594239254720, 'n': 74, 'trace_an': 0}
-
id: 240381074
{'hecke_orbit_code': 72057594239254720, 'n': 75, 'trace_an': -4857867675}
-
id: 240381075
{'hecke_orbit_code': 72057594239254720, 'n': 76, 'trace_an': 0}
-
id: 240381076
{'hecke_orbit_code': 72057594239254720, 'n': 77, 'trace_an': 17706327360}
-
id: 240381077
{'hecke_orbit_code': 72057594239254720, 'n': 78, 'trace_an': 0}
-
id: 240381078
{'hecke_orbit_code': 72057594239254720, 'n': 79, 'trace_an': 3720542360}
-
id: 240381079
{'hecke_orbit_code': 72057594239254720, 'n': 80, 'trace_an': 0}
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id: 240381984
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id: 240381985
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id: 240381986
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id: 240381987
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id: 240381988
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id: 240381989
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id: 240381990
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id: 240381991
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id: 240381992
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id: 240381993
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id: 240381994
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id: 240381995
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id: 240381996
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id: 240381997
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id: 240381998
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id: 240381999
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