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mf_newspaces • Show schema
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{'Nk2': 1323, 'analytic_conductor': 6.211460257735977, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [27, 6, [2], [1]], 'conrey_indexes': [8, 17], 'cusp_dim': 30, 'dim': 10, 'eis_dim': 12, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206275870747, 'hecke_orbit_dims': [10], 'label': '27.7.d', 'level': 27, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 42, 'mf_new_dim': 14, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 5, 'sturm_bound': 21, 'trace_bound': 0, 'trace_display': [3, 0, 219, -121], 'traces': [10, 3, 0, 127, 219, 0, -121, 0, 0, -132, -483, 0, -841, -12174, 0, -1985, 0, 0, 6176, 63186, 0, 3471, -53565, 0, 8452, 0, 0, -22660, 80679, 0, -24601, -218295, 0, 7425, 0, 0, 12764, 371877, 0, 54150, -232251, 0, -93271, 0, 0, 112512, 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-1833204198, 0, 1023281735, 0, 0, 175302954, 3779254587, 0, 1720744637, -5654370774, 0, 2415495006, 0, 0, -2499671742, 2144308551, 0, -681957260, 126367671, 0, -817494539, 0, 0, -1804969488, 661498161, 0, -802421833, -2878458468, 0, -1255460946, 0, 0, 213720464, -2490570828, 0, -1023488715, -2303191041, 0, -1196405882, 0, 0, 309400256, 1674559014, 0, -1139585976, -2248819062, 0, 411817095, 0, 0, 1189257552, 6987424347, 0, 1442770260, -491384118, 0, 1814527049, 0, 0, 2300725056, -2822787141, 0, 1699796409, 1423766541, 0, -93889558, 0, 0, -3095750644, 2517378840, 0, -1016862456, -418053636, 0, -1321859248, 0, 0, -3645634932, -943938357, 0, -870282198, -2727354645, 0, -1098270549, 0, 0, 2202563036, -133685070, 0, 863765508, 1831339263, 0, -521618871, 0, 0, 3690281406, -945097467, 0, -1960780454, -710243169, 0, -1138941270, 0, 0, 3962175618, -105217212, 0, 3875865486, 7740639831, 0, 2195044326, 0, 0, 4655177102, 2545992975, 0, 1680156779, 3276731118, 0, 1270215690, 0, 0, -3495206474, -5378702934, 0, -3318639232, -3728471739, 0, -916089156, 0, 0, -11666214186, -8051399673, 0, -587765592, -4014974790, 0, 1519323748, 0, 0, 156188540, 2887009776, 0, -1783153980, 2868632610, 0, -1365757861, 0, 0, -1202801640], 'weight': 7, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 106881
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [8, 17], 'label': '27.7.d', 'level': 27, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [2, 5], 'sub_dim': 10, 'sub_label': '9.7.d', 'sub_level': 9, 'sub_mult': 2, 'weight': 7}
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id: 106880
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [8, 17], 'label': '27.7.d', 'level': 27, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [8, 17], 'sub_dim': 10, 'sub_label': '27.7.d', 'sub_level': 27, 'sub_mult': 1, 'weight': 7}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '27.7.d', 'level': 27, 'portrait': 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', 'weight': 7}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 42487000
{'hecke_orbit_code': 206275870747, 'n': 1, 'trace_an': 10}
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id: 42487001
{'hecke_orbit_code': 206275870747, 'n': 2, 'trace_an': 3}
-
id: 42487002
{'hecke_orbit_code': 206275870747, 'n': 3, 'trace_an': 0}
-
id: 42487003
{'hecke_orbit_code': 206275870747, 'n': 4, 'trace_an': 127}
-
id: 42487004
{'hecke_orbit_code': 206275870747, 'n': 5, 'trace_an': 219}
-
id: 42487005
{'hecke_orbit_code': 206275870747, 'n': 6, 'trace_an': 0}
-
id: 42487006
{'hecke_orbit_code': 206275870747, 'n': 7, 'trace_an': -121}
-
id: 42487007
{'hecke_orbit_code': 206275870747, 'n': 8, 'trace_an': 0}
-
id: 42487008
{'hecke_orbit_code': 206275870747, 'n': 9, 'trace_an': 0}
-
id: 42487009
{'hecke_orbit_code': 206275870747, 'n': 10, 'trace_an': -132}
-
id: 42487010
{'hecke_orbit_code': 206275870747, 'n': 11, 'trace_an': -483}
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id: 42487011
{'hecke_orbit_code': 206275870747, 'n': 12, 'trace_an': 0}
-
id: 42487012
{'hecke_orbit_code': 206275870747, 'n': 13, 'trace_an': -841}
-
id: 42487013
{'hecke_orbit_code': 206275870747, 'n': 14, 'trace_an': -12174}
-
id: 42487014
{'hecke_orbit_code': 206275870747, 'n': 15, 'trace_an': 0}
-
id: 42487015
{'hecke_orbit_code': 206275870747, 'n': 16, 'trace_an': -1985}
-
id: 42487016
{'hecke_orbit_code': 206275870747, 'n': 17, 'trace_an': 0}
-
id: 42487017
{'hecke_orbit_code': 206275870747, 'n': 18, 'trace_an': 0}
-
id: 42487018
{'hecke_orbit_code': 206275870747, 'n': 19, 'trace_an': 6176}
-
id: 42487019
{'hecke_orbit_code': 206275870747, 'n': 20, 'trace_an': 63186}
-
id: 42487020
{'hecke_orbit_code': 206275870747, 'n': 21, 'trace_an': 0}
-
id: 42487021
{'hecke_orbit_code': 206275870747, 'n': 22, 'trace_an': 3471}
-
id: 42487022
{'hecke_orbit_code': 206275870747, 'n': 23, 'trace_an': -53565}
-
id: 42487023
{'hecke_orbit_code': 206275870747, 'n': 24, 'trace_an': 0}
-
id: 42487024
{'hecke_orbit_code': 206275870747, 'n': 25, 'trace_an': 8452}
-
id: 42487025
{'hecke_orbit_code': 206275870747, 'n': 26, 'trace_an': 0}
-
id: 42487026
{'hecke_orbit_code': 206275870747, 'n': 27, 'trace_an': 0}
-
id: 42487027
{'hecke_orbit_code': 206275870747, 'n': 28, 'trace_an': -22660}
-
id: 42487028
{'hecke_orbit_code': 206275870747, 'n': 29, 'trace_an': 80679}
-
id: 42487029
{'hecke_orbit_code': 206275870747, 'n': 30, 'trace_an': 0}
-
id: 42487030
{'hecke_orbit_code': 206275870747, 'n': 31, 'trace_an': -24601}
-
id: 42487031
{'hecke_orbit_code': 206275870747, 'n': 32, 'trace_an': -218295}
-
id: 42487032
{'hecke_orbit_code': 206275870747, 'n': 33, 'trace_an': 0}
-
id: 42487033
{'hecke_orbit_code': 206275870747, 'n': 34, 'trace_an': 7425}
-
id: 42487034
{'hecke_orbit_code': 206275870747, 'n': 35, 'trace_an': 0}
-
id: 42487035
{'hecke_orbit_code': 206275870747, 'n': 36, 'trace_an': 0}
-
id: 42487036
{'hecke_orbit_code': 206275870747, 'n': 37, 'trace_an': 12764}
-
id: 42487037
{'hecke_orbit_code': 206275870747, 'n': 38, 'trace_an': 371877}
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