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mf_newspaces • Show schema
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{'Nk2': 512, 'analytic_conductor': 1.8880611201836996, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [32, 2, [31, 5], [2, 1]], 'conrey_index': 17, 'cusp_dim': 8, 'dim': 2, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68786585632, 'hecke_orbit_dims': [2], 'label': '32.4.b', 'level': 32, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 16, 'mf_new_dim': 4, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 2, 'sturm_bound': 16, 'trace_bound': 0, 'trace_display': [0, 0, 0, 16], 'traces': [2, 0, 0, 0, 0, 0, 16, 0, -2, 0, 0, 0, 0, 0, -112, 0, -28, 0, 0, 0, 0, 0, 304, 0, 26, 0, 0, 0, 0, 0, -448, 0, 168, 0, 0, 0, 0, 0, 560, 0, -140, 0, 0, 0, 0, 0, -672, 0, -558, 0, 0, 0, 0, 0, 336, 0, 392, 0, 0, 0, 0, 0, -16, 0, 1120, 0, 0, 0, 0, 0, 144, 0, -588, 0, 0, 0, 0, 0, 928, 0, -1510, 0, 0, 0, 0, 0, -1680, 0, 532, 0, 0, 0, 0, 0, 784, 0, 1988, 0, 0, 0, 0, 0, -2352, 0, -896, 0, 0, 0, 0, 0, 2576, 0, -3420, 0, 0, 0, 0, 0, -224, 0, 2158, 0, 0, 0, 0, 0, 3328, 0, 4648, 0, 0, 0, 0, 0, -2912, 0, -2124, 0, 0, 0, 0, 0, -1680, 0, -3360, 0, 0, 0, 0, 0, -1488, 0, 28, 0, 0, 0, 0, 0, 336, 0, 2432, 0, 0, 0, 0, 0, 3920, 0, -1206, 0, 0, 0, 0, 0, 208, 0, -5656, 0, 0, 0, 0, 0, 1008, 0, 5152, 0, 0, 0, 0, 0, -7808, 0, 6660, 0, 0, 0, 0, 0, 3472, 0, -1848, 0, 0, 0, 0, 0, -304, 0, -1176, 0, 0, 0, 0, 0, 9296, 0, -3584, 0, 0, 0, 0, 0, -3136, 0, -26, 0, 0, 0, 0, 0, 1344, 0, -1676, 0, 0, 0, 0, 0, -12576, 0, -5852, 0, 0, 0, 0, 0, -3920, 0, 5768, 0, 0, 0, 0, 0, 1568, 0, 5124, 0, 0, 0, 0, 0, 11792, 0, 672, 0, 0, 0, 0, 0, 3360, 0, 4480, 0, 0, 0, 0, 0, 448, 0, -5484, 0, 0, 0, 0, 0, -1120, 0, -9434, 0, 0, 0, 0, 0, -11312, 0, 4368, 0, 0, 0, 0, 0, 7952, 0, 2016, 0, 0, 0, 0, 0, 5488, 0, 4564, 0, 0, 0, 0, 0, 5040, 0, 2856, 0, 0, 0, 0, 0, -20048, 0, -5376, 0, 0, 0, 0, 0, -3696, 0, 12260, 0, 0, 0, 0, 0, -9952, 0, -17024, 0, 0, 0, 0, 0, 14560, 0, -20412, 0, 0, 0, 0, 0, 6352, 0, 10974, 0, 0, 0, 0, 0, 23520, 0, 140, 0, 0, 0, 0, 0, -15456, 0, 16800, 0, 0, 0, 0, 0, -5376, 0, 2688, 0, 0, 0, 0, 0, -4256, 0, 7112, 0, 0, 0, 0, 0, 3136, 0, 24804, 0, 0, 0, 0, 0, -7728, 0, -24556, 0, 0, 0, 0, 0, 11536, 0, -28504, 0, 0, 0, 0, 0, 672, 0, -364, 0, 0, 0, 0, 0, -15264, 0, 7588, 0, 0, 0, 0, 0, 3696, 0, 558, 0, 0, 0, 0, 0, 8400, 0, -7164, 0, 0, 0, 0, 0, 8960, 0, 5428, 0, 0, 0, 0, 0, -4448, 0, 25088, 0, 0, 0, 0, 0, 1904, 0, -13944, 0, 0, 0, 0, 0, -35392, 0, -25760, 0, 0, 0, 0, 0, -2608, 0, 18760, 0, 0, 0, 0, 0, -336, 0, 1152, 0, 0, 0, 0, 0, 38640, 0, 15904, 0, 0, 0, 0, 0, -4704, 0, 10192, 0, 0, 0, 0, 0, 21168, 0, -5964, 0, 0, 0, 0, 0, 6272, 0, 21874, 0, 0, 0, 0, 0, 5712, 0, -34552, 0, 0, 0, 0, 0, -24752, 0, -40096, 0, 0, 0, 0, 0, 11760, 0, 7424, 0, 0, 0, 0, 0, -46480, 0, -2352, 0, 0, 0, 0, 0, -12080, 0, 31188, 0, 0, 0, 0, 0, 3952, 0, 13188, 0, 0, 0, 0, 0, -1008, 0, -1120, 0, 0, 0, 0, 0, -12656, 0, 28644, 0, 0, 0, 0, 0, 32176, 0, -42476, 0, 0, 0, 0, 0, 27328, 0, -13440, 0, 0, 0, 0, 0, 7840, 0, -7564, 0, 0, 0, 0, 0, 4256, 0, -27662, 0, 0, 0, 0, 0, -4112, 0, 30856, 0, 0, 0, 0, 0, -144, 0, 23684, 0, 0, 0, 0, 0, -38640, 0, 16968, 0, 0, 0, 0, 0, 14224, 0, 588, 0, 0, 0, 0, 0, -7840, 0, 6272, 0, 0, 0, 0, 0, -3024, 0, -20156, 0, 0, 0, 0, 0, 15904, 0, 13384, 0, 0, 0, 0, 0, 54544, 0, -3360, 0, 0, 0, 0, 0, -57008, 0, 1960, 0, 0, 0, 0, 0, -18032, 0, 37632, 0, 0, 0, 0, 0, -928, 0, -68096, 0, 0, 0, 0, 0, 18592, 0, -18816, 0, 0, 0, 0, 0, -43344, 0, -37802, 0, 0, 0, 0, 0, 31248, 0, 5544, 0, 0, 0, 0, 0, -34864, 0, 16800, 0, 0, 0, 0, 0, 23264, 0, -57624, 0, 0, 0, 0, 0, 25536, 0, 78932, 0, 0, 0, 0, 0, 56560, 0, 70532, 0, 0, 0, 0, 0, -5824, 0, 20608, 0, 0, 0, 0, 0, -43680, 0, 3808, 0, 0, 0, 0, 0, -27360, 0, -10080, 0, 0, 0, 0, 0, 9408, 0, -532, 0, 0, 0, 0, 0, -56784, 0, -48780, 0, 0, 0, 0, 0, 37520, 0, -32536, 0, 0, 0, 0, 0, 43376, 0, 2184, 0, 0, 0, 0, 0, -16688, 0, 7812, 0, 0, 0, 0, 0, 37520, 0, -1622, 0, 0, 0, 0, 0, 17264, 0, -31640, 0, 0, 0, 0, 0, -784, 0, 17556, 0, 0, 0, 0, 0, 18624, 0, 42336, 0, 0, 0, 0, 0, 18480, 0, -1988, 0, 0, 0, 0, 0, -97776, 0, -62300, 0, 0, 0, 0, 0, -74256, 0, 26624, 0, 0, 0, 0, 0, -69104, 0, 85120, 0, 0, 0, 0, 0, 37184, 0, -49504, 0, 0, 0, 0, 0, 21024, 0, -17304, 0, 0, 0, 0, 0, 92208, 0, -27384, 0, 0, 0, 0, 0, 2352, 0, -11452, 0, 0, 0, 0, 0, -4704, 0, 2548, 0, 0, 0, 0, 0, -21280, 0, -23296, 0, 0, 0, 0, 0, 101360, 0, 76500, 0, 0, 0, 0, 0, -16992, 0, 40770, 0, 0, 0, 0, 0, -9328, 0, -5488, 0, 0, 0, 0, 0, 7280, 0, -9628, 0, 0, 0, 0, 0, 24752, 0, -25312, 0, 0, 0, 0, 0, -90688, 0, 44968, 0, 0, 0, 0, 0, 66976, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 108101
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 17, 'conrey_indexes': [17], 'label': '32.4.b', 'level': 32, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5], 'sub_dim': 2, 'sub_label': '8.4.b', 'sub_level': 8, 'sub_mult': 3, 'weight': 4}
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id: 108100
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 17, 'conrey_indexes': [17], 'label': '32.4.b', 'level': 32, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17], 'sub_dim': 2, 'sub_label': '32.4.b', 'sub_level': 32, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '32.4.b', 'level': 32, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 21064000
{'hecke_orbit_code': 68786585632, 'n': 1, 'trace_an': 2}
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id: 21064001
{'hecke_orbit_code': 68786585632, 'n': 2, 'trace_an': 0}
-
id: 21064002
{'hecke_orbit_code': 68786585632, 'n': 3, 'trace_an': 0}
-
id: 21064003
{'hecke_orbit_code': 68786585632, 'n': 4, 'trace_an': 0}
-
id: 21064004
{'hecke_orbit_code': 68786585632, 'n': 5, 'trace_an': 0}
-
id: 21064005
{'hecke_orbit_code': 68786585632, 'n': 6, 'trace_an': 0}
-
id: 21064006
{'hecke_orbit_code': 68786585632, 'n': 7, 'trace_an': 16}
-
id: 21064007
{'hecke_orbit_code': 68786585632, 'n': 8, 'trace_an': 0}
-
id: 21064008
{'hecke_orbit_code': 68786585632, 'n': 9, 'trace_an': -2}
-
id: 21064009
{'hecke_orbit_code': 68786585632, 'n': 10, 'trace_an': 0}
-
id: 21064010
{'hecke_orbit_code': 68786585632, 'n': 11, 'trace_an': 0}
-
id: 21064011
{'hecke_orbit_code': 68786585632, 'n': 12, 'trace_an': 0}
-
id: 21064012
{'hecke_orbit_code': 68786585632, 'n': 13, 'trace_an': 0}
-
id: 21064013
{'hecke_orbit_code': 68786585632, 'n': 14, 'trace_an': 0}
-
id: 21064014
{'hecke_orbit_code': 68786585632, 'n': 15, 'trace_an': -112}
-
id: 21064015
{'hecke_orbit_code': 68786585632, 'n': 16, 'trace_an': 0}
-
id: 21064016
{'hecke_orbit_code': 68786585632, 'n': 17, 'trace_an': -28}
-
id: 21064017
{'hecke_orbit_code': 68786585632, 'n': 18, 'trace_an': 0}
-
id: 21064018
{'hecke_orbit_code': 68786585632, 'n': 19, 'trace_an': 0}
-
id: 21064019
{'hecke_orbit_code': 68786585632, 'n': 20, 'trace_an': 0}
-
id: 21064020
{'hecke_orbit_code': 68786585632, 'n': 21, 'trace_an': 0}
-
id: 21064021
{'hecke_orbit_code': 68786585632, 'n': 22, 'trace_an': 0}
-
id: 21064022
{'hecke_orbit_code': 68786585632, 'n': 23, 'trace_an': 304}
-
id: 21064023
{'hecke_orbit_code': 68786585632, 'n': 24, 'trace_an': 0}
-
id: 21064024
{'hecke_orbit_code': 68786585632, 'n': 25, 'trace_an': 26}
-
id: 21064025
{'hecke_orbit_code': 68786585632, 'n': 26, 'trace_an': 0}
-
id: 21064026
{'hecke_orbit_code': 68786585632, 'n': 27, 'trace_an': 0}
-
id: 21064027
{'hecke_orbit_code': 68786585632, 'n': 28, 'trace_an': 0}
-
id: 21064028
{'hecke_orbit_code': 68786585632, 'n': 29, 'trace_an': 0}
-
id: 21064029
{'hecke_orbit_code': 68786585632, 'n': 30, 'trace_an': 0}
-
id: 21064030
{'hecke_orbit_code': 68786585632, 'n': 31, 'trace_an': -448}
-
id: 21064031
{'hecke_orbit_code': 68786585632, 'n': 32, 'trace_an': 0}
-
id: 21064032
{'hecke_orbit_code': 68786585632, 'n': 33, 'trace_an': 168}
-
id: 21064033
{'hecke_orbit_code': 68786585632, 'n': 34, 'trace_an': 0}
-
id: 21064034
{'hecke_orbit_code': 68786585632, 'n': 35, 'trace_an': 0}
-
id: 21064035
{'hecke_orbit_code': 68786585632, 'n': 36, 'trace_an': 0}
-
id: 21064036
{'hecke_orbit_code': 68786585632, 'n': 37, 'trace_an': 0}
-
id: 21064037
{'hecke_orbit_code': 68786585632, 'n': 38, 'trace_an': 0}
-
id: 21064038
{'hecke_orbit_code': 68786585632, 'n': 39, 'trace_an': 560}
-
id: 21064039
{'hecke_orbit_code': 68786585632, 'n': 40, 'trace_an': 0}
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