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mf_newforms • Show schema
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{'Nk2': 6075, 'analytic_conductor': 30.553395754584542, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 15, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [75, 2, [26, 52], [1, 1]], 'cm_discs': [-3], 'conrey_index': 74, 'conrey_indexes': [74], 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 206309425227, '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, 15, 4, -1, 2, 0], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': True, 'is_polredabs': True, 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mf_hecke_cc • Show schema
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2, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': -1.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 206309425227, 'label': '75.9.d.a.74.1', 'level': 75, 'weight': 9}
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mf_newspaces • Show schema
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{'Nk2': 6075, 'analytic_conductor': 30.553395754584542, 'char_conductor': 15, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [75, 2, [26, 52], [1, 1]], 'conrey_index': 74, 'cusp_dim': 74, 'dim': 46, 'eis_dim': 12, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206309425227, 'hecke_orbit_dims': [2, 4, 20, 20], 'label': '75.9.d', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 86, 'mf_new_dim': 50, 'num_forms': 4, 'prim_orbit_index': 4, 'relative_dim': 46, 'sturm_bound': 90, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [46, 0, 0, 5160, 0, -2, 0, 0, 11492, 0, 0, 0, 0, 0, 0, 511032, 0, 0, 359214, 0, 918774, 0, 0, -287334, 0, 0, 0, 0, 0, 0, -3218858, 0, 0, -1006364, 0, 13513874, 0, 0, -2402834, 0, 0, 0, 0, 0, 0, -36479184, 0, 0, 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mf_twists_cc • Show schema
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id: 2271135
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 74, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206309425227, 'source_is_minimal': False, 'source_label': '75.9.d.a.74.1', 'source_level': 75, 'target_conrey_index': 74, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206309425227, 'target_is_minimal': False, 'target_label': '75.9.d.a.74.1', 'target_level': 75, 'twist_class_label': '75.9.c.a.26.1', 'twist_class_level': 75, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
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id: 2271136
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 74, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206309425227, 'source_is_minimal': False, 'source_label': '75.9.d.a.74.1', 'source_level': 75, 'target_conrey_index': 74, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206309425227, 'target_is_minimal': False, 'target_label': '75.9.d.a.74.1', 'target_level': 75, 'twist_class_label': '75.9.c.a.26.1', 'twist_class_level': 75, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
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id: 2271137
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 74, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206309425227, 'source_is_minimal': False, 'source_label': '75.9.d.a.74.1', 'source_level': 75, 'target_conrey_index': 26, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137589948491, 'target_is_minimal': True, 'target_label': '75.9.c.a.26.1', 'target_level': 75, 'twist_class_label': '75.9.c.a.26.1', 'twist_class_level': 75, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 9}
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id: 2271138
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 74, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206309425227, 'source_is_minimal': False, 'source_label': '75.9.d.a.74.1', 'source_level': 75, 'target_conrey_index': 26, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737217318987, 'target_is_minimal': True, 'target_label': '75.9.c.b.26.1', 'target_level': 75, 'twist_class_label': '75.9.c.a.26.1', 'twist_class_level': 75, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 9}
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id: 2271139
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 74, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206309425227, 'source_is_minimal': False, 'source_label': '75.9.d.a.74.1', 'source_level': 75, 'target_conrey_index': 74, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206309425227, 'target_is_minimal': False, 'target_label': '75.9.d.a.74.2', 'target_level': 75, 'twist_class_label': '75.9.c.a.26.1', 'twist_class_level': 75, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 9}
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id: 2271140
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 74, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206309425227, 'source_is_minimal': False, 'source_label': '75.9.d.a.74.1', 'source_level': 75, 'target_conrey_index': 26, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137589948491, 'target_is_minimal': True, 'target_label': '75.9.c.a.26.1', 'target_level': 75, 'twist_class_label': '75.9.c.a.26.1', 'twist_class_level': 75, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 9}
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id: 2271141
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 74, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206309425227, 'source_is_minimal': False, 'source_label': '75.9.d.a.74.1', 'source_level': 75, 'target_conrey_index': 26, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737217318987, 'target_is_minimal': True, 'target_label': '75.9.c.b.26.1', 'target_level': 75, 'twist_class_label': '75.9.c.a.26.1', 'twist_class_level': 75, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 9}
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id: 2271142
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 74, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206309425227, 'source_is_minimal': False, 'source_label': '75.9.d.a.74.1', 'source_level': 75, 'target_conrey_index': 74, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206309425227, 'target_is_minimal': False, 'target_label': '75.9.d.a.74.2', 'target_level': 75, 'twist_class_label': '75.9.c.a.26.1', 'twist_class_level': 75, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 9}
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mf_hecke_charpolys • Show schema
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id: 233975
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 2}
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id: 233976
{'charpoly_factorization': [[[6561, 0, 1], 1]], 'hecke_orbit_code': 206309425227, 'p': 3}
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id: 233977
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 5}
-
id: 233978
{'charpoly_factorization': [[[18258529, 0, 1], 1]], 'hecke_orbit_code': 206309425227, 'p': 7}
-
id: 233979
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 11}
-
id: 233980
{'charpoly_factorization': [[[3186263809, 0, 1], 1]], 'hecke_orbit_code': 206309425227, 'p': 13}
-
id: 233981
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 17}
-
id: 233982
{'charpoly_factorization': [[[157967, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 19}
-
id: 233983
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 23}
-
id: 233984
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 29}
-
id: 233985
{'charpoly_factorization': [[[-1225967, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 31}
-
id: 233986
{'charpoly_factorization': [[[253534404484, 0, 1], 1]], 'hecke_orbit_code': 206309425227, 'p': 37}
-
id: 233987
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 41}
-
id: 233988
{'charpoly_factorization': [[[46745567207329, 0, 1], 1]], 'hecke_orbit_code': 206309425227, 'p': 43}
-
id: 233989
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 47}
-
id: 233990
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 53}
-
id: 233991
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 59}
-
id: 233992
{'charpoly_factorization': [[[307393, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 61}
-
id: 233993
{'charpoly_factorization': [[[1016004978777889, 0, 1], 1]], 'hecke_orbit_code': 206309425227, 'p': 67}
-
id: 233994
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 71}
-
id: 233995
{'charpoly_factorization': [[[261445680395524, 0, 1], 1]], 'hecke_orbit_code': 206309425227, 'p': 73}
-
id: 233996
{'charpoly_factorization': [[[-18887038, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 79}
-
id: 233997
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 83}
-
id: 233998
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206309425227, 'p': 89}
-
id: 233999
{'charpoly_factorization': [[[6745749691695169, 0, 1], 1]], 'hecke_orbit_code': 206309425227, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '75.9.d.a', 'level': 75, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 27596000
{'hecke_orbit_code': 206309425227, 'n': 1, 'trace_an': 2}
-
id: 27596001
{'hecke_orbit_code': 206309425227, 'n': 2, 'trace_an': 0}
-
id: 27596002
{'hecke_orbit_code': 206309425227, 'n': 3, 'trace_an': 0}
-
id: 27596003
{'hecke_orbit_code': 206309425227, 'n': 4, 'trace_an': -512}
-
id: 27596004
{'hecke_orbit_code': 206309425227, 'n': 5, 'trace_an': 0}
-
id: 27596005
{'hecke_orbit_code': 206309425227, 'n': 6, 'trace_an': 0}
-
id: 27596006
{'hecke_orbit_code': 206309425227, 'n': 7, 'trace_an': 0}
-
id: 27596007
{'hecke_orbit_code': 206309425227, 'n': 8, 'trace_an': 0}
-
id: 27596008
{'hecke_orbit_code': 206309425227, 'n': 9, 'trace_an': -13122}
-
id: 27596009
{'hecke_orbit_code': 206309425227, 'n': 10, 'trace_an': 0}
-
id: 27596010
{'hecke_orbit_code': 206309425227, 'n': 11, 'trace_an': 0}
-
id: 27596011
{'hecke_orbit_code': 206309425227, 'n': 12, 'trace_an': 0}
-
id: 27596012
{'hecke_orbit_code': 206309425227, 'n': 13, 'trace_an': 0}
-
id: 27596013
{'hecke_orbit_code': 206309425227, 'n': 14, 'trace_an': 0}
-
id: 27596014
{'hecke_orbit_code': 206309425227, 'n': 15, 'trace_an': 0}
-
id: 27596015
{'hecke_orbit_code': 206309425227, 'n': 16, 'trace_an': 131072}
-
id: 27596016
{'hecke_orbit_code': 206309425227, 'n': 17, 'trace_an': 0}
-
id: 27596017
{'hecke_orbit_code': 206309425227, 'n': 18, 'trace_an': 0}
-
id: 27596018
{'hecke_orbit_code': 206309425227, 'n': 19, 'trace_an': -315934}
-
id: 27596019
{'hecke_orbit_code': 206309425227, 'n': 20, 'trace_an': 0}
-
id: 27596020
{'hecke_orbit_code': 206309425227, 'n': 21, 'trace_an': -692226}
-
id: 27596021
{'hecke_orbit_code': 206309425227, 'n': 22, 'trace_an': 0}
-
id: 27596022
{'hecke_orbit_code': 206309425227, 'n': 23, 'trace_an': 0}
-
id: 27596023
{'hecke_orbit_code': 206309425227, 'n': 24, 'trace_an': 0}
-
id: 27596024
{'hecke_orbit_code': 206309425227, 'n': 25, 'trace_an': 0}
-
id: 27596025
{'hecke_orbit_code': 206309425227, 'n': 26, 'trace_an': 0}
-
id: 27596026
{'hecke_orbit_code': 206309425227, 'n': 27, 'trace_an': 0}
-
id: 27596027
{'hecke_orbit_code': 206309425227, 'n': 28, 'trace_an': 0}
-
id: 27596028
{'hecke_orbit_code': 206309425227, 'n': 29, 'trace_an': 0}
-
id: 27596029
{'hecke_orbit_code': 206309425227, 'n': 30, 'trace_an': 0}
-
id: 27596030
{'hecke_orbit_code': 206309425227, 'n': 31, 'trace_an': 2451934}
-
id: 27596031
{'hecke_orbit_code': 206309425227, 'n': 32, 'trace_an': 0}
-
id: 27596032
{'hecke_orbit_code': 206309425227, 'n': 33, 'trace_an': 0}
-
id: 27596033
{'hecke_orbit_code': 206309425227, 'n': 34, 'trace_an': 0}
-
id: 27596034
{'hecke_orbit_code': 206309425227, 'n': 35, 'trace_an': 0}
-
id: 27596035
{'hecke_orbit_code': 206309425227, 'n': 36, 'trace_an': 3359232}
-
id: 27596036
{'hecke_orbit_code': 206309425227, 'n': 37, 'trace_an': 0}
-
id: 27596037
{'hecke_orbit_code': 206309425227, 'n': 38, 'trace_an': 0}
-
id: 27596038
{'hecke_orbit_code': 206309425227, 'n': 39, 'trace_an': -9144414}
-
id: 27596039
{'hecke_orbit_code': 206309425227, 'n': 40, 'trace_an': 0}
-
id: 27596040
{'hecke_orbit_code': 206309425227, 'n': 41, 'trace_an': 0}
-
id: 27596041
{'hecke_orbit_code': 206309425227, 'n': 42, 'trace_an': 0}
-
id: 27596042
{'hecke_orbit_code': 206309425227, 'n': 43, 'trace_an': 0}
-
id: 27596043
{'hecke_orbit_code': 206309425227, 'n': 44, 'trace_an': 0}
-
id: 27596044
{'hecke_orbit_code': 206309425227, 'n': 45, 'trace_an': 0}
-
id: 27596045
{'hecke_orbit_code': 206309425227, 'n': 46, 'trace_an': 0}
-
id: 27596046
{'hecke_orbit_code': 206309425227, 'n': 47, 'trace_an': 0}
-
id: 27596047
{'hecke_orbit_code': 206309425227, 'n': 48, 'trace_an': 0}
-
id: 27596048
{'hecke_orbit_code': 206309425227, 'n': 49, 'trace_an': -24987456}
-
id: 27596049
{'hecke_orbit_code': 206309425227, 'n': 50, 'trace_an': 0}
-
id: 27596050
{'hecke_orbit_code': 206309425227, 'n': 51, 'trace_an': 0}
-
id: 27596051
{'hecke_orbit_code': 206309425227, 'n': 52, 'trace_an': 0}
-
id: 27596052
{'hecke_orbit_code': 206309425227, 'n': 53, 'trace_an': 0}
-
id: 27596053
{'hecke_orbit_code': 206309425227, 'n': 54, 'trace_an': 0}
-
id: 27596054
{'hecke_orbit_code': 206309425227, 'n': 55, 'trace_an': 0}
-
id: 27596055
{'hecke_orbit_code': 206309425227, 'n': 56, 'trace_an': 0}
-
id: 27596056
{'hecke_orbit_code': 206309425227, 'n': 57, 'trace_an': 0}
-
id: 27596057
{'hecke_orbit_code': 206309425227, 'n': 58, 'trace_an': 0}
-
id: 27596058
{'hecke_orbit_code': 206309425227, 'n': 59, 'trace_an': 0}
-
id: 27596059
{'hecke_orbit_code': 206309425227, 'n': 60, 'trace_an': 0}
-
id: 27596060
{'hecke_orbit_code': 206309425227, 'n': 61, 'trace_an': -614786}
-
id: 27596061
{'hecke_orbit_code': 206309425227, 'n': 62, 'trace_an': 0}
-
id: 27596062
{'hecke_orbit_code': 206309425227, 'n': 63, 'trace_an': 0}
-
id: 27596063
{'hecke_orbit_code': 206309425227, 'n': 64, 'trace_an': -33554432}
-
id: 27596064
{'hecke_orbit_code': 206309425227, 'n': 65, 'trace_an': 0}
-
id: 27596065
{'hecke_orbit_code': 206309425227, 'n': 66, 'trace_an': 0}
-
id: 27596066
{'hecke_orbit_code': 206309425227, 'n': 67, 'trace_an': 0}
-
id: 27596067
{'hecke_orbit_code': 206309425227, 'n': 68, 'trace_an': 0}
-
id: 27596068
{'hecke_orbit_code': 206309425227, 'n': 69, 'trace_an': 0}
-
id: 27596069
{'hecke_orbit_code': 206309425227, 'n': 70, 'trace_an': 0}
-
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