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{'Nk2': 4312, 'analytic_conductor': 23.590804369420795, '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': [22, 5, [13], [4]], 'cm_discs': [], 'conrey_index': 3, 'conrey_indexes': [3, 5, 9, 15], 'dim': 24, 'has_non_self_twist': 1, 'hecke_orbit': 1, 'hecke_orbit_code': 137673834518, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 3, 1, 5, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '22.14.c.a', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.14.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '13.2.3.c5', 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label 22.14.c.a does not appear in mf_hecke_nf
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mf_newspaces • Show schema
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{'Nk2': 4312, 'analytic_conductor': 23.590804369420795, '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': [22, 5, [13], [4]], 'conrey_index': 3, 'cusp_dim': 148, 'dim': 52, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_orbit_code': 137673834518, 'hecke_orbit_dims': [24, 28], 'label': '22.14.c', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 164, 'mf_new_dim': 52, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 13, 'sturm_bound': 42, 'trace_bound': 1, 'trace_display': [-64, 1460, 104474, -147838], 'traces': [52, -64, 1460, -53248, 104474, 146496, -147838, -262144, -12133261, 12472576, -9233973, -18554880, 23781548, 55763584, -152605906, -218103808, 383246410, -115308032, -251188073, 427925504, 202019252, 59312704, -3685243108, 600047616, 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mf_twists_nf • Show schema
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id: 17661
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 24, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.14.c.a', 'source_level': 22, 'target_char_orbit': 3, 'target_dim': 24, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '22.14.c.a', 'target_level': 22, 'twist_class_label': '22.14.c.a', 'twist_class_level': 22, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
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id: 17662
{'conductor': 11, 'degree': 4, 'multiplicity': 1, 'order': 5, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 24, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.14.c.a', 'source_level': 22, 'target_char_orbit': 3, 'target_dim': 24, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '22.14.c.a', 'target_level': 22, 'twist_class_label': '22.14.c.a', 'twist_class_level': 22, 'twisting_char_label': '11.c', 'twisting_char_orbit': 3, 'weight': 14}
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hecke_orbit_code 137673834518 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '22.14.c.a', 'level': 22, 'portrait': 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', 'weight': 14}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 24135000
{'hecke_orbit_code': 137673834518, 'n': 1, 'trace_an': 24}
-
id: 24135001
{'hecke_orbit_code': 137673834518, 'n': 2, 'trace_an': 384}
-
id: 24135002
{'hecke_orbit_code': 137673834518, 'n': 3, 'trace_an': 2708}
-
id: 24135003
{'hecke_orbit_code': 137673834518, 'n': 4, 'trace_an': -24576}
-
id: 24135004
{'hecke_orbit_code': 137673834518, 'n': 5, 'trace_an': 32920}
-
id: 24135005
{'hecke_orbit_code': 137673834518, 'n': 6, 'trace_an': 47488}
-
id: 24135006
{'hecke_orbit_code': 137673834518, 'n': 7, 'trace_an': -509572}
-
id: 24135007
{'hecke_orbit_code': 137673834518, 'n': 8, 'trace_an': 1572864}
-
id: 24135008
{'hecke_orbit_code': 137673834518, 'n': 9, 'trace_an': -3517894}
-
id: 24135009
{'hecke_orbit_code': 137673834518, 'n': 10, 'trace_an': 9574400}
-
id: 24135010
{'hecke_orbit_code': 137673834518, 'n': 11, 'trace_an': -17933212}
-
id: 24135011
{'hecke_orbit_code': 137673834518, 'n': 12, 'trace_an': -16105472}
-
id: 24135012
{'hecke_orbit_code': 137673834518, 'n': 13, 'trace_an': -8592392}
-
id: 24135013
{'hecke_orbit_code': 137673834518, 'n': 14, 'trace_an': 32612608}
-
id: 24135014
{'hecke_orbit_code': 137673834518, 'n': 15, 'trace_an': 39493882}
-
id: 24135015
{'hecke_orbit_code': 137673834518, 'n': 16, 'trace_an': -100663296}
-
id: 24135016
{'hecke_orbit_code': 137673834518, 'n': 17, 'trace_an': 94365328}
-
id: 24135017
{'hecke_orbit_code': 137673834518, 'n': 18, 'trace_an': 160304896}
-
id: 24135018
{'hecke_orbit_code': 137673834518, 'n': 19, 'trace_an': -152599556}
-
id: 24135019
{'hecke_orbit_code': 137673834518, 'n': 20, 'trace_an': 134840320}
-
id: 24135020
{'hecke_orbit_code': 137673834518, 'n': 21, 'trace_an': -1160906408}
-
id: 24135021
{'hecke_orbit_code': 137673834518, 'n': 22, 'trace_an': 103665408}
-
id: 24135022
{'hecke_orbit_code': 137673834518, 'n': 23, 'trace_an': -3452143608}
-
id: 24135023
{'hecke_orbit_code': 137673834518, 'n': 24, 'trace_an': 194510848}
-
id: 24135024
{'hecke_orbit_code': 137673834518, 'n': 25, 'trace_an': -4256252342}
-
id: 24135025
{'hecke_orbit_code': 137673834518, 'n': 26, 'trace_an': -292945152}
-
id: 24135026
{'hecke_orbit_code': 137673834518, 'n': 27, 'trace_an': 4686820568}
-
id: 24135027
{'hecke_orbit_code': 137673834518, 'n': 28, 'trace_an': 2444976128}
-
id: 24135028
{'hecke_orbit_code': 137673834518, 'n': 29, 'trace_an': -5215924524}
-
id: 24135029
{'hecke_orbit_code': 137673834518, 'n': 30, 'trace_an': -2527608448}
-
id: 24135030
{'hecke_orbit_code': 137673834518, 'n': 31, 'trace_an': 3405899922}
-
id: 24135031
{'hecke_orbit_code': 137673834518, 'n': 32, 'trace_an': -25769803776}
-
id: 24135032
{'hecke_orbit_code': 137673834518, 'n': 33, 'trace_an': -23679929966}
-
id: 24135033
{'hecke_orbit_code': 137673834518, 'n': 34, 'trace_an': -8202684672}
-
id: 24135034
{'hecke_orbit_code': 137673834518, 'n': 35, 'trace_an': -99104472424}
-
id: 24135035
{'hecke_orbit_code': 137673834518, 'n': 36, 'trace_an': -10259513344}
-
id: 24135036
{'hecke_orbit_code': 137673834518, 'n': 37, 'trace_an': 40846533764}
-
id: 24135037
{'hecke_orbit_code': 137673834518, 'n': 38, 'trace_an': 28549809024}
-
id: 24135038
{'hecke_orbit_code': 137673834518, 'n': 39, 'trace_an': 64855004884}
-
id: 24135039
{'hecke_orbit_code': 137673834518, 'n': 40, 'trace_an': -10978590720}
-
id: 24135040
{'hecke_orbit_code': 137673834518, 'n': 41, 'trace_an': -51540853640}
-
id: 24135041
{'hecke_orbit_code': 137673834518, 'n': 42, 'trace_an': 24490870272}
-
id: 24135042
{'hecke_orbit_code': 137673834518, 'n': 43, 'trace_an': 124560388560}
-
id: 24135043
{'hecke_orbit_code': 137673834518, 'n': 44, 'trace_an': -74477658112}
-
id: 24135044
{'hecke_orbit_code': 137673834518, 'n': 45, 'trace_an': -204284993840}
-
id: 24135045
{'hecke_orbit_code': 137673834518, 'n': 46, 'trace_an': -109655514368}
-
id: 24135046
{'hecke_orbit_code': 137673834518, 'n': 47, 'trace_an': 19947862428}
-
id: 24135047
{'hecke_orbit_code': 137673834518, 'n': 48, 'trace_an': 45432700928}
-
id: 24135048
{'hecke_orbit_code': 137673834518, 'n': 49, 'trace_an': -175112415622}
-
id: 24135049
{'hecke_orbit_code': 137673834518, 'n': 50, 'trace_an': -80504514432}
-
id: 24135050
{'hecke_orbit_code': 137673834518, 'n': 51, 'trace_an': 474711827630}
-
id: 24135051
{'hecke_orbit_code': 137673834518, 'n': 52, 'trace_an': 18748489728}
-
id: 24135052
{'hecke_orbit_code': 137673834518, 'n': 53, 'trace_an': 558965931900}
-
id: 24135053
{'hecke_orbit_code': 137673834518, 'n': 54, 'trace_an': 965595769088}
-
id: 24135054
{'hecke_orbit_code': 137673834518, 'n': 55, 'trace_an': 441854256778}
-
id: 24135055
{'hecke_orbit_code': 137673834518, 'n': 56, 'trace_an': 45794459648}
-
id: 24135056
{'hecke_orbit_code': 137673834518, 'n': 57, 'trace_an': -418297095718}
-
id: 24135057
{'hecke_orbit_code': 137673834518, 'n': 58, 'trace_an': 333819169536}
-
id: 24135058
{'hecke_orbit_code': 137673834518, 'n': 59, 'trace_an': 328926408084}
-
id: 24135059
{'hecke_orbit_code': 137673834518, 'n': 60, 'trace_an': 90834665472}
-
id: 24135060
{'hecke_orbit_code': 137673834518, 'n': 61, 'trace_an': -564751916716}
-
id: 24135061
{'hecke_orbit_code': 137673834518, 'n': 62, 'trace_an': 263779911552}
-
id: 24135062
{'hecke_orbit_code': 137673834518, 'n': 63, 'trace_an': -1395614157158}
-
id: 24135063
{'hecke_orbit_code': 137673834518, 'n': 64, 'trace_an': -412316860416}
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