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mf_newforms • Show schema
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{'Nk2': 680, 'analytic_conductor': 1.3574568343617666, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 85, 'char_degree': 8, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 15, 'char_orbit_label': 'o', 'char_order': 16, 'char_parity': 1, 'char_values': [170, 16, [137, 71], [12, 1]], 'cm_discs': [], 'conrey_index': 3, 'dim': 32, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [3844, -82336, 376080, 710496, 4068952, -4831232, 1011440, -6837872, 6702728, -2875680, 5153560, -3448816, 1840060, -1866992, 1609248, -440200, 935541, -207304, 161672, -159480, 58012, -6600, 9528, -5672, 2880, -1336, 72, 72, -48, 24, 0, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 962106228906, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 85, 15, 1, 16, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '170.2.o.a', 'level': 170, 'level_is_powerful': False, 'level_is_prime': False, 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mf_hecke_cc • Show schema
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'conrey_index': 133, 'dual_conrey_index': 147, 'dual_embedding_index': 3, 'dual_embedding_m': 31, 'embedding_index': 3, 'embedding_m': 27, 'hecke_orbit': 1, 'hecke_orbit_code': 962106228906, 'label': '170.2.o.a.133.3', 'level': 170, 'weight': 2}
-
mf_newspaces • Show schema
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{'Nk2': 680, 'analytic_conductor': 1.3574568343617666, 'char_conductor': 85, 'char_degree': 8, 'char_is_real': False, 'char_orbit_index': 15, 'char_orbit_label': 'o', 'char_order': 16, 'char_parity': 1, 'char_values': [170, 16, [137, 71], [12, 1]], 'conrey_index': 3, 'cusp_dim': 184, 'dim': 72, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 962106228906, 'hecke_orbit_dims': [32, 40], 'label': '170.2.o', 'level': 170, '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': True, 'level_primes': [2, 5, 17], 'level_radical': 170, 'mf_dim': 248, 'mf_new_dim': 72, 'num_forms': 2, 'prim_orbit_index': 15, 'relative_dim': 9, 'sturm_bound': 54, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [72, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, -48, 0, 0, 0, 0, -8, 0, 0, 0, 0, -16, 0, -48, 16, 0, 0, -32, 0, -32, -32, 0, 0, 32, 0, 64, 0, -40, -48, 0, 0, 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mf_twists_cc • Show schema
Hide schema
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id: 11546077
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 133, 'source_dim': 32, 'source_embedding_index': 3, 'source_hecke_orbit_code': 962106228906, 'source_is_minimal': True, 'source_label': '170.2.o.a.133.3', 'source_level': 170, 'target_conrey_index': 133, 'target_dim': 32, 'target_embedding_index': 3, 'target_hecke_orbit_code': 962106228906, 'target_is_minimal': True, 'target_label': '170.2.o.a.133.3', 'target_level': 170, 'twist_class_label': '170.2.o.a.133.3', 'twist_class_level': 170, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 11546078
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 133, 'source_dim': 32, 'source_embedding_index': 3, 'source_hecke_orbit_code': 962106228906, 'source_is_minimal': True, 'source_label': '170.2.o.a.133.3', 'source_level': 170, 'target_conrey_index': 167, 'target_dim': 32, 'target_embedding_index': 2, 'target_hecke_orbit_code': 1168264659114, 'target_is_minimal': True, 'target_label': '170.2.r.a.167.2', 'target_level': 170, 'twist_class_label': '170.2.o.a.133.3', 'twist_class_level': 170, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 11546079
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 133, 'source_dim': 32, 'source_embedding_index': 3, 'source_hecke_orbit_code': 962106228906, 'source_is_minimal': True, 'source_label': '170.2.o.a.133.3', 'source_level': 170, 'target_conrey_index': 507, 'target_dim': 32, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9008642397307730, 'target_is_minimal': False, 'target_label': '850.2.v.c.507.3', 'target_level': 850, 'twist_class_label': '170.2.o.a.133.3', 'twist_class_level': 170, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 11546080
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 133, 'source_dim': 32, 'source_embedding_index': 3, 'source_hecke_orbit_code': 962106228906, 'source_is_minimal': True, 'source_label': '170.2.o.a.133.3', 'source_level': 170, 'target_conrey_index': 643, 'target_dim': 32, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9008436238877522, 'target_is_minimal': False, 'target_label': '850.2.s.c.643.2', 'target_level': 850, 'twist_class_label': '170.2.o.a.133.3', 'twist_class_level': 170, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 11546081
{'conductor': 17, 'degree': 8, 'order': 16, 'parity': -1, 'source_conrey_index': 133, 'source_dim': 32, 'source_embedding_index': 3, 'source_hecke_orbit_code': 962106228906, 'source_is_minimal': True, 'source_label': '170.2.o.a.133.3', 'source_level': 170, 'target_conrey_index': 113, 'target_dim': 32, 'target_embedding_index': 2, 'target_hecke_orbit_code': 1168264659114, 'target_is_minimal': True, 'target_label': '170.2.r.a.113.2', 'target_level': 170, 'twist_class_label': '170.2.o.a.133.3', 'twist_class_level': 170, 'twisting_char_label': '17.11', 'twisting_conrey_index': 11, 'weight': 2}
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id: 11546082
{'conductor': 85, 'degree': 8, 'order': 16, 'parity': 1, 'source_conrey_index': 133, 'source_dim': 32, 'source_embedding_index': 3, 'source_hecke_orbit_code': 962106228906, 'source_is_minimal': True, 'source_label': '170.2.o.a.133.3', 'source_level': 170, 'target_conrey_index': 657, 'target_dim': 32, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9008436238877522, 'target_is_minimal': False, 'target_label': '850.2.s.c.657.2', 'target_level': 850, 'twist_class_label': '170.2.o.a.133.3', 'twist_class_level': 170, 'twisting_char_label': '85.28', 'twisting_conrey_index': 28, 'weight': 2}
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id: 11546083
{'conductor': 85, 'degree': 8, 'order': 16, 'parity': 1, 'source_conrey_index': 133, 'source_dim': 32, 'source_embedding_index': 3, 'source_hecke_orbit_code': 962106228906, 'source_is_minimal': True, 'source_label': '170.2.o.a.133.3', 'source_level': 170, 'target_conrey_index': 147, 'target_dim': 32, 'target_embedding_index': 3, 'target_hecke_orbit_code': 962106228906, 'target_is_minimal': True, 'target_label': '170.2.o.a.147.3', 'target_level': 170, 'twist_class_label': '170.2.o.a.133.3', 'twist_class_level': 170, 'twisting_char_label': '85.62', 'twisting_conrey_index': 62, 'weight': 2}
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id: 11546084
{'conductor': 85, 'degree': 8, 'order': 16, 'parity': -1, 'source_conrey_index': 133, 'source_dim': 32, 'source_embedding_index': 3, 'source_hecke_orbit_code': 962106228906, 'source_is_minimal': True, 'source_label': '170.2.o.a.133.3', 'source_level': 170, 'target_conrey_index': 793, 'target_dim': 32, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9008642397307730, 'target_is_minimal': False, 'target_label': '850.2.v.c.793.3', 'target_level': 850, 'twist_class_label': '170.2.o.a.133.3', 'twist_class_level': 170, 'twisting_char_label': '85.79', 'twisting_conrey_index': 79, 'weight': 2}
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hecke_orbit_code 962106228906 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 15, 'hecke_orbit': 1, 'label': '170.2.o.a', 'level': 170, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 45338000
{'hecke_orbit_code': 962106228906, 'n': 1, 'trace_an': 32}
-
id: 45338001
{'hecke_orbit_code': 962106228906, 'n': 2, 'trace_an': 0}
-
id: 45338002
{'hecke_orbit_code': 962106228906, 'n': 3, 'trace_an': 0}
-
id: 45338003
{'hecke_orbit_code': 962106228906, 'n': 4, 'trace_an': 0}
-
id: 45338004
{'hecke_orbit_code': 962106228906, 'n': 5, 'trace_an': 0}
-
id: 45338005
{'hecke_orbit_code': 962106228906, 'n': 6, 'trace_an': 0}
-
id: 45338006
{'hecke_orbit_code': 962106228906, 'n': 7, 'trace_an': 0}
-
id: 45338007
{'hecke_orbit_code': 962106228906, 'n': 8, 'trace_an': 0}
-
id: 45338008
{'hecke_orbit_code': 962106228906, 'n': 9, 'trace_an': 0}
-
id: 45338009
{'hecke_orbit_code': 962106228906, 'n': 10, 'trace_an': 8}
-
id: 45338010
{'hecke_orbit_code': 962106228906, 'n': 11, 'trace_an': 0}
-
id: 45338011
{'hecke_orbit_code': 962106228906, 'n': 12, 'trace_an': 0}
-
id: 45338012
{'hecke_orbit_code': 962106228906, 'n': 13, 'trace_an': 0}
-
id: 45338013
{'hecke_orbit_code': 962106228906, 'n': 14, 'trace_an': 0}
-
id: 45338014
{'hecke_orbit_code': 962106228906, 'n': 15, 'trace_an': -40}
-
id: 45338015
{'hecke_orbit_code': 962106228906, 'n': 16, 'trace_an': 0}
-
id: 45338016
{'hecke_orbit_code': 962106228906, 'n': 17, 'trace_an': 0}
-
id: 45338017
{'hecke_orbit_code': 962106228906, 'n': 18, 'trace_an': 16}
-
id: 45338018
{'hecke_orbit_code': 962106228906, 'n': 19, 'trace_an': 0}
-
id: 45338019
{'hecke_orbit_code': 962106228906, 'n': 20, 'trace_an': 8}
-
id: 45338020
{'hecke_orbit_code': 962106228906, 'n': 21, 'trace_an': 0}
-
id: 45338021
{'hecke_orbit_code': 962106228906, 'n': 22, 'trace_an': 0}
-
id: 45338022
{'hecke_orbit_code': 962106228906, 'n': 23, 'trace_an': 0}
-
id: 45338023
{'hecke_orbit_code': 962106228906, 'n': 24, 'trace_an': 0}
-
id: 45338024
{'hecke_orbit_code': 962106228906, 'n': 25, 'trace_an': -8}
-
id: 45338025
{'hecke_orbit_code': 962106228906, 'n': 26, 'trace_an': 8}
-
id: 45338026
{'hecke_orbit_code': 962106228906, 'n': 27, 'trace_an': -72}
-
id: 45338027
{'hecke_orbit_code': 962106228906, 'n': 28, 'trace_an': 8}
-
id: 45338028
{'hecke_orbit_code': 962106228906, 'n': 29, 'trace_an': 8}
-
id: 45338029
{'hecke_orbit_code': 962106228906, 'n': 30, 'trace_an': 0}
-
id: 45338030
{'hecke_orbit_code': 962106228906, 'n': 31, 'trace_an': -16}
-
id: 45338031
{'hecke_orbit_code': 962106228906, 'n': 32, 'trace_an': 0}
-
id: 45338032
{'hecke_orbit_code': 962106228906, 'n': 33, 'trace_an': -64}
-
id: 45338033
{'hecke_orbit_code': 962106228906, 'n': 34, 'trace_an': -24}
-
id: 45338034
{'hecke_orbit_code': 962106228906, 'n': 35, 'trace_an': 32}
-
id: 45338035
{'hecke_orbit_code': 962106228906, 'n': 36, 'trace_an': 0}
-
id: 45338036
{'hecke_orbit_code': 962106228906, 'n': 37, 'trace_an': 16}
-
id: 45338037
{'hecke_orbit_code': 962106228906, 'n': 38, 'trace_an': 0}
-
id: 45338038
{'hecke_orbit_code': 962106228906, 'n': 39, 'trace_an': 32}
-
id: 45338039
{'hecke_orbit_code': 962106228906, 'n': 40, 'trace_an': -8}
-
id: 45338040
{'hecke_orbit_code': 962106228906, 'n': 41, 'trace_an': 16}
-
id: 45338041
{'hecke_orbit_code': 962106228906, 'n': 42, 'trace_an': -40}
-
id: 45338042
{'hecke_orbit_code': 962106228906, 'n': 43, 'trace_an': 48}
-
id: 45338043
{'hecke_orbit_code': 962106228906, 'n': 44, 'trace_an': 16}
-
id: 45338044
{'hecke_orbit_code': 962106228906, 'n': 45, 'trace_an': 24}
-
id: 45338045
{'hecke_orbit_code': 962106228906, 'n': 46, 'trace_an': 0}
-
id: 45338046
{'hecke_orbit_code': 962106228906, 'n': 47, 'trace_an': -64}
-
id: 45338047
{'hecke_orbit_code': 962106228906, 'n': 48, 'trace_an': 0}
-
id: 45338048
{'hecke_orbit_code': 962106228906, 'n': 49, 'trace_an': 16}
-
id: 45338049
{'hecke_orbit_code': 962106228906, 'n': 50, 'trace_an': 32}
-
id: 45338050
{'hecke_orbit_code': 962106228906, 'n': 51, 'trace_an': 32}
-
id: 45338051
{'hecke_orbit_code': 962106228906, 'n': 52, 'trace_an': -16}
-
id: 45338052
{'hecke_orbit_code': 962106228906, 'n': 53, 'trace_an': 0}
-
id: 45338053
{'hecke_orbit_code': 962106228906, 'n': 54, 'trace_an': -24}
-
id: 45338054
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