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mf_newspaces • Show schema
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{'Nk2': 1728, 'analytic_conductor': 6.372206280619986, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [108, 3, [55, 29], [3, 1]], 'conrey_index': 37, 'cusp_dim': 90, 'dim': 6, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 274945015916, 'hecke_orbit_dims': [6], 'label': '108.4.e', 'level': 108, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 126, 'mf_new_dim': 6, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 3, 'sturm_bound': 72, 'trace_bound': 0, 'trace_display': [0, 0, -6, -6], 'traces': [6, 0, 0, 0, -6, 0, -6, 0, 0, 0, -51, 0, 12, 0, 0, 0, 222, 0, 30, 0, 0, 0, -210, 0, -3, 0, 0, 0, -456, 0, 48, 0, 0, 0, 1104, 0, -96, 0, 0, 0, -897, 0, 129, 0, 0, 0, -522, 0, -225, 0, 0, 0, 2208, 0, -216, 0, 0, 0, -453, 0, -402, 0, 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0, 71412, 0, 46548, 0, 0, 0, 20496, 0, -75552, 0, 0, 0, 71304, 0, -45150, 0, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 127924
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 37, 'conrey_indexes': [37, 73], 'label': '108.4.e', 'level': 108, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 7], 'sub_dim': 4, 'sub_label': '9.4.c', 'sub_level': 9, 'sub_mult': 6, 'weight': 4}
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id: 127920
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 37, 'conrey_indexes': [37, 73], 'label': '108.4.e', 'level': 108, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 13], 'sub_dim': 6, 'sub_label': '18.4.c', 'sub_level': 18, 'sub_mult': 4, 'weight': 4}
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id: 127921
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 37, 'conrey_indexes': [37, 73], 'label': '108.4.e', 'level': 108, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 10, 'sub_conrey_indexes': [10, 19], 'sub_dim': 4, 'sub_label': '27.4.c', 'sub_level': 27, 'sub_mult': 3, 'weight': 4}
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id: 127922
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 37, 'conrey_indexes': [37, 73], 'label': '108.4.e', 'level': 108, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13, 25], 'sub_dim': 6, 'sub_label': '36.4.e', 'sub_level': 36, 'sub_mult': 2, 'weight': 4}
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id: 127923
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 37, 'conrey_indexes': [37, 73], 'label': '108.4.e', 'level': 108, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19, 37], 'sub_dim': 6, 'sub_label': '54.4.c', 'sub_level': 54, 'sub_mult': 2, 'weight': 4}
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id: 127919
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 37, 'conrey_indexes': [37, 73], 'label': '108.4.e', 'level': 108, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37, 73], 'sub_dim': 6, 'sub_label': '108.4.e', 'sub_level': 108, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '108.4.e', 'level': 108, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 49025000
{'hecke_orbit_code': 274945015916, 'n': 1, 'trace_an': 6}
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id: 49025001
{'hecke_orbit_code': 274945015916, 'n': 2, 'trace_an': 0}
-
id: 49025002
{'hecke_orbit_code': 274945015916, 'n': 3, 'trace_an': 0}
-
id: 49025003
{'hecke_orbit_code': 274945015916, 'n': 4, 'trace_an': 0}
-
id: 49025004
{'hecke_orbit_code': 274945015916, 'n': 5, 'trace_an': -6}
-
id: 49025005
{'hecke_orbit_code': 274945015916, 'n': 6, 'trace_an': 0}
-
id: 49025006
{'hecke_orbit_code': 274945015916, 'n': 7, 'trace_an': -6}
-
id: 49025007
{'hecke_orbit_code': 274945015916, 'n': 8, 'trace_an': 0}
-
id: 49025008
{'hecke_orbit_code': 274945015916, 'n': 9, 'trace_an': 0}
-
id: 49025009
{'hecke_orbit_code': 274945015916, 'n': 10, 'trace_an': 0}
-
id: 49025010
{'hecke_orbit_code': 274945015916, 'n': 11, 'trace_an': -51}
-
id: 49025011
{'hecke_orbit_code': 274945015916, 'n': 12, 'trace_an': 0}
-
id: 49025012
{'hecke_orbit_code': 274945015916, 'n': 13, 'trace_an': 12}
-
id: 49025013
{'hecke_orbit_code': 274945015916, 'n': 14, 'trace_an': 0}
-
id: 49025014
{'hecke_orbit_code': 274945015916, 'n': 15, 'trace_an': 0}
-
id: 49025015
{'hecke_orbit_code': 274945015916, 'n': 16, 'trace_an': 0}
-
id: 49025016
{'hecke_orbit_code': 274945015916, 'n': 17, 'trace_an': 222}
-
id: 49025017
{'hecke_orbit_code': 274945015916, 'n': 18, 'trace_an': 0}
-
id: 49025018
{'hecke_orbit_code': 274945015916, 'n': 19, 'trace_an': 30}
-
id: 49025019
{'hecke_orbit_code': 274945015916, 'n': 20, 'trace_an': 0}
-
id: 49025020
{'hecke_orbit_code': 274945015916, 'n': 21, 'trace_an': 0}
-
id: 49025021
{'hecke_orbit_code': 274945015916, 'n': 22, 'trace_an': 0}
-
id: 49025022
{'hecke_orbit_code': 274945015916, 'n': 23, 'trace_an': -210}
-
id: 49025023
{'hecke_orbit_code': 274945015916, 'n': 24, 'trace_an': 0}
-
id: 49025024
{'hecke_orbit_code': 274945015916, 'n': 25, 'trace_an': -3}
-
id: 49025025
{'hecke_orbit_code': 274945015916, 'n': 26, 'trace_an': 0}
-
id: 49025026
{'hecke_orbit_code': 274945015916, 'n': 27, 'trace_an': 0}
-
id: 49025027
{'hecke_orbit_code': 274945015916, 'n': 28, 'trace_an': 0}
-
id: 49025028
{'hecke_orbit_code': 274945015916, 'n': 29, 'trace_an': -456}
-
id: 49025029
{'hecke_orbit_code': 274945015916, 'n': 30, 'trace_an': 0}
-
id: 49025030
{'hecke_orbit_code': 274945015916, 'n': 31, 'trace_an': 48}
-
id: 49025031
{'hecke_orbit_code': 274945015916, 'n': 32, 'trace_an': 0}
-
id: 49025032
{'hecke_orbit_code': 274945015916, 'n': 33, 'trace_an': 0}
-
id: 49025033
{'hecke_orbit_code': 274945015916, 'n': 34, 'trace_an': 0}
-
id: 49025034
{'hecke_orbit_code': 274945015916, 'n': 35, 'trace_an': 1104}
-
id: 49025035
{'hecke_orbit_code': 274945015916, 'n': 36, 'trace_an': 0}
-
id: 49025036
{'hecke_orbit_code': 274945015916, 'n': 37, 'trace_an': -96}
-
id: 49025037
{'hecke_orbit_code': 274945015916, 'n': 38, 'trace_an': 0}
-
id: 49025038
{'hecke_orbit_code': 274945015916, 'n': 39, 'trace_an': 0}
-
id: 49025039
{'hecke_orbit_code': 274945015916, 'n': 40, 'trace_an': 0}
-
id: 49025040
{'hecke_orbit_code': 274945015916, 'n': 41, 'trace_an': -897}
-
id: 49025041
{'hecke_orbit_code': 274945015916, 'n': 42, 'trace_an': 0}
-
id: 49025042
{'hecke_orbit_code': 274945015916, 'n': 43, 'trace_an': 129}
-
id: 49025043
{'hecke_orbit_code': 274945015916, 'n': 44, 'trace_an': 0}
-
id: 49025044
{'hecke_orbit_code': 274945015916, 'n': 45, 'trace_an': 0}
-
id: 49025045
{'hecke_orbit_code': 274945015916, 'n': 46, 'trace_an': 0}
-
id: 49025046
{'hecke_orbit_code': 274945015916, 'n': 47, 'trace_an': -522}
-
id: 49025047
{'hecke_orbit_code': 274945015916, 'n': 48, 'trace_an': 0}
-
id: 49025048
{'hecke_orbit_code': 274945015916, 'n': 49, 'trace_an': -225}
-
id: 49025049
{'hecke_orbit_code': 274945015916, 'n': 50, 'trace_an': 0}
-
id: 49025050
{'hecke_orbit_code': 274945015916, 'n': 51, 'trace_an': 0}
-
id: 49025051
{'hecke_orbit_code': 274945015916, 'n': 52, 'trace_an': 0}
-
id: 49025052
{'hecke_orbit_code': 274945015916, 'n': 53, 'trace_an': 2208}
-
id: 49025053
{'hecke_orbit_code': 274945015916, 'n': 54, 'trace_an': 0}
-
id: 49025054
{'hecke_orbit_code': 274945015916, 'n': 55, 'trace_an': -216}
-
id: 49025055
{'hecke_orbit_code': 274945015916, 'n': 56, 'trace_an': 0}
-
id: 49025056
{'hecke_orbit_code': 274945015916, 'n': 57, 'trace_an': 0}
-
id: 49025057
{'hecke_orbit_code': 274945015916, 'n': 58, 'trace_an': 0}
-
id: 49025058
{'hecke_orbit_code': 274945015916, 'n': 59, 'trace_an': -453}
-
id: 49025059
{'hecke_orbit_code': 274945015916, 'n': 60, 'trace_an': 0}
-
id: 49025060
{'hecke_orbit_code': 274945015916, 'n': 61, 'trace_an': -402}
-
id: 49025061
{'hecke_orbit_code': 274945015916, 'n': 62, 'trace_an': 0}
-
id: 49025062
{'hecke_orbit_code': 274945015916, 'n': 63, 'trace_an': 0}
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id: 49025063
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