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{'Nk2': 4968, 'analytic_conductor': 22.13296713419133, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [23, 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': [138, 1, [47, 97], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 25320200, 'field_disc_factorization': [[2, 3], [5, 2], [126601, 1]], 'field_poly': [-16813, -1383, -1, 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, [-143924, -6002, 18, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597864886410, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 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': True, 'label': '138.6.a.g', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'minimal_twist': '138.6.a.g', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}-9q^{3}+2^{4}q^{4}+(-6-\\beta _{2})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '138.6.a', 'trace_display': [-12, -27, -18, -50], 'trace_hash': 2020130373818347726, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.983', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '24.206', 'prec': 20}, 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mf_hecke_nf • Show schema
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[-176886955, 15386701, 3793675]], 'char_orbit_index': 1, 'field_poly': [-16813, -1383, -1, 1], 'hecke_orbit_code': 27021597864886410, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 5], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [916, 19, 5]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-916, -19, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '138.6.a.g', 'level': 138, 'maxp': 2999, 'weight': 6}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [23, 1]], 1, 1], [[[2, -1], [3, -1], [23, -1]], 4, 1], [[[2, 1], [3, -1], [23, 1]], 3, 1], [[[2, 1], [3, 1], [23, 1]], 3, 1], [[[2, 1], [3, -1], [23, -1]], 2, 1], [[[2, -1], [3, 1], [23, -1]], 1, 1], [[[2, -1], [3, 1], [23, 1]], 2, 1], [[[2, 1], [3, 1], [23, -1]], 2, 2]], 'ALdims': [3, 2, 3, 2, 2, 1, 1, 4], 'Nk2': 4968, 'analytic_conductor': 22.13296713419133, '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': [138, 1, [47, 97], [1, 1]], 'conrey_index': 1, 'cusp_dim': 116, 'dim': 18, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 100663434, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 3, 3, 4], 'label': '138.6.a', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'mf_dim': 124, 'mf_new_dim': 18, 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mf_twists_nf • Show schema
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id: 117219
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '138.6.a.g', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '138.6.a.g', 'target_level': 138, 'twist_class_label': '138.6.a.g', 'twist_class_level': 138, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 117220
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '138.6.a.g', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '414.6.a.n', 'target_level': 414, 'twist_class_label': '138.6.a.g', 'twist_class_level': 138, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 117221
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '138.6.a.g', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '1104.6.a.k', 'target_level': 1104, 'twist_class_label': '138.6.a.g', 'twist_class_level': 138, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 375475
{'charpoly_factorization': [[[4, 1], 3]], 'hecke_orbit_code': 27021597864886410, 'p': 2}
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id: 375476
{'charpoly_factorization': [[[9, 1], 3]], 'hecke_orbit_code': 27021597864886410, 'p': 3}
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id: 375477
{'charpoly_factorization': [[[-143924, -6002, 18, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 5}
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id: 375478
{'charpoly_factorization': [[[1153340, -25430, 50, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 7}
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id: 375479
{'charpoly_factorization': [[[41102592, -314048, -6, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 11}
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id: 375480
{'charpoly_factorization': [[[-17724640, -358880, -790, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 13}
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id: 375481
{'charpoly_factorization': [[[1251288504, -1271282, -1148, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 17}
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id: 375482
{'charpoly_factorization': [[[566361936, 748978, -2692, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 19}
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id: 375483
{'charpoly_factorization': [[[529, 1], 3]], 'hecke_orbit_code': 27021597864886410, 'p': 23}
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id: 375484
{'charpoly_factorization': [[[-33999878760, -1172780, 5910, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 29}
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id: 375485
{'charpoly_factorization': [[[-140877524608, -35339528, 4224, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 31}
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id: 375486
{'charpoly_factorization': [[[-383183552304, -38164532, 10368, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 37}
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id: 375487
{'charpoly_factorization': [[[1113643632728, 412803932, 37786, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 41}
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id: 375488
{'charpoly_factorization': [[[-163187296392, 150045122, 28616, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 43}
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id: 375489
{'charpoly_factorization': [[[-1511593331104, 393703868, 43348, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 47}
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id: 375490
{'charpoly_factorization': [[[-2969882763452, 108526942, 41566, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 53}
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id: 375491
{'charpoly_factorization': [[[-25961931296880, -341241620, 46560, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 59}
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id: 375492
{'charpoly_factorization': [[[-15216738764992, -2118016388, -7924, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 61}
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id: 375493
{'charpoly_factorization': [[[-19674353996712, -1618536798, 17016, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 67}
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id: 375494
{'charpoly_factorization': [[[-39250356203520, -1875415040, 38280, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 71}
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id: 375495
{'charpoly_factorization': [[[-24824926300760, -2601376820, 11710, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 73}
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id: 375496
{'charpoly_factorization': [[[44957071020660, -1098314630, -72930, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 79}
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id: 375497
{'charpoly_factorization': [[[-200825772591136, -4101046272, 50102, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 83}
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id: 375498
{'charpoly_factorization': [[[460268929768536, -8341579442, -46212, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 89}
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id: 375499
{'charpoly_factorization': [[[-1474780728246936, -14630121772, 101642, 1], 1]], 'hecke_orbit_code': 27021597864886410, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '138.6.a.g', 'level': 138, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 181328000
{'hecke_orbit_code': 27021597864886410, 'n': 1, 'trace_an': 3}
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id: 181328001
{'hecke_orbit_code': 27021597864886410, 'n': 2, 'trace_an': -12}
-
id: 181328002
{'hecke_orbit_code': 27021597864886410, 'n': 3, 'trace_an': -27}
-
id: 181328003
{'hecke_orbit_code': 27021597864886410, 'n': 4, 'trace_an': 48}
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id: 181328004
{'hecke_orbit_code': 27021597864886410, 'n': 5, 'trace_an': -18}
-
id: 181328005
{'hecke_orbit_code': 27021597864886410, 'n': 6, 'trace_an': 108}
-
id: 181328006
{'hecke_orbit_code': 27021597864886410, 'n': 7, 'trace_an': -50}
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id: 181328007
{'hecke_orbit_code': 27021597864886410, 'n': 8, 'trace_an': -192}
-
id: 181328008
{'hecke_orbit_code': 27021597864886410, 'n': 9, 'trace_an': 243}
-
id: 181328009
{'hecke_orbit_code': 27021597864886410, 'n': 10, 'trace_an': 72}
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id: 181328010
{'hecke_orbit_code': 27021597864886410, 'n': 11, 'trace_an': 6}
-
id: 181328011
{'hecke_orbit_code': 27021597864886410, 'n': 12, 'trace_an': -432}
-
id: 181328012
{'hecke_orbit_code': 27021597864886410, 'n': 13, 'trace_an': 790}
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id: 181328013
{'hecke_orbit_code': 27021597864886410, 'n': 14, 'trace_an': 200}
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id: 181328014
{'hecke_orbit_code': 27021597864886410, 'n': 15, 'trace_an': 162}
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id: 181328015
{'hecke_orbit_code': 27021597864886410, 'n': 16, 'trace_an': 768}
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id: 181328016
{'hecke_orbit_code': 27021597864886410, 'n': 17, 'trace_an': 1148}
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id: 181328017
{'hecke_orbit_code': 27021597864886410, 'n': 18, 'trace_an': -972}
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id: 181328018
{'hecke_orbit_code': 27021597864886410, 'n': 19, 'trace_an': 2692}
-
id: 181328019
{'hecke_orbit_code': 27021597864886410, 'n': 20, 'trace_an': -288}
-
id: 181328020
{'hecke_orbit_code': 27021597864886410, 'n': 21, 'trace_an': 450}
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id: 181328021
{'hecke_orbit_code': 27021597864886410, 'n': 22, 'trace_an': -24}
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id: 181328022
{'hecke_orbit_code': 27021597864886410, 'n': 23, 'trace_an': -1587}
-
id: 181328023
{'hecke_orbit_code': 27021597864886410, 'n': 24, 'trace_an': 1728}
-
id: 181328024
{'hecke_orbit_code': 27021597864886410, 'n': 25, 'trace_an': 2953}
-
id: 181328025
{'hecke_orbit_code': 27021597864886410, 'n': 26, 'trace_an': -3160}
-
id: 181328026
{'hecke_orbit_code': 27021597864886410, 'n': 27, 'trace_an': -2187}
-
id: 181328027
{'hecke_orbit_code': 27021597864886410, 'n': 28, 'trace_an': -800}
-
id: 181328028
{'hecke_orbit_code': 27021597864886410, 'n': 29, 'trace_an': -5910}
-
id: 181328029
{'hecke_orbit_code': 27021597864886410, 'n': 30, 'trace_an': -648}
-
id: 181328030
{'hecke_orbit_code': 27021597864886410, 'n': 31, 'trace_an': -4224}
-
id: 181328031
{'hecke_orbit_code': 27021597864886410, 'n': 32, 'trace_an': -3072}
-
id: 181328032
{'hecke_orbit_code': 27021597864886410, 'n': 33, 'trace_an': -54}
-
id: 181328033
{'hecke_orbit_code': 27021597864886410, 'n': 34, 'trace_an': -4592}
-
id: 181328034
{'hecke_orbit_code': 27021597864886410, 'n': 35, 'trace_an': -24360}
-
id: 181328035
{'hecke_orbit_code': 27021597864886410, 'n': 36, 'trace_an': 3888}
-
id: 181328036
{'hecke_orbit_code': 27021597864886410, 'n': 37, 'trace_an': -10368}
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