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{'Nk2': 5824, 'analytic_conductor': 28.42703731905508, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 91, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 18, 'char_orbit_label': 'r', 'char_order': 6, 'char_parity': 1, 'char_values': [91, 6, [66, 15], [4, 3]], 'cm_discs': [], 'conrey_index': 25, 'conrey_indexes': [25, 51], 'dim': 128, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 1168365322331, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0], [1, 1, 13, 2, 1, 2, 0], [1, 1, 91, 18, 1, 6, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '91.8.r.a', 'level': 91, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 13], 'level_radical': 91, 'minimal_twist': '91.8.r.a', 'prim_orbit_index': 18, 'related_objects': 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label 91.8.r.a does not appear in mf_hecke_nf
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mf_newspaces • Show schema
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{'Nk2': 5824, 'analytic_conductor': 28.42703731905508, 'char_conductor': 91, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 18, 'char_orbit_label': 'r', 'char_order': 6, 'char_parity': 1, 'char_values': [91, 6, [66, 15], [4, 3]], 'conrey_index': 25, 'cusp_dim': 128, 'dim': 128, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_orbit_code': 1168365322331, 'hecke_orbit_dims': [128], 'label': '91.8.r', 'level': 91, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 13], 'level_radical': 91, 'mf_dim': 136, 'mf_new_dim': 136, 'num_forms': 1, 'prim_orbit_index': 18, 'relative_dim': 64, 'sturm_bound': 74, 'trace_bound': 0, 'trace_display': [0, 52, 0, 0], 'traces': [128, 0, 52, 4094, 0, 0, 0, 0, -44052, -4514, 0, 2090, 11132, 18748, 0, -230074, -28972, 0, 0, 0, 0, 179920, 20508, 0, 920040, 144684, -357584, 0, 44600, 46580, 0, 0, 0, 0, -1216824, -4529248, 0, -129032, 104546, 2082020, 0, 2426496, -1434416, 0, 0, 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368922216220, -25747790156, -147227208612, 0, 540548705462, -202594882240, 0, 0, 0, 0, -116812484852, 6473657208, 0, 735778452416, -40005436284, 488812835000, 0, 184094735376, 191129639174, 0, 0, 0, 0, 111382480208, 50087621740, 0, -80793696248, 249711117072, -46952395888, 0, -314289876730, -243238260908, 0, 0, 0, 0, -510607400456, -99005116456, 0, -348807230504, -217635516550, -444099632320, 0, 117815872928, 63988240696, 0, 0, 0, 0, -172324219428, 26417285664, 0, 2834566466, -172358237926, -80437719438, 0, 288203186004, -50900633168, 0, 0, 0, 0, 944834135600, 51001624032, 0, 103675700356, -34258877244, 468933540688, 0, -751386977600, -313992407026, 0, 0, 0, 0, -74959814816, -1176578609908, 0, -938734274484, 258367190452, -113590321096, 0, 779850724578, 397281151744, 0, 0, 0, 0, -345007451652, 247870530572, 0, 80336634552, -62610445992, -117528861404, 0, 200894392900, -297722048288, 0, 0, 0, 0, -74199638704, 182621524106, 0, 1580745808652], 'weight': 8, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 80903
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 18, 'source_dim': 128, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '91.8.r.a', 'source_level': 91, 'target_char_orbit': 18, 'target_dim': 128, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '91.8.r.a', 'target_level': 91, 'twist_class_label': '91.8.r.a', 'twist_class_level': 91, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 80904
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 18, 'source_dim': 128, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '91.8.r.a', 'source_level': 91, 'target_char_orbit': 18, 'target_dim': 128, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '91.8.r.a', 'target_level': 91, 'twist_class_label': '91.8.r.a', 'twist_class_level': 91, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
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id: 80905
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 18, 'source_dim': 128, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '91.8.r.a', 'source_level': 91, 'target_char_orbit': 18, 'target_dim': 128, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '91.8.r.a', 'target_level': 91, 'twist_class_label': '91.8.r.a', 'twist_class_level': 91, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 80906
{'conductor': 91, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 18, 'source_dim': 128, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '91.8.r.a', 'source_level': 91, 'target_char_orbit': 18, 'target_dim': 128, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '91.8.r.a', 'target_level': 91, 'twist_class_label': '91.8.r.a', 'twist_class_level': 91, 'twisting_char_label': '91.r', 'twisting_char_orbit': 18, 'weight': 8}
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hecke_orbit_code 1168365322331 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 18, 'hecke_orbit': 1, 'label': '91.8.r.a', 'level': 91, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 48425000
{'hecke_orbit_code': 1168365322331, 'n': 1, 'trace_an': 128}
-
id: 48425001
{'hecke_orbit_code': 1168365322331, 'n': 2, 'trace_an': 0}
-
id: 48425002
{'hecke_orbit_code': 1168365322331, 'n': 3, 'trace_an': 52}
-
id: 48425003
{'hecke_orbit_code': 1168365322331, 'n': 4, 'trace_an': 4094}
-
id: 48425004
{'hecke_orbit_code': 1168365322331, 'n': 5, 'trace_an': 0}
-
id: 48425005
{'hecke_orbit_code': 1168365322331, 'n': 6, 'trace_an': 0}
-
id: 48425006
{'hecke_orbit_code': 1168365322331, 'n': 7, 'trace_an': 0}
-
id: 48425007
{'hecke_orbit_code': 1168365322331, 'n': 8, 'trace_an': 0}
-
id: 48425008
{'hecke_orbit_code': 1168365322331, 'n': 9, 'trace_an': -44052}
-
id: 48425009
{'hecke_orbit_code': 1168365322331, 'n': 10, 'trace_an': -4514}
-
id: 48425010
{'hecke_orbit_code': 1168365322331, 'n': 11, 'trace_an': 0}
-
id: 48425011
{'hecke_orbit_code': 1168365322331, 'n': 12, 'trace_an': 2090}
-
id: 48425012
{'hecke_orbit_code': 1168365322331, 'n': 13, 'trace_an': 11132}
-
id: 48425013
{'hecke_orbit_code': 1168365322331, 'n': 14, 'trace_an': 18748}
-
id: 48425014
{'hecke_orbit_code': 1168365322331, 'n': 15, 'trace_an': 0}
-
id: 48425015
{'hecke_orbit_code': 1168365322331, 'n': 16, 'trace_an': -230074}
-
id: 48425016
{'hecke_orbit_code': 1168365322331, 'n': 17, 'trace_an': -28972}
-
id: 48425017
{'hecke_orbit_code': 1168365322331, 'n': 18, 'trace_an': 0}
-
id: 48425018
{'hecke_orbit_code': 1168365322331, 'n': 19, 'trace_an': 0}
-
id: 48425019
{'hecke_orbit_code': 1168365322331, 'n': 20, 'trace_an': 0}
-
id: 48425020
{'hecke_orbit_code': 1168365322331, 'n': 21, 'trace_an': 0}
-
id: 48425021
{'hecke_orbit_code': 1168365322331, 'n': 22, 'trace_an': 179920}
-
id: 48425022
{'hecke_orbit_code': 1168365322331, 'n': 23, 'trace_an': 20508}
-
id: 48425023
{'hecke_orbit_code': 1168365322331, 'n': 24, 'trace_an': 0}
-
id: 48425024
{'hecke_orbit_code': 1168365322331, 'n': 25, 'trace_an': 920040}
-
id: 48425025
{'hecke_orbit_code': 1168365322331, 'n': 26, 'trace_an': 144684}
-
id: 48425026
{'hecke_orbit_code': 1168365322331, 'n': 27, 'trace_an': -357584}
-
id: 48425027
{'hecke_orbit_code': 1168365322331, 'n': 28, 'trace_an': 0}
-
id: 48425028
{'hecke_orbit_code': 1168365322331, 'n': 29, 'trace_an': 44600}
-
id: 48425029
{'hecke_orbit_code': 1168365322331, 'n': 30, 'trace_an': 46580}
-
id: 48425030
{'hecke_orbit_code': 1168365322331, 'n': 31, 'trace_an': 0}
-
id: 48425031
{'hecke_orbit_code': 1168365322331, 'n': 32, 'trace_an': 0}
-
id: 48425032
{'hecke_orbit_code': 1168365322331, 'n': 33, 'trace_an': 0}
-
id: 48425033
{'hecke_orbit_code': 1168365322331, 'n': 34, 'trace_an': 0}
-
id: 48425034
{'hecke_orbit_code': 1168365322331, 'n': 35, 'trace_an': -1216824}
-
id: 48425035
{'hecke_orbit_code': 1168365322331, 'n': 36, 'trace_an': -4529248}
-
id: 48425036
{'hecke_orbit_code': 1168365322331, 'n': 37, 'trace_an': 0}
-
id: 48425037
{'hecke_orbit_code': 1168365322331, 'n': 38, 'trace_an': -129032}
-
id: 48425038
{'hecke_orbit_code': 1168365322331, 'n': 39, 'trace_an': 104546}
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id: 48425039
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