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mf_newspaces • Show schema
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{'Nk2': 38400, 'analytic_conductor': 197.7737610869273, 'char_conductor': 12, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [384, 2, [127, 133, 257], [1, 2, 1]], 'conrey_index': 383, 'cusp_dim': 560, 'dim': 144, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_orbit_code': 137606726016, 'label': '384.10.c', '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': 592, 'mf_new_dim': 144, 'prim_orbit_index': 2, 'relative_dim': 144, 'sturm_bound': 640, 'trace_display': [0, 0, 0, 0], 'traces': [144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -56250000, 0, 0, 0, 0, 0, 0, 0, -75632, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -778503024, 0, 0, 0, 0, 0, 0, 0, -219408016, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -887399712, 0, 0, 0, 0, 0, 0, 0, 927683728, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4448121408, 0, 0, 0, 0, 0, 0, 0, 554380000, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 27410011056, 0, 0, 0, 0, 0, 0, 0, -20087288528, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -7509510432, 0, 0, 0, 0, 0, 0, 0, -41041786304, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 19556422128, 0, 0, 0, 0, 0, 0, 0, -58641946032, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 39620838240, 0, 0, 0, 0, 0, 0, 0, -212389503216, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -96494054688, 0, 0, 0, 0, 0, 0, 0, 42149971360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 58229802720, 0, 0, 0, 0, 0, 0, 0, -115904893136, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -276446150496, 0, 0, 0, 0, 0, 0, 0, 579164725248, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1583405439984, 0, 0, 0, 0, 0, 0, 0, -602294714704, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -805748778432, 0, 0, 0, 0, 0, 0, 0, -370176943664, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1607319908352, 0, 0, 0, 0, 0, 0, 0, -1612059219392, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2619344769840, 0, 0, 0, 0, 0, 0, 0, -671659335104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1004590594368, 0, 0, 0, 0, 0, 0, 0, 2321930115568, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 320947151904, 0, 0, 0, 0, 0, 0, 0, 426272754960, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8072319764160, 0, 0, 0, 0, 0, 0, 0, 6076701380192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2836902033504, 0, 0, 0, 0, 0, 0, 0, 6497703648096, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 9555445957824, 0, 0, 0, 0, 0, 0, 0, -8207124817680, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -13729561149024, 0, 0, 0, 0, 0, 0, 0, 2158998866096, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1712216319120, 0, 0, 0, 0, 0, 0, 0, -13857687434640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1222962247584, 0, 0, 0, 0, 0, 0, 0, -22200256022208, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 29797177212288, 0, 0, 0, 0, 0, 0, 0, -4048355015872, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 22473503953632, 0, 0, 0, 0, 0, 0, 0, 2013429583520, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 65171099942640, 0, 0, 0, 0, 0, 0, 0, 9473994285584, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 13658496002784, 0, 0, 0, 0, 0, 0, 0, 66200903380992, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4164256491840, 0, 0, 0, 0, 0, 0, 0, 52182050251888, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -25402397513472, 0, 0, 0, 0, 0, 0, 0, 19577652138624, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -150968222782560, 0, 0, 0, 0, 0, 0, 0, -15046446661632, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -54410848088544, 0, 0, 0, 0, 0, 0, 0, -69510083130224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 31282649434080, 0, 0, 0, 0, 0, 0, 0, -100444359502720, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -86397169087296, 0, 0, 0, 0, 0, 0, 0, 117096501494912, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 129930506608032, 0, 0, 0, 0, 0, 0, 0, -44227137591344, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 84015387363312, 0, 0, 0, 0, 0, 0, 0, 140333428676880, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -142521860548512, 0, 0, 0, 0, 0, 0, 0, 21904078612064, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 45756892911456, 0, 0, 0, 0, 0, 0, 0, -199722474699584, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -22727486894688, 0, 0, 0, 0, 0, 0, 0, 66463089231440, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -337149743614848, 0, 0, 0, 0, 0, 0, 0, -247979588239328, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 27044053256592, 0, 0, 0, 0, 0, 0, 0, -263257525381184, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12966199041312, 0, 0, 0, 0, 0, 0, 0, 18373145361616, 0, 0, 0, 0, 0, 0, 0], 'weight': 10, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 200520
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 383, 'conrey_indexes': [383], 'label': '384.10.c', 'level': 384, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 383, 'sub_conrey_indexes': [383], 'sub_dim': 144, 'sub_label': '384.10.c', 'sub_level': 384, 'sub_mult': 1, 'weight': 10}
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id: 200518
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 383, 'conrey_indexes': [383], 'label': '384.10.c', 'level': 384, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11], 'sub_dim': 16, 'sub_label': '12.10.b', 'sub_level': 12, 'sub_mult': 6, 'weight': 10}
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id: 200521
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 383, 'conrey_indexes': [383], 'label': '384.10.c', 'level': 384, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 47, 'sub_conrey_indexes': [47], 'sub_dim': 18, 'sub_label': '48.10.c', 'sub_level': 48, 'sub_mult': 4, 'weight': 10}
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id: 200522
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 383, 'conrey_indexes': [383], 'label': '384.10.c', 'level': 384, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 95, 'sub_conrey_indexes': [95], 'sub_dim': 36, 'sub_label': '96.10.c', 'sub_level': 96, 'sub_mult': 3, 'weight': 10}
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id: 200519
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 383, 'conrey_indexes': [383], 'label': '384.10.c', 'level': 384, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 191, 'sub_conrey_indexes': [191], 'sub_dim': 70, 'sub_label': '192.10.c', 'sub_level': 192, 'sub_mult': 2, 'weight': 10}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '384.10.c', 'level': 384, 'portrait': 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', 'weight': 10}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 34374000
{'hecke_orbit_code': 137606726016, 'n': 1, 'trace_an': 144}
-
id: 34374001
{'hecke_orbit_code': 137606726016, 'n': 2, 'trace_an': 0}
-
id: 34374002
{'hecke_orbit_code': 137606726016, 'n': 3, 'trace_an': 0}
-
id: 34374003
{'hecke_orbit_code': 137606726016, 'n': 4, 'trace_an': 0}
-
id: 34374004
{'hecke_orbit_code': 137606726016, 'n': 5, 'trace_an': 0}
-
id: 34374005
{'hecke_orbit_code': 137606726016, 'n': 6, 'trace_an': 0}
-
id: 34374006
{'hecke_orbit_code': 137606726016, 'n': 7, 'trace_an': 0}
-
id: 34374007
{'hecke_orbit_code': 137606726016, 'n': 8, 'trace_an': 0}
-
id: 34374008
{'hecke_orbit_code': 137606726016, 'n': 9, 'trace_an': 0}
-
id: 34374009
{'hecke_orbit_code': 137606726016, 'n': 10, 'trace_an': 0}
-
id: 34374010
{'hecke_orbit_code': 137606726016, 'n': 11, 'trace_an': 0}
-
id: 34374011
{'hecke_orbit_code': 137606726016, 'n': 12, 'trace_an': 0}
-
id: 34374012
{'hecke_orbit_code': 137606726016, 'n': 13, 'trace_an': 0}
-
id: 34374013
{'hecke_orbit_code': 137606726016, 'n': 14, 'trace_an': 0}
-
id: 34374014
{'hecke_orbit_code': 137606726016, 'n': 15, 'trace_an': 0}
-
id: 34374015
{'hecke_orbit_code': 137606726016, 'n': 16, 'trace_an': 0}
-
id: 34374016
{'hecke_orbit_code': 137606726016, 'n': 17, 'trace_an': 0}
-
id: 34374017
{'hecke_orbit_code': 137606726016, 'n': 18, 'trace_an': 0}
-
id: 34374018
{'hecke_orbit_code': 137606726016, 'n': 19, 'trace_an': 0}
-
id: 34374019
{'hecke_orbit_code': 137606726016, 'n': 20, 'trace_an': 0}
-
id: 34374020
{'hecke_orbit_code': 137606726016, 'n': 21, 'trace_an': 0}
-
id: 34374021
{'hecke_orbit_code': 137606726016, 'n': 22, 'trace_an': 0}
-
id: 34374022
{'hecke_orbit_code': 137606726016, 'n': 23, 'trace_an': 0}
-
id: 34374023
{'hecke_orbit_code': 137606726016, 'n': 24, 'trace_an': 0}
-
id: 34374024
{'hecke_orbit_code': 137606726016, 'n': 25, 'trace_an': -56250000}
-
id: 34374025
{'hecke_orbit_code': 137606726016, 'n': 26, 'trace_an': 0}
-
id: 34374026
{'hecke_orbit_code': 137606726016, 'n': 27, 'trace_an': 0}
-
id: 34374027
{'hecke_orbit_code': 137606726016, 'n': 28, 'trace_an': 0}
-
id: 34374028
{'hecke_orbit_code': 137606726016, 'n': 29, 'trace_an': 0}
-
id: 34374029
{'hecke_orbit_code': 137606726016, 'n': 30, 'trace_an': 0}
-
id: 34374030
{'hecke_orbit_code': 137606726016, 'n': 31, 'trace_an': 0}
-
id: 34374031
{'hecke_orbit_code': 137606726016, 'n': 32, 'trace_an': 0}
-
id: 34374032
{'hecke_orbit_code': 137606726016, 'n': 33, 'trace_an': -75632}
-
id: 34374033
{'hecke_orbit_code': 137606726016, 'n': 34, 'trace_an': 0}
-
id: 34374034
{'hecke_orbit_code': 137606726016, 'n': 35, 'trace_an': 0}
-
id: 34374035
{'hecke_orbit_code': 137606726016, 'n': 36, 'trace_an': 0}
-
id: 34374036
{'hecke_orbit_code': 137606726016, 'n': 37, 'trace_an': 0}
-
id: 34374037
{'hecke_orbit_code': 137606726016, 'n': 38, 'trace_an': 0}
-
id: 34374038
{'hecke_orbit_code': 137606726016, 'n': 39, 'trace_an': 0}
-
id: 34374039
{'hecke_orbit_code': 137606726016, 'n': 40, 'trace_an': 0}
-
id: 34374040
{'hecke_orbit_code': 137606726016, 'n': 41, 'trace_an': 0}
-
id: 34374041
{'hecke_orbit_code': 137606726016, 'n': 42, 'trace_an': 0}
-
id: 34374042
{'hecke_orbit_code': 137606726016, 'n': 43, 'trace_an': 0}
-
id: 34374043
{'hecke_orbit_code': 137606726016, 'n': 44, 'trace_an': 0}
-
id: 34374044
{'hecke_orbit_code': 137606726016, 'n': 45, 'trace_an': 0}
-
id: 34374045
{'hecke_orbit_code': 137606726016, 'n': 46, 'trace_an': 0}
-
id: 34374046
{'hecke_orbit_code': 137606726016, 'n': 47, 'trace_an': 0}
-
id: 34374047
{'hecke_orbit_code': 137606726016, 'n': 48, 'trace_an': 0}
-
id: 34374048
{'hecke_orbit_code': 137606726016, 'n': 49, 'trace_an': -778503024}
-
id: 34374049
{'hecke_orbit_code': 137606726016, 'n': 50, 'trace_an': 0}
-
id: 34374050
{'hecke_orbit_code': 137606726016, 'n': 51, 'trace_an': 0}
-
id: 34374051
{'hecke_orbit_code': 137606726016, 'n': 52, 'trace_an': 0}
-
id: 34374052
{'hecke_orbit_code': 137606726016, 'n': 53, 'trace_an': 0}
-
id: 34374053
{'hecke_orbit_code': 137606726016, 'n': 54, 'trace_an': 0}
-
id: 34374054
{'hecke_orbit_code': 137606726016, 'n': 55, 'trace_an': 0}
-
id: 34374055
{'hecke_orbit_code': 137606726016, 'n': 56, 'trace_an': 0}
-
id: 34374056
{'hecke_orbit_code': 137606726016, 'n': 57, 'trace_an': -219408016}
-
id: 34374057
{'hecke_orbit_code': 137606726016, 'n': 58, 'trace_an': 0}
-
id: 34374058
{'hecke_orbit_code': 137606726016, 'n': 59, 'trace_an': 0}
-
id: 34374059
{'hecke_orbit_code': 137606726016, 'n': 60, 'trace_an': 0}
-
id: 34374060
{'hecke_orbit_code': 137606726016, 'n': 61, 'trace_an': 0}
-
id: 34374061
{'hecke_orbit_code': 137606726016, 'n': 62, 'trace_an': 0}
-
id: 34374062
{'hecke_orbit_code': 137606726016, 'n': 63, 'trace_an': 0}
-
id: 34374063
{'hecke_orbit_code': 137606726016, 'n': 64, 'trace_an': 0}
-
id: 34374064
{'hecke_orbit_code': 137606726016, 'n': 65, 'trace_an': 0}
-
id: 34374065
{'hecke_orbit_code': 137606726016, 'n': 66, 'trace_an': 0}
-
id: 34374066
{'hecke_orbit_code': 137606726016, 'n': 67, 'trace_an': 0}
-
id: 34374067
{'hecke_orbit_code': 137606726016, 'n': 68, 'trace_an': 0}
-
id: 34374068
{'hecke_orbit_code': 137606726016, 'n': 69, 'trace_an': 0}
-
id: 34374069
{'hecke_orbit_code': 137606726016, 'n': 70, 'trace_an': 0}
-
id: 34374070
{'hecke_orbit_code': 137606726016, 'n': 71, 'trace_an': 0}
-
id: 34374071
{'hecke_orbit_code': 137606726016, 'n': 72, 'trace_an': 0}
-
id: 34374072
{'hecke_orbit_code': 137606726016, 'n': 73, 'trace_an': -887399712}
-
id: 34374073
{'hecke_orbit_code': 137606726016, 'n': 74, 'trace_an': 0}
-
id: 34374074
{'hecke_orbit_code': 137606726016, 'n': 75, 'trace_an': 0}
-
id: 34374075
{'hecke_orbit_code': 137606726016, 'n': 76, 'trace_an': 0}
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