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mf_newspaces • Show schema
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{'Nk2': 640, 'analytic_conductor': 2.3600764002296244, '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': [40, 2, [31, 21, 17], [2, 2, 1]], 'conrey_index': 9, 'cusp_dim': 14, 'dim': 4, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137506062376, 'hecke_orbit_dims': [4], 'label': '40.4.c', 'level': 40, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 22, 'mf_new_dim': 4, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 4, 'sturm_bound': 24, 'trace_bound': 0, 'trace_display': [0, 0, -4, 0], 'traces': [4, 0, 0, 0, -4, 0, 0, 0, -4, 0, 80, 0, 0, 0, -80, 0, 0, 0, -80, 0, -272, 0, 0, 0, 276, 0, 0, 0, 280, 0, 384, 0, 0, 0, -304, 0, 0, 0, -224, 0, -1048, 0, 0, 0, 772, 0, 0, 0, 492, 0, 1920, 0, 0, 0, -1616, 0, 0, 0, -1392, 0, -1384, 0, 0, 0, 608, 0, 0, 0, 112, 0, 1376, 0, 0, 0, 160, 0, 0, 0, 1472, 0, -1484, 0, 0, 0, 1152, 0, 0, 0, 1320, 0, 992, 0, 0, 0, -1456, 0, 0, 0, -3152, 0, -1416, 0, 0, 0, 1040, 0, 0, 0, 216, 0, -2464, 0, 0, 0, 2384, 0, 0, 0, 4224, 0, 2420, 0, 0, 0, -3124, 0, 0, 0, -3504, 0, 240, 0, 0, 0, -2080, 0, 0, 0, -4528, 0, 6576, 0, 0, 0, -3352, 0, 0, 0, 696, 0, -6368, 0, 0, 0, 8832, 0, 0, 0, 11744, 0, 4880, 0, 0, 0, -1600, 0, 0, 0, -2412, 0, -2992, 0, 0, 0, -2464, 0, 0, 0, -10448, 0, 2104, 0, 0, 0, -4064, 0, 0, 0, -5536, 0, -9984, 0, 0, 0, 9440, 0, 0, 0, 15200, 0, 1936, 0, 0, 0, -1256, 0, 0, 0, 4544, 0, -3920, 0, 0, 0, -528, 0, 0, 0, -6208, 0, 6912, 0, 0, 0, -3348, 0, 0, 0, -6024, 0, -8512, 0, 0, 0, 5904, 0, 0, 0, 2368, 0, 9800, 0, 0, 0, -2796, 0, 0, 0, 1808, 0, 17296, 0, 0, 0, -17280, 0, 0, 0, -10592, 0, -6424, 0, 0, 0, 9376, 0, 0, 0, 9816, 0, 3776, 0, 0, 0, 11664, 0, 0, 0, 18048, 0, -20184, 0, 0, 0, 1600, 0, 0, 0, -14140, 0, 7424, 0, 0, 0, -15504, 0, 0, 0, -32032, 0, -4560, 0, 0, 0, -3992, 0, 0, 0, 10736, 0, 672, 0, 0, 0, -2768, 0, 0, 0, 17888, 0, -2480, 0, 0, 0, 20288, 0, 0, 0, 18384, 0, 12112, 0, 0, 0, -592, 0, 0, 0, -896, 0, -29184, 0, 0, 0, 22160, 0, 0, 0, -5096, 0, 12608, 0, 0, 0, -7520, 0, 0, 0, -19744, 0, -19692, 0, 0, 0, -11456, 0, 0, 0, -3560, 0, 30496, 0, 0, 0, -21040, 0, 0, 0, 400, 0, 8496, 0, 0, 0, 64, 0, 0, 0, 20472, 0, 7296, 0, 0, 0, 1600, 0, 0, 0, 2368, 0, 2248, 0, 0, 0, 20684, 0, 0, 0, 8488, 0, -8768, 0, 0, 0, -11216, 0, 0, 0, -27024, 0, -11912, 0, 0, 0, -8448, 0, 0, 0, -41344, 0, 4672, 0, 0, 0, -5600, 0, 0, 0, 14496, 0, -5100, 0, 0, 0, -10536, 0, 0, 0, 25608, 0, -11744, 0, 0, 0, 29728, 0, 0, 0, 19200, 0, 24408, 0, 0, 0, -7680, 0, 0, 0, 752, 0, -1376, 0, 0, 0, 624, 0, 0, 0, -5504, 0, 27328, 0, 0, 0, 256, 0, 0, 0, -26992, 0, -18736, 0, 0, 0, 20048, 0, 0, 0, 30256, 0, -23568, 0, 0, 0, 16776, 0, 0, 0, 37784, 0, -29120, 0, 0, 0, 5584, 0, 0, 0, -12768, 0, -27800, 0, 0, 0, -21840, 0, 0, 0, -48212, 0, -32400, 0, 0, 0, 9200, 0, 0, 0, 19056, 0, 80152, 0, 0, 0, -57816, 0, 0, 0, -9368, 0, 6688, 0, 0, 0, -3680, 0, 0, 0, -34656, 0, 99840, 0, 0, 0, -3712, 0, 0, 0, 18600, 0, -52592, 0, 0, 0, 59744, 0, 0, 0, 68096, 0, -20624, 0, 0, 0, 20896, 0, 0, 0, -44544, 0, -25248, 0, 0, 0, -25728, 0, 0, 0, -61408, 0, -31704, 0, 0, 0, -63860, 0, 0, 0, -25184, 0, -3744, 0, 0, 0, 20960, 0, 0, 0, 74960, 0, 47456, 0, 0, 0, -12124, 0, 0, 0, 33024, 0, 24992, 0, 0, 0, -5232, 0, 0, 0, -13664, 0, 61704, 0, 0, 0, 47280, 0, 0, 0, 39744, 0, -7680, 0, 0, 0, 10512, 0, 0, 0, -27216, 0, -20296, 0, 0, 0, 12224, 0, 0, 0, -44496, 0, -6176, 0, 0, 0, -26560, 0, 0, 0, 7936, 0, -74608, 0, 0, 0, -7360, 0, 0, 0, 9664, 0, -69840, 0, 0, 0, 64432, 0, 0, 0, 41664, 0, -26984, 0, 0, 0, -39600, 0, 0, 0, -4360, 0, 4672, 0, 0, 0, -30848, 0, 0, 0, -89152, 0, 21904, 0, 0, 0, 31608, 0, 0, 0, 2732, 0, 67968, 0, 0, 0, -9840, 0, 0, 0, 99696, 0, -32384, 0, 0, 0, 58440, 0, 0, 0, 15920, 0, 107840, 0, 0, 0, -45856, 0, 0, 0, -86848, 0, -60248, 0, 0, 0, -7296, 0, 0, 0, -36856, 0, 0, 0, 0, 0, -10368, 0, 0, 0, 30176, 0, 52096, 0, 0, 0, -32032, 0, 0, 0, 84720, 0, -8320, 0, 0, 0, -82400, 0, 0, 0, -107904, 0, -19752, 0, 0, 0, 81904, 0, 0, 0, 63720, 0, 7632, 0, 0, 0, 20656, 0, 0, 0, 60448, 0, -124872, 0, 0, 0, 64640, 0, 0, 0, -47464, 0, 137952, 0, 0, 0, -30768, 0, 0, 0, -31392, 0, -53380, 0, 0, 0, -37524, 0, 0, 0, 2256, 0, 99232, 0, 0, 0, -10832, 0, 0, 0, -69616, 0, 66656, 0, 0, 0, 8544, 0, 0, 0, 17152, 0, 31520, 0, 0, 0, -67664, 0, 0, 0, 73312, 0, 14920, 0, 0, 0, 27840, 0, 0, 0, -1968, 0, -106480, 0, 0, 0, 5840, 0, 0, 0, -46848, 0, -197376, 0, 0, 0, 80840, 0, 0, 0, 32136, 0, -70464, 0, 0, 0, 27680, 0, 0, 0, -22752, 0, -103408, 0, 0, 0, -56384, 0, 0, 0, -50552, 0, -624, 0, 0, 0, 35328, 0, 0, 0, 53312, 0, 130520, 0, 0, 0, -26720, 0, 0, 0, 85888, 0, 90528, 0, 0, 0, 16128, 0, 0, 0, -23488, 0, 138884, 0, 0, 0, 80896, 0, 0, 0, 23040, 0, 95568, 0, 0, 0, -52320, 0, 0, 0, 63264, 0, -115416, 0, 0, 0, -1248, 0, 0, 0, -79440, 0, -5504, 0, 0, 0, -33632, 0, 0, 0, -76352, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 110206
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 9, 'conrey_indexes': [9], 'label': '40.4.c', 'level': 40, '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': 3, 'weight': 4}
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id: 110207
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 9, 'conrey_indexes': [9], 'label': '40.4.c', 'level': 40, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '20.4.c', 'sub_level': 20, 'sub_mult': 2, 'weight': 4}
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id: 110208
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 9, 'conrey_indexes': [9], 'label': '40.4.c', 'level': 40, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 4, 'sub_label': '40.4.c', 'sub_level': 40, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '40.4.c', 'level': 40, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 30657000
{'hecke_orbit_code': 137506062376, 'n': 1, 'trace_an': 4}
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id: 30657001
{'hecke_orbit_code': 137506062376, 'n': 2, 'trace_an': 0}
-
id: 30657002
{'hecke_orbit_code': 137506062376, 'n': 3, 'trace_an': 0}
-
id: 30657003
{'hecke_orbit_code': 137506062376, 'n': 4, 'trace_an': 0}
-
id: 30657004
{'hecke_orbit_code': 137506062376, 'n': 5, 'trace_an': -4}
-
id: 30657005
{'hecke_orbit_code': 137506062376, 'n': 6, 'trace_an': 0}
-
id: 30657006
{'hecke_orbit_code': 137506062376, 'n': 7, 'trace_an': 0}
-
id: 30657007
{'hecke_orbit_code': 137506062376, 'n': 8, 'trace_an': 0}
-
id: 30657008
{'hecke_orbit_code': 137506062376, 'n': 9, 'trace_an': -4}
-
id: 30657009
{'hecke_orbit_code': 137506062376, 'n': 10, 'trace_an': 0}
-
id: 30657010
{'hecke_orbit_code': 137506062376, 'n': 11, 'trace_an': 80}
-
id: 30657011
{'hecke_orbit_code': 137506062376, 'n': 12, 'trace_an': 0}
-
id: 30657012
{'hecke_orbit_code': 137506062376, 'n': 13, 'trace_an': 0}
-
id: 30657013
{'hecke_orbit_code': 137506062376, 'n': 14, 'trace_an': 0}
-
id: 30657014
{'hecke_orbit_code': 137506062376, 'n': 15, 'trace_an': -80}
-
id: 30657015
{'hecke_orbit_code': 137506062376, 'n': 16, 'trace_an': 0}
-
id: 30657016
{'hecke_orbit_code': 137506062376, 'n': 17, 'trace_an': 0}
-
id: 30657017
{'hecke_orbit_code': 137506062376, 'n': 18, 'trace_an': 0}
-
id: 30657018
{'hecke_orbit_code': 137506062376, 'n': 19, 'trace_an': -80}
-
id: 30657019
{'hecke_orbit_code': 137506062376, 'n': 20, 'trace_an': 0}
-
id: 30657020
{'hecke_orbit_code': 137506062376, 'n': 21, 'trace_an': -272}
-
id: 30657021
{'hecke_orbit_code': 137506062376, 'n': 22, 'trace_an': 0}
-
id: 30657022
{'hecke_orbit_code': 137506062376, 'n': 23, 'trace_an': 0}
-
id: 30657023
{'hecke_orbit_code': 137506062376, 'n': 24, 'trace_an': 0}
-
id: 30657024
{'hecke_orbit_code': 137506062376, 'n': 25, 'trace_an': 276}
-
id: 30657025
{'hecke_orbit_code': 137506062376, 'n': 26, 'trace_an': 0}
-
id: 30657026
{'hecke_orbit_code': 137506062376, 'n': 27, 'trace_an': 0}
-
id: 30657027
{'hecke_orbit_code': 137506062376, 'n': 28, 'trace_an': 0}
-
id: 30657028
{'hecke_orbit_code': 137506062376, 'n': 29, 'trace_an': 280}
-
id: 30657029
{'hecke_orbit_code': 137506062376, 'n': 30, 'trace_an': 0}
-
id: 30657030
{'hecke_orbit_code': 137506062376, 'n': 31, 'trace_an': 384}
-
id: 30657031
{'hecke_orbit_code': 137506062376, 'n': 32, 'trace_an': 0}
-
id: 30657032
{'hecke_orbit_code': 137506062376, 'n': 33, 'trace_an': 0}
-
id: 30657033
{'hecke_orbit_code': 137506062376, 'n': 34, 'trace_an': 0}
-
id: 30657034
{'hecke_orbit_code': 137506062376, 'n': 35, 'trace_an': -304}
-
id: 30657035
{'hecke_orbit_code': 137506062376, 'n': 36, 'trace_an': 0}
-
id: 30657036
{'hecke_orbit_code': 137506062376, 'n': 37, 'trace_an': 0}
-
id: 30657037
{'hecke_orbit_code': 137506062376, 'n': 38, 'trace_an': 0}
-
id: 30657038
{'hecke_orbit_code': 137506062376, 'n': 39, 'trace_an': -224}
-
id: 30657039
{'hecke_orbit_code': 137506062376, 'n': 40, 'trace_an': 0}
-
id: 30657040
{'hecke_orbit_code': 137506062376, 'n': 41, 'trace_an': -1048}
-
id: 30657041
{'hecke_orbit_code': 137506062376, 'n': 42, 'trace_an': 0}
-
id: 30657042
{'hecke_orbit_code': 137506062376, 'n': 43, 'trace_an': 0}
-
id: 30657043
{'hecke_orbit_code': 137506062376, 'n': 44, 'trace_an': 0}
-
id: 30657044
{'hecke_orbit_code': 137506062376, 'n': 45, 'trace_an': 772}
-
id: 30657045
{'hecke_orbit_code': 137506062376, 'n': 46, 'trace_an': 0}
-
id: 30657046
{'hecke_orbit_code': 137506062376, 'n': 47, 'trace_an': 0}
-
id: 30657047
{'hecke_orbit_code': 137506062376, 'n': 48, 'trace_an': 0}
-
id: 30657048
{'hecke_orbit_code': 137506062376, 'n': 49, 'trace_an': 492}
-
id: 30657049
{'hecke_orbit_code': 137506062376, 'n': 50, 'trace_an': 0}
-
id: 30657050
{'hecke_orbit_code': 137506062376, 'n': 51, 'trace_an': 1920}
-
id: 30657051
{'hecke_orbit_code': 137506062376, 'n': 52, 'trace_an': 0}
-
id: 30657052
{'hecke_orbit_code': 137506062376, 'n': 53, 'trace_an': 0}
-
id: 30657053
{'hecke_orbit_code': 137506062376, 'n': 54, 'trace_an': 0}
-
id: 30657054
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