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mf_newspaces • Show schema
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{'Nk2': 3600, 'analytic_conductor': 13.275429751291638, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [225, 3, [101, 127], [1, 3]], 'conrey_index': 76, 'cusp_dim': 168, 'dim': 108, 'eis_dim': 24, 'eis_new_dim': 12, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 274945016033, 'hecke_orbit_dims': [4, 4, 6, 14, 24, 24, 32], 'label': '225.4.e', 'level': 225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 192, 'mf_new_dim': 120, 'num_forms': 7, 'prim_orbit_index': 3, 'relative_dim': 54, 'sturm_bound': 120, 'trace_bound': 2, 'trace_display': [-1, 5, 0, -5], 'traces': [108, -1, 5, -203, 0, -27, -5, 42, -75, 0, 12, -158, 13, 174, 0, -715, 302, -256, -146, 0, -69, 3, -159, 135, 0, -648, 308, 52, 69, 0, -81, 61, 1024, 85, 0, 2103, -236, -649, -711, 0, 678, -2184, 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162129, 48302, 0, -942234, 78313, -107022, -123243, 0, -491208, 16759, 316070, -178206, 0, -311756, 203246, -54172, -34182, 0, -123900, 305070, -208131, 418506, 0, 190464, 263115, 60446, 740190, 0, -41544, 244698, -231867, -95094, 0, -218838, -15485, -162478, -161484, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 159287
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 76, 'conrey_indexes': [76, 151], 'label': '225.4.e', 'level': 225, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 7], 'sub_dim': 4, 'sub_label': '9.4.c', 'sub_level': 9, 'sub_mult': 3, 'weight': 4}
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id: 159286
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 76, 'conrey_indexes': [76, 151], 'label': '225.4.e', 'level': 225, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 16, 'sub_conrey_indexes': [16, 31], 'sub_dim': 24, 'sub_label': '45.4.e', 'sub_level': 45, 'sub_mult': 2, 'weight': 4}
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id: 159285
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 76, 'conrey_indexes': [76, 151], 'label': '225.4.e', 'level': 225, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 76, 'sub_conrey_indexes': [76, 151], 'sub_dim': 108, 'sub_label': '225.4.e', 'sub_level': 225, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '225.4.e', 'level': 225, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 49109000
{'hecke_orbit_code': 274945016033, 'n': 1, 'trace_an': 108}
-
id: 49109001
{'hecke_orbit_code': 274945016033, 'n': 2, 'trace_an': -1}
-
id: 49109002
{'hecke_orbit_code': 274945016033, 'n': 3, 'trace_an': 5}
-
id: 49109003
{'hecke_orbit_code': 274945016033, 'n': 4, 'trace_an': -203}
-
id: 49109004
{'hecke_orbit_code': 274945016033, 'n': 5, 'trace_an': 0}
-
id: 49109005
{'hecke_orbit_code': 274945016033, 'n': 6, 'trace_an': -27}
-
id: 49109006
{'hecke_orbit_code': 274945016033, 'n': 7, 'trace_an': -5}
-
id: 49109007
{'hecke_orbit_code': 274945016033, 'n': 8, 'trace_an': 42}
-
id: 49109008
{'hecke_orbit_code': 274945016033, 'n': 9, 'trace_an': -75}
-
id: 49109009
{'hecke_orbit_code': 274945016033, 'n': 10, 'trace_an': 0}
-
id: 49109010
{'hecke_orbit_code': 274945016033, 'n': 11, 'trace_an': 12}
-
id: 49109011
{'hecke_orbit_code': 274945016033, 'n': 12, 'trace_an': -158}
-
id: 49109012
{'hecke_orbit_code': 274945016033, 'n': 13, 'trace_an': 13}
-
id: 49109013
{'hecke_orbit_code': 274945016033, 'n': 14, 'trace_an': 174}
-
id: 49109014
{'hecke_orbit_code': 274945016033, 'n': 15, 'trace_an': 0}
-
id: 49109015
{'hecke_orbit_code': 274945016033, 'n': 16, 'trace_an': -715}
-
id: 49109016
{'hecke_orbit_code': 274945016033, 'n': 17, 'trace_an': 302}
-
id: 49109017
{'hecke_orbit_code': 274945016033, 'n': 18, 'trace_an': -256}
-
id: 49109018
{'hecke_orbit_code': 274945016033, 'n': 19, 'trace_an': -146}
-
id: 49109019
{'hecke_orbit_code': 274945016033, 'n': 20, 'trace_an': 0}
-
id: 49109020
{'hecke_orbit_code': 274945016033, 'n': 21, 'trace_an': -69}
-
id: 49109021
{'hecke_orbit_code': 274945016033, 'n': 22, 'trace_an': 3}
-
id: 49109022
{'hecke_orbit_code': 274945016033, 'n': 23, 'trace_an': -159}
-
id: 49109023
{'hecke_orbit_code': 274945016033, 'n': 24, 'trace_an': 135}
-
id: 49109024
{'hecke_orbit_code': 274945016033, 'n': 25, 'trace_an': 0}
-
id: 49109025
{'hecke_orbit_code': 274945016033, 'n': 26, 'trace_an': -648}
-
id: 49109026
{'hecke_orbit_code': 274945016033, 'n': 27, 'trace_an': 308}
-
id: 49109027
{'hecke_orbit_code': 274945016033, 'n': 28, 'trace_an': 52}
-
id: 49109028
{'hecke_orbit_code': 274945016033, 'n': 29, 'trace_an': 69}
-
id: 49109029
{'hecke_orbit_code': 274945016033, 'n': 30, 'trace_an': 0}
-
id: 49109030
{'hecke_orbit_code': 274945016033, 'n': 31, 'trace_an': -81}
-
id: 49109031
{'hecke_orbit_code': 274945016033, 'n': 32, 'trace_an': 61}
-
id: 49109032
{'hecke_orbit_code': 274945016033, 'n': 33, 'trace_an': 1024}
-
id: 49109033
{'hecke_orbit_code': 274945016033, 'n': 34, 'trace_an': 85}
-
id: 49109034
{'hecke_orbit_code': 274945016033, 'n': 35, 'trace_an': 0}
-
id: 49109035
{'hecke_orbit_code': 274945016033, 'n': 36, 'trace_an': 2103}
-
id: 49109036
{'hecke_orbit_code': 274945016033, 'n': 37, 'trace_an': -236}
-
id: 49109037
{'hecke_orbit_code': 274945016033, 'n': 38, 'trace_an': -649}
-
id: 49109038
{'hecke_orbit_code': 274945016033, 'n': 39, 'trace_an': -711}
-
id: 49109039
{'hecke_orbit_code': 274945016033, 'n': 40, 'trace_an': 0}
-
id: 49109040
{'hecke_orbit_code': 274945016033, 'n': 41, 'trace_an': 678}
-
id: 49109041
{'hecke_orbit_code': 274945016033, 'n': 42, 'trace_an': -2184}
-
id: 49109042
{'hecke_orbit_code': 274945016033, 'n': 43, 'trace_an': -86}
-
id: 49109043
{'hecke_orbit_code': 274945016033, 'n': 44, 'trace_an': 186}
-
id: 49109044
{'hecke_orbit_code': 274945016033, 'n': 45, 'trace_an': 0}
-
id: 49109045
{'hecke_orbit_code': 274945016033, 'n': 46, 'trace_an': 512}
-
id: 49109046
{'hecke_orbit_code': 274945016033, 'n': 47, 'trace_an': -1}
-
id: 49109047
{'hecke_orbit_code': 274945016033, 'n': 48, 'trace_an': -431}
-
id: 49109048
{'hecke_orbit_code': 274945016033, 'n': 49, 'trace_an': -1841}
-
id: 49109049
{'hecke_orbit_code': 274945016033, 'n': 50, 'trace_an': 0}
-
id: 49109050
{'hecke_orbit_code': 274945016033, 'n': 51, 'trace_an': -75}
-
id: 49109051
{'hecke_orbit_code': 274945016033, 'n': 52, 'trace_an': 532}
-
id: 49109052
{'hecke_orbit_code': 274945016033, 'n': 53, 'trace_an': 1916}
-
id: 49109053
{'hecke_orbit_code': 274945016033, 'n': 54, 'trace_an': -1743}
-
id: 49109054
{'hecke_orbit_code': 274945016033, 'n': 55, 'trace_an': 0}
-
id: 49109055
{'hecke_orbit_code': 274945016033, 'n': 56, 'trace_an': 1974}
-
id: 49109056
{'hecke_orbit_code': 274945016033, 'n': 57, 'trace_an': 1475}
-
id: 49109057
{'hecke_orbit_code': 274945016033, 'n': 58, 'trace_an': 534}
-
id: 49109058
{'hecke_orbit_code': 274945016033, 'n': 59, 'trace_an': 738}
-
id: 49109059
{'hecke_orbit_code': 274945016033, 'n': 60, 'trace_an': 0}
-
id: 49109060
{'hecke_orbit_code': 274945016033, 'n': 61, 'trace_an': -405}
-
id: 49109061
{'hecke_orbit_code': 274945016033, 'n': 62, 'trace_an': 1416}
-
id: 49109062
{'hecke_orbit_code': 274945016033, 'n': 63, 'trace_an': -2331}
-
id: 49109063
{'hecke_orbit_code': 274945016033, 'n': 64, 'trace_an': 4562}
-
id: 49109064
{'hecke_orbit_code': 274945016033, 'n': 65, 'trace_an': 0}
-
id: 49109065
{'hecke_orbit_code': 274945016033, 'n': 66, 'trace_an': 1116}
-
id: 49109066
{'hecke_orbit_code': 274945016033, 'n': 67, 'trace_an': -374}
-
id: 49109067
{'hecke_orbit_code': 274945016033, 'n': 68, 'trace_an': -2039}
-
id: 49109068
{'hecke_orbit_code': 274945016033, 'n': 69, 'trace_an': 1917}
-
id: 49109069
{'hecke_orbit_code': 274945016033, 'n': 70, 'trace_an': 0}
-
id: 49109070
{'hecke_orbit_code': 274945016033, 'n': 71, 'trace_an': -6672}
-
id: 49109071
{'hecke_orbit_code': 274945016033, 'n': 72, 'trace_an': 3069}
-
id: 49109072
{'hecke_orbit_code': 274945016033, 'n': 73, 'trace_an': -902}
-
id: 49109073
{'hecke_orbit_code': 274945016033, 'n': 74, 'trace_an': 1764}
-
id: 49109074
{'hecke_orbit_code': 274945016033, 'n': 75, 'trace_an': 0}
-
id: 49109075
{'hecke_orbit_code': 274945016033, 'n': 76, 'trace_an': 251}
-
id: 49109076
{'hecke_orbit_code': 274945016033, 'n': 77, 'trace_an': -1221}
-
id: 49109077
{'hecke_orbit_code': 274945016033, 'n': 78, 'trace_an': 6508}
-
id: 49109078
{'hecke_orbit_code': 274945016033, 'n': 79, 'trace_an': -383}
-
id: 49109079
{'hecke_orbit_code': 274945016033, 'n': 80, 'trace_an': 0}
-
id: 49109080
{'hecke_orbit_code': 274945016033, 'n': 81, 'trace_an': 3489}
-
id: 49109081
{'hecke_orbit_code': 274945016033, 'n': 82, 'trace_an': -138}
-
id: 49109082
{'hecke_orbit_code': 274945016033, 'n': 83, 'trace_an': -1695}
-
id: 49109083
{'hecke_orbit_code': 274945016033, 'n': 84, 'trace_an': -4524}
-
id: 49109084
{'hecke_orbit_code': 274945016033, 'n': 85, 'trace_an': 0}
-
id: 49109085
{'hecke_orbit_code': 274945016033, 'n': 86, 'trace_an': -591}
-
id: 49109086
{'hecke_orbit_code': 274945016033, 'n': 87, 'trace_an': -6127}
-
id: 49109087
{'hecke_orbit_code': 274945016033, 'n': 88, 'trace_an': 1653}
-
id: 49109088
{'hecke_orbit_code': 274945016033, 'n': 89, 'trace_an': -4488}
-
id: 49109089
{'hecke_orbit_code': 274945016033, 'n': 90, 'trace_an': 0}
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