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mf_newspaces • Show schema
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{'Nk2': 675, 'analytic_conductor': 2.043601982702227, 'char_conductor': 15, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [75, 2, [26, 52], [1, 1]], 'conrey_index': 74, 'cusp_dim': 14, 'dim': 10, 'eis_dim': 12, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206208761931, 'hecke_orbit_dims': [2, 4, 4], 'label': '75.3.d', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 26, 'mf_new_dim': 14, 'num_forms': 3, 'prim_orbit_index': 4, 'relative_dim': 10, 'sturm_bound': 30, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [10, 0, 0, 24, 0, -2, 0, 0, -28, 0, 0, 0, 0, 0, 0, -24, 0, 0, 54, 0, -18, 0, 0, -126, 0, 0, 0, 0, 0, 0, 70, 0, 0, 4, 0, -22, 0, 0, 22, 0, 0, 0, 0, 0, 0, -144, 0, 0, 104, 0, -62, 0, 0, 212, 0, 0, 0, 0, 0, 0, 390, 0, 0, -352, 0, 470, 0, 0, 252, 0, 0, 0, 0, 0, 0, -484, 0, 0, -316, 0, -380, 0, 0, 312, 0, 0, 0, 0, 0, 0, -406, 0, 0, -176, 0, 14, 0, 0, -710, 0, 0, 0, 0, 0, 0, 656, 0, 0, -86, 0, -428, 0, 0, 194, 0, 0, 0, 0, 0, 0, 30, 0, 0, 1208, 0, 480, 0, 0, 262, 0, 0, 0, 0, 0, 0, 252, 0, 0, 64, 0, 748, 0, 0, -434, 0, 0, 0, 0, 0, 0, 510, 0, 0, 240, 0, -548, 0, 0, -268, 0, 0, 0, 0, 0, 0, -1764, 0, 0, 264, 0, -560, 0, 0, -1660, 0, 0, 0, 0, 0, 0, 110, 0, 0, -1152, 0, -1284, 0, 0, 1122, 0, 0, 0, 0, 0, 0, 2000, 0, 0, 1794, 0, 912, 0, 0, -194, 0, 0, 0, 0, 0, 0, -190, 0, 0, -876, 0, 1476, 0, 0, -518, 0, 0, 0, 0, 0, 0, -1084, 0, 0, -1126, 0, 240, 0, 0, 2380, 0, 0, 0, 0, 0, 0, -990, 0, 0, -272, 0, -1670, 0, 0, -378, 0, 0, 0, 0, 0, 0, -248, 0, 0, -956, 0, -20, 0, 0, 1890, 0, 0, 0, 0, 0, 0, 900, 0, 0, 2004, 0, 1044, 0, 0, -426, 0, 0, 0, 0, 0, 0, 2840, 0, 0, -2766, 0, 1642, 0, 0, -818, 0, 0, 0, 0, 0, 0, -1726, 0, 0, 892, 0, -194, 0, 0, 2072, 0, 0, 0, 0, 0, 0, -2024, 0, 0, 1640, 0, -2262, 0, 0, -2546, 0, 0, 0, 0, 0, 0, -1040, 0, 0, -3216, 0, -1968, 0, 0, 962, 0, 0, 0, 0, 0, 0, 3816, 0, 0, 324, 0, 1262, 0, 0, -2120, 0, 0, 0, 0, 0, 0, -660, 0, 0, -296, 0, 1816, 0, 0, -1690, 0, 0, 0, 0, 0, 0, -3168, 0, 0, 3414, 0, 1232, 0, 0, 2898, 0, 0, 0, 0, 0, 0, -504, 0, 0, 3744, 0, -4010, 0, 0, -2346, 0, 0, 0, 0, 0, 0, 1680, 0, 0, -2426, 0, 618, 0, 0, 1044, 0, 0, 0, 0, 0, 0, 3180, 0, 0, 1728, 0, 3340, 0, 0, -460, 0, 0, 0, 0, 0, 0, 3456, 0, 0, -1686, 0, 662, 0, 0, -2048, 0, 0, 0, 0, 0, 0, -20, 0, 0, 2984, 0, 342, 0, 0, 632, 0, 0, 0, 0, 0, 0, -4824, 0, 0, 2974, 0, -5678, 0, 0, -2496, 0, 0, 0, 0, 0, 0, -2676, 0, 0, -4876, 0, -2582, 0, 0, 3332, 0, 0, 0, 0, 0, 0, 1792, 0, 0, 474, 0, 348, 0, 0, -1440, 0, 0, 0, 0, 0, 0, 764, 0, 0, -5496, 0, 5092, 0, 0, -1728, 0, 0, 0, 0, 0, 0, -4304, 0, 0, -2986, 0, 2360, 0, 0, 6870, 0, 0, 0, 0, 0, 0, 1270, 0, 0, -28, 0, -1920, 0, 0, -406, 0, 0, 0, 0, 0, 0, -2004, 0, 0, 854, 0, 710, 0, 0, 2596, 0, 0, 0, 0, 0, 0, 6950, 0, 0, 3360, 0, 2674, 0, 0, -28, 0, 0, 0, 0, 0, 0, -24, 0, 0, -2282, 0, -612, 0, 0, 220, 0, 0, 0, 0, 0, 0, -2710, 0, 0, 2368, 0, -1200, 0, 0, 1680, 0, 0, 0, 0, 0, 0, -720, 0, 0, 1114, 0, -2952, 0, 0, -3028, 0, 0, 0, 0, 0, 0, 1830, 0, 0, -6856, 0, -2116, 0, 0, 3380, 0, 0, 0, 0, 0, 0, -388, 0, 0, 4480, 0, -6, 0, 0, -2696, 0, 0, 0, 0, 0, 0, 2580, 0, 0, -252, 0, 5680, 0, 0, -3238, 0, 0, 0, 0, 0, 0, 240, 0, 0, -266, 0, -712, 0, 0, 3358, 0, 0, 0, 0, 0, 0, -8520, 0, 0, -2276, 0, -1620, 0, 0, -2448, 0, 0, 0, 0, 0, 0, 936, 0, 0, 1914, 0, -2940, 0, 0, -480, 0, 0, 0, 0, 0, 0, 3644, 0, 0, 7608, 0, 5408, 0, 0, 302, 0, 0, 0, 0, 0, 0, 1008, 0, 0, -3156, 0, 734, 0, 0, -1692, 0, 0, 0, 0, 0, 0, 2340, 0, 0, 80, 0, -1848, 0, 0, -3780, 0, 0, 0, 0, 0, 0, -2184, 0, 0, -626, 0, 48, 0, 0, -4220, 0, 0, 0, 0, 0, 0, 40, 0, 0, -2312, 0, -6840, 0, 0, 1372, 0, 0, 0, 0, 0, 0, 656, 0, 0, -1496, 0, -1110, 0, 0, 342, 0, 0, 0, 0, 0, 0, -6170, 0, 0, 9440, 0, 650, 0, 0, -186, 0, 0, 0, 0, 0, 0, -240, 0, 0, 1964, 0, 882, 0, 0, 3334, 0, 0, 0, 0, 0, 0, 90, 0, 0, 4188, 0, 2596, 0, 0, -4248, 0, 0, 0, 0, 0, 0, 8172, 0, 0, -696, 0, 3360, 0, 0, -1484, 0, 0, 0, 0, 0, 0, 3554, 0, 0, 2088, 0, 2962, 0, 0, 6312, 0, 0, 0, 0, 0, 0, 8796, 0, 0, -3836, 0, 3530, 0, 0, 3500, 0, 0, 0, 0, 0, 0, 536, 0, 0, -4932, 0, -6944, 0, 0, -2400, 0, 0, 0, 0, 0, 0, -6224, 0, 0, -3366, 0, -1888, 0, 0, 240, 0, 0, 0, 0, 0, 0, -6596, 0, 0, -4216, 0, -540, 0, 0, 5342, 0, 0, 0, 0, 0, 0, -10360, 0, 0, 6044, 0, -2632, 0, 0, -2116, 0, 0, 0, 0, 0, 0, -920, 0, 0, -8972, 0, 1440, 0, 0, 74, 0, 0, 0, 0, 0, 0, -4888, 0, 0, -7980, 0, 1190, 0, 0, 1710, 0, 0, 0, 0, 0, 0, 2270, 0, 0, -6720, 0, 2394, 0, 0, 2012, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 119263
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 74, 'conrey_indexes': [74], 'label': '75.3.d', 'level': 75, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 14, 'sub_conrey_indexes': [14], 'sub_dim': 2, 'sub_label': '15.3.d', 'sub_level': 15, 'sub_mult': 2, 'weight': 3}
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id: 119264
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 74, 'conrey_indexes': [74], 'label': '75.3.d', 'level': 75, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 74, 'sub_conrey_indexes': [74], 'sub_dim': 10, 'sub_label': '75.3.d', 'sub_level': 75, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '75.3.d', 'level': 75, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 37998000
{'hecke_orbit_code': 206208761931, 'n': 1, 'trace_an': 10}
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id: 37998001
{'hecke_orbit_code': 206208761931, 'n': 2, 'trace_an': 0}
-
id: 37998002
{'hecke_orbit_code': 206208761931, 'n': 3, 'trace_an': 0}
-
id: 37998003
{'hecke_orbit_code': 206208761931, 'n': 4, 'trace_an': 24}
-
id: 37998004
{'hecke_orbit_code': 206208761931, 'n': 5, 'trace_an': 0}
-
id: 37998005
{'hecke_orbit_code': 206208761931, 'n': 6, 'trace_an': -2}
-
id: 37998006
{'hecke_orbit_code': 206208761931, 'n': 7, 'trace_an': 0}
-
id: 37998007
{'hecke_orbit_code': 206208761931, 'n': 8, 'trace_an': 0}
-
id: 37998008
{'hecke_orbit_code': 206208761931, 'n': 9, 'trace_an': -28}
-
id: 37998009
{'hecke_orbit_code': 206208761931, 'n': 10, 'trace_an': 0}
-
id: 37998010
{'hecke_orbit_code': 206208761931, 'n': 11, 'trace_an': 0}
-
id: 37998011
{'hecke_orbit_code': 206208761931, 'n': 12, 'trace_an': 0}
-
id: 37998012
{'hecke_orbit_code': 206208761931, 'n': 13, 'trace_an': 0}
-
id: 37998013
{'hecke_orbit_code': 206208761931, 'n': 14, 'trace_an': 0}
-
id: 37998014
{'hecke_orbit_code': 206208761931, 'n': 15, 'trace_an': 0}
-
id: 37998015
{'hecke_orbit_code': 206208761931, 'n': 16, 'trace_an': -24}
-
id: 37998016
{'hecke_orbit_code': 206208761931, 'n': 17, 'trace_an': 0}
-
id: 37998017
{'hecke_orbit_code': 206208761931, 'n': 18, 'trace_an': 0}
-
id: 37998018
{'hecke_orbit_code': 206208761931, 'n': 19, 'trace_an': 54}
-
id: 37998019
{'hecke_orbit_code': 206208761931, 'n': 20, 'trace_an': 0}
-
id: 37998020
{'hecke_orbit_code': 206208761931, 'n': 21, 'trace_an': -18}
-
id: 37998021
{'hecke_orbit_code': 206208761931, 'n': 22, 'trace_an': 0}
-
id: 37998022
{'hecke_orbit_code': 206208761931, 'n': 23, 'trace_an': 0}
-
id: 37998023
{'hecke_orbit_code': 206208761931, 'n': 24, 'trace_an': -126}
-
id: 37998024
{'hecke_orbit_code': 206208761931, 'n': 25, 'trace_an': 0}
-
id: 37998025
{'hecke_orbit_code': 206208761931, 'n': 26, 'trace_an': 0}
-
id: 37998026
{'hecke_orbit_code': 206208761931, 'n': 27, 'trace_an': 0}
-
id: 37998027
{'hecke_orbit_code': 206208761931, 'n': 28, 'trace_an': 0}
-
id: 37998028
{'hecke_orbit_code': 206208761931, 'n': 29, 'trace_an': 0}
-
id: 37998029
{'hecke_orbit_code': 206208761931, 'n': 30, 'trace_an': 0}
-
id: 37998030
{'hecke_orbit_code': 206208761931, 'n': 31, 'trace_an': 70}
-
id: 37998031
{'hecke_orbit_code': 206208761931, 'n': 32, 'trace_an': 0}
-
id: 37998032
{'hecke_orbit_code': 206208761931, 'n': 33, 'trace_an': 0}
-
id: 37998033
{'hecke_orbit_code': 206208761931, 'n': 34, 'trace_an': 4}
-
id: 37998034
{'hecke_orbit_code': 206208761931, 'n': 35, 'trace_an': 0}
-
id: 37998035
{'hecke_orbit_code': 206208761931, 'n': 36, 'trace_an': -22}
-
id: 37998036
{'hecke_orbit_code': 206208761931, 'n': 37, 'trace_an': 0}
-
id: 37998037
{'hecke_orbit_code': 206208761931, 'n': 38, 'trace_an': 0}
-
id: 37998038
{'hecke_orbit_code': 206208761931, 'n': 39, 'trace_an': 22}
-
id: 37998039
{'hecke_orbit_code': 206208761931, 'n': 40, 'trace_an': 0}
-
id: 37998040
{'hecke_orbit_code': 206208761931, 'n': 41, 'trace_an': 0}
-
id: 37998041
{'hecke_orbit_code': 206208761931, 'n': 42, 'trace_an': 0}
-
id: 37998042
{'hecke_orbit_code': 206208761931, 'n': 43, 'trace_an': 0}
-
id: 37998043
{'hecke_orbit_code': 206208761931, 'n': 44, 'trace_an': 0}
-
id: 37998044
{'hecke_orbit_code': 206208761931, 'n': 45, 'trace_an': 0}
-
id: 37998045
{'hecke_orbit_code': 206208761931, 'n': 46, 'trace_an': -144}
-
id: 37998046
{'hecke_orbit_code': 206208761931, 'n': 47, 'trace_an': 0}
-
id: 37998047
{'hecke_orbit_code': 206208761931, 'n': 48, 'trace_an': 0}
-
id: 37998048
{'hecke_orbit_code': 206208761931, 'n': 49, 'trace_an': 104}
-
id: 37998049
{'hecke_orbit_code': 206208761931, 'n': 50, 'trace_an': 0}
-
id: 37998050
{'hecke_orbit_code': 206208761931, 'n': 51, 'trace_an': -62}
-
id: 37998051
{'hecke_orbit_code': 206208761931, 'n': 52, 'trace_an': 0}
-
id: 37998052
{'hecke_orbit_code': 206208761931, 'n': 53, 'trace_an': 0}
-
id: 37998053
{'hecke_orbit_code': 206208761931, 'n': 54, 'trace_an': 212}
-
id: 37998054
{'hecke_orbit_code': 206208761931, 'n': 55, 'trace_an': 0}
-
id: 37998055
{'hecke_orbit_code': 206208761931, 'n': 56, 'trace_an': 0}
-
id: 37998056
{'hecke_orbit_code': 206208761931, 'n': 57, 'trace_an': 0}
-
id: 37998057
{'hecke_orbit_code': 206208761931, 'n': 58, 'trace_an': 0}
-
id: 37998058
{'hecke_orbit_code': 206208761931, 'n': 59, 'trace_an': 0}
-
id: 37998059
{'hecke_orbit_code': 206208761931, 'n': 60, 'trace_an': 0}
-
id: 37998060
{'hecke_orbit_code': 206208761931, 'n': 61, 'trace_an': 390}
-
id: 37998061
{'hecke_orbit_code': 206208761931, 'n': 62, 'trace_an': 0}
-
id: 37998062
{'hecke_orbit_code': 206208761931, 'n': 63, 'trace_an': 0}
-
id: 37998063
{'hecke_orbit_code': 206208761931, 'n': 64, 'trace_an': -352}
-
id: 37998064
{'hecke_orbit_code': 206208761931, 'n': 65, 'trace_an': 0}
-
id: 37998065
{'hecke_orbit_code': 206208761931, 'n': 66, 'trace_an': 470}
-
id: 37998066
{'hecke_orbit_code': 206208761931, 'n': 67, 'trace_an': 0}
-
id: 37998067
{'hecke_orbit_code': 206208761931, 'n': 68, 'trace_an': 0}
-
id: 37998068
{'hecke_orbit_code': 206208761931, 'n': 69, 'trace_an': 252}
-
id: 37998069
{'hecke_orbit_code': 206208761931, 'n': 70, 'trace_an': 0}
-
id: 37998070
{'hecke_orbit_code': 206208761931, 'n': 71, 'trace_an': 0}
-
id: 37998071
{'hecke_orbit_code': 206208761931, 'n': 72, 'trace_an': 0}
-
id: 37998072
{'hecke_orbit_code': 206208761931, 'n': 73, 'trace_an': 0}
-
id: 37998073
{'hecke_orbit_code': 206208761931, 'n': 74, 'trace_an': 0}
-
id: 37998074
{'hecke_orbit_code': 206208761931, 'n': 75, 'trace_an': 0}
-
id: 37998075
{'hecke_orbit_code': 206208761931, 'n': 76, 'trace_an': -484}
-
id: 37998076
{'hecke_orbit_code': 206208761931, 'n': 77, 'trace_an': 0}
-
id: 37998077
{'hecke_orbit_code': 206208761931, 'n': 78, 'trace_an': 0}
-
id: 37998078
{'hecke_orbit_code': 206208761931, 'n': 79, 'trace_an': -316}
-
id: 37998079
{'hecke_orbit_code': 206208761931, 'n': 80, 'trace_an': 0}
-
id: 37998080
{'hecke_orbit_code': 206208761931, 'n': 81, 'trace_an': -380}
-
id: 37998081
{'hecke_orbit_code': 206208761931, 'n': 82, 'trace_an': 0}
-
id: 37998082
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