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mf_newspaces • Show schema
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{'Nk2': 4624, 'analytic_conductor': 9.230706473660012, 'char_conductor': 17, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 8, 'char_parity': 1, 'char_values': [1156, 8, [579, 581], [8, 7]], 'conrey_index': 733, 'cusp_dim': 504, 'dim': 92, 'eis_dim': 216, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 481069892740, 'hecke_orbit_dims': [4, 4, 4, 8, 16, 16, 16, 24], 'label': '1156.2.h', 'level': 1156, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 17], 'level_radical': 34, 'mf_dim': 720, 'mf_new_dim': 92, 'num_forms': 8, 'prim_orbit_index': 4, 'relative_dim': 23, 'sturm_bound': 306, 'trace_bound': 33, 'trace_display': [0, 0, -4, 0], 'traces': [92, 0, 0, 0, -4, 0, 0, 0, 4, 0, 8, 0, 0, 0, 4, 0, 0, 0, 4, 0, 0, 0, -8, 0, -4, 0, 12, 0, -12, 0, -24, 0, 0, 0, -16, 0, -4, 0, -24, 0, -4, 0, 12, 0, 4, 0, 0, 0, 4, 0, 0, 0, 28, 0, 0, 0, 4, 0, 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68, 0, 0, 0, 20, 0, 0, 0, 16, 0, -92, 0, 216, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 387820
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 733, 'conrey_indexes': [733, 757, 977, 1001], 'label': '1156.2.h', 'level': 1156, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 8, 9, 15], 'sub_dim': 4, 'sub_label': '17.2.d', 'sub_level': 17, 'sub_mult': 6, 'weight': 2}
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id: 387822
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 733, 'conrey_indexes': [733, 757, 977, 1001], 'label': '1156.2.h', 'level': 1156, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 15, 19, 25], 'sub_dim': 4, 'sub_label': '34.2.d', 'sub_level': 34, 'sub_mult': 4, 'weight': 2}
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id: 387824
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 733, 'conrey_indexes': [733, 757, 977, 1001], 'label': '1156.2.h', 'level': 1156, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 25, 49, 53], 'sub_dim': 4, 'sub_label': '68.2.h', 'sub_level': 68, 'sub_mult': 2, 'weight': 2}
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id: 387821
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 733, 'conrey_indexes': [733, 757, 977, 1001], 'label': '1156.2.h', 'level': 1156, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 110, 'sub_conrey_indexes': [110, 134, 155, 179], 'sub_dim': 60, 'sub_label': '289.2.d', 'sub_level': 289, 'sub_mult': 3, 'weight': 2}
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id: 387823
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 733, 'conrey_indexes': [733, 757, 977, 1001], 'label': '1156.2.h', 'level': 1156, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 155, 'sub_conrey_indexes': [155, 179, 399, 423], 'sub_dim': 92, 'sub_label': '578.2.d', 'sub_level': 578, 'sub_mult': 2, 'weight': 2}
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id: 387819
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 733, 'conrey_indexes': [733, 757, 977, 1001], 'label': '1156.2.h', 'level': 1156, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 733, 'sub_conrey_indexes': [733, 757, 977, 1001], 'sub_dim': 92, 'sub_label': '1156.2.h', 'sub_level': 1156, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 8, 'label': '1156.2.h', 'level': 1156, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 71539000
{'hecke_orbit_code': 481069892740, 'n': 1, 'trace_an': 92}
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id: 71539001
{'hecke_orbit_code': 481069892740, 'n': 2, 'trace_an': 0}
-
id: 71539002
{'hecke_orbit_code': 481069892740, 'n': 3, 'trace_an': 0}
-
id: 71539003
{'hecke_orbit_code': 481069892740, 'n': 4, 'trace_an': 0}
-
id: 71539004
{'hecke_orbit_code': 481069892740, 'n': 5, 'trace_an': -4}
-
id: 71539005
{'hecke_orbit_code': 481069892740, 'n': 6, 'trace_an': 0}
-
id: 71539006
{'hecke_orbit_code': 481069892740, 'n': 7, 'trace_an': 0}
-
id: 71539007
{'hecke_orbit_code': 481069892740, 'n': 8, 'trace_an': 0}
-
id: 71539008
{'hecke_orbit_code': 481069892740, 'n': 9, 'trace_an': 4}
-
id: 71539009
{'hecke_orbit_code': 481069892740, 'n': 10, 'trace_an': 0}
-
id: 71539010
{'hecke_orbit_code': 481069892740, 'n': 11, 'trace_an': 8}
-
id: 71539011
{'hecke_orbit_code': 481069892740, 'n': 12, 'trace_an': 0}
-
id: 71539012
{'hecke_orbit_code': 481069892740, 'n': 13, 'trace_an': 0}
-
id: 71539013
{'hecke_orbit_code': 481069892740, 'n': 14, 'trace_an': 0}
-
id: 71539014
{'hecke_orbit_code': 481069892740, 'n': 15, 'trace_an': 4}
-
id: 71539015
{'hecke_orbit_code': 481069892740, 'n': 16, 'trace_an': 0}
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id: 71539016
{'hecke_orbit_code': 481069892740, 'n': 17, 'trace_an': 0}
-
id: 71539017
{'hecke_orbit_code': 481069892740, 'n': 18, 'trace_an': 0}
-
id: 71539018
{'hecke_orbit_code': 481069892740, 'n': 19, 'trace_an': 4}
-
id: 71539019
{'hecke_orbit_code': 481069892740, 'n': 20, 'trace_an': 0}
-
id: 71539020
{'hecke_orbit_code': 481069892740, 'n': 21, 'trace_an': 0}
-
id: 71539021
{'hecke_orbit_code': 481069892740, 'n': 22, 'trace_an': 0}
-
id: 71539022
{'hecke_orbit_code': 481069892740, 'n': 23, 'trace_an': -8}
-
id: 71539023
{'hecke_orbit_code': 481069892740, 'n': 24, 'trace_an': 0}
-
id: 71539024
{'hecke_orbit_code': 481069892740, 'n': 25, 'trace_an': -4}
-
id: 71539025
{'hecke_orbit_code': 481069892740, 'n': 26, 'trace_an': 0}
-
id: 71539026
{'hecke_orbit_code': 481069892740, 'n': 27, 'trace_an': 12}
-
id: 71539027
{'hecke_orbit_code': 481069892740, 'n': 28, 'trace_an': 0}
-
id: 71539028
{'hecke_orbit_code': 481069892740, 'n': 29, 'trace_an': -12}
-
id: 71539029
{'hecke_orbit_code': 481069892740, 'n': 30, 'trace_an': 0}
-
id: 71539030
{'hecke_orbit_code': 481069892740, 'n': 31, 'trace_an': -24}
-
id: 71539031
{'hecke_orbit_code': 481069892740, 'n': 32, 'trace_an': 0}
-
id: 71539032
{'hecke_orbit_code': 481069892740, 'n': 33, 'trace_an': 0}
-
id: 71539033
{'hecke_orbit_code': 481069892740, 'n': 34, 'trace_an': 0}
-
id: 71539034
{'hecke_orbit_code': 481069892740, 'n': 35, 'trace_an': -16}
-
id: 71539035
{'hecke_orbit_code': 481069892740, 'n': 36, 'trace_an': 0}
-
id: 71539036
{'hecke_orbit_code': 481069892740, 'n': 37, 'trace_an': -4}
-
id: 71539037
{'hecke_orbit_code': 481069892740, 'n': 38, 'trace_an': 0}
-
id: 71539038
{'hecke_orbit_code': 481069892740, 'n': 39, 'trace_an': -24}
-
id: 71539039
{'hecke_orbit_code': 481069892740, 'n': 40, 'trace_an': 0}
-
id: 71539040
{'hecke_orbit_code': 481069892740, 'n': 41, 'trace_an': -4}
-
id: 71539041
{'hecke_orbit_code': 481069892740, 'n': 42, 'trace_an': 0}
-
id: 71539042
{'hecke_orbit_code': 481069892740, 'n': 43, 'trace_an': 12}
-
id: 71539043
{'hecke_orbit_code': 481069892740, 'n': 44, 'trace_an': 0}
-
id: 71539044
{'hecke_orbit_code': 481069892740, 'n': 45, 'trace_an': 4}
-
id: 71539045
{'hecke_orbit_code': 481069892740, 'n': 46, 'trace_an': 0}
-
id: 71539046
{'hecke_orbit_code': 481069892740, 'n': 47, 'trace_an': 0}
-
id: 71539047
{'hecke_orbit_code': 481069892740, 'n': 48, 'trace_an': 0}
-
id: 71539048
{'hecke_orbit_code': 481069892740, 'n': 49, 'trace_an': 4}
-
id: 71539049
{'hecke_orbit_code': 481069892740, 'n': 50, 'trace_an': 0}
-
id: 71539050
{'hecke_orbit_code': 481069892740, 'n': 51, 'trace_an': 0}
-
id: 71539051
{'hecke_orbit_code': 481069892740, 'n': 52, 'trace_an': 0}
-
id: 71539052
{'hecke_orbit_code': 481069892740, 'n': 53, 'trace_an': 28}
-
id: 71539053
{'hecke_orbit_code': 481069892740, 'n': 54, 'trace_an': 0}
-
id: 71539054
{'hecke_orbit_code': 481069892740, 'n': 55, 'trace_an': 0}
-
id: 71539055
{'hecke_orbit_code': 481069892740, 'n': 56, 'trace_an': 0}
-
id: 71539056
{'hecke_orbit_code': 481069892740, 'n': 57, 'trace_an': 4}
-
id: 71539057
{'hecke_orbit_code': 481069892740, 'n': 58, 'trace_an': 0}
-
id: 71539058
{'hecke_orbit_code': 481069892740, 'n': 59, 'trace_an': 28}
-
id: 71539059
{'hecke_orbit_code': 481069892740, 'n': 60, 'trace_an': 0}
-
id: 71539060
{'hecke_orbit_code': 481069892740, 'n': 61, 'trace_an': -4}
-
id: 71539061
{'hecke_orbit_code': 481069892740, 'n': 62, 'trace_an': 0}
-
id: 71539062
{'hecke_orbit_code': 481069892740, 'n': 63, 'trace_an': -4}
-
id: 71539063
{'hecke_orbit_code': 481069892740, 'n': 64, 'trace_an': 0}
-
id: 71539064
{'hecke_orbit_code': 481069892740, 'n': 65, 'trace_an': -8}
-
id: 71539065
{'hecke_orbit_code': 481069892740, 'n': 66, 'trace_an': 0}
-
id: 71539066
{'hecke_orbit_code': 481069892740, 'n': 67, 'trace_an': 8}
-
id: 71539067
{'hecke_orbit_code': 481069892740, 'n': 68, 'trace_an': 0}
-
id: 71539068
{'hecke_orbit_code': 481069892740, 'n': 69, 'trace_an': 16}
-
id: 71539069
{'hecke_orbit_code': 481069892740, 'n': 70, 'trace_an': 0}
-
id: 71539070
{'hecke_orbit_code': 481069892740, 'n': 71, 'trace_an': -16}
-
id: 71539071
{'hecke_orbit_code': 481069892740, 'n': 72, 'trace_an': 0}
-
id: 71539072
{'hecke_orbit_code': 481069892740, 'n': 73, 'trace_an': 12}
-
id: 71539073
{'hecke_orbit_code': 481069892740, 'n': 74, 'trace_an': 0}
-
id: 71539074
{'hecke_orbit_code': 481069892740, 'n': 75, 'trace_an': -8}
-
id: 71539075
{'hecke_orbit_code': 481069892740, 'n': 76, 'trace_an': 0}
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