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mf_newspaces • Show schema
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{'Nk2': 2160, 'analytic_conductor': 7.965257850774983, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [135, 3, [56, 82], [2, 3]], 'conrey_index': 46, 'cusp_dim': 96, 'dim': 24, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 274945015943, 'hecke_orbit_dims': [4, 6, 14], 'label': '135.4.e', 'level': 135, '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': 120, 'mf_new_dim': 24, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 12, 'sturm_bound': 72, 'trace_bound': 1, 'trace_display': [-4, 0, -10, 12], 'traces': [24, -4, 0, -48, -10, 0, 12, 108, 0, 0, -46, 0, -24, 6, 0, -192, 500, 0, 300, -120, 0, -36, -192, 0, -300, -1432, 0, -384, 286, 0, 120, 484, 0, 378, 560, 0, 336, -88, 0, 90, 472, 0, 174, -1652, 0, 540, -400, 0, -1026, 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0, 118476, -98578, 0, -122658, -388632, 0, 210504, 63060, 0, 30222, -103460, 0, -4200, 174192, 0, 373716, -119336, 0, -71046, 87696, 0, -44082, 46960, 0, -49560, 20838, 0, 21600, 102358, 0, 106128, 305956, 0, 272700, 113610, 0, -12684, -2200, 0, 148914, 382892, 0, 53280, -61364, 0, 132804, -29604, 0, 6948, -297056, 0, -246552, -31820, 0, -91392, -125172, 0, 70200, -113856, 0, -326712, -243320, 0, 257106, 180146, 0, -38340, -161360, 0, -397260, -244404, 0, 26280, -188516, 0, -6744, 94368, 0, -65616, 254238, 0, 115380, -30360, 0, 86556, -41020, 0, -4500], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 135378
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 46, 'conrey_indexes': [46, 91], 'label': '135.4.e', 'level': 135, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 7], 'sub_dim': 4, 'sub_label': '9.4.c', 'sub_level': 9, 'sub_mult': 4, 'weight': 4}
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id: 135376
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 46, 'conrey_indexes': [46, 91], 'label': '135.4.e', 'level': 135, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 10, 'sub_conrey_indexes': [10, 19], 'sub_dim': 4, 'sub_label': '27.4.c', 'sub_level': 27, 'sub_mult': 2, 'weight': 4}
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id: 135377
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 46, 'conrey_indexes': [46, 91], 'label': '135.4.e', 'level': 135, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 16, 'sub_conrey_indexes': [16, 31], 'sub_dim': 24, 'sub_label': '45.4.e', 'sub_level': 45, 'sub_mult': 2, 'weight': 4}
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id: 135375
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 46, 'conrey_indexes': [46, 91], 'label': '135.4.e', 'level': 135, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 46, 'sub_conrey_indexes': [46, 91], 'sub_dim': 24, 'sub_label': '135.4.e', 'sub_level': 135, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '135.4.e', 'level': 135, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 49047000
{'hecke_orbit_code': 274945015943, 'n': 1, 'trace_an': 24}
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id: 49047001
{'hecke_orbit_code': 274945015943, 'n': 2, 'trace_an': -4}
-
id: 49047002
{'hecke_orbit_code': 274945015943, 'n': 3, 'trace_an': 0}
-
id: 49047003
{'hecke_orbit_code': 274945015943, 'n': 4, 'trace_an': -48}
-
id: 49047004
{'hecke_orbit_code': 274945015943, 'n': 5, 'trace_an': -10}
-
id: 49047005
{'hecke_orbit_code': 274945015943, 'n': 6, 'trace_an': 0}
-
id: 49047006
{'hecke_orbit_code': 274945015943, 'n': 7, 'trace_an': 12}
-
id: 49047007
{'hecke_orbit_code': 274945015943, 'n': 8, 'trace_an': 108}
-
id: 49047008
{'hecke_orbit_code': 274945015943, 'n': 9, 'trace_an': 0}
-
id: 49047009
{'hecke_orbit_code': 274945015943, 'n': 10, 'trace_an': 0}
-
id: 49047010
{'hecke_orbit_code': 274945015943, 'n': 11, 'trace_an': -46}
-
id: 49047011
{'hecke_orbit_code': 274945015943, 'n': 12, 'trace_an': 0}
-
id: 49047012
{'hecke_orbit_code': 274945015943, 'n': 13, 'trace_an': -24}
-
id: 49047013
{'hecke_orbit_code': 274945015943, 'n': 14, 'trace_an': 6}
-
id: 49047014
{'hecke_orbit_code': 274945015943, 'n': 15, 'trace_an': 0}
-
id: 49047015
{'hecke_orbit_code': 274945015943, 'n': 16, 'trace_an': -192}
-
id: 49047016
{'hecke_orbit_code': 274945015943, 'n': 17, 'trace_an': 500}
-
id: 49047017
{'hecke_orbit_code': 274945015943, 'n': 18, 'trace_an': 0}
-
id: 49047018
{'hecke_orbit_code': 274945015943, 'n': 19, 'trace_an': 300}
-
id: 49047019
{'hecke_orbit_code': 274945015943, 'n': 20, 'trace_an': -120}
-
id: 49047020
{'hecke_orbit_code': 274945015943, 'n': 21, 'trace_an': 0}
-
id: 49047021
{'hecke_orbit_code': 274945015943, 'n': 22, 'trace_an': -36}
-
id: 49047022
{'hecke_orbit_code': 274945015943, 'n': 23, 'trace_an': -192}
-
id: 49047023
{'hecke_orbit_code': 274945015943, 'n': 24, 'trace_an': 0}
-
id: 49047024
{'hecke_orbit_code': 274945015943, 'n': 25, 'trace_an': -300}
-
id: 49047025
{'hecke_orbit_code': 274945015943, 'n': 26, 'trace_an': -1432}
-
id: 49047026
{'hecke_orbit_code': 274945015943, 'n': 27, 'trace_an': 0}
-
id: 49047027
{'hecke_orbit_code': 274945015943, 'n': 28, 'trace_an': -384}
-
id: 49047028
{'hecke_orbit_code': 274945015943, 'n': 29, 'trace_an': 286}
-
id: 49047029
{'hecke_orbit_code': 274945015943, 'n': 30, 'trace_an': 0}
-
id: 49047030
{'hecke_orbit_code': 274945015943, 'n': 31, 'trace_an': 120}
-
id: 49047031
{'hecke_orbit_code': 274945015943, 'n': 32, 'trace_an': 484}
-
id: 49047032
{'hecke_orbit_code': 274945015943, 'n': 33, 'trace_an': 0}
-
id: 49047033
{'hecke_orbit_code': 274945015943, 'n': 34, 'trace_an': 378}
-
id: 49047034
{'hecke_orbit_code': 274945015943, 'n': 35, 'trace_an': 560}
-
id: 49047035
{'hecke_orbit_code': 274945015943, 'n': 36, 'trace_an': 0}
-
id: 49047036
{'hecke_orbit_code': 274945015943, 'n': 37, 'trace_an': 336}
-
id: 49047037
{'hecke_orbit_code': 274945015943, 'n': 38, 'trace_an': -88}
-
id: 49047038
{'hecke_orbit_code': 274945015943, 'n': 39, 'trace_an': 0}
-
id: 49047039
{'hecke_orbit_code': 274945015943, 'n': 40, 'trace_an': 90}
-
id: 49047040
{'hecke_orbit_code': 274945015943, 'n': 41, 'trace_an': 472}
-
id: 49047041
{'hecke_orbit_code': 274945015943, 'n': 42, 'trace_an': 0}
-
id: 49047042
{'hecke_orbit_code': 274945015943, 'n': 43, 'trace_an': 174}
-
id: 49047043
{'hecke_orbit_code': 274945015943, 'n': 44, 'trace_an': -1652}
-
id: 49047044
{'hecke_orbit_code': 274945015943, 'n': 45, 'trace_an': 0}
-
id: 49047045
{'hecke_orbit_code': 274945015943, 'n': 46, 'trace_an': 540}
-
id: 49047046
{'hecke_orbit_code': 274945015943, 'n': 47, 'trace_an': -400}
-
id: 49047047
{'hecke_orbit_code': 274945015943, 'n': 48, 'trace_an': 0}
-
id: 49047048
{'hecke_orbit_code': 274945015943, 'n': 49, 'trace_an': -1026}
-
id: 49047049
{'hecke_orbit_code': 274945015943, 'n': 50, 'trace_an': -100}
-
id: 49047050
{'hecke_orbit_code': 274945015943, 'n': 51, 'trace_an': 0}
-
id: 49047051
{'hecke_orbit_code': 274945015943, 'n': 52, 'trace_an': -1302}
-
id: 49047052
{'hecke_orbit_code': 274945015943, 'n': 53, 'trace_an': 2024}
-
id: 49047053
{'hecke_orbit_code': 274945015943, 'n': 54, 'trace_an': 0}
-
id: 49047054
{'hecke_orbit_code': 274945015943, 'n': 55, 'trace_an': 0}
-
id: 49047055
{'hecke_orbit_code': 274945015943, 'n': 56, 'trace_an': 1530}
-
id: 49047056
{'hecke_orbit_code': 274945015943, 'n': 57, 'trace_an': 0}
-
id: 49047057
{'hecke_orbit_code': 274945015943, 'n': 58, 'trace_an': -594}
-
id: 49047058
{'hecke_orbit_code': 274945015943, 'n': 59, 'trace_an': -298}
-
id: 49047059
{'hecke_orbit_code': 274945015943, 'n': 60, 'trace_an': 0}
-
id: 49047060
{'hecke_orbit_code': 274945015943, 'n': 61, 'trace_an': 858}
-
id: 49047061
{'hecke_orbit_code': 274945015943, 'n': 62, 'trace_an': 1644}
-
id: 49047062
{'hecke_orbit_code': 274945015943, 'n': 63, 'trace_an': 0}
-
id: 49047063
{'hecke_orbit_code': 274945015943, 'n': 64, 'trace_an': 2760}
-
id: 49047064
{'hecke_orbit_code': 274945015943, 'n': 65, 'trace_an': -840}
-
id: 49047065
{'hecke_orbit_code': 274945015943, 'n': 66, 'trace_an': 0}
-
id: 49047066
{'hecke_orbit_code': 274945015943, 'n': 67, 'trace_an': 1362}
-
id: 49047067
{'hecke_orbit_code': 274945015943, 'n': 68, 'trace_an': -2732}
-
id: 49047068
{'hecke_orbit_code': 274945015943, 'n': 69, 'trace_an': 0}
-
id: 49047069
{'hecke_orbit_code': 274945015943, 'n': 70, 'trace_an': 180}
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id: 49047070
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