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{'Nk2': 12288, 'analytic_conductor': 59.97792489295138, 'analytic_rank': 0, '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': 2, 'field_disc': 24, 'field_disc_factorization': [[2, 3], [3, 1]], 'field_poly': [-6, 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, [-124220, -28, 1]], [7, [-458352, -936, 1]]], 'hecke_orbit': 22, 'hecke_orbit_code': 94575592308998336, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 48, 'hecke_ring_index_factorization': [[2, 4], [3, 1]], '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': '192.8.a.v', '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': '96.8.a.c', 'nf_label': '2.2.24.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{3}q^{3}+(14+3\\beta )q^{5}+(468-7\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '192.8.a', 'trace_display': [0, 54, 28, 936], 'trace_hash': 1255334593652107598, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.930', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.196', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.858', 'prec': 17}, 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mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1]], 8, 6], [[[2, 1], [3, -1]], 6, 5], [[[2, -1], [3, 1]], 7, 5], [[[2, 1], [3, 1]], 7, 6]], 'ALdims': [7, 6, 7, 8], 'Nk2': 12288, 'analytic_conductor': 59.97792489295138, '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': 212, 'dim': 28, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 134217920, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2], 'label': '192.8.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': 236, 'mf_new_dim': 28, 'num_forms': 22, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 256, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 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0, -9245333018944, 0, 0, 0, -2567764122056, 0, 0, 0, -5655234470472, 0, 0, 0, 1989451895984, 0, 0, 0, -17147658406624, 0, 0, 0, 2909273248944, 0, 0, 0, 5801201543656, 0, 0, 0, 1614697071888, 0, 0, 0, -778654598616, 0, 0, 0], 'weight': 8, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 158665
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '192.8.a.v', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '96.8.a.c', 'target_level': 96, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 158666
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '192.8.a.v', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '96.8.a.f', 'target_level': 96, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
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id: 158667
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '192.8.a.v', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '192.8.a.s', 'target_level': 192, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 158668
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '192.8.a.v', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '192.8.a.v', 'target_level': 192, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 158669
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '192.8.a.v', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '288.8.a.l', 'target_level': 288, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
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id: 158670
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '192.8.a.v', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '288.8.a.m', 'target_level': 288, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
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id: 158671
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '192.8.a.v', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 33, 'target_is_minimal': False, 'target_label': '576.8.a.bg', 'target_level': 576, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 158672
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '192.8.a.v', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 34, 'target_is_minimal': False, 'target_label': '576.8.a.bh', 'target_level': 576, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 481975
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 94575592308998336, 'p': 2}
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id: 481976
{'charpoly_factorization': [[[-27, 1], 2]], 'hecke_orbit_code': 94575592308998336, 'p': 3}
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id: 481977
{'charpoly_factorization': [[[-124220, -28, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 5}
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id: 481978
{'charpoly_factorization': [[[-458352, -936, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 7}
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id: 481979
{'charpoly_factorization': [[[-26388720, -3384, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 11}
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id: 481980
{'charpoly_factorization': [[[48511908, -17076, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 13}
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id: 481981
{'charpoly_factorization': [[[-56701340, 18668, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 17}
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id: 481982
{'charpoly_factorization': [[[449875728, 44856, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 19}
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id: 481983
{'charpoly_factorization': [[[-4944492288, -43488, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 23}
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id: 481984
{'charpoly_factorization': [[[-33936477500, -19484, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 29}
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id: 481985
{'charpoly_factorization': [[[5225639184, -332856, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 31}
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id: 481986
{'charpoly_factorization': [[[-106202801372, -9076, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 37}
-
id: 481987
{'charpoly_factorization': [[[52932733444, -491780, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 41}
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id: 481988
{'charpoly_factorization': [[[-295697508336, 510984, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 43}
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id: 481989
{'charpoly_factorization': [[[773128148544, -1781424, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 47}
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id: 481990
{'charpoly_factorization': [[[332866355812, -1395692, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 53}
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id: 481991
{'charpoly_factorization': [[[582273824400, 1534104, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 59}
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id: 481992
{'charpoly_factorization': [[[488646834436, 1592188, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 61}
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id: 481993
{'charpoly_factorization': [[[-13163254274160, -1169496, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 67}
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id: 481994
{'charpoly_factorization': [[[5687472098304, -5716800, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 71}
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id: 481995
{'charpoly_factorization': [[[-7005028723740, -1180884, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 73}
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id: 481996
{'charpoly_factorization': [[[9893471218704, -6538104, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 79}
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id: 481997
{'charpoly_factorization': [[[67745558211984, -16805160, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 83}
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id: 481998
{'charpoly_factorization': [[[2598748017700, 6118924, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 89}
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id: 481999
{'charpoly_factorization': [[[126318807666756, -23720868, 1], 1]], 'hecke_orbit_code': 94575592308998336, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 22, 'label': '192.8.a.v', 'level': 192, 'portrait': 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'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 253038000
{'hecke_orbit_code': 94575592308998336, 'n': 1, 'trace_an': 2}
-
id: 253038001
{'hecke_orbit_code': 94575592308998336, 'n': 2, 'trace_an': 0}
-
id: 253038002
{'hecke_orbit_code': 94575592308998336, 'n': 3, 'trace_an': 54}
-
id: 253038003
{'hecke_orbit_code': 94575592308998336, 'n': 4, 'trace_an': 0}
-
id: 253038004
{'hecke_orbit_code': 94575592308998336, 'n': 5, 'trace_an': 28}
-
id: 253038005
{'hecke_orbit_code': 94575592308998336, 'n': 6, 'trace_an': 0}
-
id: 253038006
{'hecke_orbit_code': 94575592308998336, 'n': 7, 'trace_an': 936}
-
id: 253038007
{'hecke_orbit_code': 94575592308998336, 'n': 8, 'trace_an': 0}
-
id: 253038008
{'hecke_orbit_code': 94575592308998336, 'n': 9, 'trace_an': 1458}
-
id: 253038009
{'hecke_orbit_code': 94575592308998336, 'n': 10, 'trace_an': 0}
-
id: 253038010
{'hecke_orbit_code': 94575592308998336, 'n': 11, 'trace_an': 3384}
-
id: 253038011
{'hecke_orbit_code': 94575592308998336, 'n': 12, 'trace_an': 0}
-
id: 253038012
{'hecke_orbit_code': 94575592308998336, 'n': 13, 'trace_an': 17076}
-
id: 253038013
{'hecke_orbit_code': 94575592308998336, 'n': 14, 'trace_an': 0}
-
id: 253038014
{'hecke_orbit_code': 94575592308998336, 'n': 15, 'trace_an': 756}
-
id: 253038015
{'hecke_orbit_code': 94575592308998336, 'n': 16, 'trace_an': 0}
-
id: 253038016
{'hecke_orbit_code': 94575592308998336, 'n': 17, 'trace_an': -18668}
-
id: 253038017
{'hecke_orbit_code': 94575592308998336, 'n': 18, 'trace_an': 0}
-
id: 253038018
{'hecke_orbit_code': 94575592308998336, 'n': 19, 'trace_an': -44856}
-
id: 253038019
{'hecke_orbit_code': 94575592308998336, 'n': 20, 'trace_an': 0}
-
id: 253038020
{'hecke_orbit_code': 94575592308998336, 'n': 21, 'trace_an': 25272}
-
id: 253038021
{'hecke_orbit_code': 94575592308998336, 'n': 22, 'trace_an': 0}
-
id: 253038022
{'hecke_orbit_code': 94575592308998336, 'n': 23, 'trace_an': 43488}
-
id: 253038023
{'hecke_orbit_code': 94575592308998336, 'n': 24, 'trace_an': 0}
-
id: 253038024
{'hecke_orbit_code': 94575592308998336, 'n': 25, 'trace_an': 92974}
-
id: 253038025
{'hecke_orbit_code': 94575592308998336, 'n': 26, 'trace_an': 0}
-
id: 253038026
{'hecke_orbit_code': 94575592308998336, 'n': 27, 'trace_an': 39366}
-
id: 253038027
{'hecke_orbit_code': 94575592308998336, 'n': 28, 'trace_an': 0}
-
id: 253038028
{'hecke_orbit_code': 94575592308998336, 'n': 29, 'trace_an': 19484}
-
id: 253038029
{'hecke_orbit_code': 94575592308998336, 'n': 30, 'trace_an': 0}
-
id: 253038030
{'hecke_orbit_code': 94575592308998336, 'n': 31, 'trace_an': 332856}
-
id: 253038031
{'hecke_orbit_code': 94575592308998336, 'n': 32, 'trace_an': 0}
-
id: 253038032
{'hecke_orbit_code': 94575592308998336, 'n': 33, 'trace_an': 91368}
-
id: 253038033
{'hecke_orbit_code': 94575592308998336, 'n': 34, 'trace_an': 0}
-
id: 253038034
{'hecke_orbit_code': 94575592308998336, 'n': 35, 'trace_an': -567504}
-
id: 253038035
{'hecke_orbit_code': 94575592308998336, 'n': 36, 'trace_an': 0}
-
id: 253038036
{'hecke_orbit_code': 94575592308998336, 'n': 37, 'trace_an': 9076}
-
id: 253038037
{'hecke_orbit_code': 94575592308998336, 'n': 38, 'trace_an': 0}
-
id: 253038038
{'hecke_orbit_code': 94575592308998336, 'n': 39, 'trace_an': 461052}
-
id: 253038039
{'hecke_orbit_code': 94575592308998336, 'n': 40, 'trace_an': 0}
-
id: 253038040
{'hecke_orbit_code': 94575592308998336, 'n': 41, 'trace_an': 491780}
-
id: 253038041
{'hecke_orbit_code': 94575592308998336, 'n': 42, 'trace_an': 0}
-
id: 253038042
{'hecke_orbit_code': 94575592308998336, 'n': 43, 'trace_an': -510984}
-
id: 253038043
{'hecke_orbit_code': 94575592308998336, 'n': 44, 'trace_an': 0}
-
id: 253038044
{'hecke_orbit_code': 94575592308998336, 'n': 45, 'trace_an': 20412}
-
id: 253038045
{'hecke_orbit_code': 94575592308998336, 'n': 46, 'trace_an': 0}
-
id: 253038046
{'hecke_orbit_code': 94575592308998336, 'n': 47, 'trace_an': 1781424}
-
id: 253038047
{'hecke_orbit_code': 94575592308998336, 'n': 48, 'trace_an': 0}
-
id: 253038048
{'hecke_orbit_code': 94575592308998336, 'n': 49, 'trace_an': 145714}
-
id: 253038049
{'hecke_orbit_code': 94575592308998336, 'n': 50, 'trace_an': 0}
-
id: 253038050
{'hecke_orbit_code': 94575592308998336, 'n': 51, 'trace_an': -504036}
-
id: 253038051
{'hecke_orbit_code': 94575592308998336, 'n': 52, 'trace_an': 0}
-
id: 253038052
{'hecke_orbit_code': 94575592308998336, 'n': 53, 'trace_an': 1395692}
-
id: 253038053
{'hecke_orbit_code': 94575592308998336, 'n': 54, 'trace_an': 0}
-
id: 253038054
{'hecke_orbit_code': 94575592308998336, 'n': 55, 'trace_an': 3862800}
-
id: 253038055
{'hecke_orbit_code': 94575592308998336, 'n': 56, 'trace_an': 0}
-
id: 253038056
{'hecke_orbit_code': 94575592308998336, 'n': 57, 'trace_an': -1211112}
-
id: 253038057
{'hecke_orbit_code': 94575592308998336, 'n': 58, 'trace_an': 0}
-
id: 253038058
{'hecke_orbit_code': 94575592308998336, 'n': 59, 'trace_an': -1534104}
-
id: 253038059
{'hecke_orbit_code': 94575592308998336, 'n': 60, 'trace_an': 0}
-
id: 253038060
{'hecke_orbit_code': 94575592308998336, 'n': 61, 'trace_an': -1592188}
-
id: 253038061
{'hecke_orbit_code': 94575592308998336, 'n': 62, 'trace_an': 0}
-
id: 253038062
{'hecke_orbit_code': 94575592308998336, 'n': 63, 'trace_an': 682344}
-
id: 253038063
{'hecke_orbit_code': 94575592308998336, 'n': 64, 'trace_an': 0}
-
id: 253038064
{'hecke_orbit_code': 94575592308998336, 'n': 65, 'trace_an': -3244584}
-
id: 253038065
{'hecke_orbit_code': 94575592308998336, 'n': 66, 'trace_an': 0}
-
id: 253038066
{'hecke_orbit_code': 94575592308998336, 'n': 67, 'trace_an': 1169496}
-
id: 253038067
{'hecke_orbit_code': 94575592308998336, 'n': 68, 'trace_an': 0}
-
id: 253038068
{'hecke_orbit_code': 94575592308998336, 'n': 69, 'trace_an': 1174176}
-
id: 253038069
{'hecke_orbit_code': 94575592308998336, 'n': 70, 'trace_an': 0}
-
id: 253038070
{'hecke_orbit_code': 94575592308998336, 'n': 71, 'trace_an': 5716800}
-
id: 253038071
{'hecke_orbit_code': 94575592308998336, 'n': 72, 'trace_an': 0}
-
id: 253038072
{'hecke_orbit_code': 94575592308998336, 'n': 73, 'trace_an': 1180884}
-
id: 253038073
{'hecke_orbit_code': 94575592308998336, 'n': 74, 'trace_an': 0}
-
id: 253038074
{'hecke_orbit_code': 94575592308998336, 'n': 75, 'trace_an': 2510298}
-
id: 253038075
{'hecke_orbit_code': 94575592308998336, 'n': 76, 'trace_an': 0}
-
id: 253038076
{'hecke_orbit_code': 94575592308998336, 'n': 77, 'trace_an': -7318944}
-
id: 253038077
{'hecke_orbit_code': 94575592308998336, 'n': 78, 'trace_an': 0}
-
id: 253038078
{'hecke_orbit_code': 94575592308998336, 'n': 79, 'trace_an': 6538104}
-
id: 253038079
{'hecke_orbit_code': 94575592308998336, 'n': 80, 'trace_an': 0}
-
id: 253038080
{'hecke_orbit_code': 94575592308998336, 'n': 81, 'trace_an': 1062882}
-
id: 253038081
{'hecke_orbit_code': 94575592308998336, 'n': 82, 'trace_an': 0}
-
id: 253038082
{'hecke_orbit_code': 94575592308998336, 'n': 83, 'trace_an': 16805160}
-
id: 253038083
{'hecke_orbit_code': 94575592308998336, 'n': 84, 'trace_an': 0}
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