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mf_newforms • Show schema
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{'Nk2': 4212, 'analytic_conductor': 18.764906918118733, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 3, 'char_parity': 1, 'char_values': [117, 3, [92, 28], [3, 1]], 'cm_discs': [-3], 'conrey_index': 55, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 412417523829, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, -3], [1, 1, 39, 9, -1, 6, 0], [1, 1, 13, 3, 1, 3, 0]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 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mf_hecke_cc • Show schema
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'level': 117, 'weight': 6}
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mf_newspaces • Show schema
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{'Nk2': 4212, 'analytic_conductor': 18.764906918118733, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 3, 'char_parity': 1, 'char_values': [117, 3, [92, 28], [3, 1]], 'conrey_index': 55, 'cusp_dim': 132, 'dim': 56, 'eis_dim': 16, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 412417523829, 'hecke_orbit_dims': [2, 8, 12, 14, 20], 'label': '117.6.g', 'level': 117, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 148, 'mf_new_dim': 60, 'num_forms': 5, 'prim_orbit_index': 3, 'relative_dim': 28, 'sturm_bound': 84, 'trace_bound': 1, 'trace_display': [-3, 0, -12, 46], 'traces': [56, -3, 0, -433, -12, 0, 46, 750, 0, -273, 282, 0, 338, 1692, 0, -4777, -2250, 0, 1120, 6351, 0, 3894, -4974, 0, 26936, 273, 0, 1324, -9072, 0, 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0, -235161198, 178759020, 0, -212790530, -18790308, 0, -16350288, 129210168, 0, 6637884, 17666640, 0, 34240854, -57615576, 0, 60985236, 193630152, 0, 398843413, -250352982, 0, -40419032, -378207651, 0, 31986108, -45219852, 0, -169227880, -132559524, 0, 44472886, 4586874, 0, -190295208, -618115566, 0, -176658270, -146475420, 0, 83438652, 118673961, 0, -470893616, 37570728, 0, 122155660, 311029548, 0, 168459606, -27017322, 0, -222374744, 103515888, 0, 164622570], 'weight': 6, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 5205523
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 55, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 412417523829, 'source_is_minimal': True, 'source_label': '117.6.g.a.55.1', 'source_level': 117, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412417523829, 'target_is_minimal': True, 'target_label': '117.6.g.a.55.1', 'target_level': 117, 'twist_class_label': '117.6.g.a.55.1', 'twist_class_level': 117, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 5205524
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 55, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 412417523829, 'source_is_minimal': True, 'source_label': '117.6.g.a.55.1', 'source_level': 117, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412417523829, 'target_is_minimal': True, 'target_label': '117.6.g.a.55.1', 'target_level': 117, 'twist_class_label': '117.6.g.a.55.1', 'twist_class_level': 117, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 5205525
{'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 55, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 412417523829, 'source_is_minimal': True, 'source_label': '117.6.g.a.55.1', 'source_level': 117, 'target_conrey_index': 100, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412417523829, 'target_is_minimal': True, 'target_label': '117.6.g.a.100.1', 'target_level': 117, 'twist_class_label': '117.6.g.a.55.1', 'twist_class_level': 117, 'twisting_char_label': '13.9', 'twisting_conrey_index': 9, 'weight': 6}
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id: 5205526
{'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 55, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 412417523829, 'source_is_minimal': True, 'source_label': '117.6.g.a.55.1', 'source_level': 117, 'target_conrey_index': 100, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412417523829, 'target_is_minimal': True, 'target_label': '117.6.g.a.100.1', 'target_level': 117, 'twist_class_label': '117.6.g.a.55.1', 'twist_class_level': 117, 'twisting_char_label': '39.35', 'twisting_conrey_index': 35, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 334450
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 2}
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id: 334451
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 3}
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id: 334452
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 5}
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id: 334453
{'charpoly_factorization': [[[44521, -211, 1], 1]], 'hecke_orbit_code': 412417523829, 'p': 7}
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id: 334454
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 11}
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id: 334455
{'charpoly_factorization': [[[371293, 775, 1], 1]], 'hecke_orbit_code': 412417523829, 'p': 13}
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id: 334456
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 17}
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id: 334457
{'charpoly_factorization': [[[2050624, -1432, 1], 1]], 'hecke_orbit_code': 412417523829, 'p': 19}
-
id: 334458
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 23}
-
id: 334459
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 29}
-
id: 334460
{'charpoly_factorization': [[[-2723, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 31}
-
id: 334461
{'charpoly_factorization': [[[273902500, 16550, 1], 1]], 'hecke_orbit_code': 412417523829, 'p': 37}
-
id: 334462
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 41}
-
id: 334463
{'charpoly_factorization': [[[365689129, -19123, 1], 1]], 'hecke_orbit_code': 412417523829, 'p': 43}
-
id: 334464
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 47}
-
id: 334465
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 53}
-
id: 334466
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 59}
-
id: 334467
{'charpoly_factorization': [[[3240683329, 56927, 1], 1]], 'hecke_orbit_code': 412417523829, 'p': 61}
-
id: 334468
{'charpoly_factorization': [[[1439367721, -37939, 1], 1]], 'hecke_orbit_code': 412417523829, 'p': 67}
-
id: 334469
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 71}
-
id: 334470
{'charpoly_factorization': [[[-79577, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 73}
-
id: 334471
{'charpoly_factorization': [[[-90857, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 79}
-
id: 334472
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 83}
-
id: 334473
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412417523829, 'p': 89}
-
id: 334474
{'charpoly_factorization': [[[31586175625, 177725, 1], 1]], 'hecke_orbit_code': 412417523829, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 7, 'hecke_orbit': 1, 'label': '117.6.g.a', 'level': 117, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 9094824
{'hecke_orbit_code': 412417523829, 'n': 1, 'trace_an': 2}
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id: 9094825
{'hecke_orbit_code': 412417523829, 'n': 2, 'trace_an': 0}
-
id: 9094826
{'hecke_orbit_code': 412417523829, 'n': 3, 'trace_an': 0}
-
id: 9094827
{'hecke_orbit_code': 412417523829, 'n': 4, 'trace_an': 32}
-
id: 9094828
{'hecke_orbit_code': 412417523829, 'n': 5, 'trace_an': 0}
-
id: 9094829
{'hecke_orbit_code': 412417523829, 'n': 6, 'trace_an': 0}
-
id: 9094830
{'hecke_orbit_code': 412417523829, 'n': 7, 'trace_an': 211}
-
id: 9094831
{'hecke_orbit_code': 412417523829, 'n': 8, 'trace_an': 0}
-
id: 9094832
{'hecke_orbit_code': 412417523829, 'n': 9, 'trace_an': 0}
-
id: 9094833
{'hecke_orbit_code': 412417523829, 'n': 10, 'trace_an': 0}
-
id: 9094834
{'hecke_orbit_code': 412417523829, 'n': 11, 'trace_an': 0}
-
id: 9094835
{'hecke_orbit_code': 412417523829, 'n': 12, 'trace_an': 0}
-
id: 9094836
{'hecke_orbit_code': 412417523829, 'n': 13, 'trace_an': -775}
-
id: 9094837
{'hecke_orbit_code': 412417523829, 'n': 14, 'trace_an': 0}
-
id: 9094838
{'hecke_orbit_code': 412417523829, 'n': 15, 'trace_an': 0}
-
id: 9094839
{'hecke_orbit_code': 412417523829, 'n': 16, 'trace_an': -1024}
-
id: 9094840
{'hecke_orbit_code': 412417523829, 'n': 17, 'trace_an': 0}
-
id: 9094841
{'hecke_orbit_code': 412417523829, 'n': 18, 'trace_an': 0}
-
id: 9094842
{'hecke_orbit_code': 412417523829, 'n': 19, 'trace_an': 1432}
-
id: 9094843
{'hecke_orbit_code': 412417523829, 'n': 20, 'trace_an': 0}
-
id: 9094844
{'hecke_orbit_code': 412417523829, 'n': 21, 'trace_an': 0}
-
id: 9094845
{'hecke_orbit_code': 412417523829, 'n': 22, 'trace_an': 0}
-
id: 9094846
{'hecke_orbit_code': 412417523829, 'n': 23, 'trace_an': 0}
-
id: 9094847
{'hecke_orbit_code': 412417523829, 'n': 24, 'trace_an': 0}
-
id: 9094848
{'hecke_orbit_code': 412417523829, 'n': 25, 'trace_an': -6250}
-
id: 9094849
{'hecke_orbit_code': 412417523829, 'n': 26, 'trace_an': 0}
-
id: 9094850
{'hecke_orbit_code': 412417523829, 'n': 27, 'trace_an': 0}
-
id: 9094851
{'hecke_orbit_code': 412417523829, 'n': 28, 'trace_an': -6752}
-
id: 9094852
{'hecke_orbit_code': 412417523829, 'n': 29, 'trace_an': 0}
-
id: 9094853
{'hecke_orbit_code': 412417523829, 'n': 30, 'trace_an': 0}
-
id: 9094854
{'hecke_orbit_code': 412417523829, 'n': 31, 'trace_an': 5446}
-
id: 9094855
{'hecke_orbit_code': 412417523829, 'n': 32, 'trace_an': 0}
-
id: 9094856
{'hecke_orbit_code': 412417523829, 'n': 33, 'trace_an': 0}
-
id: 9094857
{'hecke_orbit_code': 412417523829, 'n': 34, 'trace_an': 0}
-
id: 9094858
{'hecke_orbit_code': 412417523829, 'n': 35, 'trace_an': 0}
-
id: 9094859
{'hecke_orbit_code': 412417523829, 'n': 36, 'trace_an': 0}
-
id: 9094860
{'hecke_orbit_code': 412417523829, 'n': 37, 'trace_an': -16550}
-
id: 9094861
{'hecke_orbit_code': 412417523829, 'n': 38, 'trace_an': 0}
-
id: 9094862
{'hecke_orbit_code': 412417523829, 'n': 39, 'trace_an': 0}
-
id: 9094863
{'hecke_orbit_code': 412417523829, 'n': 40, 'trace_an': 0}
-
id: 9094864
{'hecke_orbit_code': 412417523829, 'n': 41, 'trace_an': 0}
-
id: 9094865
{'hecke_orbit_code': 412417523829, 'n': 42, 'trace_an': 0}
-
id: 9094866
{'hecke_orbit_code': 412417523829, 'n': 43, 'trace_an': 19123}
-
id: 9094867
{'hecke_orbit_code': 412417523829, 'n': 44, 'trace_an': 0}
-
id: 9094868
{'hecke_orbit_code': 412417523829, 'n': 45, 'trace_an': 0}
-
id: 9094869
{'hecke_orbit_code': 412417523829, 'n': 46, 'trace_an': 0}
-
id: 9094870
{'hecke_orbit_code': 412417523829, 'n': 47, 'trace_an': 0}
-
id: 9094871
{'hecke_orbit_code': 412417523829, 'n': 48, 'trace_an': 0}
-
id: 9094872
{'hecke_orbit_code': 412417523829, 'n': 49, 'trace_an': -27714}
-
id: 9094873
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id: 9095078
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id: 9095079
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id: 9095080
{'hecke_orbit_code': 412417523829, 'n': 991, 'trace_an': 41112676}
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id: 9095081
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