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mf_newspaces • Show schema
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{'Nk2': 1280, 'analytic_conductor': 4.720152800459249, 'char_conductor': 16, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 4, 'char_parity': 1, 'char_values': [80, 4, [31, 21, 17], [4, 1, 4]], 'conrey_index': 21, 'cusp_dim': 68, 'dim': 48, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 755981353040, 'hecke_orbit_dims': [48], 'label': '80.4.l', 'level': 80, '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': 76, 'mf_new_dim': 48, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 24, 'sturm_bound': 48, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [48, 0, 0, -20, 0, 60, 0, 0, 0, 60, -40, -156, 0, -244, 120, -432, 0, -320, 24, 40, 0, 740, 0, 1096, 0, 272, -264, -308, 400, 0, 0, -1600, 0, -848, 0, 1452, 16, 220, 0, 0, 0, 900, 808, -1656, 0, -2188, 1880, -40, -2352, 100, 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0, 214068, 262416, 165020, 108336, -157664, 301136, 97192, 49760, -32240, -41128, 347784, 64704, 22500, 0, 309440, 0, 611128, 95600, 123784, -27728, 152024, -261296, -160960, 168624, 604208, 137368, 332560, 0, -75424, 0, 243352, 0, -162640, 41112, 606476, 219280, 26572, 0, 62336, 145792, -345284, 129904, -175160, -160352, 233476, 0, -139280, 0, -151792, -68008, -328440, 51552, -143740, 193712, -338880, -17856, -528472, 121440, 63944, 46032, 156636, 0, -6000], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 120663
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 21, 'conrey_indexes': [21, 61], 'label': '80.4.l', 'level': 80, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5, 13], 'sub_dim': 10, 'sub_label': '16.4.e', 'sub_level': 16, 'sub_mult': 2, 'weight': 4}
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id: 120664
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 21, 'conrey_indexes': [21, 61], 'label': '80.4.l', 'level': 80, 'sub_char_orbit_index': 12, 'sub_char_orbit_label': 'l', 'sub_conrey_index': 21, 'sub_conrey_indexes': [21, 61], 'sub_dim': 48, 'sub_label': '80.4.l', 'sub_level': 80, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 12, 'label': '80.4.l', 'level': 80, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 104246000
{'hecke_orbit_code': 755981353040, 'n': 1, 'trace_an': 48}
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id: 104246001
{'hecke_orbit_code': 755981353040, 'n': 2, 'trace_an': 0}
-
id: 104246002
{'hecke_orbit_code': 755981353040, 'n': 3, 'trace_an': 0}
-
id: 104246003
{'hecke_orbit_code': 755981353040, 'n': 4, 'trace_an': -20}
-
id: 104246004
{'hecke_orbit_code': 755981353040, 'n': 5, 'trace_an': 0}
-
id: 104246005
{'hecke_orbit_code': 755981353040, 'n': 6, 'trace_an': 60}
-
id: 104246006
{'hecke_orbit_code': 755981353040, 'n': 7, 'trace_an': 0}
-
id: 104246007
{'hecke_orbit_code': 755981353040, 'n': 8, 'trace_an': 0}
-
id: 104246008
{'hecke_orbit_code': 755981353040, 'n': 9, 'trace_an': 0}
-
id: 104246009
{'hecke_orbit_code': 755981353040, 'n': 10, 'trace_an': 60}
-
id: 104246010
{'hecke_orbit_code': 755981353040, 'n': 11, 'trace_an': -40}
-
id: 104246011
{'hecke_orbit_code': 755981353040, 'n': 12, 'trace_an': -156}
-
id: 104246012
{'hecke_orbit_code': 755981353040, 'n': 13, 'trace_an': 0}
-
id: 104246013
{'hecke_orbit_code': 755981353040, 'n': 14, 'trace_an': -244}
-
id: 104246014
{'hecke_orbit_code': 755981353040, 'n': 15, 'trace_an': 120}
-
id: 104246015
{'hecke_orbit_code': 755981353040, 'n': 16, 'trace_an': -432}
-
id: 104246016
{'hecke_orbit_code': 755981353040, 'n': 17, 'trace_an': 0}
-
id: 104246017
{'hecke_orbit_code': 755981353040, 'n': 18, 'trace_an': -320}
-
id: 104246018
{'hecke_orbit_code': 755981353040, 'n': 19, 'trace_an': 24}
-
id: 104246019
{'hecke_orbit_code': 755981353040, 'n': 20, 'trace_an': 40}
-
id: 104246020
{'hecke_orbit_code': 755981353040, 'n': 21, 'trace_an': 0}
-
id: 104246021
{'hecke_orbit_code': 755981353040, 'n': 22, 'trace_an': 740}
-
id: 104246022
{'hecke_orbit_code': 755981353040, 'n': 23, 'trace_an': 0}
-
id: 104246023
{'hecke_orbit_code': 755981353040, 'n': 24, 'trace_an': 1096}
-
id: 104246024
{'hecke_orbit_code': 755981353040, 'n': 25, 'trace_an': 0}
-
id: 104246025
{'hecke_orbit_code': 755981353040, 'n': 26, 'trace_an': 272}
-
id: 104246026
{'hecke_orbit_code': 755981353040, 'n': 27, 'trace_an': -264}
-
id: 104246027
{'hecke_orbit_code': 755981353040, 'n': 28, 'trace_an': -308}
-
id: 104246028
{'hecke_orbit_code': 755981353040, 'n': 29, 'trace_an': 400}
-
id: 104246029
{'hecke_orbit_code': 755981353040, 'n': 30, 'trace_an': 0}
-
id: 104246030
{'hecke_orbit_code': 755981353040, 'n': 31, 'trace_an': 0}
-
id: 104246031
{'hecke_orbit_code': 755981353040, 'n': 32, 'trace_an': -1600}
-
id: 104246032
{'hecke_orbit_code': 755981353040, 'n': 33, 'trace_an': 0}
-
id: 104246033
{'hecke_orbit_code': 755981353040, 'n': 34, 'trace_an': -848}
-
id: 104246034
{'hecke_orbit_code': 755981353040, 'n': 35, 'trace_an': 0}
-
id: 104246035
{'hecke_orbit_code': 755981353040, 'n': 36, 'trace_an': 1452}
-
id: 104246036
{'hecke_orbit_code': 755981353040, 'n': 37, 'trace_an': 16}
-
id: 104246037
{'hecke_orbit_code': 755981353040, 'n': 38, 'trace_an': 220}
-
id: 104246038
{'hecke_orbit_code': 755981353040, 'n': 39, 'trace_an': 0}
-
id: 104246039
{'hecke_orbit_code': 755981353040, 'n': 40, 'trace_an': 0}
-
id: 104246040
{'hecke_orbit_code': 755981353040, 'n': 41, 'trace_an': 0}
-
id: 104246041
{'hecke_orbit_code': 755981353040, 'n': 42, 'trace_an': 900}
-
id: 104246042
{'hecke_orbit_code': 755981353040, 'n': 43, 'trace_an': 808}
-
id: 104246043
{'hecke_orbit_code': 755981353040, 'n': 44, 'trace_an': -1656}
-
id: 104246044
{'hecke_orbit_code': 755981353040, 'n': 45, 'trace_an': 0}
-
id: 104246045
{'hecke_orbit_code': 755981353040, 'n': 46, 'trace_an': -2188}
-
id: 104246046
{'hecke_orbit_code': 755981353040, 'n': 47, 'trace_an': 1880}
-
id: 104246047
{'hecke_orbit_code': 755981353040, 'n': 48, 'trace_an': -40}
-
id: 104246048
{'hecke_orbit_code': 755981353040, 'n': 49, 'trace_an': -2352}
-
id: 104246049
{'hecke_orbit_code': 755981353040, 'n': 50, 'trace_an': 100}
-
id: 104246050
{'hecke_orbit_code': 755981353040, 'n': 51, 'trace_an': 2144}
-
id: 104246051
{'hecke_orbit_code': 755981353040, 'n': 52, 'trace_an': 792}
-
id: 104246052
{'hecke_orbit_code': 755981353040, 'n': 53, 'trace_an': 752}
-
id: 104246053
{'hecke_orbit_code': 755981353040, 'n': 54, 'trace_an': 1696}
-
id: 104246054
{'hecke_orbit_code': 755981353040, 'n': 55, 'trace_an': 0}
-
id: 104246055
{'hecke_orbit_code': 755981353040, 'n': 56, 'trace_an': 2512}
-
id: 104246056
{'hecke_orbit_code': 755981353040, 'n': 57, 'trace_an': 0}
-
id: 104246057
{'hecke_orbit_code': 755981353040, 'n': 58, 'trace_an': -2036}
-
id: 104246058
{'hecke_orbit_code': 755981353040, 'n': 59, 'trace_an': -2728}
-
id: 104246059
{'hecke_orbit_code': 755981353040, 'n': 60, 'trace_an': 980}
-
id: 104246060
{'hecke_orbit_code': 755981353040, 'n': 61, 'trace_an': -912}
-
id: 104246061
{'hecke_orbit_code': 755981353040, 'n': 62, 'trace_an': -344}
-
id: 104246062
{'hecke_orbit_code': 755981353040, 'n': 63, 'trace_an': -2520}
-
id: 104246063
{'hecke_orbit_code': 755981353040, 'n': 64, 'trace_an': -1040}
-
id: 104246064
{'hecke_orbit_code': 755981353040, 'n': 65, 'trace_an': 0}
-
id: 104246065
{'hecke_orbit_code': 755981353040, 'n': 66, 'trace_an': -1920}
-
id: 104246066
{'hecke_orbit_code': 755981353040, 'n': 67, 'trace_an': -2040}
-
id: 104246067
{'hecke_orbit_code': 755981353040, 'n': 68, 'trace_an': 16}
-
id: 104246068
{'hecke_orbit_code': 755981353040, 'n': 69, 'trace_an': -528}
-
id: 104246069
{'hecke_orbit_code': 755981353040, 'n': 70, 'trace_an': -1240}
-
id: 104246070
{'hecke_orbit_code': 755981353040, 'n': 71, 'trace_an': 0}
-
id: 104246071
{'hecke_orbit_code': 755981353040, 'n': 72, 'trace_an': 1240}
-
id: 104246072
{'hecke_orbit_code': 755981353040, 'n': 73, 'trace_an': 0}
-
id: 104246073
{'hecke_orbit_code': 755981353040, 'n': 74, 'trace_an': 1928}
-
id: 104246074
{'hecke_orbit_code': 755981353040, 'n': 75, 'trace_an': 0}
-
id: 104246075
{'hecke_orbit_code': 755981353040, 'n': 76, 'trace_an': -1024}
-
id: 104246076
{'hecke_orbit_code': 755981353040, 'n': 77, 'trace_an': 1904}
-
id: 104246077
{'hecke_orbit_code': 755981353040, 'n': 78, 'trace_an': 7568}
-
id: 104246078
{'hecke_orbit_code': 755981353040, 'n': 79, 'trace_an': 2832}
-
id: 104246079
{'hecke_orbit_code': 755981353040, 'n': 80, 'trace_an': 2320}
-
id: 104246080
{'hecke_orbit_code': 755981353040, 'n': 81, 'trace_an': -3888}
-
id: 104246081
{'hecke_orbit_code': 755981353040, 'n': 82, 'trace_an': 876}
-
id: 104246082
{'hecke_orbit_code': 755981353040, 'n': 83, 'trace_an': 2440}
-
id: 104246083
{'hecke_orbit_code': 755981353040, 'n': 84, 'trace_an': 896}
-
id: 104246084
{'hecke_orbit_code': 755981353040, 'n': 85, 'trace_an': -240}
-
id: 104246085
{'hecke_orbit_code': 755981353040, 'n': 86, 'trace_an': 244}
-
id: 104246086
{'hecke_orbit_code': 755981353040, 'n': 87, 'trace_an': 0}
-
id: 104246087
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