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mf_newspaces • Show schema
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{'Nk2': 378, 'analytic_conductor': 1.144417110313247, 'char_conductor': 7, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [42, 2, [29, 31], [2, 1]], 'conrey_index': 13, 'cusp_dim': 12, 'dim': 4, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137489285162, 'hecke_orbit_dims': [4], 'label': '42.3.c', 'level': 42, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 20, 'mf_new_dim': 4, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 4, 'sturm_bound': 24, 'trace_bound': 0, 'trace_display': [0, 0, 0, 8], 'traces': [4, 0, 0, 8, 0, 0, 8, 0, -12, 0, -24, 0, 0, -24, -24, 16, 0, 0, 0, 0, 12, -24, 24, 0, 28, 0, 0, 16, 120, 24, 0, 0, 0, 0, -24, -24, -80, 0, 96, 0, 0, 48, -128, -48, 0, -72, 0, 0, -20, 96, -24, 0, -216, 0, 0, -48, -24, 0, 0, -48, 0, 0, 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976, 0, 192, 0, 0, -72, -3896, 1296, 0, 864, 0, 0, -592, 48, -648, 0, 3648, 0, 0, -288, -1656, 224, 0, 720, 0, 0, 1488, -1728, 1680, 0, -648, 0, 0, -80, 2880, 288, 0, -1200, 0, 0, -432, 144, -576, 0, 1008, 0, 0, 528, 1728, 384, 0, -2688, 0, 0, -792, 1728, 2328, 0, -792, 0, 0, 480, -624, -1248, 0, -96, 0, 0, 0, 1008, 3528, 0, -1120, 0, 0, 864, 3240, -144, 0, 192, 0, 0, 48, 192, -864, 0, 432, 0, 0, 384, 236, -1824, 0, 512, 0, 0, -1400, -864, -2376, 0, -3072, 0, 0, -96, 720, 48, 0, -288, 0, 0, 840, -1512, -264, 0, 360, 0, 0, 1440, -2496, 720, 0, 384, 0, 0, 96, 96, -2632, 0, 888, 0, 0, 576, -4832, -672, 0, 1656, 0, 0, 1024, 288, -216, 0, -96, 0, 0, -192, 1008, -2208, 0, -168, 0, 0, -1824, -192, 528, 0, -2720, 0, 0, -2016, -600, -96, 0, 576, 0, 0, -864, 792, 1936, 0, 648, 0, 0, -432, 2896, -1728, 0, 0, 0, 0, -864, 1680, -672, 0, 144, 0, 0, -1248, -1632, 1152, 0, -864, 0, 0, 360, 2208, 1032, 0, 864, 0, 0, 720, -3816, 288, 0, 1200, 0, 0, 2544, -192, -1340, 0, 504, 0, 0, 72, 3488, 576, 0, -576, 0, 0, 1008, -912, 96, 0, 888, 0, 0, -1056, 24, 2520, 0, -336, 0, 0, 384, 1152, 1392, 0, 3664, 0, 0, 1632, 1680, 768, 0, 3504, 0, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 110723
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 13, 'conrey_indexes': [13], 'label': '42.3.c', 'level': 42, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 6, 'sub_conrey_indexes': [6], 'sub_dim': 1, 'sub_label': '7.3.b', 'sub_level': 7, 'sub_mult': 4, 'weight': 3}
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id: 110721
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 13, 'conrey_indexes': [13], 'label': '42.3.c', 'level': 42, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13], 'sub_dim': 2, 'sub_label': '21.3.d', 'sub_level': 21, 'sub_mult': 2, 'weight': 3}
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id: 110722
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 13, 'conrey_indexes': [13], 'label': '42.3.c', 'level': 42, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13], 'sub_dim': 4, 'sub_label': '42.3.c', 'sub_level': 42, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '42.3.c', 'level': 42, 'portrait': 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', 'weight': 3}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 28914000
{'hecke_orbit_code': 137489285162, 'n': 1, 'trace_an': 4}
-
id: 28914001
{'hecke_orbit_code': 137489285162, 'n': 2, 'trace_an': 0}
-
id: 28914002
{'hecke_orbit_code': 137489285162, 'n': 3, 'trace_an': 0}
-
id: 28914003
{'hecke_orbit_code': 137489285162, 'n': 4, 'trace_an': 8}
-
id: 28914004
{'hecke_orbit_code': 137489285162, 'n': 5, 'trace_an': 0}
-
id: 28914005
{'hecke_orbit_code': 137489285162, 'n': 6, 'trace_an': 0}
-
id: 28914006
{'hecke_orbit_code': 137489285162, 'n': 7, 'trace_an': 8}
-
id: 28914007
{'hecke_orbit_code': 137489285162, 'n': 8, 'trace_an': 0}
-
id: 28914008
{'hecke_orbit_code': 137489285162, 'n': 9, 'trace_an': -12}
-
id: 28914009
{'hecke_orbit_code': 137489285162, 'n': 10, 'trace_an': 0}
-
id: 28914010
{'hecke_orbit_code': 137489285162, 'n': 11, 'trace_an': -24}
-
id: 28914011
{'hecke_orbit_code': 137489285162, 'n': 12, 'trace_an': 0}
-
id: 28914012
{'hecke_orbit_code': 137489285162, 'n': 13, 'trace_an': 0}
-
id: 28914013
{'hecke_orbit_code': 137489285162, 'n': 14, 'trace_an': -24}
-
id: 28914014
{'hecke_orbit_code': 137489285162, 'n': 15, 'trace_an': -24}
-
id: 28914015
{'hecke_orbit_code': 137489285162, 'n': 16, 'trace_an': 16}
-
id: 28914016
{'hecke_orbit_code': 137489285162, 'n': 17, 'trace_an': 0}
-
id: 28914017
{'hecke_orbit_code': 137489285162, 'n': 18, 'trace_an': 0}
-
id: 28914018
{'hecke_orbit_code': 137489285162, 'n': 19, 'trace_an': 0}
-
id: 28914019
{'hecke_orbit_code': 137489285162, 'n': 20, 'trace_an': 0}
-
id: 28914020
{'hecke_orbit_code': 137489285162, 'n': 21, 'trace_an': 12}
-
id: 28914021
{'hecke_orbit_code': 137489285162, 'n': 22, 'trace_an': -24}
-
id: 28914022
{'hecke_orbit_code': 137489285162, 'n': 23, 'trace_an': 24}
-
id: 28914023
{'hecke_orbit_code': 137489285162, 'n': 24, 'trace_an': 0}
-
id: 28914024
{'hecke_orbit_code': 137489285162, 'n': 25, 'trace_an': 28}
-
id: 28914025
{'hecke_orbit_code': 137489285162, 'n': 26, 'trace_an': 0}
-
id: 28914026
{'hecke_orbit_code': 137489285162, 'n': 27, 'trace_an': 0}
-
id: 28914027
{'hecke_orbit_code': 137489285162, 'n': 28, 'trace_an': 16}
-
id: 28914028
{'hecke_orbit_code': 137489285162, 'n': 29, 'trace_an': 120}
-
id: 28914029
{'hecke_orbit_code': 137489285162, 'n': 30, 'trace_an': 24}
-
id: 28914030
{'hecke_orbit_code': 137489285162, 'n': 31, 'trace_an': 0}
-
id: 28914031
{'hecke_orbit_code': 137489285162, 'n': 32, 'trace_an': 0}
-
id: 28914032
{'hecke_orbit_code': 137489285162, 'n': 33, 'trace_an': 0}
-
id: 28914033
{'hecke_orbit_code': 137489285162, 'n': 34, 'trace_an': 0}
-
id: 28914034
{'hecke_orbit_code': 137489285162, 'n': 35, 'trace_an': -24}
-
id: 28914035
{'hecke_orbit_code': 137489285162, 'n': 36, 'trace_an': -24}
-
id: 28914036
{'hecke_orbit_code': 137489285162, 'n': 37, 'trace_an': -80}
-
id: 28914037
{'hecke_orbit_code': 137489285162, 'n': 38, 'trace_an': 0}
-
id: 28914038
{'hecke_orbit_code': 137489285162, 'n': 39, 'trace_an': 96}
-
id: 28914039
{'hecke_orbit_code': 137489285162, 'n': 40, 'trace_an': 0}
-
id: 28914040
{'hecke_orbit_code': 137489285162, 'n': 41, 'trace_an': 0}
-
id: 28914041
{'hecke_orbit_code': 137489285162, 'n': 42, 'trace_an': 48}
-
id: 28914042
{'hecke_orbit_code': 137489285162, 'n': 43, 'trace_an': -128}
-
id: 28914043
{'hecke_orbit_code': 137489285162, 'n': 44, 'trace_an': -48}
-
id: 28914044
{'hecke_orbit_code': 137489285162, 'n': 45, 'trace_an': 0}
-
id: 28914045
{'hecke_orbit_code': 137489285162, 'n': 46, 'trace_an': -72}
-
id: 28914046
{'hecke_orbit_code': 137489285162, 'n': 47, 'trace_an': 0}
-
id: 28914047
{'hecke_orbit_code': 137489285162, 'n': 48, 'trace_an': 0}
-
id: 28914048
{'hecke_orbit_code': 137489285162, 'n': 49, 'trace_an': -20}
-
id: 28914049
{'hecke_orbit_code': 137489285162, 'n': 50, 'trace_an': 96}
-
id: 28914050
{'hecke_orbit_code': 137489285162, 'n': 51, 'trace_an': -24}
-
id: 28914051
{'hecke_orbit_code': 137489285162, 'n': 52, 'trace_an': 0}
-
id: 28914052
{'hecke_orbit_code': 137489285162, 'n': 53, 'trace_an': -216}
-
id: 28914053
{'hecke_orbit_code': 137489285162, 'n': 54, 'trace_an': 0}
-
id: 28914054
{'hecke_orbit_code': 137489285162, 'n': 55, 'trace_an': 0}
-
id: 28914055
{'hecke_orbit_code': 137489285162, 'n': 56, 'trace_an': -48}
-
id: 28914056
{'hecke_orbit_code': 137489285162, 'n': 57, 'trace_an': -24}
-
id: 28914057
{'hecke_orbit_code': 137489285162, 'n': 58, 'trace_an': 0}
-
id: 28914058
{'hecke_orbit_code': 137489285162, 'n': 59, 'trace_an': 0}
-
id: 28914059
{'hecke_orbit_code': 137489285162, 'n': 60, 'trace_an': -48}
-
id: 28914060
{'hecke_orbit_code': 137489285162, 'n': 61, 'trace_an': 0}
-
id: 28914061
{'hecke_orbit_code': 137489285162, 'n': 62, 'trace_an': 0}
-
id: 28914062
{'hecke_orbit_code': 137489285162, 'n': 63, 'trace_an': -24}
-
id: 28914063
{'hecke_orbit_code': 137489285162, 'n': 64, 'trace_an': 32}
-
id: 28914064
{'hecke_orbit_code': 137489285162, 'n': 65, 'trace_an': 240}
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id: 28914065
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