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{'Nk2': 5700, 'analytic_conductor': 11.378682288032454, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 1], [19, -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': [1425, 1, [476, 1027, 1351], [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': [[2, [-1, 1]], [7, [-2, 1]], [11, [6, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597797778833, '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': '1425.2.a.g', 'level': 1425, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 19], 'level_radical': 285, 'minimal_twist': '285.2.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-q^{3}-q^{4}-q^{6}+2q^{7}-3q^{8}+\\cdots', 'related_objects': ['EllipticCurve/Q/1425/g'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1425.2.a', 'trace_display': [1, -1, 0, 2], 'trace_hash': 1158378798763773089, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.948', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.901', 'prec': 17}, {'__RealLiteral__': 0, 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'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 7, 'hecke_orbit_code': 27021597797778833, 'label': '1425.2.a.g.1.1', 'level': 1425, 'weight': 2}
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{'AL_dims': [[[[3, -1], [5, -1], [19, -1]], 11, 3], [[[3, 1], [5, -1], [19, 1]], 7, 3], [[[3, 1], [5, -1], [19, -1]], 9, 2], [[[3, 1], [5, 1], [19, 1]], 6, 4], [[[3, -1], [5, 1], [19, -1]], 4, 2], [[[3, -1], [5, -1], [19, 1]], 5, 2], [[[3, 1], [5, 1], [19, -1]], 7, 4], [[[3, -1], [5, 1], [19, 1]], 9, 6]], 'ALdims': [6, 7, 7, 9, 9, 4, 5, 11], 'Nk2': 5700, 'analytic_conductor': 11.378682288032454, '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': [1425, 1, [476, 1027, 1351], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 189, 'dim': 58, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7, 11], 'hecke_orbit_code': 33555857, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 7, 7], 'label': '1425.2.a', 'level': 1425, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 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mf_twists_cc • Show schema
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id: 45528334
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597797778833, 'source_is_minimal': False, 'source_label': '1425.2.a.g.1.1', 'source_level': 1425, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597797778833, 'target_is_minimal': False, 'target_label': '1425.2.a.g.1.1', 'target_level': 1425, 'twist_class_label': '285.2.a.a.1.1', 'twist_class_level': 285, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 45528335
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597797778833, 'source_is_minimal': False, 'source_label': '1425.2.a.g.1.1', 'source_level': 1425, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197425152179, 'target_is_minimal': False, 'target_label': '4275.2.a.h.1.1', 'target_level': 4275, 'twist_class_label': '285.2.a.a.1.1', 'twist_class_level': 285, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 45528336
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597797778833, 'source_is_minimal': False, 'source_label': '1425.2.a.g.1.1', 'source_level': 1425, 'target_conrey_index': 799, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007336727250321, 'target_is_minimal': False, 'target_label': '1425.2.c.c.799.2', 'target_level': 1425, 'twist_class_label': '285.2.a.a.1.1', 'twist_class_level': 285, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 45528337
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597797778833, 'source_is_minimal': False, 'source_label': '1425.2.a.g.1.1', 'source_level': 1425, 'target_conrey_index': 799, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336727250321, 'target_is_minimal': False, 'target_label': '1425.2.c.c.799.1', 'target_level': 1425, 'twist_class_label': '285.2.a.a.1.1', 'twist_class_level': 285, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 45528338
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597797778833, 'source_is_minimal': False, 'source_label': '1425.2.a.g.1.1', 'source_level': 1425, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 33554717, 'target_is_minimal': True, 'target_label': '285.2.a.a.1.1', 'target_level': 285, 'twist_class_label': '285.2.a.a.1.1', 'twist_class_level': 285, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 45528339
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597797778833, 'source_is_minimal': False, 'source_label': '1425.2.a.g.1.1', 'source_level': 1425, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199288296279, 'target_is_minimal': False, 'target_label': '855.2.a.c.1.1', 'target_level': 855, 'twist_class_label': '285.2.a.a.1.1', 'twist_class_level': 285, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 2}
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id: 45528340
{'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597797778833, 'source_is_minimal': False, 'source_label': '1425.2.a.g.1.1', 'source_level': 1425, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197425152464, 'target_is_minimal': False, 'target_label': '4560.2.a.h.1.1', 'target_level': 4560, 'twist_class_label': '285.2.a.a.1.1', 'twist_class_level': 285, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 2}
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id: 45528341
{'conductor': 95, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597797778833, 'source_is_minimal': False, 'source_label': '1425.2.a.g.1.1', 'source_level': 1425, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197425153319, 'target_is_minimal': False, 'target_label': '5415.2.a.h.1.1', 'target_level': 5415, 'twist_class_label': '285.2.a.a.1.1', 'twist_class_level': 285, 'twisting_char_label': '95.94', 'twisting_conrey_index': 94, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 1938475
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 2}
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id: 1938476
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 3}
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id: 1938477
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 5}
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id: 1938478
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 7}
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id: 1938479
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 11}
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id: 1938480
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 13}
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id: 1938481
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 17}
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id: 1938482
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 19}
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id: 1938483
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 23}
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id: 1938484
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 29}
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id: 1938485
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 31}
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id: 1938486
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 37}
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id: 1938487
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 41}
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id: 1938488
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 43}
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id: 1938489
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 47}
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id: 1938490
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 53}
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id: 1938491
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 59}
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id: 1938492
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 61}
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id: 1938493
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 67}
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id: 1938494
{'charpoly_factorization': [[[-16, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 71}
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id: 1938495
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 73}
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id: 1938496
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 79}
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id: 1938497
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 83}
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id: 1938498
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 89}
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id: 1938499
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 27021597797778833, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '1425.2.a.g', 'level': 1425, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 175094000
{'hecke_orbit_code': 27021597797778833, 'n': 1, 'trace_an': 1}
-
id: 175094001
{'hecke_orbit_code': 27021597797778833, 'n': 2, 'trace_an': 1}
-
id: 175094002
{'hecke_orbit_code': 27021597797778833, 'n': 3, 'trace_an': -1}
-
id: 175094003
{'hecke_orbit_code': 27021597797778833, 'n': 4, 'trace_an': -1}
-
id: 175094004
{'hecke_orbit_code': 27021597797778833, 'n': 5, 'trace_an': 0}
-
id: 175094005
{'hecke_orbit_code': 27021597797778833, 'n': 6, 'trace_an': -1}
-
id: 175094006
{'hecke_orbit_code': 27021597797778833, 'n': 7, 'trace_an': 2}
-
id: 175094007
{'hecke_orbit_code': 27021597797778833, 'n': 8, 'trace_an': -3}
-
id: 175094008
{'hecke_orbit_code': 27021597797778833, 'n': 9, 'trace_an': 1}
-
id: 175094009
{'hecke_orbit_code': 27021597797778833, 'n': 10, 'trace_an': 0}
-
id: 175094010
{'hecke_orbit_code': 27021597797778833, 'n': 11, 'trace_an': -6}
-
id: 175094011
{'hecke_orbit_code': 27021597797778833, 'n': 12, 'trace_an': 1}
-
id: 175094012
{'hecke_orbit_code': 27021597797778833, 'n': 13, 'trace_an': 0}
-
id: 175094013
{'hecke_orbit_code': 27021597797778833, 'n': 14, 'trace_an': 2}
-
id: 175094014
{'hecke_orbit_code': 27021597797778833, 'n': 15, 'trace_an': 0}
-
id: 175094015
{'hecke_orbit_code': 27021597797778833, 'n': 16, 'trace_an': -1}
-
id: 175094016
{'hecke_orbit_code': 27021597797778833, 'n': 17, 'trace_an': 6}
-
id: 175094017
{'hecke_orbit_code': 27021597797778833, 'n': 18, 'trace_an': 1}
-
id: 175094018
{'hecke_orbit_code': 27021597797778833, 'n': 19, 'trace_an': 1}
-
id: 175094019
{'hecke_orbit_code': 27021597797778833, 'n': 20, 'trace_an': 0}
-
id: 175094020
{'hecke_orbit_code': 27021597797778833, 'n': 21, 'trace_an': -2}
-
id: 175094021
{'hecke_orbit_code': 27021597797778833, 'n': 22, 'trace_an': -6}
-
id: 175094022
{'hecke_orbit_code': 27021597797778833, 'n': 23, 'trace_an': 8}
-
id: 175094023
{'hecke_orbit_code': 27021597797778833, 'n': 24, 'trace_an': 3}
-
id: 175094024
{'hecke_orbit_code': 27021597797778833, 'n': 25, 'trace_an': 0}
-
id: 175094025
{'hecke_orbit_code': 27021597797778833, 'n': 26, 'trace_an': 0}
-
id: 175094026
{'hecke_orbit_code': 27021597797778833, 'n': 27, 'trace_an': -1}
-
id: 175094027
{'hecke_orbit_code': 27021597797778833, 'n': 28, 'trace_an': -2}
-
id: 175094028
{'hecke_orbit_code': 27021597797778833, 'n': 29, 'trace_an': 4}
-
id: 175094029
{'hecke_orbit_code': 27021597797778833, 'n': 30, 'trace_an': 0}
-
id: 175094030
{'hecke_orbit_code': 27021597797778833, 'n': 31, 'trace_an': 0}
-
id: 175094031
{'hecke_orbit_code': 27021597797778833, 'n': 32, 'trace_an': 5}
-
id: 175094032
{'hecke_orbit_code': 27021597797778833, 'n': 33, 'trace_an': 6}
-
id: 175094033
{'hecke_orbit_code': 27021597797778833, 'n': 34, 'trace_an': 6}
-
id: 175094034
{'hecke_orbit_code': 27021597797778833, 'n': 35, 'trace_an': 0}
-
id: 175094035
{'hecke_orbit_code': 27021597797778833, 'n': 36, 'trace_an': -1}
-
id: 175094036
{'hecke_orbit_code': 27021597797778833, 'n': 37, 'trace_an': -4}
-
id: 175094037
{'hecke_orbit_code': 27021597797778833, 'n': 38, 'trace_an': 1}
-
id: 175094038
{'hecke_orbit_code': 27021597797778833, 'n': 39, 'trace_an': 0}
-
id: 175094039
{'hecke_orbit_code': 27021597797778833, 'n': 40, 'trace_an': 0}
-
id: 175094040
{'hecke_orbit_code': 27021597797778833, 'n': 41, 'trace_an': 0}
-
id: 175094041
{'hecke_orbit_code': 27021597797778833, 'n': 42, 'trace_an': -2}
-
id: 175094042
{'hecke_orbit_code': 27021597797778833, 'n': 43, 'trace_an': 2}
-
id: 175094043
{'hecke_orbit_code': 27021597797778833, 'n': 44, 'trace_an': 6}
-
id: 175094044
{'hecke_orbit_code': 27021597797778833, 'n': 45, 'trace_an': 0}
-
id: 175094045
{'hecke_orbit_code': 27021597797778833, 'n': 46, 'trace_an': 8}
-
id: 175094046
{'hecke_orbit_code': 27021597797778833, 'n': 47, 'trace_an': 8}
-
id: 175094047
{'hecke_orbit_code': 27021597797778833, 'n': 48, 'trace_an': 1}
-
id: 175094048
{'hecke_orbit_code': 27021597797778833, 'n': 49, 'trace_an': -3}
-
id: 175094049
{'hecke_orbit_code': 27021597797778833, 'n': 50, 'trace_an': 0}
-
id: 175094050
{'hecke_orbit_code': 27021597797778833, 'n': 51, 'trace_an': -6}
-
id: 175094051
{'hecke_orbit_code': 27021597797778833, 'n': 52, 'trace_an': 0}
-
id: 175094052
{'hecke_orbit_code': 27021597797778833, 'n': 53, 'trace_an': -2}
-
id: 175094053
{'hecke_orbit_code': 27021597797778833, 'n': 54, 'trace_an': -1}
-
id: 175094054
{'hecke_orbit_code': 27021597797778833, 'n': 55, 'trace_an': 0}
-
id: 175094055
{'hecke_orbit_code': 27021597797778833, 'n': 56, 'trace_an': -6}
-
id: 175094056
{'hecke_orbit_code': 27021597797778833, 'n': 57, 'trace_an': -1}
-
id: 175094057
{'hecke_orbit_code': 27021597797778833, 'n': 58, 'trace_an': 4}
-
id: 175094058
{'hecke_orbit_code': 27021597797778833, 'n': 59, 'trace_an': 12}
-
id: 175094059
{'hecke_orbit_code': 27021597797778833, 'n': 60, 'trace_an': 0}
-
id: 175094060
{'hecke_orbit_code': 27021597797778833, 'n': 61, 'trace_an': 2}
-
id: 175094061
{'hecke_orbit_code': 27021597797778833, 'n': 62, 'trace_an': 0}
-
id: 175094062
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