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mf_newspaces • Show schema
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{'Nk2': 3267, 'analytic_conductor': 9.891033596278778, 'char_conductor': 121, 'char_degree': 40, 'char_is_real': False, 'char_orbit_index': 15, 'char_orbit_label': 'o', 'char_order': 110, 'char_parity': -1, 'char_values': [363, 110, [122, 244], [110, 7]], 'conrey_index': 7, 'cusp_dim': 3440, 'dim': 1760, 'eis_dim': 160, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 962123006315, 'hecke_orbit_dims': [1760], 'label': '363.3.o', 'level': 363, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 3600, 'mf_new_dim': 1760, 'num_forms': 1, 'prim_orbit_index': 8, 'relative_dim': 44, 'sturm_bound': 132, 'trace_bound': 0, 'trace_display': [0, 0, 4, 30], 'traces': [1760, 0, 0, -100, 4, 0, 30, 40, -1320, 88, -100, 24, 58, -78, 24, 168, 10, 30, 0, -2, 0, 46, 252, -90, 202, -86, 0, 50, -160, -180, -12, 0, -12, 112, 320, -300, 340, 98, 0, -30, 120, 180, 0, 492, 12, 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-8632, 16056, -324, 8698, 11358, 2520, 26334, 22150, 0, 32702, -16274, 432, 4918, 41160, -648, 46236, 66558, 60, 83316, 56892, 3096, -12668, -7864, 11520, 48606, 59920, -12396, 24938, 65410, -36, 95128], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 194640
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 7, 'conrey_indexes': [7, 13, 19, 28, 46, 52, 61, 73, 79, 85, 106, 127, 139, 145, 151, 160, 172, 178, 184, 193, 205, 211, 217, 226, 238, 244, 250, 259, 271, 277, 283, 292, 304, 310, 316, 325, 337, 343, 349, 358], 'label': '363.3.o', 'level': 363, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 6, 7, 8, 13, 17, 18, 19, 24, 28, 29, 30, 35, 39, 41, 46, 50, 51, 52, 57, 61, 62, 63, 68, 72, 73, 74, 79, 83, 84, 85, 90, 95, 96, 101, 105, 106, 107, 116, 117], 'sub_dim': 840, 'sub_label': '121.3.h', 'sub_level': 121, 'sub_mult': 2, 'weight': 3}
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id: 194641
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 7, 'conrey_indexes': [7, 13, 19, 28, 46, 52, 61, 73, 79, 85, 106, 127, 139, 145, 151, 160, 172, 178, 184, 193, 205, 211, 217, 226, 238, 244, 250, 259, 271, 277, 283, 292, 304, 310, 316, 325, 337, 343, 349, 358], 'label': '363.3.o', 'level': 363, 'sub_char_orbit_index': 15, 'sub_char_orbit_label': 'o', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 13, 19, 28, 46, 52, 61, 73, 79, 85, 106, 127, 139, 145, 151, 160, 172, 178, 184, 193, 205, 211, 217, 226, 238, 244, 250, 259, 271, 277, 283, 292, 304, 310, 316, 325, 337, 343, 349, 358], 'sub_dim': 1760, 'sub_label': '363.3.o', 'sub_level': 363, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 15, 'label': '363.3.o', 'level': 363, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 121831000
{'hecke_orbit_code': 962123006315, 'n': 1, 'trace_an': 1760}
-
id: 121831001
{'hecke_orbit_code': 962123006315, 'n': 2, 'trace_an': 0}
-
id: 121831002
{'hecke_orbit_code': 962123006315, 'n': 3, 'trace_an': 0}
-
id: 121831003
{'hecke_orbit_code': 962123006315, 'n': 4, 'trace_an': -100}
-
id: 121831004
{'hecke_orbit_code': 962123006315, 'n': 5, 'trace_an': 4}
-
id: 121831005
{'hecke_orbit_code': 962123006315, 'n': 6, 'trace_an': 0}
-
id: 121831006
{'hecke_orbit_code': 962123006315, 'n': 7, 'trace_an': 30}
-
id: 121831007
{'hecke_orbit_code': 962123006315, 'n': 8, 'trace_an': 40}
-
id: 121831008
{'hecke_orbit_code': 962123006315, 'n': 9, 'trace_an': -1320}
-
id: 121831009
{'hecke_orbit_code': 962123006315, 'n': 10, 'trace_an': 88}
-
id: 121831010
{'hecke_orbit_code': 962123006315, 'n': 11, 'trace_an': -100}
-
id: 121831011
{'hecke_orbit_code': 962123006315, 'n': 12, 'trace_an': 24}
-
id: 121831012
{'hecke_orbit_code': 962123006315, 'n': 13, 'trace_an': 58}
-
id: 121831013
{'hecke_orbit_code': 962123006315, 'n': 14, 'trace_an': -78}
-
id: 121831014
{'hecke_orbit_code': 962123006315, 'n': 15, 'trace_an': 24}
-
id: 121831015
{'hecke_orbit_code': 962123006315, 'n': 16, 'trace_an': 168}
-
id: 121831016
{'hecke_orbit_code': 962123006315, 'n': 17, 'trace_an': 10}
-
id: 121831017
{'hecke_orbit_code': 962123006315, 'n': 18, 'trace_an': 30}
-
id: 121831018
{'hecke_orbit_code': 962123006315, 'n': 19, 'trace_an': 0}
-
id: 121831019
{'hecke_orbit_code': 962123006315, 'n': 20, 'trace_an': -2}
-
id: 121831020
{'hecke_orbit_code': 962123006315, 'n': 21, 'trace_an': 0}
-
id: 121831021
{'hecke_orbit_code': 962123006315, 'n': 22, 'trace_an': 46}
-
id: 121831022
{'hecke_orbit_code': 962123006315, 'n': 23, 'trace_an': 252}
-
id: 121831023
{'hecke_orbit_code': 962123006315, 'n': 24, 'trace_an': -90}
-
id: 121831024
{'hecke_orbit_code': 962123006315, 'n': 25, 'trace_an': 202}
-
id: 121831025
{'hecke_orbit_code': 962123006315, 'n': 26, 'trace_an': -86}
-
id: 121831026
{'hecke_orbit_code': 962123006315, 'n': 27, 'trace_an': 0}
-
id: 121831027
{'hecke_orbit_code': 962123006315, 'n': 28, 'trace_an': 50}
-
id: 121831028
{'hecke_orbit_code': 962123006315, 'n': 29, 'trace_an': -160}
-
id: 121831029
{'hecke_orbit_code': 962123006315, 'n': 30, 'trace_an': -180}
-
id: 121831030
{'hecke_orbit_code': 962123006315, 'n': 31, 'trace_an': -12}
-
id: 121831031
{'hecke_orbit_code': 962123006315, 'n': 32, 'trace_an': 0}
-
id: 121831032
{'hecke_orbit_code': 962123006315, 'n': 33, 'trace_an': -12}
-
id: 121831033
{'hecke_orbit_code': 962123006315, 'n': 34, 'trace_an': 112}
-
id: 121831034
{'hecke_orbit_code': 962123006315, 'n': 35, 'trace_an': 320}
-
id: 121831035
{'hecke_orbit_code': 962123006315, 'n': 36, 'trace_an': -300}
-
id: 121831036
{'hecke_orbit_code': 962123006315, 'n': 37, 'trace_an': 340}
-
id: 121831037
{'hecke_orbit_code': 962123006315, 'n': 38, 'trace_an': 98}
-
id: 121831038
{'hecke_orbit_code': 962123006315, 'n': 39, 'trace_an': 0}
-
id: 121831039
{'hecke_orbit_code': 962123006315, 'n': 40, 'trace_an': -30}
-
id: 121831040
{'hecke_orbit_code': 962123006315, 'n': 41, 'trace_an': 120}
-
id: 121831041
{'hecke_orbit_code': 962123006315, 'n': 42, 'trace_an': 180}
-
id: 121831042
{'hecke_orbit_code': 962123006315, 'n': 43, 'trace_an': 0}
-
id: 121831043
{'hecke_orbit_code': 962123006315, 'n': 44, 'trace_an': 492}
-
id: 121831044
{'hecke_orbit_code': 962123006315, 'n': 45, 'trace_an': 12}
-
id: 121831045
{'hecke_orbit_code': 962123006315, 'n': 46, 'trace_an': -50}
-
id: 121831046
{'hecke_orbit_code': 962123006315, 'n': 47, 'trace_an': 114}
-
id: 121831047
{'hecke_orbit_code': 962123006315, 'n': 48, 'trace_an': 96}
-
id: 121831048
{'hecke_orbit_code': 962123006315, 'n': 49, 'trace_an': -554}
-
id: 121831049
{'hecke_orbit_code': 962123006315, 'n': 50, 'trace_an': 1958}
-
id: 121831050
{'hecke_orbit_code': 962123006315, 'n': 51, 'trace_an': 60}
-
id: 121831051
{'hecke_orbit_code': 962123006315, 'n': 52, 'trace_an': -396}
-
id: 121831052
{'hecke_orbit_code': 962123006315, 'n': 53, 'trace_an': -58}
-
id: 121831053
{'hecke_orbit_code': 962123006315, 'n': 54, 'trace_an': 0}
-
id: 121831054
{'hecke_orbit_code': 962123006315, 'n': 55, 'trace_an': -596}
-
id: 121831055
{'hecke_orbit_code': 962123006315, 'n': 56, 'trace_an': -1058}
-
id: 121831056
{'hecke_orbit_code': 962123006315, 'n': 57, 'trace_an': -60}
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