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mf_newspaces • Show schema
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{'Nk2': 270, 'analytic_conductor': 0.8174407930808907, 'char_conductor': 15, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [30, 2, [11, 7], [1, 1]], 'conrey_index': 29, 'cusp_dim': 8, 'dim': 4, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68769808414, 'hecke_orbit_dims': [4], 'label': '30.3.b', 'level': 30, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 16, 'mf_new_dim': 4, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 4, 'sturm_bound': 18, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [4, 0, 0, 8, 0, -4, 0, 0, -32, -16, 0, 0, 0, 0, 8, 16, 0, 0, 48, 0, 68, 0, 0, -8, -36, 0, 0, 0, 0, 68, -128, 0, 0, -64, 0, -64, 0, 0, 0, -32, 0, 0, 0, 0, -68, 136, 0, 0, 60, 0, 32, 0, 0, 100, 272, 0, 0, 0, 0, 16, -64, 0, 0, 32, 0, -272, 0, 0, -68, -136, 0, 0, 0, 0, -272, 96, 0, 0, -288, 0, 188, 0, 0, 136, 128, 0, 0, 0, 0, 128, 0, 0, 0, -200, 0, -16, 0, 0, 272, -72, 0, 0, 0, 0, 68, 384, 0, 0, 320, 0, 272, 0, 0, -48, -272, 0, 0, 0, 0, 136, -604, 0, 0, -256, 0, -136, 0, 0, -476, 0, 0, 0, 0, 0, -200, -128, 0, 0, 176, 0, 100, 0, 0, -128, 0, 0, 0, 0, 0, 36, 544, 0, 0, 544, 0, 0, 0, 0, -192, -64, 0, 0, 0, 0, 544, -248, 0, 0, 676, 0, -384, 0, 0, 0, 544, 0, 0, 0, 0, -136, -328, 0, 0, 272, 0, 128, 0, 0, -476, -192, 0, 0, 0, 0, 0, 120, 0, 0, -1248, 0, -68, 0, 0, 64, -952, 0, 0, 0, 0, -272, -48, 0, 0, -312, 0, 200, 0, 0, 1360, 544, 0, 0, 0, 0, 288, -864, 0, 0, 328, 0, -272, 0, 0, 0, 400, 0, 0, 0, 0, 32, 1216, 0, 0, -128, 0, 952, 0, 0, 124, 688, 0, 0, 0, 0, -544, 64, 0, 0, -544, 0, 0, 0, 0, -544, -768, 0, 0, 0, 0, -476, 160, 0, 0, -288, 0, -136, 0, 0, 1024, -272, 0, 0, 0, 0, 96, 0, 0, 0, -644, 0, -1904, 0, 0, -60, 272, 0, 0, 0, 0, -544, 952, 0, 0, 192, 0, 512, 0, 0, -1156, 512, 0, 0, 0, 0, 272, -576, 0, 0, 0, 0, 156, 0, 0, 376, 0, 0, 0, 0, 0, -272, 1168, 0, 0, 1656, 0, 272, 0, 0, 432, 256, 0, 0, 0, 0, 1156, -928, 0, 0, 1016, 0, 0, 0, 0, -272, 0, 0, 0, 0, 0, 256, -868, 0, 0, 0, 0, 64, 0, 0, -952, -544, 0, 0, 0, 0, -344, -400, 0, 0, -2288, 0, 476, 0, 0, -32, -1088, 0, 0, 0, 0, 0, -1088, 0, 0, -1088, 0, 544, 0, 0, 816, -144, 0, 0, 0, 0, 1088, 0, 0, 0, 2560, 0, 144, 0, 0, -1088, 496, 0, 0, 0, 0, 136, -2624, 0, 0, 768, 0, 0, 0, 0, 0, 952, 0, 0, 0, 0, 0, 640, 0, 0, 1728, 0, -480, 0, 0, 544, -1088, 0, 0, 0, 0, 544, 3808, 0, 0, -904, 0, -96, 0, 0, -800, -544, 0, 0, 0, 0, -256, 1088, 0, 0, 136, 0, 1360, 0, 0, 288, -432, 0, 0, 0, 0, 272, 0, 0, 0, -1208, 0, -1276, 0, 0, -1156, -240, 0, 0, 0, 0, -2176, -512, 0, 0, -2640, 0, -828, 0, 0, -272, 2176, 0, 0, 0, 0, -128, -2720, 0, 0, 2208, 0, -952, 0, 0, 464, 0, 0, 0, 0, 0, -612, 1672, 0, 0, 196, 0, 272, 0, 0, 1088, 624, 0, 0, 0, 0, -400, 1672, 0, 0, -256, 0, 0, 0, 0, 512, -2176, 0, 0, 0, 0, 272, 352, 0, 0, 0, 0, 2176, 0, 0, 200, 1728, 0, 0, 0, 0, 816, 880, 0, 0, -1904, 0, -256, 0, 0, 1360, 0, 0, 0, 0, 0, 0, 480, 0, 0, -1536, 0, 544, 0, 0, 1904, 1088, 0, 0, 0, 0, 72, -3520, 0, 0, 1088, 0, -2176, 0, 0, 0, 256, 0, 0, 0, 0, -1904, 1088, 0, 0, 208, 0, 1700, 0, 0, 0, -1852, 0, 0, 0, 0, 1088, -2176, 0, 0, -2944, 0, -384, 0, 0, 0, -128, 0, 0, 0, 0, -476, -768, 0, 0, -1088, 0, -2176, 0, 0, -320, 816, 0, 0, 0, 0, 1088, 320, 0, 0, -496, 0, -544, 0, 0, -476, 136, 0, 0, 0, 0, 1904, 1352, 0, 0, 3808, 0, 452, 0, 0, -768, 576, 0, 0, 0, 0, 272, -2192, 0, 0, 2232, 0, 0, 0, 0, -544, 1088, 0, 0, 0, 0, -1700, 1952, 0, 0, 4920, 0, 2304, 0, 0, -1088, 0, 0, 0, 0, 0, -272, 2312, 0, 0, -656, 0, 604, 0, 0, -416, -2720, 0, 0, 0, 0, 120, 544, 0, 0, -1360, 0, 0, 0, 0, 256, -136, 0, 0, 0, 0, 476, -2080, 0, 0, 0, 0, -952, 0, 0, -4624, -384, 0, 0, 0, 0, -1024, -1096, 0, 0, -1224, 0, -1104, 0, 0, 952, 1152, 0, 0, 0, 0, 0, 0, 0, 0, 240, 0, -816, 0, 0, -836, 1152, 0, 0, 0, 0, 3264, -2496, 0, 0, 1600, 0, -1088, 0, 0, -136, -2312, 0, 0, 0, 0, -752, 1744, 0, 0, 2176, 0, 128, 0, 0, 0, -1904, 0, 0, 0, 0, 1088, 544, 0, 0, -5952, 0, 5168, 0, 0, -176, -3312, 0, 0, 0, 0, -544, 3364, 0, 0, -96, 0, 1600, 0, 0, 3740, 576, 0, 0, 0, 0, -816, -624, 0, 0, 3184, 0, 952, 0, 0, 400, 1856, 0, 0, 0, 0, 0, 0, 0, 0, 1632, 0, 2720, 0, 0, -240, 1088, 0, 0, 0, 0, 544, 696, 0, 0, -952, 0, -4352, 0, 0, 136, 272, 0, 0, 0, 0, 576, -3072, 0, 0, -1728, 0, -544, 0, 0, 2176, 0, 0, 0, 0, 0, -128, 656, 0, 0, -3648, 0, -4284, 0, 0, -544, 2176, 0, 0, 0, 0, -2176, 720, 0, 0, -4344, 0, 0, 0, 0, 2176, 800, 0, 0, 0, 0, -1700, -3808, 0, 0, 0, 0, 1472, 0, 0, -3072, -4896, 0, 0, 0, 0, 64, 252, 0, 0, 2432, 0, 2312, 0, 0, 384, 3808, 0, 0, 0, 0, 0, -256, 0, 0, 4352, 0, -2560, 0, 0, 1904, 2176, 0, 0, 0, 0, -1088, 2560, 0, 0, 0, 0, 248, 0, 0, -1904, 1376], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 107546
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 29, 'conrey_indexes': [29], 'label': '30.3.b', 'level': 30, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 14, 'sub_conrey_indexes': [14], 'sub_dim': 2, 'sub_label': '15.3.d', 'sub_level': 15, 'sub_mult': 2, 'weight': 3}
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id: 107547
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 29, 'conrey_indexes': [29], 'label': '30.3.b', 'level': 30, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29], 'sub_dim': 4, 'sub_label': '30.3.b', 'sub_level': 30, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '30.3.b', 'level': 30, 'portrait': 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', 'weight': 3}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 19065000
{'hecke_orbit_code': 68769808414, 'n': 1, 'trace_an': 4}
-
id: 19065001
{'hecke_orbit_code': 68769808414, 'n': 2, 'trace_an': 0}
-
id: 19065002
{'hecke_orbit_code': 68769808414, 'n': 3, 'trace_an': 0}
-
id: 19065003
{'hecke_orbit_code': 68769808414, 'n': 4, 'trace_an': 8}
-
id: 19065004
{'hecke_orbit_code': 68769808414, 'n': 5, 'trace_an': 0}
-
id: 19065005
{'hecke_orbit_code': 68769808414, 'n': 6, 'trace_an': -4}
-
id: 19065006
{'hecke_orbit_code': 68769808414, 'n': 7, 'trace_an': 0}
-
id: 19065007
{'hecke_orbit_code': 68769808414, 'n': 8, 'trace_an': 0}
-
id: 19065008
{'hecke_orbit_code': 68769808414, 'n': 9, 'trace_an': -32}
-
id: 19065009
{'hecke_orbit_code': 68769808414, 'n': 10, 'trace_an': -16}
-
id: 19065010
{'hecke_orbit_code': 68769808414, 'n': 11, 'trace_an': 0}
-
id: 19065011
{'hecke_orbit_code': 68769808414, 'n': 12, 'trace_an': 0}
-
id: 19065012
{'hecke_orbit_code': 68769808414, 'n': 13, 'trace_an': 0}
-
id: 19065013
{'hecke_orbit_code': 68769808414, 'n': 14, 'trace_an': 0}
-
id: 19065014
{'hecke_orbit_code': 68769808414, 'n': 15, 'trace_an': 8}
-
id: 19065015
{'hecke_orbit_code': 68769808414, 'n': 16, 'trace_an': 16}
-
id: 19065016
{'hecke_orbit_code': 68769808414, 'n': 17, 'trace_an': 0}
-
id: 19065017
{'hecke_orbit_code': 68769808414, 'n': 18, 'trace_an': 0}
-
id: 19065018
{'hecke_orbit_code': 68769808414, 'n': 19, 'trace_an': 48}
-
id: 19065019
{'hecke_orbit_code': 68769808414, 'n': 20, 'trace_an': 0}
-
id: 19065020
{'hecke_orbit_code': 68769808414, 'n': 21, 'trace_an': 68}
-
id: 19065021
{'hecke_orbit_code': 68769808414, 'n': 22, 'trace_an': 0}
-
id: 19065022
{'hecke_orbit_code': 68769808414, 'n': 23, 'trace_an': 0}
-
id: 19065023
{'hecke_orbit_code': 68769808414, 'n': 24, 'trace_an': -8}
-
id: 19065024
{'hecke_orbit_code': 68769808414, 'n': 25, 'trace_an': -36}
-
id: 19065025
{'hecke_orbit_code': 68769808414, 'n': 26, 'trace_an': 0}
-
id: 19065026
{'hecke_orbit_code': 68769808414, 'n': 27, 'trace_an': 0}
-
id: 19065027
{'hecke_orbit_code': 68769808414, 'n': 28, 'trace_an': 0}
-
id: 19065028
{'hecke_orbit_code': 68769808414, 'n': 29, 'trace_an': 0}
-
id: 19065029
{'hecke_orbit_code': 68769808414, 'n': 30, 'trace_an': 68}
-
id: 19065030
{'hecke_orbit_code': 68769808414, 'n': 31, 'trace_an': -128}
-
id: 19065031
{'hecke_orbit_code': 68769808414, 'n': 32, 'trace_an': 0}
-
id: 19065032
{'hecke_orbit_code': 68769808414, 'n': 33, 'trace_an': 0}
-
id: 19065033
{'hecke_orbit_code': 68769808414, 'n': 34, 'trace_an': -64}
-
id: 19065034
{'hecke_orbit_code': 68769808414, 'n': 35, 'trace_an': 0}
-
id: 19065035
{'hecke_orbit_code': 68769808414, 'n': 36, 'trace_an': -64}
-
id: 19065036
{'hecke_orbit_code': 68769808414, 'n': 37, 'trace_an': 0}
-
id: 19065037
{'hecke_orbit_code': 68769808414, 'n': 38, 'trace_an': 0}
-
id: 19065038
{'hecke_orbit_code': 68769808414, 'n': 39, 'trace_an': 0}
-
id: 19065039
{'hecke_orbit_code': 68769808414, 'n': 40, 'trace_an': -32}
-
id: 19065040
{'hecke_orbit_code': 68769808414, 'n': 41, 'trace_an': 0}
-
id: 19065041
{'hecke_orbit_code': 68769808414, 'n': 42, 'trace_an': 0}
-
id: 19065042
{'hecke_orbit_code': 68769808414, 'n': 43, 'trace_an': 0}
-
id: 19065043
{'hecke_orbit_code': 68769808414, 'n': 44, 'trace_an': 0}
-
id: 19065044
{'hecke_orbit_code': 68769808414, 'n': 45, 'trace_an': -68}
-
id: 19065045
{'hecke_orbit_code': 68769808414, 'n': 46, 'trace_an': 136}
-
id: 19065046
{'hecke_orbit_code': 68769808414, 'n': 47, 'trace_an': 0}
-
id: 19065047
{'hecke_orbit_code': 68769808414, 'n': 48, 'trace_an': 0}
-
id: 19065048
{'hecke_orbit_code': 68769808414, 'n': 49, 'trace_an': 60}
-
id: 19065049
{'hecke_orbit_code': 68769808414, 'n': 50, 'trace_an': 0}
-
id: 19065050
{'hecke_orbit_code': 68769808414, 'n': 51, 'trace_an': 32}
-
id: 19065051
{'hecke_orbit_code': 68769808414, 'n': 52, 'trace_an': 0}
-
id: 19065052
{'hecke_orbit_code': 68769808414, 'n': 53, 'trace_an': 0}
-
id: 19065053
{'hecke_orbit_code': 68769808414, 'n': 54, 'trace_an': 100}
-
id: 19065054
{'hecke_orbit_code': 68769808414, 'n': 55, 'trace_an': 272}
-
id: 19065055
{'hecke_orbit_code': 68769808414, 'n': 56, 'trace_an': 0}
-
id: 19065056
{'hecke_orbit_code': 68769808414, 'n': 57, 'trace_an': 0}
-
id: 19065057
{'hecke_orbit_code': 68769808414, 'n': 58, 'trace_an': 0}
-
id: 19065058
{'hecke_orbit_code': 68769808414, 'n': 59, 'trace_an': 0}
-
id: 19065059
{'hecke_orbit_code': 68769808414, 'n': 60, 'trace_an': 16}
-
id: 19065060
{'hecke_orbit_code': 68769808414, 'n': 61, 'trace_an': -64}
-
id: 19065061
{'hecke_orbit_code': 68769808414, 'n': 62, 'trace_an': 0}
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id: 19065062
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