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{'Nk2': 9396, 'analytic_conductor': 53.1344053299223, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[29, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [29, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 21, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [352190297646328438673286863085403242640163261644800, 109971843519438493592153925982772608033623155671040, 1972290982178062212234458866030007569313712570368, -45911977973081309284743693279346062591893962752, -684693567822878450858778327752363292693102592, 4281970464762992620990000090148042010787840, 35530961580771943930327361442905266847744, -159314094629275046420692547306300375040, -786157346411971253436091237975719936, 3038262890708507494746317019512832, 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mf_hecke_cc • Show schema
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{'AL_dims': [[[[29, -1]], 21, 1], [[[29, 1]], 18, 1]], 'ALdims': [18, 21], 'Nk2': 9396, 'analytic_conductor': 53.1344053299223, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [29, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 41, 'dim': 39, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989917, 'hecke_orbit_dims': [18, 21], 'label': '29.18.a', 'level': 29, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [29], 'level_radical': 29, 'mf_dim': 43, 'mf_new_dim': 39, 'num_forms': 2, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 39, 'sturm_bound': 45, 'trace_bound': 1, 'trace_display': [256, 8566, 434044, -41731672], 'traces': [39, 256, 8566, 2315220, 434044, -3254644, -41731672, -51200586, 1753365353, -1526176066, 1617457790, -550441782, 2145809692, 15083601224, 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mf_twists_cc • Show schema
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{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 21, 'source_embedding_index': 14, 'source_hecke_orbit_code': 4503599929360413, 'source_is_minimal': True, 'source_label': '29.18.a.b.1.14', 'source_level': 29, 'target_conrey_index': 1, 'target_dim': 21, 'target_embedding_index': 14, 'target_hecke_orbit_code': 4503599929360413, 'target_is_minimal': True, 'target_label': '29.18.a.b.1.14', 'target_level': 29, 'twist_class_label': '29.18.a.b.1.14', 'twist_class_level': 29, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
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hecke_orbit_code 4503599929360413 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '29.18.a.b', 'level': 29, 'portrait': 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', 'weight': 18}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 77335000
{'hecke_orbit_code': 4503599929360413, 'n': 1, 'trace_an': 21}
-
id: 77335001
{'hecke_orbit_code': 4503599929360413, 'n': 2, 'trace_an': 256}
-
id: 77335002
{'hecke_orbit_code': 4503599929360413, 'n': 3, 'trace_an': 23966}
-
id: 77335003
{'hecke_orbit_code': 4503599929360413, 'n': 4, 'trace_an': 1452522}
-
id: 77335004
{'hecke_orbit_code': 4503599929360413, 'n': 5, 'trace_an': 998272}
-
id: 77335005
{'hecke_orbit_code': 4503599929360413, 'n': 6, 'trace_an': 3411526}
-
id: 77335006
{'hecke_orbit_code': 4503599929360413, 'n': 7, 'trace_an': 2193368}
-
id: 77335007
{'hecke_orbit_code': 4503599929360413, 'n': 8, 'trace_an': -138137226}
-
id: 77335008
{'hecke_orbit_code': 4503599929360413, 'n': 9, 'trace_an': 1264832799}
-
id: 77335009
{'hecke_orbit_code': 4503599929360413, 'n': 10, 'trace_an': -224469478}
-
id: 77335010
{'hecke_orbit_code': 4503599929360413, 'n': 11, 'trace_an': 1203139534}
-
id: 77335011
{'hecke_orbit_code': 4503599929360413, 'n': 12, 'trace_an': -5164251122}
-
id: 77335012
{'hecke_orbit_code': 4503599929360413, 'n': 13, 'trace_an': 3854339312}
-
id: 77335013
{'hecke_orbit_code': 4503599929360413, 'n': 14, 'trace_an': 25262272904}
-
id: 77335014
{'hecke_orbit_code': 4503599929360413, 'n': 15, 'trace_an': 28324474306}
-
id: 77335015
{'hecke_orbit_code': 4503599929360413, 'n': 16, 'trace_an': 196520815922}
-
id: 77335016
{'hecke_orbit_code': 4503599929360413, 'n': 17, 'trace_an': 76444714794}
-
id: 77335017
{'hecke_orbit_code': 4503599929360413, 'n': 18, 'trace_an': 75758949126}
-
id: 77335018
{'hecke_orbit_code': 4503599929360413, 'n': 19, 'trace_an': 246497292428}
-
id: 77335019
{'hecke_orbit_code': 4503599929360413, 'n': 20, 'trace_an': -46900976670}
-
id: 77335020
{'hecke_orbit_code': 4503599929360413, 'n': 21, 'trace_an': 360937126704}
-
id: 77335021
{'hecke_orbit_code': 4503599929360413, 'n': 22, 'trace_an': -275001533522}
-
id: 77335022
{'hecke_orbit_code': 4503599929360413, 'n': 23, 'trace_an': 213498528140}
-
id: 77335023
{'hecke_orbit_code': 4503599929360413, 'n': 24, 'trace_an': -451123453870}
-
id: 77335024
{'hecke_orbit_code': 4503599929360413, 'n': 25, 'trace_an': 3898884886997}
-
id: 77335025
{'hecke_orbit_code': 4503599929360413, 'n': 26, 'trace_an': -3609347694206}
-
id: 77335026
{'hecke_orbit_code': 4503599929360413, 'n': 27, 'trace_an': -2718903745978}
-
id: 77335027
{'hecke_orbit_code': 4503599929360413, 'n': 28, 'trace_an': -5946174617200}
-
id: 77335028
{'hecke_orbit_code': 4503599929360413, 'n': 29, 'trace_an': 10505174672181}
-
id: 77335029
{'hecke_orbit_code': 4503599929360413, 'n': 30, 'trace_an': -20237658929454}
-
id: 77335030
{'hecke_orbit_code': 4503599929360413, 'n': 31, 'trace_an': 16670029895798}
-
id: 77335031
{'hecke_orbit_code': 4503599929360413, 'n': 32, 'trace_an': -42141001912046}
-
id: 77335032
{'hecke_orbit_code': 4503599929360413, 'n': 33, 'trace_an': -7157109761394}
-
id: 77335033
{'hecke_orbit_code': 4503599929360413, 'n': 34, 'trace_an': 12785761151136}
-
id: 77335034
{'hecke_orbit_code': 4503599929360413, 'n': 35, 'trace_an': 46677934312888}
-
id: 77335035
{'hecke_orbit_code': 4503599929360413, 'n': 36, 'trace_an': 132137824374868}
-
id: 77335036
{'hecke_orbit_code': 4503599929360413, 'n': 37, 'trace_an': 53445659988410}
-
id: 77335037
{'hecke_orbit_code': 4503599929360413, 'n': 38, 'trace_an': 76581637956388}
-
id: 77335038
{'hecke_orbit_code': 4503599929360413, 'n': 39, 'trace_an': 79233849032530}
-
id: 77335039
{'hecke_orbit_code': 4503599929360413, 'n': 40, 'trace_an': 193617444734146}
-
id: 77335040
{'hecke_orbit_code': 4503599929360413, 'n': 41, 'trace_an': -20814769309298}
-
id: 77335041
{'hecke_orbit_code': 4503599929360413, 'n': 42, 'trace_an': 76690667258352}
-
id: 77335042
{'hecke_orbit_code': 4503599929360413, 'n': 43, 'trace_an': 185498647364454}
-
id: 77335043
{'hecke_orbit_code': 4503599929360413, 'n': 44, 'trace_an': 315429066899678}
-
id: 77335044
{'hecke_orbit_code': 4503599929360413, 'n': 45, 'trace_an': -486270821438526}
-
id: 77335045
{'hecke_orbit_code': 4503599929360413, 'n': 46, 'trace_an': 261474367677132}
-
id: 77335046
{'hecke_orbit_code': 4503599929360413, 'n': 47, 'trace_an': 389503471719450}
-
id: 77335047
{'hecke_orbit_code': 4503599929360413, 'n': 48, 'trace_an': -101509672247630}
-
id: 77335048
{'hecke_orbit_code': 4503599929360413, 'n': 49, 'trace_an': 730079062141437}
-
id: 77335049
{'hecke_orbit_code': 4503599929360413, 'n': 50, 'trace_an': 1482269666368354}
-
id: 77335050
{'hecke_orbit_code': 4503599929360413, 'n': 51, 'trace_an': 718238208473988}
-
id: 77335051
{'hecke_orbit_code': 4503599929360413, 'n': 52, 'trace_an': 1966802817157170}
-
id: 77335052
{'hecke_orbit_code': 4503599929360413, 'n': 53, 'trace_an': 747441265526156}
-
id: 77335053
{'hecke_orbit_code': 4503599929360413, 'n': 54, 'trace_an': 5692893333117030}
-
id: 77335054
{'hecke_orbit_code': 4503599929360413, 'n': 55, 'trace_an': 1639109418219546}
-
id: 77335055
{'hecke_orbit_code': 4503599929360413, 'n': 56, 'trace_an': 5657219329125240}
-
id: 77335056
{'hecke_orbit_code': 4503599929360413, 'n': 57, 'trace_an': 4694352396864932}
-
id: 77335057
{'hecke_orbit_code': 4503599929360413, 'n': 58, 'trace_an': 128063081718016}
-
id: 77335058
{'hecke_orbit_code': 4503599929360413, 'n': 59, 'trace_an': 5280258638332960}
-
id: 77335059
{'hecke_orbit_code': 4503599929360413, 'n': 60, 'trace_an': 15251367906033378}
-
id: 77335060
{'hecke_orbit_code': 4503599929360413, 'n': 61, 'trace_an': 5813675353074254}
-
id: 77335061
{'hecke_orbit_code': 4503599929360413, 'n': 62, 'trace_an': 6242066590947250}
-
id: 77335062
{'hecke_orbit_code': 4503599929360413, 'n': 63, 'trace_an': 10947760075450368}
-
id: 77335063
{'hecke_orbit_code': 4503599929360413, 'n': 64, 'trace_an': 24583792057508902}
-
id: 77335064
{'hecke_orbit_code': 4503599929360413, 'n': 65, 'trace_an': 19190799243789974}
-
id: 77335065
{'hecke_orbit_code': 4503599929360413, 'n': 66, 'trace_an': 41877805444482390}
-
id: 77335066
{'hecke_orbit_code': 4503599929360413, 'n': 67, 'trace_an': 13420580230958268}
-
id: 77335067
{'hecke_orbit_code': 4503599929360413, 'n': 68, 'trace_an': 24771837384165388}
-
id: 77335068
{'hecke_orbit_code': 4503599929360413, 'n': 69, 'trace_an': 30973047049935252}
-
id: 77335069
{'hecke_orbit_code': 4503599929360413, 'n': 70, 'trace_an': 8505088080182440}
-
id: 77335070
{'hecke_orbit_code': 4503599929360413, 'n': 71, 'trace_an': 4824462822979508}
-
id: 77335071
{'hecke_orbit_code': 4503599929360413, 'n': 72, 'trace_an': 1180071997284592}
-
id: 77335072
{'hecke_orbit_code': 4503599929360413, 'n': 73, 'trace_an': 11228916281304662}
-
id: 77335073
{'hecke_orbit_code': 4503599929360413, 'n': 74, 'trace_an': -89132715356772}
-
id: 77335074
{'hecke_orbit_code': 4503599929360413, 'n': 75, 'trace_an': 59161419576630296}
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