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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [17, -1]], 7, 4], [[[3, 1], [17, -1]], 4, 1], [[[3, -1], [17, 1]], 5, 3], [[[3, 1], [17, 1]], 4, 1]], 'ALdims': [4, 4, 5, 7], 'Nk2': 2448, 'analytic_conductor': 9.027292230878315, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [153, 1, [137, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 50, 'dim': 20, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 67109017, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 3, 3, 4, 4], 'label': '153.4.a', 'level': 153, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 17], 'level_radical': 51, 'mf_dim': 58, 'mf_new_dim': 20, 'num_forms': 9, 'plus_dim': 11, 'prim_orbit_index': 1, 'relative_dim': 20, 'sturm_bound': 72, 'trace_bound': 5, 'trace_display': [-2, 0, 2, -46], 'traces': [20, -2, 0, 90, 2, 0, -46, -30, 0, 22, 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95920, 0, 110980, -41548, 0, 269500, -21030, 0, 33280, -107660, 0, -304504, -42408, 0, 67136, -200064, 0, 283160, -34716, 0, 10064, 199488, 0, 363044, -185236, 0, -165220, 92862, 0, 157160, -136730, 0, -33344, 167952, 0, 208324, 182792, 0, -7712, 29208, 0, 54144, -2024, 0, 15198, 136304, 0, 319510, -12564, 0, -10236, -69948, 0, 159192, -4692, 0, 36684, -286112, 0, 101184, 38478, 0, 19724, -32988, 0, -132840, -73820, 0, -172328, 156448, 0, 2448, 9640, 0, -122288, -83128, 0, 413436, 184320, 0, 170188, 94804, 0, 20968, 65884, 0, 11124, 39342, 0, -108644, 49056, 0, 17352, -113284, 0, -480598, 52560, 0, 52252, 236802, 0, -256448, 192918, 0, -252364, -45798, 0, -286104, -6016, 0, 151642, -89008, 0, 34624, -178564, 0, -45990, -342910, 0, 17180], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 139959
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '153.4.a', 'level': 153, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '9.4.a', 'sub_level': 9, 'sub_mult': 2, 'weight': 4}
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id: 139957
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '153.4.a', 'level': 153, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '17.4.a', 'sub_level': 17, 'sub_mult': 3, 'weight': 4}
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id: 139958
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '153.4.a', 'level': 153, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '51.4.a', 'sub_level': 51, 'sub_mult': 2, 'weight': 4}
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id: 139956
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '153.4.a', 'level': 153, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 20, 'sub_label': '153.4.a', 'sub_level': 153, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '153.4.a', 'level': 153, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10130000
{'hecke_orbit_code': 67109017, 'n': 1, 'trace_an': 20}
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id: 10130001
{'hecke_orbit_code': 67109017, 'n': 2, 'trace_an': -2}
-
id: 10130002
{'hecke_orbit_code': 67109017, 'n': 3, 'trace_an': 0}
-
id: 10130003
{'hecke_orbit_code': 67109017, 'n': 4, 'trace_an': 90}
-
id: 10130004
{'hecke_orbit_code': 67109017, 'n': 5, 'trace_an': 2}
-
id: 10130005
{'hecke_orbit_code': 67109017, 'n': 6, 'trace_an': 0}
-
id: 10130006
{'hecke_orbit_code': 67109017, 'n': 7, 'trace_an': -46}
-
id: 10130007
{'hecke_orbit_code': 67109017, 'n': 8, 'trace_an': -30}
-
id: 10130008
{'hecke_orbit_code': 67109017, 'n': 9, 'trace_an': 0}
-
id: 10130009
{'hecke_orbit_code': 67109017, 'n': 10, 'trace_an': 22}
-
id: 10130010
{'hecke_orbit_code': 67109017, 'n': 11, 'trace_an': 36}
-
id: 10130011
{'hecke_orbit_code': 67109017, 'n': 12, 'trace_an': 0}
-
id: 10130012
{'hecke_orbit_code': 67109017, 'n': 13, 'trace_an': 76}
-
id: 10130013
{'hecke_orbit_code': 67109017, 'n': 14, 'trace_an': 112}
-
id: 10130014
{'hecke_orbit_code': 67109017, 'n': 15, 'trace_an': 0}
-
id: 10130015
{'hecke_orbit_code': 67109017, 'n': 16, 'trace_an': 298}
-
id: 10130016
{'hecke_orbit_code': 67109017, 'n': 17, 'trace_an': 34}
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id: 10130017
{'hecke_orbit_code': 67109017, 'n': 18, 'trace_an': 0}
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id: 10130018
{'hecke_orbit_code': 67109017, 'n': 19, 'trace_an': 60}
-
id: 10130019
{'hecke_orbit_code': 67109017, 'n': 20, 'trace_an': 130}
-
id: 10130020
{'hecke_orbit_code': 67109017, 'n': 21, 'trace_an': 0}
-
id: 10130021
{'hecke_orbit_code': 67109017, 'n': 22, 'trace_an': -434}
-
id: 10130022
{'hecke_orbit_code': 67109017, 'n': 23, 'trace_an': -82}
-
id: 10130023
{'hecke_orbit_code': 67109017, 'n': 24, 'trace_an': 0}
-
id: 10130024
{'hecke_orbit_code': 67109017, 'n': 25, 'trace_an': 496}
-
id: 10130025
{'hecke_orbit_code': 67109017, 'n': 26, 'trace_an': 4}
-
id: 10130026
{'hecke_orbit_code': 67109017, 'n': 27, 'trace_an': 0}
-
id: 10130027
{'hecke_orbit_code': 67109017, 'n': 28, 'trace_an': -168}
-
id: 10130028
{'hecke_orbit_code': 67109017, 'n': 29, 'trace_an': -6}
-
id: 10130029
{'hecke_orbit_code': 67109017, 'n': 30, 'trace_an': 0}
-
id: 10130030
{'hecke_orbit_code': 67109017, 'n': 31, 'trace_an': -702}
-
id: 10130031
{'hecke_orbit_code': 67109017, 'n': 32, 'trace_an': 338}
-
id: 10130032
{'hecke_orbit_code': 67109017, 'n': 33, 'trace_an': 0}
-
id: 10130033
{'hecke_orbit_code': 67109017, 'n': 34, 'trace_an': -68}
-
id: 10130034
{'hecke_orbit_code': 67109017, 'n': 35, 'trace_an': 20}
-
id: 10130035
{'hecke_orbit_code': 67109017, 'n': 36, 'trace_an': 0}
-
id: 10130036
{'hecke_orbit_code': 67109017, 'n': 37, 'trace_an': -318}
-
id: 10130037
{'hecke_orbit_code': 67109017, 'n': 38, 'trace_an': 380}
-
id: 10130038
{'hecke_orbit_code': 67109017, 'n': 39, 'trace_an': 0}
-
id: 10130039
{'hecke_orbit_code': 67109017, 'n': 40, 'trace_an': 542}
-
id: 10130040
{'hecke_orbit_code': 67109017, 'n': 41, 'trace_an': -804}
-
id: 10130041
{'hecke_orbit_code': 67109017, 'n': 42, 'trace_an': 0}
-
id: 10130042
{'hecke_orbit_code': 67109017, 'n': 43, 'trace_an': 848}
-
id: 10130043
{'hecke_orbit_code': 67109017, 'n': 44, 'trace_an': 90}
-
id: 10130044
{'hecke_orbit_code': 67109017, 'n': 45, 'trace_an': 0}
-
id: 10130045
{'hecke_orbit_code': 67109017, 'n': 46, 'trace_an': -284}
-
id: 10130046
{'hecke_orbit_code': 67109017, 'n': 47, 'trace_an': -1032}
-
id: 10130047
{'hecke_orbit_code': 67109017, 'n': 48, 'trace_an': 0}
-
id: 10130048
{'hecke_orbit_code': 67109017, 'n': 49, 'trace_an': 220}
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id: 10130049
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