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mf_newspaces • Show schema
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{'Nk2': 7840, 'analytic_conductor': 28.910935902812902, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [490, 3, [197, 101], [3, 2]], 'conrey_index': 361, 'cusp_dim': 472, 'dim': 80, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 11], 'hecke_orbit_code': 274945016298, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 6, 8, 8], 'label': '490.4.e', 'level': 490, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 536, 'mf_new_dim': 80, 'num_forms': 27, 'prim_orbit_index': 3, 'relative_dim': 40, 'sturm_bound': 336, 'trace_bound': 11, 'trace_display': [0, 12, 10, 0], 'traces': [80, 0, 12, -160, 10, 8, 0, 0, -282, 20, 2, 48, -16, 0, 160, -640, 132, -112, -250, -80, 0, -112, -168, -16, -1000, 156, -816, 0, 748, 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17600, -323992, 0, -102160, -63196, -21920, 38080, -270252, -35600, 0, 10240, 23272, 4608, -80632, -57304, -28000, 0, -291560, 147072, 181672, 43600, -14942, -206304, 0, -486496, -45400, -18336, -282204, 35984, -51288, 0, -687056, -151528, -59608, -137456, 28430, -16528, 0, -405792, -62022, 22580, -47588, -1280, -335920, 0, -92920, -31816, -79512, 173720, 9056, -4000], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 227549
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 361, 'conrey_indexes': [361, 471], 'label': '490.4.e', 'level': 490, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 4], 'sub_dim': 2, 'sub_label': '7.4.c', 'sub_level': 7, 'sub_mult': 8, 'weight': 4}
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id: 227542
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 361, 'conrey_indexes': [361, 471], 'label': '490.4.e', 'level': 490, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 11], 'sub_dim': 4, 'sub_label': '14.4.c', 'sub_level': 14, 'sub_mult': 4, 'weight': 4}
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id: 227544
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 361, 'conrey_indexes': [361, 471], 'label': '490.4.e', 'level': 490, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11, 16], 'sub_dim': 16, 'sub_label': '35.4.e', 'sub_level': 35, 'sub_mult': 4, 'weight': 4}
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id: 227546
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 361, 'conrey_indexes': [361, 471], 'label': '490.4.e', 'level': 490, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 18, 'sub_conrey_indexes': [18, 30], 'sub_dim': 16, 'sub_label': '49.4.c', 'sub_level': 49, 'sub_mult': 4, 'weight': 4}
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id: 227547
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 361, 'conrey_indexes': [361, 471], 'label': '490.4.e', 'level': 490, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11, 51], 'sub_dim': 16, 'sub_label': '70.4.e', 'sub_level': 70, 'sub_mult': 2, 'weight': 4}
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id: 227548
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 361, 'conrey_indexes': [361, 471], 'label': '490.4.e', 'level': 490, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 67, 'sub_conrey_indexes': [67, 79], 'sub_dim': 20, 'sub_label': '98.4.c', 'sub_level': 98, 'sub_mult': 2, 'weight': 4}
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id: 227543
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 361, 'conrey_indexes': [361, 471], 'label': '490.4.e', 'level': 490, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 116, 'sub_conrey_indexes': [116, 226], 'sub_dim': 80, 'sub_label': '245.4.e', 'sub_level': 245, 'sub_mult': 2, 'weight': 4}
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id: 227545
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 361, 'conrey_indexes': [361, 471], 'label': '490.4.e', 'level': 490, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 361, 'sub_conrey_indexes': [361, 471], 'sub_dim': 80, 'sub_label': '490.4.e', 'sub_level': 490, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '490.4.e', 'level': 490, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 49307000
{'hecke_orbit_code': 274945016298, 'n': 1, 'trace_an': 80}
-
id: 49307001
{'hecke_orbit_code': 274945016298, 'n': 2, 'trace_an': 0}
-
id: 49307002
{'hecke_orbit_code': 274945016298, 'n': 3, 'trace_an': 12}
-
id: 49307003
{'hecke_orbit_code': 274945016298, 'n': 4, 'trace_an': -160}
-
id: 49307004
{'hecke_orbit_code': 274945016298, 'n': 5, 'trace_an': 10}
-
id: 49307005
{'hecke_orbit_code': 274945016298, 'n': 6, 'trace_an': 8}
-
id: 49307006
{'hecke_orbit_code': 274945016298, 'n': 7, 'trace_an': 0}
-
id: 49307007
{'hecke_orbit_code': 274945016298, 'n': 8, 'trace_an': 0}
-
id: 49307008
{'hecke_orbit_code': 274945016298, 'n': 9, 'trace_an': -282}
-
id: 49307009
{'hecke_orbit_code': 274945016298, 'n': 10, 'trace_an': 20}
-
id: 49307010
{'hecke_orbit_code': 274945016298, 'n': 11, 'trace_an': 2}
-
id: 49307011
{'hecke_orbit_code': 274945016298, 'n': 12, 'trace_an': 48}
-
id: 49307012
{'hecke_orbit_code': 274945016298, 'n': 13, 'trace_an': -16}
-
id: 49307013
{'hecke_orbit_code': 274945016298, 'n': 14, 'trace_an': 0}
-
id: 49307014
{'hecke_orbit_code': 274945016298, 'n': 15, 'trace_an': 160}
-
id: 49307015
{'hecke_orbit_code': 274945016298, 'n': 16, 'trace_an': -640}
-
id: 49307016
{'hecke_orbit_code': 274945016298, 'n': 17, 'trace_an': 132}
-
id: 49307017
{'hecke_orbit_code': 274945016298, 'n': 18, 'trace_an': -112}
-
id: 49307018
{'hecke_orbit_code': 274945016298, 'n': 19, 'trace_an': -250}
-
id: 49307019
{'hecke_orbit_code': 274945016298, 'n': 20, 'trace_an': -80}
-
id: 49307020
{'hecke_orbit_code': 274945016298, 'n': 21, 'trace_an': 0}
-
id: 49307021
{'hecke_orbit_code': 274945016298, 'n': 22, 'trace_an': -112}
-
id: 49307022
{'hecke_orbit_code': 274945016298, 'n': 23, 'trace_an': -168}
-
id: 49307023
{'hecke_orbit_code': 274945016298, 'n': 24, 'trace_an': -16}
-
id: 49307024
{'hecke_orbit_code': 274945016298, 'n': 25, 'trace_an': -1000}
-
id: 49307025
{'hecke_orbit_code': 274945016298, 'n': 26, 'trace_an': 156}
-
id: 49307026
{'hecke_orbit_code': 274945016298, 'n': 27, 'trace_an': -816}
-
id: 49307027
{'hecke_orbit_code': 274945016298, 'n': 28, 'trace_an': 0}
-
id: 49307028
{'hecke_orbit_code': 274945016298, 'n': 29, 'trace_an': 748}
-
id: 49307029
{'hecke_orbit_code': 274945016298, 'n': 30, 'trace_an': 140}
-
id: 49307030
{'hecke_orbit_code': 274945016298, 'n': 31, 'trace_an': -96}
-
id: 49307031
{'hecke_orbit_code': 274945016298, 'n': 32, 'trace_an': 0}
-
id: 49307032
{'hecke_orbit_code': 274945016298, 'n': 33, 'trace_an': 128}
-
id: 49307033
{'hecke_orbit_code': 274945016298, 'n': 34, 'trace_an': 480}
-
id: 49307034
{'hecke_orbit_code': 274945016298, 'n': 35, 'trace_an': 0}
-
id: 49307035
{'hecke_orbit_code': 274945016298, 'n': 36, 'trace_an': 2256}
-
id: 49307036
{'hecke_orbit_code': 274945016298, 'n': 37, 'trace_an': -980}
-
id: 49307037
{'hecke_orbit_code': 274945016298, 'n': 38, 'trace_an': 704}
-
id: 49307038
{'hecke_orbit_code': 274945016298, 'n': 39, 'trace_an': -1816}
-
id: 49307039
{'hecke_orbit_code': 274945016298, 'n': 40, 'trace_an': 80}
-
id: 49307040
{'hecke_orbit_code': 274945016298, 'n': 41, 'trace_an': -1096}
-
id: 49307041
{'hecke_orbit_code': 274945016298, 'n': 42, 'trace_an': 0}
-
id: 49307042
{'hecke_orbit_code': 274945016298, 'n': 43, 'trace_an': -464}
-
id: 49307043
{'hecke_orbit_code': 274945016298, 'n': 44, 'trace_an': 8}
-
id: 49307044
{'hecke_orbit_code': 274945016298, 'n': 45, 'trace_an': 380}
-
id: 49307045
{'hecke_orbit_code': 274945016298, 'n': 46, 'trace_an': 424}
-
id: 49307046
{'hecke_orbit_code': 274945016298, 'n': 47, 'trace_an': -500}
-
id: 49307047
{'hecke_orbit_code': 274945016298, 'n': 48, 'trace_an': -384}
-
id: 49307048
{'hecke_orbit_code': 274945016298, 'n': 49, 'trace_an': 0}
-
id: 49307049
{'hecke_orbit_code': 274945016298, 'n': 50, 'trace_an': 0}
-
id: 49307050
{'hecke_orbit_code': 274945016298, 'n': 51, 'trace_an': 1296}
-
id: 49307051
{'hecke_orbit_code': 274945016298, 'n': 52, 'trace_an': 32}
-
id: 49307052
{'hecke_orbit_code': 274945016298, 'n': 53, 'trace_an': 1716}
-
id: 49307053
{'hecke_orbit_code': 274945016298, 'n': 54, 'trace_an': -556}
-
id: 49307054
{'hecke_orbit_code': 274945016298, 'n': 55, 'trace_an': 480}
-
id: 49307055
{'hecke_orbit_code': 274945016298, 'n': 56, 'trace_an': 0}
-
id: 49307056
{'hecke_orbit_code': 274945016298, 'n': 57, 'trace_an': -1992}
-
id: 49307057
{'hecke_orbit_code': 274945016298, 'n': 58, 'trace_an': 240}
-
id: 49307058
{'hecke_orbit_code': 274945016298, 'n': 59, 'trace_an': -1140}
-
id: 49307059
{'hecke_orbit_code': 274945016298, 'n': 60, 'trace_an': -320}
-
id: 49307060
{'hecke_orbit_code': 274945016298, 'n': 61, 'trace_an': -1146}
-
id: 49307061
{'hecke_orbit_code': 274945016298, 'n': 62, 'trace_an': 160}
-
id: 49307062
{'hecke_orbit_code': 274945016298, 'n': 63, 'trace_an': 0}
-
id: 49307063
{'hecke_orbit_code': 274945016298, 'n': 64, 'trace_an': 5120}
-
id: 49307064
{'hecke_orbit_code': 274945016298, 'n': 65, 'trace_an': -1210}
-
id: 49307065
{'hecke_orbit_code': 274945016298, 'n': 66, 'trace_an': -2880}
-
id: 49307066
{'hecke_orbit_code': 274945016298, 'n': 67, 'trace_an': 1124}
-
id: 49307067
{'hecke_orbit_code': 274945016298, 'n': 68, 'trace_an': 528}
-
id: 49307068
{'hecke_orbit_code': 274945016298, 'n': 69, 'trace_an': -1684}
-
id: 49307069
{'hecke_orbit_code': 274945016298, 'n': 70, 'trace_an': 0}
-
id: 49307070
{'hecke_orbit_code': 274945016298, 'n': 71, 'trace_an': 2752}
-
id: 49307071
{'hecke_orbit_code': 274945016298, 'n': 72, 'trace_an': -448}
-
id: 49307072
{'hecke_orbit_code': 274945016298, 'n': 73, 'trace_an': 972}
-
id: 49307073
{'hecke_orbit_code': 274945016298, 'n': 74, 'trace_an': 1108}
-
id: 49307074
{'hecke_orbit_code': 274945016298, 'n': 75, 'trace_an': 300}
-
id: 49307075
{'hecke_orbit_code': 274945016298, 'n': 76, 'trace_an': 2000}
-
id: 49307076
{'hecke_orbit_code': 274945016298, 'n': 77, 'trace_an': 0}
-
id: 49307077
{'hecke_orbit_code': 274945016298, 'n': 78, 'trace_an': -2176}
-
id: 49307078
{'hecke_orbit_code': 274945016298, 'n': 79, 'trace_an': 6108}
-
id: 49307079
{'hecke_orbit_code': 274945016298, 'n': 80, 'trace_an': 160}
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id: 49307080
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