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mf_newforms • Show schema
{'Nk2': 33792, 'analytic_conductor': 164.93929345561628, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [11, -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': [528, 1, [463, 133, 353, 145], [1, 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, [410, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134218256, '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': '528.8.a.a', 'level': 528, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 11], 'level_radical': 66, 'minimal_twist': '33.8.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{3}q^{3}-410q^{5}+1028q^{7}+3^{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '528.8.a', 'trace_display': [0, -27, -410, 1028], 'trace_hash': 708248688230956139, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.997', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'AL_dims': [[[[2, 1], [3, -1], [11, 1]], 9, 2], [[[2, -1], [3, -1], [11, -1]], 8, 4], [[[2, 1], [3, -1], [11, -1]], 10, 2], [[[2, -1], [3, -1], [11, 1]], 9, 4], [[[2, -1], [3, 1], [11, 1]], 8, 3], [[[2, -1], [3, 1], [11, -1]], 9, 5], [[[2, 1], [3, 1], [11, -1]], 8, 2], [[[2, 1], [3, 1], [11, 1]], 9, 2]], 'ALdims': [9, 8, 9, 10, 8, 9, 9, 8], 'Nk2': 33792, 'analytic_conductor': 164.93929345561628, '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': [528, 1, [463, 133, 353, 145], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 660, 'dim': 70, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134218256, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 5, 5, 5, 5, 5], 'label': '528.8.a', 'level': 528, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': 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mf_twists_cc • Show schema
-
id: 434713
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134218256, 'source_is_minimal': False, 'source_label': '528.8.a.a.1.1', 'source_level': 528, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134218256, 'target_is_minimal': False, 'target_label': '528.8.a.a.1.1', 'target_level': 528, 'twist_class_label': '33.8.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8} -
id: 434714
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134218256, 'source_is_minimal': False, 'source_label': '528.8.a.a.1.1', 'source_level': 528, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217761, 'target_is_minimal': True, 'target_label': '33.8.a.a.1.1', 'target_level': 33, 'twist_class_label': '33.8.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8} -
id: 434715
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134218256, 'source_is_minimal': False, 'source_label': '528.8.a.a.1.1', 'source_level': 528, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217827, 'target_is_minimal': False, 'target_label': '99.8.a.a.1.1', 'target_level': 99, 'twist_class_label': '33.8.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 8} -
id: 434716
{'conductor': 44, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134218256, 'source_is_minimal': False, 'source_label': '528.8.a.a.1.1', 'source_level': 528, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134218091, 'target_is_minimal': False, 'target_label': '363.8.a.a.1.1', 'target_level': 363, 'twist_class_label': '33.8.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '44.43', 'twisting_conrey_index': 43, 'weight': 8}
-
id: 434713
-
mf_hecke_charpolys • Show schema
-
id: 1011350
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 2} -
id: 1011351
{'charpoly_factorization': [[[27, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 3} -
id: 1011352
{'charpoly_factorization': [[[410, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 5} -
id: 1011353
{'charpoly_factorization': [[[-1028, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 7} -
id: 1011354
{'charpoly_factorization': [[[-1331, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 11} -
id: 1011355
{'charpoly_factorization': [[[-12958, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 13} -
id: 1011356
{'charpoly_factorization': [[[-17062, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 17} -
id: 1011357
{'charpoly_factorization': [[[-54168, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 19} -
id: 1011358
{'charpoly_factorization': [[[-11488, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 23} -
id: 1011359
{'charpoly_factorization': [[[186654, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 29} -
id: 1011360
{'charpoly_factorization': [[[-188672, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 31} -
id: 1011361
{'charpoly_factorization': [[[-395886, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 37} -
id: 1011362
{'charpoly_factorization': [[[47546, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 41} -
id: 1011363
{'charpoly_factorization': [[[602088, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 43} -
id: 1011364
{'charpoly_factorization': [[[-647200, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 47} -
id: 1011365
{'charpoly_factorization': [[[1312722, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 53} -
id: 1011366
{'charpoly_factorization': [[[-2681140, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 59} -
id: 1011367
{'charpoly_factorization': [[[-551190, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 61} -
id: 1011368
{'charpoly_factorization': [[[459260, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 67} -
id: 1011369
{'charpoly_factorization': [[[-18072, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 71} -
id: 1011370
{'charpoly_factorization': [[[426062, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 73} -
id: 1011371
{'charpoly_factorization': [[[297764, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 79} -
id: 1011372
{'charpoly_factorization': [[[5684028, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 83} -
id: 1011373
{'charpoly_factorization': [[[6342966, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 89} -
id: 1011374
{'charpoly_factorization': [[[-16651586, 1], 1]], 'hecke_orbit_code': 134218256, 'p': 97}
-
id: 1011350
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '528.8.a.a', 'level': 528, 'portrait': 'data:image/png;base64,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', 'weight': 8} -
mf_hecke_traces • Show schema
-
id: 14111000
{'hecke_orbit_code': 134218256, 'n': 1, 'trace_an': 1} -
id: 14111001
{'hecke_orbit_code': 134218256, 'n': 2, 'trace_an': 0} -
id: 14111002
{'hecke_orbit_code': 134218256, 'n': 3, 'trace_an': -27} -
id: 14111003
{'hecke_orbit_code': 134218256, 'n': 4, 'trace_an': 0} -
id: 14111004
{'hecke_orbit_code': 134218256, 'n': 5, 'trace_an': -410} -
id: 14111005
{'hecke_orbit_code': 134218256, 'n': 6, 'trace_an': 0} -
id: 14111006
{'hecke_orbit_code': 134218256, 'n': 7, 'trace_an': 1028} -
id: 14111007
{'hecke_orbit_code': 134218256, 'n': 8, 'trace_an': 0} -
id: 14111008
{'hecke_orbit_code': 134218256, 'n': 9, 'trace_an': 729} -
id: 14111009
{'hecke_orbit_code': 134218256, 'n': 10, 'trace_an': 0} -
id: 14111010
{'hecke_orbit_code': 134218256, 'n': 11, 'trace_an': 1331} -
id: 14111011
{'hecke_orbit_code': 134218256, 'n': 12, 'trace_an': 0} -
id: 14111012
{'hecke_orbit_code': 134218256, 'n': 13, 'trace_an': 12958} -
id: 14111013
{'hecke_orbit_code': 134218256, 'n': 14, 'trace_an': 0} -
id: 14111014
{'hecke_orbit_code': 134218256, 'n': 15, 'trace_an': 11070} -
id: 14111015
{'hecke_orbit_code': 134218256, 'n': 16, 'trace_an': 0} -
id: 14111016
{'hecke_orbit_code': 134218256, 'n': 17, 'trace_an': 17062} -
id: 14111017
{'hecke_orbit_code': 134218256, 'n': 18, 'trace_an': 0} -
id: 14111018
{'hecke_orbit_code': 134218256, 'n': 19, 'trace_an': 54168} -
id: 14111019
{'hecke_orbit_code': 134218256, 'n': 20, 'trace_an': 0} -
id: 14111020
{'hecke_orbit_code': 134218256, 'n': 21, 'trace_an': -27756} -
id: 14111021
{'hecke_orbit_code': 134218256, 'n': 22, 'trace_an': 0} -
id: 14111022
{'hecke_orbit_code': 134218256, 'n': 23, 'trace_an': 11488} -
id: 14111023
{'hecke_orbit_code': 134218256, 'n': 24, 'trace_an': 0} -
id: 14111024
{'hecke_orbit_code': 134218256, 'n': 25, 'trace_an': 89975} -
id: 14111025
{'hecke_orbit_code': 134218256, 'n': 26, 'trace_an': 0} -
id: 14111026
{'hecke_orbit_code': 134218256, 'n': 27, 'trace_an': -19683} -
id: 14111027
{'hecke_orbit_code': 134218256, 'n': 28, 'trace_an': 0} -
id: 14111028
{'hecke_orbit_code': 134218256, 'n': 29, 'trace_an': -186654} -
id: 14111029
{'hecke_orbit_code': 134218256, 'n': 30, 'trace_an': 0} -
id: 14111030
{'hecke_orbit_code': 134218256, 'n': 31, 'trace_an': 188672} -
id: 14111031
{'hecke_orbit_code': 134218256, 'n': 32, 'trace_an': 0} -
id: 14111032
{'hecke_orbit_code': 134218256, 'n': 33, 'trace_an': -35937} -
id: 14111033
{'hecke_orbit_code': 134218256, 'n': 34, 'trace_an': 0} -
id: 14111034
{'hecke_orbit_code': 134218256, 'n': 35, 'trace_an': -421480} -
id: 14111035
{'hecke_orbit_code': 134218256, 'n': 36, 'trace_an': 0} -
id: 14111036
{'hecke_orbit_code': 134218256, 'n': 37, 'trace_an': 395886} -
id: 14111037
{'hecke_orbit_code': 134218256, 'n': 38, 'trace_an': 0} -
id: 14111038
{'hecke_orbit_code': 134218256, 'n': 39, 'trace_an': -349866} -
id: 14111039
{'hecke_orbit_code': 134218256, 'n': 40, 'trace_an': 0} -
id: 14111040
{'hecke_orbit_code': 134218256, 'n': 41, 'trace_an': -47546} -
id: 14111041
{'hecke_orbit_code': 134218256, 'n': 42, 'trace_an': 0} -
id: 14111042
{'hecke_orbit_code': 134218256, 'n': 43, 'trace_an': -602088} -
id: 14111043
{'hecke_orbit_code': 134218256, 'n': 44, 'trace_an': 0} -
id: 14111044
{'hecke_orbit_code': 134218256, 'n': 45, 'trace_an': -298890} -
id: 14111045
{'hecke_orbit_code': 134218256, 'n': 46, 'trace_an': 0} -
id: 14111046
{'hecke_orbit_code': 134218256, 'n': 47, 'trace_an': 647200} -
id: 14111047
{'hecke_orbit_code': 134218256, 'n': 48, 'trace_an': 0} -
id: 14111048
{'hecke_orbit_code': 134218256, 'n': 49, 'trace_an': 233241} -
id: 14111049
{'hecke_orbit_code': 134218256, 'n': 50, 'trace_an': 0} -
id: 14111050
{'hecke_orbit_code': 134218256, 'n': 51, 'trace_an': -460674} -
id: 14111051
{'hecke_orbit_code': 134218256, 'n': 52, 'trace_an': 0} -
id: 14111052
{'hecke_orbit_code': 134218256, 'n': 53, 'trace_an': -1312722} -
id: 14111053
{'hecke_orbit_code': 134218256, 'n': 54, 'trace_an': 0} -
id: 14111054
{'hecke_orbit_code': 134218256, 'n': 55, 'trace_an': -545710} -
id: 14111055
{'hecke_orbit_code': 134218256, 'n': 56, 'trace_an': 0} -
id: 14111056
{'hecke_orbit_code': 134218256, 'n': 57, 'trace_an': -1462536} -
id: 14111057
{'hecke_orbit_code': 134218256, 'n': 58, 'trace_an': 0} -
id: 14111058
{'hecke_orbit_code': 134218256, 'n': 59, 'trace_an': 2681140} -
id: 14111059
{'hecke_orbit_code': 134218256, 'n': 60, 'trace_an': 0} -
id: 14111060
{'hecke_orbit_code': 134218256, 'n': 61, 'trace_an': 551190} -
id: 14111061
{'hecke_orbit_code': 134218256, 'n': 62, 'trace_an': 0} -
id: 14111062
{'hecke_orbit_code': 134218256, 'n': 63, 'trace_an': 749412} -
id: 14111063
{'hecke_orbit_code': 134218256, 'n': 64, 'trace_an': 0} -
id: 14111064
{'hecke_orbit_code': 134218256, 'n': 65, 'trace_an': -5312780} -
id: 14111065
{'hecke_orbit_code': 134218256, 'n': 66, 'trace_an': 0} -
id: 14111066
{'hecke_orbit_code': 134218256, 'n': 67, 'trace_an': -459260} -
id: 14111067
{'hecke_orbit_code': 134218256, 'n': 68, 'trace_an': 0} -
id: 14111068
{'hecke_orbit_code': 134218256, 'n': 69, 'trace_an': -310176} -
id: 14111069
{'hecke_orbit_code': 134218256, 'n': 70, 'trace_an': 0} -
id: 14111070
{'hecke_orbit_code': 134218256, 'n': 71, 'trace_an': 18072} -
id: 14111071
{'hecke_orbit_code': 134218256, 'n': 72, 'trace_an': 0} -
id: 14111072
{'hecke_orbit_code': 134218256, 'n': 73, 'trace_an': -426062} -
id: 14111073
{'hecke_orbit_code': 134218256, 'n': 74, 'trace_an': 0} -
id: 14111074
{'hecke_orbit_code': 134218256, 'n': 75, 'trace_an': -2429325} -
id: 14111075
{'hecke_orbit_code': 134218256, 'n': 76, 'trace_an': 0} -
id: 14111076
{'hecke_orbit_code': 134218256, 'n': 77, 'trace_an': 1368268} -
id: 14111077
{'hecke_orbit_code': 134218256, 'n': 78, 'trace_an': 0} -
id: 14111078
{'hecke_orbit_code': 134218256, 'n': 79, 'trace_an': -297764} -
id: 14111079
{'hecke_orbit_code': 134218256, 'n': 80, 'trace_an': 0} -
id: 14111080
{'hecke_orbit_code': 134218256, 'n': 81, 'trace_an': 531441} -
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{'hecke_orbit_code': 134218256, 'n': 963, 'trace_an': 10250810172} -
id: 14111963
{'hecke_orbit_code': 134218256, 'n': 964, 'trace_an': 0} -
id: 14111964
{'hecke_orbit_code': 134218256, 'n': 965, 'trace_an': 40222481740} -
id: 14111965
{'hecke_orbit_code': 134218256, 'n': 966, 'trace_an': 0} -
id: 14111966
{'hecke_orbit_code': 134218256, 'n': 967, 'trace_an': 14798792516} -
id: 14111967
{'hecke_orbit_code': 134218256, 'n': 968, 'trace_an': 0} -
id: 14111968
{'hecke_orbit_code': 134218256, 'n': 969, 'trace_an': -24953789232} -
id: 14111969
{'hecke_orbit_code': 134218256, 'n': 970, 'trace_an': 0} -
id: 14111970
{'hecke_orbit_code': 134218256, 'n': 971, 'trace_an': 28615714996} -
id: 14111971
{'hecke_orbit_code': 134218256, 'n': 972, 'trace_an': 0} -
id: 14111972
{'hecke_orbit_code': 134218256, 'n': 973, 'trace_an': -35220579392} -
id: 14111973
{'hecke_orbit_code': 134218256, 'n': 974, 'trace_an': 0} -
id: 14111974
{'hecke_orbit_code': 134218256, 'n': 975, 'trace_an': -31479193350} -
id: 14111975
{'hecke_orbit_code': 134218256, 'n': 976, 'trace_an': 0} -
id: 14111976
{'hecke_orbit_code': 134218256, 'n': 977, 'trace_an': 33799102794} -
id: 14111977
{'hecke_orbit_code': 134218256, 'n': 978, 'trace_an': 0} -
id: 14111978
{'hecke_orbit_code': 134218256, 'n': 979, 'trace_an': -8442487746} -
id: 14111979
{'hecke_orbit_code': 134218256, 'n': 980, 'trace_an': 0} -
id: 14111980
{'hecke_orbit_code': 134218256, 'n': 981, 'trace_an': -8115276114} -
id: 14111981
{'hecke_orbit_code': 134218256, 'n': 982, 'trace_an': 0} -
id: 14111982
{'hecke_orbit_code': 134218256, 'n': 983, 'trace_an': -1031335200} -
id: 14111983
{'hecke_orbit_code': 134218256, 'n': 984, 'trace_an': 0} -
id: 14111984
{'hecke_orbit_code': 134218256, 'n': 985, 'trace_an': 44819936380} -
id: 14111985
{'hecke_orbit_code': 134218256, 'n': 986, 'trace_an': 0} -
id: 14111986
{'hecke_orbit_code': 134218256, 'n': 987, 'trace_an': -17963683200} -
id: 14111987
{'hecke_orbit_code': 134218256, 'n': 988, 'trace_an': 0} -
id: 14111988
{'hecke_orbit_code': 134218256, 'n': 989, 'trace_an': -6916786944} -
id: 14111989
{'hecke_orbit_code': 134218256, 'n': 990, 'trace_an': 0} -
id: 14111990
{'hecke_orbit_code': 134218256, 'n': 991, 'trace_an': 56313938960} -
id: 14111991
{'hecke_orbit_code': 134218256, 'n': 992, 'trace_an': 0} -
id: 14111992
{'hecke_orbit_code': 134218256, 'n': 993, 'trace_an': -4856420988} -
id: 14111993
{'hecke_orbit_code': 134218256, 'n': 994, 'trace_an': 0} -
id: 14111994
{'hecke_orbit_code': 134218256, 'n': 995, 'trace_an': -14937011760} -
id: 14111995
{'hecke_orbit_code': 134218256, 'n': 996, 'trace_an': 0} -
id: 14111996
{'hecke_orbit_code': 134218256, 'n': 997, 'trace_an': 25553118110} -
id: 14111997
{'hecke_orbit_code': 134218256, 'n': 998, 'trace_an': 0} -
id: 14111998
{'hecke_orbit_code': 134218256, 'n': 999, 'trace_an': -7792224138} -
id: 14111999
{'hecke_orbit_code': 134218256, 'n': 1000, 'trace_an': 0}
-
id: 14111000
Embedded newform data - 528.8.a.a.1.1