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mf_newforms • Show schema
{'Nk2': 18400, 'analytic_conductor': 67.8521965066017, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 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': [1150, 1, [277, 51], [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': [[3, [-1, 1]], [7, [-32, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321851006, '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': '1150.4.a.c', 'level': 1150, '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, 5, 23], 'level_radical': 230, 'minimal_twist': '230.4.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+q^{3}+4q^{4}-2q^{6}+2^{5}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1150.4.a', 'trace_display': [-2, 1, 0, 32], 'trace_hash': 2031789471868319328, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.023', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.046', 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'ALdims': [12, 11, 13, 15, 13, 14, 14, 12], 'Nk2': 18400, 'analytic_conductor': 67.8521965066017, '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': [1150, 1, [277, 51], [1, 1]], 'conrey_index': 1, 'cusp_dim': 528, 'dim': 104, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7], 'hecke_orbit_code': 67110014, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 4, 4, 4, 5, 5, 5, 5, 5, 5, 6, 6, 7, 7, 9, 9], 'label': '1150.4.a', 'level': 1150, '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, 5, 23], 'level_radical': 230, 'mf_dim': 552, 'mf_new_dim': 104, 'num_forms': 28, 'plus_dim': 55, 'prim_orbit_index': 1, 'relative_dim': 104, 'sturm_bound': 720, 'trace_bound': 3, 'trace_display': [4, -8, 0, -16], 'traces': [104, 4, -8, 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532134, -24496, 0, -34592, -135220, 29872, -173100, 0, -142190, 22224, -226300, -127408, 0, -49568, -131808, -216992, -29952, 0, 110262, 15192, -21148, -67424, 0, -161296, 205796, -77136, -7774, 0, -380128, 18176, -15380, 90720, 0, 177024, 76076, 37768, -48372, 0], 'weight': 4, 'weight_parity': 1} -
mf_twists_cc • Show schema
-
id: 40442273
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851006, 'source_is_minimal': False, 'source_label': '1150.4.a.c.1.1', 'source_level': 1150, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321851006, 'target_is_minimal': False, 'target_label': '1150.4.a.c.1.1', 'target_level': 1150, 'twist_class_label': '230.4.a.d.1.1', 'twist_class_level': 230, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4} -
id: 40442274
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851006, 'source_is_minimal': False, 'source_label': '1150.4.a.c.1.1', 'source_level': 1150, 'target_conrey_index': 599, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510867668698238, 'target_is_minimal': False, 'target_label': '1150.4.b.d.599.1', 'target_level': 1150, 'twist_class_label': '230.4.a.d.1.1', 'twist_class_level': 230, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 4} -
id: 40442275
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851006, 'source_is_minimal': False, 'source_label': '1150.4.a.c.1.1', 'source_level': 1150, 'target_conrey_index': 599, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510867668698238, 'target_is_minimal': False, 'target_label': '1150.4.b.d.599.2', 'target_level': 1150, 'twist_class_label': '230.4.a.d.1.1', 'twist_class_level': 230, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 4} -
id: 40442276
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851006, 'source_is_minimal': False, 'source_label': '1150.4.a.c.1.1', 'source_level': 1150, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949220582, 'target_is_minimal': True, 'target_label': '230.4.a.d.1.1', 'target_level': 230, 'twist_class_label': '230.4.a.d.1.1', 'twist_class_level': 230, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4} -
id: 40442277
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851006, 'source_is_minimal': False, 'source_label': '1150.4.a.c.1.1', 'source_level': 1150, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67110934, 'target_is_minimal': False, 'target_label': '2070.4.a.a.1.1', 'target_level': 2070, 'twist_class_label': '230.4.a.d.1.1', 'twist_class_level': 230, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4} -
id: 40442278
{'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851006, 'source_is_minimal': False, 'source_label': '1150.4.a.c.1.1', 'source_level': 1150, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576592688, 'target_is_minimal': False, 'target_label': '1840.4.a.e.1.1', 'target_level': 1840, 'twist_class_label': '230.4.a.d.1.1', 'twist_class_level': 230, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 4}
-
id: 40442273
-
mf_hecke_charpolys • Show schema
-
id: 1721100
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 2} -
id: 1721101
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 3} -
id: 1721102
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 5} -
id: 1721103
{'charpoly_factorization': [[[-32, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 7} -
id: 1721104
{'charpoly_factorization': [[[30, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 11} -
id: 1721105
{'charpoly_factorization': [[[19, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 13} -
id: 1721106
{'charpoly_factorization': [[[-60, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 17} -
id: 1721107
{'charpoly_factorization': [[[58, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 19} -
id: 1721108
{'charpoly_factorization': [[[23, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 23} -
id: 1721109
{'charpoly_factorization': [[[-85, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 29} -
id: 1721110
{'charpoly_factorization': [[[65, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 31} -
id: 1721111
{'charpoly_factorization': [[[-34, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 37} -
id: 1721112
{'charpoly_factorization': [[[-143, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 41} -
id: 1721113
{'charpoly_factorization': [[[-332, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 43} -
id: 1721114
{'charpoly_factorization': [[[-561, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 47} -
id: 1721115
{'charpoly_factorization': [[[-422, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 53} -
id: 1721116
{'charpoly_factorization': [[[-392, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 59} -
id: 1721117
{'charpoly_factorization': [[[246, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 61} -
id: 1721118
{'charpoly_factorization': [[[894, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 67} -
id: 1721119
{'charpoly_factorization': [[[737, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 71} -
id: 1721120
{'charpoly_factorization': [[[1041, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 73} -
id: 1721121
{'charpoly_factorization': [[[-1114, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 79} -
id: 1721122
{'charpoly_factorization': [[[-936, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 83} -
id: 1721123
{'charpoly_factorization': [[[-824, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 89} -
id: 1721124
{'charpoly_factorization': [[[-868, 1], 1]], 'hecke_orbit_code': 9007199321851006, 'p': 97}
-
id: 1721100
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '1150.4.a.c', 'level': 1150, 'portrait': 'data:image/png;base64,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', 'weight': 4} -
mf_hecke_traces • Show schema
-
id: 110642000
{'hecke_orbit_code': 9007199321851006, 'n': 1, 'trace_an': 1} -
id: 110642001
{'hecke_orbit_code': 9007199321851006, 'n': 2, 'trace_an': -2} -
id: 110642002
{'hecke_orbit_code': 9007199321851006, 'n': 3, 'trace_an': 1} -
id: 110642003
{'hecke_orbit_code': 9007199321851006, 'n': 4, 'trace_an': 4} -
id: 110642004
{'hecke_orbit_code': 9007199321851006, 'n': 5, 'trace_an': 0} -
id: 110642005
{'hecke_orbit_code': 9007199321851006, 'n': 6, 'trace_an': -2} -
id: 110642006
{'hecke_orbit_code': 9007199321851006, 'n': 7, 'trace_an': 32} -
id: 110642007
{'hecke_orbit_code': 9007199321851006, 'n': 8, 'trace_an': -8} -
id: 110642008
{'hecke_orbit_code': 9007199321851006, 'n': 9, 'trace_an': -26} -
id: 110642009
{'hecke_orbit_code': 9007199321851006, 'n': 10, 'trace_an': 0} -
id: 110642010
{'hecke_orbit_code': 9007199321851006, 'n': 11, 'trace_an': -30} -
id: 110642011
{'hecke_orbit_code': 9007199321851006, 'n': 12, 'trace_an': 4} -
id: 110642012
{'hecke_orbit_code': 9007199321851006, 'n': 13, 'trace_an': -19} -
id: 110642013
{'hecke_orbit_code': 9007199321851006, 'n': 14, 'trace_an': -64} -
id: 110642014
{'hecke_orbit_code': 9007199321851006, 'n': 15, 'trace_an': 0} -
id: 110642015
{'hecke_orbit_code': 9007199321851006, 'n': 16, 'trace_an': 16} -
id: 110642016
{'hecke_orbit_code': 9007199321851006, 'n': 17, 'trace_an': 60} -
id: 110642017
{'hecke_orbit_code': 9007199321851006, 'n': 18, 'trace_an': 52} -
id: 110642018
{'hecke_orbit_code': 9007199321851006, 'n': 19, 'trace_an': -58} -
id: 110642019
{'hecke_orbit_code': 9007199321851006, 'n': 20, 'trace_an': 0} -
id: 110642020
{'hecke_orbit_code': 9007199321851006, 'n': 21, 'trace_an': 32} -
id: 110642021
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id: 110642939
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id: 110642951
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id: 110642952
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id: 110642954
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id: 110642957
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id: 110642958
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id: 110642990
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id: 110642992
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{'hecke_orbit_code': 9007199321851006, 'n': 999, 'trace_an': -1802} -
id: 110642999
{'hecke_orbit_code': 9007199321851006, 'n': 1000, 'trace_an': 0}
-
id: 110642000
Embedded newform data - 1150.4.a.c.1.1