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mf_newforms • Show schema
{'Nk2': 1100, 'analytic_conductor': 5.665394197802605, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 5, 'char_parity': 1, 'char_values': [11, 5, [2], [4]], 'cm_discs': [], 'conrey_index': 3, 'dim': 32, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137606725643, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 3, 1, 5, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '11.10.c.a', 'level': 11, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.10.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '9.2.3.c5', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '11.10.c', 'trace_display': [-21, 69, 225, -10675], 'traces': [32, -21, 69, -1625, 225, 8173, -10675, 22863, -93587, -16272, -44637, 339622, 164099, -125832, -547009, -1428705, 1430145, 1483170, 2175116, -79194, -3427202, -4280751, -4045452, 15199185, -1591199, -11064048, -377496, 3790710, 2621889, 18259050, 3571591, -56548860, 10586762, 8515154, 3015333, 3379584, 20945529, 55333848, 16458893, -21310356, -53829591, -22644634, -4383434, -21997776, -165146020, -2025868, 78754497, 281712140, 227397397, -74287941, -117901326, -157487230, -30528081, -337412524, -248082383, -327187608, 326803764, 279888572, 254767908, 1309524756, -10620465, 686572332, -172608476, -1338445825, -869006394, -2484759594, -946203354, 2053775934, 1552022058, -10909448, 1396168719, 2446779799, 1566720997, -604530504, -2015724064, -4233309866, -3256040955, -4298015660, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'Nk2': 1100, 'analytic_conductor': 5.665394197802605, 'char_conductor': 11, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 5, 'char_parity': 1, 'char_values': [11, 5, [2], [4]], 'conrey_index': 3, 'cusp_dim': 32, 'dim': 32, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137606725643, 'hecke_orbit_dims': [32], 'label': '11.10.c', 'level': 11, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 40, 'mf_new_dim': 40, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 8, 'sturm_bound': 10, 'trace_bound': 0, 'trace_display': [-21, 69, 225, -10675], 'traces': [32, -21, 69, -1625, 225, 8173, -10675, 22863, -93587, -16272, -44637, 339622, 164099, -125832, -547009, -1428705, 1430145, 1483170, 2175116, -79194, -3427202, -4280751, 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136002776121064], 'weight': 10, 'weight_parity': 1} -
mf_twists_cc • Show schema
-
id: 1611285
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 32, 'source_embedding_index': 8, 'source_hecke_orbit_code': 137606725643, 'source_is_minimal': True, 'source_label': '11.10.c.a.9.8', 'source_level': 11, 'target_conrey_index': 9, 'target_dim': 32, 'target_embedding_index': 8, 'target_hecke_orbit_code': 137606725643, 'target_is_minimal': True, 'target_label': '11.10.c.a.9.8', 'target_level': 11, 'twist_class_label': '11.10.c.a.5.8', 'twist_class_level': 11, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10} -
id: 1611286
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 32, 'source_embedding_index': 8, 'source_hecke_orbit_code': 137606725643, 'source_is_minimal': True, 'source_label': '11.10.c.a.9.8', 'source_level': 11, 'target_conrey_index': 64, 'target_dim': 32, 'target_embedding_index': 1, 'target_hecke_orbit_code': 343765155939, 'target_is_minimal': False, 'target_label': '99.10.f.a.64.1', 'target_level': 99, 'twist_class_label': '11.10.c.a.5.8', 'twist_class_level': 11, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10} -
id: 1611287
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 32, 'source_embedding_index': 8, 'source_hecke_orbit_code': 137606725643, 'source_is_minimal': True, 'source_label': '11.10.c.a.9.8', 'source_level': 11, 'target_conrey_index': 1, 'target_dim': 16, 'target_embedding_index': 15, 'target_hecke_orbit_code': 31525197559365753, 'target_is_minimal': False, 'target_label': '121.10.a.h.1.15', 'target_level': 121, 'twist_class_label': '11.10.c.a.5.8', 'twist_class_level': 11, 'twisting_char_label': '11.4', 'twisting_conrey_index': 4, 'weight': 10} -
id: 1611288
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 32, 'source_embedding_index': 8, 'source_hecke_orbit_code': 137606725643, 'source_is_minimal': True, 'source_label': '11.10.c.a.9.8', 'source_level': 11, 'target_conrey_index': 5, 'target_dim': 32, 'target_embedding_index': 8, 'target_hecke_orbit_code': 137606725643, 'target_is_minimal': True, 'target_label': '11.10.c.a.5.8', 'target_level': 11, 'twist_class_label': '11.10.c.a.5.8', 'twist_class_level': 11, 'twisting_char_label': '11.5', 'twisting_conrey_index': 5, 'weight': 10} -
id: 1611289
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 32, 'source_embedding_index': 8, 'source_hecke_orbit_code': 137606725643, 'source_is_minimal': True, 'source_label': '11.10.c.a.9.8', 'source_level': 11, 'target_conrey_index': 1, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028797186736249, 'target_is_minimal': False, 'target_label': '121.10.a.i.1.2', 'target_level': 121, 'twist_class_label': '11.10.c.a.5.8', 'twist_class_level': 11, 'twisting_char_label': '11.7', 'twisting_conrey_index': 7, 'weight': 10} -
id: 1611290
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 32, 'source_embedding_index': 8, 'source_hecke_orbit_code': 137606725643, 'source_is_minimal': True, 'source_label': '11.10.c.a.9.8', 'source_level': 11, 'target_conrey_index': 82, 'target_dim': 32, 'target_embedding_index': 1, 'target_hecke_orbit_code': 343765155939, 'target_is_minimal': False, 'target_label': '99.10.f.a.82.1', 'target_level': 99, 'twist_class_label': '11.10.c.a.5.8', 'twist_class_level': 11, 'twisting_char_label': '33.5', 'twisting_conrey_index': 5, 'weight': 10}
-
id: 1611285
- hecke_orbit_code 137606725643 does not appear in mf_hecke_charpolys
-
mf_newform_portraits • Show schema
{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '11.10.c.a', 'level': 11, 'portrait': 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', 'weight': 10} -
mf_hecke_traces • Show schema
-
id: 6151009
{'hecke_orbit_code': 137606725643, 'n': 1, 'trace_an': 32} -
id: 6151010
{'hecke_orbit_code': 137606725643, 'n': 2, 'trace_an': -21} -
id: 6151011
{'hecke_orbit_code': 137606725643, 'n': 3, 'trace_an': 69} -
id: 6151012
{'hecke_orbit_code': 137606725643, 'n': 4, 'trace_an': -1625} -
id: 6151013
{'hecke_orbit_code': 137606725643, 'n': 5, 'trace_an': 225} -
id: 6151014
{'hecke_orbit_code': 137606725643, 'n': 6, 'trace_an': 8173} -
id: 6151015
{'hecke_orbit_code': 137606725643, 'n': 7, 'trace_an': -10675} -
id: 6151016
{'hecke_orbit_code': 137606725643, 'n': 8, 'trace_an': 22863} -
id: 6151017
{'hecke_orbit_code': 137606725643, 'n': 9, 'trace_an': -93587} -
id: 6151018
{'hecke_orbit_code': 137606725643, 'n': 10, 'trace_an': -16272} -
id: 6151019
{'hecke_orbit_code': 137606725643, 'n': 11, 'trace_an': -44637} -
id: 6151020
{'hecke_orbit_code': 137606725643, 'n': 12, 'trace_an': 339622} -
id: 6151021
{'hecke_orbit_code': 137606725643, 'n': 13, 'trace_an': 164099} -
id: 6151022
{'hecke_orbit_code': 137606725643, 'n': 14, 'trace_an': -125832} -
id: 6151023
{'hecke_orbit_code': 137606725643, 'n': 15, 'trace_an': -547009} -
id: 6151024
{'hecke_orbit_code': 137606725643, 'n': 16, 'trace_an': -1428705} -
id: 6151025
{'hecke_orbit_code': 137606725643, 'n': 17, 'trace_an': 1430145} -
id: 6151026
{'hecke_orbit_code': 137606725643, 'n': 18, 'trace_an': 1483170} -
id: 6151027
{'hecke_orbit_code': 137606725643, 'n': 19, 'trace_an': 2175116} -
id: 6151028
{'hecke_orbit_code': 137606725643, 'n': 20, 'trace_an': -79194} -
id: 6151029
{'hecke_orbit_code': 137606725643, 'n': 21, 'trace_an': -3427202} -
id: 6151030
{'hecke_orbit_code': 137606725643, 'n': 22, 'trace_an': -4280751} -
id: 6151031
{'hecke_orbit_code': 137606725643, 'n': 23, 'trace_an': -4045452} -
id: 6151032
{'hecke_orbit_code': 137606725643, 'n': 24, 'trace_an': 15199185} -
id: 6151033
{'hecke_orbit_code': 137606725643, 'n': 25, 'trace_an': -1591199} -
id: 6151034
{'hecke_orbit_code': 137606725643, 'n': 26, 'trace_an': -11064048} -
id: 6151035
{'hecke_orbit_code': 137606725643, 'n': 27, 'trace_an': -377496} -
id: 6151036
{'hecke_orbit_code': 137606725643, 'n': 28, 'trace_an': 3790710} -
id: 6151037
{'hecke_orbit_code': 137606725643, 'n': 29, 'trace_an': 2621889} -
id: 6151038
{'hecke_orbit_code': 137606725643, 'n': 30, 'trace_an': 18259050} -
id: 6151039
{'hecke_orbit_code': 137606725643, 'n': 31, 'trace_an': 3571591} -
id: 6151040
{'hecke_orbit_code': 137606725643, 'n': 32, 'trace_an': -56548860} -
id: 6151041
{'hecke_orbit_code': 137606725643, 'n': 33, 'trace_an': 10586762} -
id: 6151042
{'hecke_orbit_code': 137606725643, 'n': 34, 'trace_an': 8515154} -
id: 6151043
{'hecke_orbit_code': 137606725643, 'n': 35, 'trace_an': 3015333} -
id: 6151044
{'hecke_orbit_code': 137606725643, 'n': 36, 'trace_an': 3379584} -
id: 6151045
{'hecke_orbit_code': 137606725643, 'n': 37, 'trace_an': 20945529} -
id: 6151046
{'hecke_orbit_code': 137606725643, 'n': 38, 'trace_an': 55333848} -
id: 6151047
{'hecke_orbit_code': 137606725643, 'n': 39, 'trace_an': 16458893} -
id: 6151048
{'hecke_orbit_code': 137606725643, 'n': 40, 'trace_an': -21310356} -
id: 6151049
{'hecke_orbit_code': 137606725643, 'n': 41, 'trace_an': -53829591} -
id: 6151050
{'hecke_orbit_code': 137606725643, 'n': 42, 'trace_an': -22644634} -
id: 6151051
{'hecke_orbit_code': 137606725643, 'n': 43, 'trace_an': -4383434} -
id: 6151052
{'hecke_orbit_code': 137606725643, 'n': 44, 'trace_an': -21997776} -
id: 6151053
{'hecke_orbit_code': 137606725643, 'n': 45, 'trace_an': -165146020} -
id: 6151054
{'hecke_orbit_code': 137606725643, 'n': 46, 'trace_an': -2025868} -
id: 6151055
{'hecke_orbit_code': 137606725643, 'n': 47, 'trace_an': 78754497} -
id: 6151056
{'hecke_orbit_code': 137606725643, 'n': 48, 'trace_an': 281712140} -
id: 6151057
{'hecke_orbit_code': 137606725643, 'n': 49, 'trace_an': 227397397} -
id: 6151058
{'hecke_orbit_code': 137606725643, 'n': 50, 'trace_an': -74287941} -
id: 6151059
{'hecke_orbit_code': 137606725643, 'n': 51, 'trace_an': -117901326} -
id: 6151060
{'hecke_orbit_code': 137606725643, 'n': 52, 'trace_an': -157487230} -
id: 6151061
{'hecke_orbit_code': 137606725643, 'n': 53, 'trace_an': -30528081} -
id: 6151062
{'hecke_orbit_code': 137606725643, 'n': 54, 'trace_an': -337412524} -
id: 6151063
{'hecke_orbit_code': 137606725643, 'n': 55, 'trace_an': -248082383} -
id: 6151064
{'hecke_orbit_code': 137606725643, 'n': 56, 'trace_an': -327187608} -
id: 6151065
{'hecke_orbit_code': 137606725643, 'n': 57, 'trace_an': 326803764} -
id: 6151066
{'hecke_orbit_code': 137606725643, 'n': 58, 'trace_an': 279888572} -
id: 6151067
{'hecke_orbit_code': 137606725643, 'n': 59, 'trace_an': 254767908} -
id: 6151068
{'hecke_orbit_code': 137606725643, 'n': 60, 'trace_an': 1309524756} -
id: 6151069
{'hecke_orbit_code': 137606725643, 'n': 61, 'trace_an': -10620465} -
id: 6151070
{'hecke_orbit_code': 137606725643, 'n': 62, 'trace_an': 686572332} -
id: 6151071
{'hecke_orbit_code': 137606725643, 'n': 63, 'trace_an': -172608476} -
id: 6151072
{'hecke_orbit_code': 137606725643, 'n': 64, 'trace_an': -1338445825} -
id: 6151073
{'hecke_orbit_code': 137606725643, 'n': 65, 'trace_an': -869006394} -
id: 6151074
{'hecke_orbit_code': 137606725643, 'n': 66, 'trace_an': -2484759594} -
id: 6151075
{'hecke_orbit_code': 137606725643, 'n': 67, 'trace_an': -946203354} -
id: 6151076
{'hecke_orbit_code': 137606725643, 'n': 68, 'trace_an': 2053775934} -
id: 6151077
{'hecke_orbit_code': 137606725643, 'n': 69, 'trace_an': 1552022058} -
id: 6151078
{'hecke_orbit_code': 137606725643, 'n': 70, 'trace_an': -10909448} -
id: 6151079
{'hecke_orbit_code': 137606725643, 'n': 71, 'trace_an': 1396168719} -
id: 6151080
{'hecke_orbit_code': 137606725643, 'n': 72, 'trace_an': 2446779799} -
id: 6151081
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id: 6151082
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Embedded newform data - 11.10.c.a.9.8