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mf_newspaces • Show schema
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{'Nk2': 7200, 'analytic_conductor': 26.550859502583275, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [450, 2, [101, 127], [2, 1]], 'conrey_index': 199, 'cusp_dim': 246, 'dim': 22, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 137506062786, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '450.4.c', 'level': 450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 294, 'mf_new_dim': 22, 'num_forms': 11, 'prim_orbit_index': 2, 'relative_dim': 22, 'sturm_bound': 360, 'trace_bound': 14, 'trace_display': [0, 0, 0, 0], 'traces': [22, 0, 0, -88, 0, 0, 0, 0, 0, 0, 90, 0, 0, -136, 0, 352, 0, 0, 82, 0, 0, 0, 0, 0, 0, -32, 0, 0, -816, 0, -460, 0, 0, 204, 0, 0, 0, 0, 0, 0, 294, 0, 0, -360, 0, -360, 0, 0, 282, 0, 0, 0, 0, 0, 0, 544, 0, 0, 480, 0, 1076, 0, 0, -1408, 0, 0, 0, 0, 0, 0, -600, 0, 0, -712, 0, -328, 0, 0, -6260, 0, 0, 0, 0, 0, 0, 2464, 0, 0, 318, 0, 4984, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4452, 0, 0, 128, 0, -2568, 0, 0, 3076, 0, 0, 0, 0, 0, 0, 3264, 0, 0, 9156, 0, -4784, 0, 0, 1840, 0, 0, 0, 0, 0, 0, -10800, 0, 0, -4636, 0, -816, 0, 0, 5674, 0, 0, 0, 0, 0, 0, 11188, 0, 0, -4896, 0, 2084, 0, 0, -5256, 0, 0, 0, 0, 0, 0, -5520, 0, 0, -1176, 0, -9804, 0, 0, 4518, 0, 0, 0, 0, 0, 0, 1440, 0, 0, 11934, 0, 23492, 0, 0, 1440, 0, 0, 0, 0, 0, 0, -444, 0, 0, -1912, 0, -1128, 0, 0, -10256, 0, 0, 0, 0, 0, 0, 784, 0, 0, -22950, 0, -22702, 0, 0, 15972, 0, 0, 0, 0, 0, 0, 24432, 0, 0, -2176, 0, 10044, 0, 0, 23032, 0, 0, 0, 0, 0, 0, -1920, 0, 0, 5424, 0, -15262, 0, 0, -4304, 0, 0, 0, 0, 0, 0, -18114, 0, 0, 9080, 0, 5632, 0, 0, 5096, 0, 0, 0, 0, 0, 0, -18856, 0, 0, 5424, 0, 10940, 0, 0, -14772, 0, 0, 0, 0, 0, 0, 9228, 0, 0, 2400, 0, -6768, 0, 0, -5692, 0, 0, 0, 0, 0, 0, 2848, 0, 0, 32520, 0, -29528, 0, 0, 1312, 0, 0, 0, 0, 0, 0, 6900, 0, 0, 6968, 0, 25040, 0, 0, -10368, 0, 0, 0, 0, 0, 0, -30116, 0, 0, -13800, 0, 14846, 0, 0, 11232, 0, 0, 0, 0, 0, 0, -9900, 0, 0, -9856, 0, -4896, 0, 0, -39956, 0, 0, 0, 0, 0, 0, -1272, 0, 0, -23964, 0, 34824, 0, 0, -19936, 0, 0, 0, 0, 0, 0, 66024, 0, 0, 25020, 0, 0, 0, 0, -42266, 0, 0, 0, 0, 0, 0, 2572, 0, 0, -60876, 0, -4140, 0, 0, 14088, 0, 0, 0, 0, 0, 0, -24186, 0, 0, 17808, 0, 3360, 0, 0, 67318, 0, 0, 0, 0, 0, 0, -512, 0, 0, 22230, 0, -35248, 0, 0, 10272, 0, 0, 0, 0, 0, 0, -36540, 0, 0, -28208, 0, -12304, 0, 0, -10904, 0, 0, 0, 0, 0, 0, 1360, 0, 0, 44994, 0, 8190, 0, 0, -36192, 0, 0, 0, 0, 0, 0, 97680, 0, 0, -13056, 0, 1080, 0, 0, 3020, 0, 0, 0, 0, 0, 0, -36624, 0, 0, -11124, 0, -14000, 0, 0, 19136, 0, 0, 0, 0, 0, 0, -37056, 0, 0, -6512, 0, -7360, 0, 0, -10688, 0, 0, 0, 0, 0, 0, 14760, 0, 0, -102876, 0, 2788, 0, 0, 17064, 0, 0, 0, 0, 0, 0, 69918, 0, 0, 43200, 0, 67608, 0, 0, -15646, 0, 0, 0, 0, 0, 0, 18544, 0, 0, -56250, 0, 48224, 0, 0, 3264, 0, 0, 0, 0, 0, 0, -47256, 0, 0, 13328, 0, -22696, 0, 0, 7832, 0, 0, 0, 0, 0, 0, -63332, 0, 0, 3018, 0, -82528, 0, 0, 20904, 0, 0, 0, 0, 0, 0, 10092, 0, 0, -44752, 0, -22152, 0, 0, 42500, 0, 0, 0, 0, 0, 0, 19584, 0, 0, 230676, 0, 115382, 0, 0, -8336, 0, 0, 0, 0, 0, 0, 7320, 0, 0, 4460, 0, 21024, 0, 0, 3856, 0, 0, 0, 0, 0, 0, -35912, 0, 0, 16932, 0, -63052, 0, 0, -60048, 0, 0, 0, 0, 0, 0, -137460, 0, 0, 22080, 0, -29316, 0, 0, -40752, 0, 0, 0, 0, 0, 0, 4704, 0, 0, -27462, 0, -96808, 0, 0, 39216, 0, 0, 0, 0, 0, 0, 52380, 0, 0, 73964, 0, -18072, 0, 0, 160880, 0, 0, 0, 0, 0, 0, 130448, 0, 0, -71712, 0, -30322, 0, 0, 57252, 0, 0, 0, 0, 0, 0, -46776, 0, 0, -5760, 0, 17976, 0, 0, -59480, 0, 0, 0, 0, 0, 0, -47736, 0, 0, 107940, 0, -77024, 0, 0, -93968, 0, 0, 0, 0, 0, 0, 1536, 0, 0, -134992, 0, -5760, 0, 0, 37432, 0, 0, 0, 0, 0, 0, 28264, 0, 0, 152868, 0, 227840, 0, 0, 82176, 0, 0, 0, 0, 0, 0, 19398, 0, 0, 1776, 0, -32040, 0, 0, -1130, 0, 0, 0, 0, 0, 0, 7648, 0, 0, -25986, 0, 53064, 0, 0, 4512, 0, 0, 0, 0, 0, 0, -247668, 0, 0, -71488, 0, 41024, 0, 0, -179640, 0, 0, 0, 0, 0, 0, 148544, 0, 0, -127644, 0, -78112, 0, 0, -216504, 0, 0, 0, 0, 0, 0, 250668, 0, 0, -3136, 0, -39456, 0, 0, 62320, 0, 0, 0, 0, 0, 0, 91800, 0, 0, -198216, 0, 164434, 0, 0, 90808, 0, 0, 0, 0, 0, 0, -141960, 0, 0, 63760, 0, -63888, 0, 0, 130234, 0, 0, 0, 0, 0, 0, 26764, 0, 0, -10980, 0, 9856, 0, 0, 20520, 0, 0, 0, 0, 0, 0, -129564, 0, 0, -97728, 0, -13836, 0, 0, -39208, 0, 0, 0, 0, 0, 0, 8704, 0, 0, 217752, 0, -171396, 0, 0, -40176, 0, 0, 0, 0, 0, 0, 21792, 0, 0, -16156, 0, -92128, 0, 0, -124700, 0, 0, 0, 0, 0, 0, -71216, 0, 0, -29196, 0, 112782, 0, 0, 321120, 0, 0, 0, 0, 0, 0, -131112, 0, 0, 7680, 0, -70704, 0, 0, 171896, 0, 0, 0, 0, 0, 0, -21696, 0, 0, -45804, 0, 280902, 0, 0, 61048, 0, 0, 0, 0, 0, 0, 386634, 0, 0, 78008, 0, 17216, 0, 0, -365274, 0, 0, 0, 0, 0, 0, 143136, 0, 0, -239640, 0, -7348, 0, 0, -357408, 0, 0, 0, 0, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 217114
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '450.4.c', 'level': 450, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '10.4.b', 'sub_level': 10, 'sub_mult': 6, 'weight': 4}
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id: 217116
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '450.4.c', 'level': 450, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4], 'sub_dim': 4, 'sub_label': '15.4.b', 'sub_level': 15, 'sub_mult': 8, 'weight': 4}
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id: 217118
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '450.4.c', 'level': 450, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 24, 'sub_conrey_indexes': [24], 'sub_dim': 4, 'sub_label': '25.4.b', 'sub_level': 25, 'sub_mult': 6, 'weight': 4}
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id: 217119
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '450.4.c', 'level': 450, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 2, 'sub_label': '30.4.c', 'sub_level': 30, 'sub_mult': 4, 'weight': 4}
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id: 217121
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '450.4.c', 'level': 450, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 6, 'sub_label': '45.4.b', 'sub_level': 45, 'sub_mult': 4, 'weight': 4}
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id: 217122
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '450.4.c', 'level': 450, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 4, 'sub_label': '50.4.b', 'sub_level': 50, 'sub_mult': 3, 'weight': 4}
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id: 217123
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '450.4.c', 'level': 450, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 8, 'sub_label': '75.4.b', 'sub_level': 75, 'sub_mult': 4, 'weight': 4}
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id: 217124
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '450.4.c', 'level': 450, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 8, 'sub_label': '90.4.c', 'sub_level': 90, 'sub_mult': 2, 'weight': 4}
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id: 217115
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '450.4.c', 'level': 450, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 10, 'sub_label': '150.4.c', 'sub_level': 150, 'sub_mult': 2, 'weight': 4}
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id: 217117
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '450.4.c', 'level': 450, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 199, 'sub_conrey_indexes': [199], 'sub_dim': 22, 'sub_label': '225.4.b', 'sub_level': 225, 'sub_mult': 2, 'weight': 4}
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id: 217120
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '450.4.c', 'level': 450, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 199, 'sub_conrey_indexes': [199], 'sub_dim': 22, 'sub_label': '450.4.c', 'sub_level': 450, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '450.4.c', 'level': 450, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 30895000
{'hecke_orbit_code': 137506062786, 'n': 1, 'trace_an': 22}
-
id: 30895001
{'hecke_orbit_code': 137506062786, 'n': 2, 'trace_an': 0}
-
id: 30895002
{'hecke_orbit_code': 137506062786, 'n': 3, 'trace_an': 0}
-
id: 30895003
{'hecke_orbit_code': 137506062786, 'n': 4, 'trace_an': -88}
-
id: 30895004
{'hecke_orbit_code': 137506062786, 'n': 5, 'trace_an': 0}
-
id: 30895005
{'hecke_orbit_code': 137506062786, 'n': 6, 'trace_an': 0}
-
id: 30895006
{'hecke_orbit_code': 137506062786, 'n': 7, 'trace_an': 0}
-
id: 30895007
{'hecke_orbit_code': 137506062786, 'n': 8, 'trace_an': 0}
-
id: 30895008
{'hecke_orbit_code': 137506062786, 'n': 9, 'trace_an': 0}
-
id: 30895009
{'hecke_orbit_code': 137506062786, 'n': 10, 'trace_an': 0}
-
id: 30895010
{'hecke_orbit_code': 137506062786, 'n': 11, 'trace_an': 90}
-
id: 30895011
{'hecke_orbit_code': 137506062786, 'n': 12, 'trace_an': 0}
-
id: 30895012
{'hecke_orbit_code': 137506062786, 'n': 13, 'trace_an': 0}
-
id: 30895013
{'hecke_orbit_code': 137506062786, 'n': 14, 'trace_an': -136}
-
id: 30895014
{'hecke_orbit_code': 137506062786, 'n': 15, 'trace_an': 0}
-
id: 30895015
{'hecke_orbit_code': 137506062786, 'n': 16, 'trace_an': 352}
-
id: 30895016
{'hecke_orbit_code': 137506062786, 'n': 17, 'trace_an': 0}
-
id: 30895017
{'hecke_orbit_code': 137506062786, 'n': 18, 'trace_an': 0}
-
id: 30895018
{'hecke_orbit_code': 137506062786, 'n': 19, 'trace_an': 82}
-
id: 30895019
{'hecke_orbit_code': 137506062786, 'n': 20, 'trace_an': 0}
-
id: 30895020
{'hecke_orbit_code': 137506062786, 'n': 21, 'trace_an': 0}
-
id: 30895021
{'hecke_orbit_code': 137506062786, 'n': 22, 'trace_an': 0}
-
id: 30895022
{'hecke_orbit_code': 137506062786, 'n': 23, 'trace_an': 0}
-
id: 30895023
{'hecke_orbit_code': 137506062786, 'n': 24, 'trace_an': 0}
-
id: 30895024
{'hecke_orbit_code': 137506062786, 'n': 25, 'trace_an': 0}
-
id: 30895025
{'hecke_orbit_code': 137506062786, 'n': 26, 'trace_an': -32}
-
id: 30895026
{'hecke_orbit_code': 137506062786, 'n': 27, 'trace_an': 0}
-
id: 30895027
{'hecke_orbit_code': 137506062786, 'n': 28, 'trace_an': 0}
-
id: 30895028
{'hecke_orbit_code': 137506062786, 'n': 29, 'trace_an': -816}
-
id: 30895029
{'hecke_orbit_code': 137506062786, 'n': 30, 'trace_an': 0}
-
id: 30895030
{'hecke_orbit_code': 137506062786, 'n': 31, 'trace_an': -460}
-
id: 30895031
{'hecke_orbit_code': 137506062786, 'n': 32, 'trace_an': 0}
-
id: 30895032
{'hecke_orbit_code': 137506062786, 'n': 33, 'trace_an': 0}
-
id: 30895033
{'hecke_orbit_code': 137506062786, 'n': 34, 'trace_an': 204}
-
id: 30895034
{'hecke_orbit_code': 137506062786, 'n': 35, 'trace_an': 0}
-
id: 30895035
{'hecke_orbit_code': 137506062786, 'n': 36, 'trace_an': 0}
-
id: 30895036
{'hecke_orbit_code': 137506062786, 'n': 37, 'trace_an': 0}
-
id: 30895037
{'hecke_orbit_code': 137506062786, 'n': 38, 'trace_an': 0}
-
id: 30895038
{'hecke_orbit_code': 137506062786, 'n': 39, 'trace_an': 0}
-
id: 30895039
{'hecke_orbit_code': 137506062786, 'n': 40, 'trace_an': 0}
-
id: 30895040
{'hecke_orbit_code': 137506062786, 'n': 41, 'trace_an': 294}
-
id: 30895041
{'hecke_orbit_code': 137506062786, 'n': 42, 'trace_an': 0}
-
id: 30895042
{'hecke_orbit_code': 137506062786, 'n': 43, 'trace_an': 0}
-
id: 30895043
{'hecke_orbit_code': 137506062786, 'n': 44, 'trace_an': -360}
-
id: 30895044
{'hecke_orbit_code': 137506062786, 'n': 45, 'trace_an': 0}
-
id: 30895045
{'hecke_orbit_code': 137506062786, 'n': 46, 'trace_an': -360}
-
id: 30895046
{'hecke_orbit_code': 137506062786, 'n': 47, 'trace_an': 0}
-
id: 30895047
{'hecke_orbit_code': 137506062786, 'n': 48, 'trace_an': 0}
-
id: 30895048
{'hecke_orbit_code': 137506062786, 'n': 49, 'trace_an': 282}
-
id: 30895049
{'hecke_orbit_code': 137506062786, 'n': 50, 'trace_an': 0}
-
id: 30895050
{'hecke_orbit_code': 137506062786, 'n': 51, 'trace_an': 0}
-
id: 30895051
{'hecke_orbit_code': 137506062786, 'n': 52, 'trace_an': 0}
-
id: 30895052
{'hecke_orbit_code': 137506062786, 'n': 53, 'trace_an': 0}
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