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mf_newforms • Show schema
{'Nk2': 9408, 'analytic_conductor': 51.47084589691809, 'analytic_rank': 1, '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': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 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, [30210, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199489622064, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.14.a.c', 'level': 48, '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': [2, 3], 'level_radical': 6, 'minimal_twist': '3.14.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{6}q^{3}-30210q^{5}-235088q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.14.a', 'trace_display': [0, 729, -30210, -235088], 'trace_hash': 393749901825075595, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.967', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.914', 'prec': 17}, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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mf_twists_cc • Show schema
-
id: 40533966
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199489622064, 'source_is_minimal': False, 'source_label': '48.14.a.c.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199489622064, 'target_is_minimal': False, 'target_label': '48.14.a.c.1.1', 'target_level': 48, 'twist_class_label': '3.14.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14} -
id: 40533967
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199489622064, 'source_is_minimal': False, 'source_label': '48.14.a.c.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996508586128, 'target_is_minimal': False, 'target_label': '144.14.a.k.1.1', 'target_level': 144, 'twist_class_label': '3.14.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 14} -
id: 40533968
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199489622064, 'source_is_minimal': False, 'source_label': '48.14.a.c.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 234881027, 'target_is_minimal': True, 'target_label': '3.14.a.a.1.1', 'target_level': 3, 'twist_class_label': '3.14.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 14} -
id: 40533969
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199489622064, 'source_is_minimal': False, 'source_label': '48.14.a.c.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396881215680, 'target_is_minimal': False, 'target_label': '192.14.a.j.1.1', 'target_level': 192, 'twist_class_label': '3.14.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 14} -
id: 40533970
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199489622064, 'source_is_minimal': False, 'source_label': '48.14.a.c.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398744363200, 'target_is_minimal': False, 'target_label': '192.14.a.e.1.1', 'target_level': 192, 'twist_class_label': '3.14.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 14} -
id: 40533971
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199489622064, 'source_is_minimal': False, 'source_label': '48.14.a.c.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 234881033, 'target_is_minimal': False, 'target_label': '9.14.a.a.1.1', 'target_level': 9, 'twist_class_label': '3.14.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 14} -
id: 40533972
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199489622064, 'source_is_minimal': False, 'source_label': '48.14.a.c.1.1', 'source_level': 48, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503668581728331, 'target_is_minimal': False, 'target_label': '75.14.b.b.49.2', 'target_level': 75, 'twist_class_label': '3.14.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 14} -
id: 40533973
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199489622064, 'source_is_minimal': False, 'source_label': '48.14.a.c.1.1', 'source_level': 48, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668581728331, 'target_is_minimal': False, 'target_label': '75.14.b.b.49.1', 'target_level': 75, 'twist_class_label': '3.14.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 14} -
id: 40533974
{'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199489622064, 'source_is_minimal': False, 'source_label': '48.14.a.c.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 234881099, 'target_is_minimal': False, 'target_label': '75.14.a.a.1.1', 'target_level': 75, 'twist_class_label': '3.14.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 14} -
id: 40533975
{'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199489622064, 'source_is_minimal': False, 'source_label': '48.14.a.c.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 234881171, 'target_is_minimal': False, 'target_label': '147.14.a.a.1.1', 'target_level': 147, 'twist_class_label': '3.14.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 14}
-
id: 40533966
-
mf_hecke_charpolys • Show schema
-
id: 159400
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 2} -
id: 159401
{'charpoly_factorization': [[[-729, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 3} -
id: 159402
{'charpoly_factorization': [[[30210, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 5} -
id: 159403
{'charpoly_factorization': [[[235088, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 7} -
id: 159404
{'charpoly_factorization': [[[-11182908, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 11} -
id: 159405
{'charpoly_factorization': [[[-8049614, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 13} -
id: 159406
{'charpoly_factorization': [[[117494622, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 17} -
id: 159407
{'charpoly_factorization': [[[-214061380, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 19} -
id: 159408
{'charpoly_factorization': [[[830555544, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 23} -
id: 159409
{'charpoly_factorization': [[[1252400250, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 29} -
id: 159410
{'charpoly_factorization': [[[6159350552, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 31} -
id: 159411
{'charpoly_factorization': [[[5498191402, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 37} -
id: 159412
{'charpoly_factorization': [[[4678687878, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 41} -
id: 159413
{'charpoly_factorization': [[[7115013764, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 43} -
id: 159414
{'charpoly_factorization': [[[-29528776992, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 47} -
id: 159415
{'charpoly_factorization': [[[204125042466, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 53} -
id: 159416
{'charpoly_factorization': [[[-29909821020, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 59} -
id: 159417
{'charpoly_factorization': [[[134392006738, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 61} -
id: 159418
{'charpoly_factorization': [[[348518801948, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 67} -
id: 159419
{'charpoly_factorization': [[[1314335409192, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 71} -
id: 159420
{'charpoly_factorization': [[[1178875922326, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 73} -
id: 159421
{'charpoly_factorization': [[[-1072420659640, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 79} -
id: 159422
{'charpoly_factorization': [[[1124025139644, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 83} -
id: 159423
{'charpoly_factorization': [[[-2235610909530, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 89} -
id: 159424
{'charpoly_factorization': [[[14215257165502, 1], 1]], 'hecke_orbit_code': 9007199489622064, 'p': 97}
-
id: 159400
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '48.14.a.c', 'level': 48, 'portrait': 'data:image/png;base64,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', 'weight': 14} -
mf_hecke_traces • Show schema
-
id: 29312905
{'hecke_orbit_code': 9007199489622064, 'n': 1, 'trace_an': 1} -
id: 29312906
{'hecke_orbit_code': 9007199489622064, 'n': 2, 'trace_an': 0} -
id: 29312907
{'hecke_orbit_code': 9007199489622064, 'n': 3, 'trace_an': 729} -
id: 29312908
{'hecke_orbit_code': 9007199489622064, 'n': 4, 'trace_an': 0} -
id: 29312909
{'hecke_orbit_code': 9007199489622064, 'n': 5, 'trace_an': -30210} -
id: 29312910
{'hecke_orbit_code': 9007199489622064, 'n': 6, 'trace_an': 0} -
id: 29312911
{'hecke_orbit_code': 9007199489622064, 'n': 7, 'trace_an': -235088} -
id: 29312912
{'hecke_orbit_code': 9007199489622064, 'n': 8, 'trace_an': 0} -
id: 29312913
{'hecke_orbit_code': 9007199489622064, 'n': 9, 'trace_an': 531441} -
id: 29312914
{'hecke_orbit_code': 9007199489622064, 'n': 10, 'trace_an': 0} -
id: 29312915
{'hecke_orbit_code': 9007199489622064, 'n': 11, 'trace_an': 11182908} -
id: 29312916
{'hecke_orbit_code': 9007199489622064, 'n': 12, 'trace_an': 0} -
id: 29312917
{'hecke_orbit_code': 9007199489622064, 'n': 13, 'trace_an': 8049614} -
id: 29312918
{'hecke_orbit_code': 9007199489622064, 'n': 14, 'trace_an': 0} -
id: 29312919
{'hecke_orbit_code': 9007199489622064, 'n': 15, 'trace_an': -22023090} -
id: 29312920
{'hecke_orbit_code': 9007199489622064, 'n': 16, 'trace_an': 0} -
id: 29312921
{'hecke_orbit_code': 9007199489622064, 'n': 17, 'trace_an': -117494622} -
id: 29312922
{'hecke_orbit_code': 9007199489622064, 'n': 18, 'trace_an': 0} -
id: 29312923
{'hecke_orbit_code': 9007199489622064, 'n': 19, 'trace_an': 214061380} -
id: 29312924
{'hecke_orbit_code': 9007199489622064, 'n': 20, 'trace_an': 0} -
id: 29312925
{'hecke_orbit_code': 9007199489622064, 'n': 21, 'trace_an': -171379152} -
id: 29312926
{'hecke_orbit_code': 9007199489622064, 'n': 22, 'trace_an': 0} -
id: 29312927
{'hecke_orbit_code': 9007199489622064, 'n': 23, 'trace_an': -830555544} -
id: 29312928
{'hecke_orbit_code': 9007199489622064, 'n': 24, 'trace_an': 0} -
id: 29312929
{'hecke_orbit_code': 9007199489622064, 'n': 25, 'trace_an': -308059025} -
id: 29312930
{'hecke_orbit_code': 9007199489622064, 'n': 26, 'trace_an': 0} -
id: 29312931
{'hecke_orbit_code': 9007199489622064, 'n': 27, 'trace_an': 387420489} -
id: 29312932
{'hecke_orbit_code': 9007199489622064, 'n': 28, 'trace_an': 0} -
id: 29312933
{'hecke_orbit_code': 9007199489622064, 'n': 29, 'trace_an': -1252400250} -
id: 29312934
{'hecke_orbit_code': 9007199489622064, 'n': 30, 'trace_an': 0} -
id: 29312935
{'hecke_orbit_code': 9007199489622064, 'n': 31, 'trace_an': -6159350552} -
id: 29312936
{'hecke_orbit_code': 9007199489622064, 'n': 32, 'trace_an': 0} -
id: 29312937
{'hecke_orbit_code': 9007199489622064, 'n': 33, 'trace_an': 8152339932} -
id: 29312938
{'hecke_orbit_code': 9007199489622064, 'n': 34, 'trace_an': 0} -
id: 29312939
{'hecke_orbit_code': 9007199489622064, 'n': 35, 'trace_an': 7102008480} -
id: 29312940
{'hecke_orbit_code': 9007199489622064, 'n': 36, 'trace_an': 0} -
id: 29312941
{'hecke_orbit_code': 9007199489622064, 'n': 37, 'trace_an': -5498191402} -
id: 29312942
{'hecke_orbit_code': 9007199489622064, 'n': 38, 'trace_an': 0} -
id: 29312943
{'hecke_orbit_code': 9007199489622064, 'n': 39, 'trace_an': 5868168606} -
id: 29312944
{'hecke_orbit_code': 9007199489622064, 'n': 40, 'trace_an': 0} -
id: 29312945
{'hecke_orbit_code': 9007199489622064, 'n': 41, 'trace_an': -4678687878} -
id: 29312946
{'hecke_orbit_code': 9007199489622064, 'n': 42, 'trace_an': 0} -
id: 29312947
{'hecke_orbit_code': 9007199489622064, 'n': 43, 'trace_an': -7115013764} -
id: 29312948
{'hecke_orbit_code': 9007199489622064, 'n': 44, 'trace_an': 0} -
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Embedded newform data - 48.14.a.c.1.1