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mf_newspaces • Show schema
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{'Nk2': 9600, 'analytic_conductor': 39.69406582419622, 'char_conductor': 24, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': -1, 'char_values': [384, 2, [127, 133, 257], [2, 1, 1]], 'conrey_index': 65, 'cusp_dim': 240, 'dim': 64, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 481120223616, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 16, 32], 'label': '384.5.h', 'level': 384, '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': 272, 'mf_new_dim': 64, 'num_forms': 8, 'prim_orbit_index': 8, 'relative_dim': 64, 'sturm_bound': 320, 'trace_bound': 3, 'trace_display': [0, 0, 0, 0], 'traces': [64, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8000, 0, 0, 0, 0, 0, 0, 0, -1984, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 27968, 0, 0, 0, 0, 0, 0, 0, -2240, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 14720, 0, 0, 0, 0, 0, 0, 0, 17728, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 11264, 0, 0, 0, 0, 0, 0, 0, 35200, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 130624, 0, 0, 0, 0, 0, 0, 0, 52160, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5504, 0, 0, 0, 0, 0, 0, 0, 161536, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -395712, 0, 0, 0, 0, 0, 0, 0, 38976, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -194688, 0, 0, 0, 0, 0, 0, 0, -461632, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 59264, 0, 0, 0, 0, 0, 0, 0, -398464, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -128128, 0, 0, 0, 0, 0, 0, 0, -91840, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 56704, 0, 0, 0, 0, 0, 0, 0, -244224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -204224, 0, 0, 0, 0, 0, 0, 0, 186176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 321792, 0, 0, 0, 0, 0, 0, 0, 242496, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1081088, 0, 0, 0, 0, 0, 0, 0, 311296, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -798784, 0, 0, 0, 0, 0, 0, 0, 1183232, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -241408, 0, 0, 0, 0, 0, 0, 0, 208192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 777344, 0, 0, 0, 0, 0, 0, 0, 366144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1145344, 0, 0, 0, 0, 0, 0, 0, 430464, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1268352, 0, 0, 0, 0, 0, 0, 0, -1546368, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2313728, 0, 0, 0, 0, 0, 0, 0, 939072, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1028224, 0, 0, 0, 0, 0, 0, 0, 930752, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -141248, 0, 0, 0, 0, 0, 0, 0, -2128320, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3083648, 0, 0, 0, 0, 0, 0, 0, -464640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 122624, 0, 0, 0, 0, 0, 0, 0, -38912, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4168320, 0, 0, 0, 0, 0, 0, 0, -1860736, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -353856, 0, 0, 0, 0, 0, 0, 0, -1333312, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1648512, 0, 0, 0, 0, 0, 0, 0, 1552384, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3321344, 0, 0, 0, 0, 0, 0, 0, -2650304, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1942528, 0, 0, 0, 0, 0, 0, 0, -1587200, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4298880, 0, 0, 0, 0, 0, 0, 0, 3150336, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1562496, 0, 0, 0, 0, 0, 0, 0, -3563200, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1458304, 0, 0, 0, 0, 0, 0, 0, 5605888, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -132608, 0, 0, 0, 0, 0, 0, 0, 4737792, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4535936, 0, 0, 0, 0, 0, 0, 0, -3266368, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2714816, 0, 0, 0, 0, 0, 0, 0, 5920576, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7507328, 0, 0, 0, 0, 0, 0, 0, -139904, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6217600, 0, 0, 0, 0, 0, 0, 0, 2658304, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 362624, 0, 0, 0, 0, 0, 0, 0, 77504, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6104576, 0, 0, 0, 0, 0, 0, 0, -3653248, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2541888, 0, 0, 0, 0, 0, 0, 0, -715520, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6037888, 0, 0, 0, 0, 0, 0, 0, -8016576, 0, 0, 0, 0, 0, 0, 0], 'weight': 5, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 200274
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 65, 'conrey_indexes': [65], 'label': '384.5.h', 'level': 384, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5], 'sub_dim': 14, 'sub_label': '24.5.h', 'sub_level': 24, 'sub_mult': 5, 'weight': 5}
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id: 200276
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 65, 'conrey_indexes': [65], 'label': '384.5.h', 'level': 384, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17], 'sub_dim': 14, 'sub_label': '96.5.h', 'sub_level': 96, 'sub_mult': 3, 'weight': 5}
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id: 200273
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 65, 'conrey_indexes': [65], 'label': '384.5.h', 'level': 384, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 161, 'sub_conrey_indexes': [161], 'sub_dim': 32, 'sub_label': '192.5.h', 'sub_level': 192, 'sub_mult': 2, 'weight': 5}
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id: 200275
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 65, 'conrey_indexes': [65], 'label': '384.5.h', 'level': 384, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 65, 'sub_conrey_indexes': [65], 'sub_dim': 64, 'sub_label': '384.5.h', 'sub_level': 384, 'sub_mult': 1, 'weight': 5}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 8, 'label': '384.5.h', 'level': 384, 'portrait': 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', 'weight': 5}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 76036000
{'hecke_orbit_code': 481120223616, 'n': 1, 'trace_an': 64}
-
id: 76036001
{'hecke_orbit_code': 481120223616, 'n': 2, 'trace_an': 0}
-
id: 76036002
{'hecke_orbit_code': 481120223616, 'n': 3, 'trace_an': 0}
-
id: 76036003
{'hecke_orbit_code': 481120223616, 'n': 4, 'trace_an': 0}
-
id: 76036004
{'hecke_orbit_code': 481120223616, 'n': 5, 'trace_an': 0}
-
id: 76036005
{'hecke_orbit_code': 481120223616, 'n': 6, 'trace_an': 0}
-
id: 76036006
{'hecke_orbit_code': 481120223616, 'n': 7, 'trace_an': 0}
-
id: 76036007
{'hecke_orbit_code': 481120223616, 'n': 8, 'trace_an': 0}
-
id: 76036008
{'hecke_orbit_code': 481120223616, 'n': 9, 'trace_an': 0}
-
id: 76036009
{'hecke_orbit_code': 481120223616, 'n': 10, 'trace_an': 0}
-
id: 76036010
{'hecke_orbit_code': 481120223616, 'n': 11, 'trace_an': 0}
-
id: 76036011
{'hecke_orbit_code': 481120223616, 'n': 12, 'trace_an': 0}
-
id: 76036012
{'hecke_orbit_code': 481120223616, 'n': 13, 'trace_an': 0}
-
id: 76036013
{'hecke_orbit_code': 481120223616, 'n': 14, 'trace_an': 0}
-
id: 76036014
{'hecke_orbit_code': 481120223616, 'n': 15, 'trace_an': 0}
-
id: 76036015
{'hecke_orbit_code': 481120223616, 'n': 16, 'trace_an': 0}
-
id: 76036016
{'hecke_orbit_code': 481120223616, 'n': 17, 'trace_an': 0}
-
id: 76036017
{'hecke_orbit_code': 481120223616, 'n': 18, 'trace_an': 0}
-
id: 76036018
{'hecke_orbit_code': 481120223616, 'n': 19, 'trace_an': 0}
-
id: 76036019
{'hecke_orbit_code': 481120223616, 'n': 20, 'trace_an': 0}
-
id: 76036020
{'hecke_orbit_code': 481120223616, 'n': 21, 'trace_an': 0}
-
id: 76036021
{'hecke_orbit_code': 481120223616, 'n': 22, 'trace_an': 0}
-
id: 76036022
{'hecke_orbit_code': 481120223616, 'n': 23, 'trace_an': 0}
-
id: 76036023
{'hecke_orbit_code': 481120223616, 'n': 24, 'trace_an': 0}
-
id: 76036024
{'hecke_orbit_code': 481120223616, 'n': 25, 'trace_an': 8000}
-
id: 76036025
{'hecke_orbit_code': 481120223616, 'n': 26, 'trace_an': 0}
-
id: 76036026
{'hecke_orbit_code': 481120223616, 'n': 27, 'trace_an': 0}
-
id: 76036027
{'hecke_orbit_code': 481120223616, 'n': 28, 'trace_an': 0}
-
id: 76036028
{'hecke_orbit_code': 481120223616, 'n': 29, 'trace_an': 0}
-
id: 76036029
{'hecke_orbit_code': 481120223616, 'n': 30, 'trace_an': 0}
-
id: 76036030
{'hecke_orbit_code': 481120223616, 'n': 31, 'trace_an': 0}
-
id: 76036031
{'hecke_orbit_code': 481120223616, 'n': 32, 'trace_an': 0}
-
id: 76036032
{'hecke_orbit_code': 481120223616, 'n': 33, 'trace_an': -1984}
-
id: 76036033
{'hecke_orbit_code': 481120223616, 'n': 34, 'trace_an': 0}
-
id: 76036034
{'hecke_orbit_code': 481120223616, 'n': 35, 'trace_an': 0}
-
id: 76036035
{'hecke_orbit_code': 481120223616, 'n': 36, 'trace_an': 0}
-
id: 76036036
{'hecke_orbit_code': 481120223616, 'n': 37, 'trace_an': 0}
-
id: 76036037
{'hecke_orbit_code': 481120223616, 'n': 38, 'trace_an': 0}
-
id: 76036038
{'hecke_orbit_code': 481120223616, 'n': 39, 'trace_an': 0}
-
id: 76036039
{'hecke_orbit_code': 481120223616, 'n': 40, 'trace_an': 0}
-
id: 76036040
{'hecke_orbit_code': 481120223616, 'n': 41, 'trace_an': 0}
-
id: 76036041
{'hecke_orbit_code': 481120223616, 'n': 42, 'trace_an': 0}
-
id: 76036042
{'hecke_orbit_code': 481120223616, 'n': 43, 'trace_an': 0}
-
id: 76036043
{'hecke_orbit_code': 481120223616, 'n': 44, 'trace_an': 0}
-
id: 76036044
{'hecke_orbit_code': 481120223616, 'n': 45, 'trace_an': 0}
-
id: 76036045
{'hecke_orbit_code': 481120223616, 'n': 46, 'trace_an': 0}
-
id: 76036046
{'hecke_orbit_code': 481120223616, 'n': 47, 'trace_an': 0}
-
id: 76036047
{'hecke_orbit_code': 481120223616, 'n': 48, 'trace_an': 0}
-
id: 76036048
{'hecke_orbit_code': 481120223616, 'n': 49, 'trace_an': 27968}
-
id: 76036049
{'hecke_orbit_code': 481120223616, 'n': 50, 'trace_an': 0}
-
id: 76036050
{'hecke_orbit_code': 481120223616, 'n': 51, 'trace_an': 0}
-
id: 76036051
{'hecke_orbit_code': 481120223616, 'n': 52, 'trace_an': 0}
-
id: 76036052
{'hecke_orbit_code': 481120223616, 'n': 53, 'trace_an': 0}
-
id: 76036053
{'hecke_orbit_code': 481120223616, 'n': 54, 'trace_an': 0}
-
id: 76036054
{'hecke_orbit_code': 481120223616, 'n': 55, 'trace_an': 0}
-
id: 76036055
{'hecke_orbit_code': 481120223616, 'n': 56, 'trace_an': 0}
-
id: 76036056
{'hecke_orbit_code': 481120223616, 'n': 57, 'trace_an': -2240}
-
id: 76036057
{'hecke_orbit_code': 481120223616, 'n': 58, 'trace_an': 0}
-
id: 76036058
{'hecke_orbit_code': 481120223616, 'n': 59, 'trace_an': 0}
-
id: 76036059
{'hecke_orbit_code': 481120223616, 'n': 60, 'trace_an': 0}
-
id: 76036060
{'hecke_orbit_code': 481120223616, 'n': 61, 'trace_an': 0}
-
id: 76036061
{'hecke_orbit_code': 481120223616, 'n': 62, 'trace_an': 0}
-
id: 76036062
{'hecke_orbit_code': 481120223616, 'n': 63, 'trace_an': 0}
-
id: 76036063
{'hecke_orbit_code': 481120223616, 'n': 64, 'trace_an': 0}
-
id: 76036064
{'hecke_orbit_code': 481120223616, 'n': 65, 'trace_an': 0}
-
id: 76036065
{'hecke_orbit_code': 481120223616, 'n': 66, 'trace_an': 0}
-
id: 76036066
{'hecke_orbit_code': 481120223616, 'n': 67, 'trace_an': 0}
-
id: 76036067
{'hecke_orbit_code': 481120223616, 'n': 68, 'trace_an': 0}
-
id: 76036068
{'hecke_orbit_code': 481120223616, 'n': 69, 'trace_an': 0}
-
id: 76036069
{'hecke_orbit_code': 481120223616, 'n': 70, 'trace_an': 0}
-
id: 76036070
{'hecke_orbit_code': 481120223616, 'n': 71, 'trace_an': 0}
-
id: 76036071
{'hecke_orbit_code': 481120223616, 'n': 72, 'trace_an': 0}
-
id: 76036072
{'hecke_orbit_code': 481120223616, 'n': 73, 'trace_an': 14720}
-
id: 76036073
{'hecke_orbit_code': 481120223616, 'n': 74, 'trace_an': 0}
-
id: 76036074
{'hecke_orbit_code': 481120223616, 'n': 75, 'trace_an': 0}
-
id: 76036075
{'hecke_orbit_code': 481120223616, 'n': 76, 'trace_an': 0}
-
id: 76036076
{'hecke_orbit_code': 481120223616, 'n': 77, 'trace_an': 0}
-
id: 76036077
{'hecke_orbit_code': 481120223616, 'n': 78, 'trace_an': 0}
-
id: 76036078
{'hecke_orbit_code': 481120223616, 'n': 79, 'trace_an': 0}
-
id: 76036079
{'hecke_orbit_code': 481120223616, 'n': 80, 'trace_an': 0}
-
id: 76036080
{'hecke_orbit_code': 481120223616, 'n': 81, 'trace_an': 17728}
-
id: 76036081
{'hecke_orbit_code': 481120223616, 'n': 82, 'trace_an': 0}
-
id: 76036082
{'hecke_orbit_code': 481120223616, 'n': 83, 'trace_an': 0}
-
id: 76036083
{'hecke_orbit_code': 481120223616, 'n': 84, 'trace_an': 0}
-
id: 76036084
{'hecke_orbit_code': 481120223616, 'n': 85, 'trace_an': 0}
-
id: 76036085
{'hecke_orbit_code': 481120223616, 'n': 86, 'trace_an': 0}
-
id: 76036086
{'hecke_orbit_code': 481120223616, 'n': 87, 'trace_an': 0}
-
id: 76036087
{'hecke_orbit_code': 481120223616, 'n': 88, 'trace_an': 0}
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