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mf_newspaces • Show schema
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{'Nk2': 624, 'analytic_conductor': 2.301074490223884, 'char_conductor': 39, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 12, 'char_parity': 1, 'char_values': [39, 12, [14, 28], [6, 1]], 'conrey_index': 2, 'cusp_dim': 48, 'dim': 48, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_cutter_primes': [], 'hecke_orbit_code': 687261876263, 'hecke_orbit_dims': [48], 'label': '39.4.k', 'level': 39, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 64, 'mf_new_dim': 64, 'num_forms': 1, 'prim_orbit_index': 11, 'relative_dim': 12, 'sturm_bound': 18, 'trace_bound': 0, 'trace_display': [0, -2, 0, 20], 'traces': [48, 0, -2, -12, 0, -50, 20, 0, -2, -156, 0, 0, -80, 0, 70, 260, 0, 256, 260, 0, 82, 212, 0, -1194, 0, 0, -248, -756, 0, -1062, -180, 0, 10, -396, 0, 3060, 1932, 0, 538, 360, 0, 968, 1416, 0, -386, -144, 0, -410, -3000, 0, 0, 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0, 0, 39980, 0, -66236, -97492, 0, 123116, 337524, 0, 107712, 132044, 0, 91858, 0, 0, 233048, 82256, 0, 316176, -48100, 0, 192064, 134504, 0, 174648, 63132, 0, -22380, 552512, 0, 20600, 259248, 0, 258098, 640068, 0, 48620, 246984, 0, 0, 219104, 0, 201538, 338124, 0, 37232, 4916, 0, -86362, 31244, 0, -115366, 0, 0, -195988, 118016, 0, -394992, 207872, 0, 7044, -126872, 0, -53334, -70244, 0, 89136, 351416, 0, 126440, -569892, 0, 79162, -331668, 0, 162870, -319044, 0, 0, -812592, 0, -201496, -137964, 0, 6370, -669688, 0, -254332, -236576, 0, 43456, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 2, 'conrey_indexes': [2, 11, 20, 32], 'label': '39.4.k', 'level': 39, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 11, 20, 32], 'sub_dim': 48, 'sub_label': '39.4.k', 'sub_level': 39, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 11, 'label': '39.4.k', 'level': 39, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 97092000
{'hecke_orbit_code': 687261876263, 'n': 1, 'trace_an': 48}
-
id: 97092001
{'hecke_orbit_code': 687261876263, 'n': 2, 'trace_an': 0}
-
id: 97092002
{'hecke_orbit_code': 687261876263, 'n': 3, 'trace_an': -2}
-
id: 97092003
{'hecke_orbit_code': 687261876263, 'n': 4, 'trace_an': -12}
-
id: 97092004
{'hecke_orbit_code': 687261876263, 'n': 5, 'trace_an': 0}
-
id: 97092005
{'hecke_orbit_code': 687261876263, 'n': 6, 'trace_an': -50}
-
id: 97092006
{'hecke_orbit_code': 687261876263, 'n': 7, 'trace_an': 20}
-
id: 97092007
{'hecke_orbit_code': 687261876263, 'n': 8, 'trace_an': 0}
-
id: 97092008
{'hecke_orbit_code': 687261876263, 'n': 9, 'trace_an': -2}
-
id: 97092009
{'hecke_orbit_code': 687261876263, 'n': 10, 'trace_an': -156}
-
id: 97092010
{'hecke_orbit_code': 687261876263, 'n': 11, 'trace_an': 0}
-
id: 97092011
{'hecke_orbit_code': 687261876263, 'n': 12, 'trace_an': 0}
-
id: 97092012
{'hecke_orbit_code': 687261876263, 'n': 13, 'trace_an': -80}
-
id: 97092013
{'hecke_orbit_code': 687261876263, 'n': 14, 'trace_an': 0}
-
id: 97092014
{'hecke_orbit_code': 687261876263, 'n': 15, 'trace_an': 70}
-
id: 97092015
{'hecke_orbit_code': 687261876263, 'n': 16, 'trace_an': 260}
-
id: 97092016
{'hecke_orbit_code': 687261876263, 'n': 17, 'trace_an': 0}
-
id: 97092017
{'hecke_orbit_code': 687261876263, 'n': 18, 'trace_an': 256}
-
id: 97092018
{'hecke_orbit_code': 687261876263, 'n': 19, 'trace_an': 260}
-
id: 97092019
{'hecke_orbit_code': 687261876263, 'n': 20, 'trace_an': 0}
-
id: 97092020
{'hecke_orbit_code': 687261876263, 'n': 21, 'trace_an': 82}
-
id: 97092021
{'hecke_orbit_code': 687261876263, 'n': 22, 'trace_an': 212}
-
id: 97092022
{'hecke_orbit_code': 687261876263, 'n': 23, 'trace_an': 0}
-
id: 97092023
{'hecke_orbit_code': 687261876263, 'n': 24, 'trace_an': -1194}
-
id: 97092024
{'hecke_orbit_code': 687261876263, 'n': 25, 'trace_an': 0}
-
id: 97092025
{'hecke_orbit_code': 687261876263, 'n': 26, 'trace_an': 0}
-
id: 97092026
{'hecke_orbit_code': 687261876263, 'n': 27, 'trace_an': -248}
-
id: 97092027
{'hecke_orbit_code': 687261876263, 'n': 28, 'trace_an': -756}
-
id: 97092028
{'hecke_orbit_code': 687261876263, 'n': 29, 'trace_an': 0}
-
id: 97092029
{'hecke_orbit_code': 687261876263, 'n': 30, 'trace_an': -1062}
-
id: 97092030
{'hecke_orbit_code': 687261876263, 'n': 31, 'trace_an': -180}
-
id: 97092031
{'hecke_orbit_code': 687261876263, 'n': 32, 'trace_an': 0}
-
id: 97092032
{'hecke_orbit_code': 687261876263, 'n': 33, 'trace_an': 10}
-
id: 97092033
{'hecke_orbit_code': 687261876263, 'n': 34, 'trace_an': -396}
-
id: 97092034
{'hecke_orbit_code': 687261876263, 'n': 35, 'trace_an': 0}
-
id: 97092035
{'hecke_orbit_code': 687261876263, 'n': 36, 'trace_an': 3060}
-
id: 97092036
{'hecke_orbit_code': 687261876263, 'n': 37, 'trace_an': 1932}
-
id: 97092037
{'hecke_orbit_code': 687261876263, 'n': 38, 'trace_an': 0}
-
id: 97092038
{'hecke_orbit_code': 687261876263, 'n': 39, 'trace_an': 538}
-
id: 97092039
{'hecke_orbit_code': 687261876263, 'n': 40, 'trace_an': 360}
-
id: 97092040
{'hecke_orbit_code': 687261876263, 'n': 41, 'trace_an': 0}
-
id: 97092041
{'hecke_orbit_code': 687261876263, 'n': 42, 'trace_an': 968}
-
id: 97092042
{'hecke_orbit_code': 687261876263, 'n': 43, 'trace_an': 1416}
-
id: 97092043
{'hecke_orbit_code': 687261876263, 'n': 44, 'trace_an': 0}
-
id: 97092044
{'hecke_orbit_code': 687261876263, 'n': 45, 'trace_an': -386}
-
id: 97092045
{'hecke_orbit_code': 687261876263, 'n': 46, 'trace_an': -144}
-
id: 97092046
{'hecke_orbit_code': 687261876263, 'n': 47, 'trace_an': 0}
-
id: 97092047
{'hecke_orbit_code': 687261876263, 'n': 48, 'trace_an': -410}
-
id: 97092048
{'hecke_orbit_code': 687261876263, 'n': 49, 'trace_an': -3000}
-
id: 97092049
{'hecke_orbit_code': 687261876263, 'n': 50, 'trace_an': 0}
-
id: 97092050
{'hecke_orbit_code': 687261876263, 'n': 51, 'trace_an': 0}
-
id: 97092051
{'hecke_orbit_code': 687261876263, 'n': 52, 'trace_an': -4336}
-
id: 97092052
{'hecke_orbit_code': 687261876263, 'n': 53, 'trace_an': 0}
-
id: 97092053
{'hecke_orbit_code': 687261876263, 'n': 54, 'trace_an': 1930}
-
id: 97092054
{'hecke_orbit_code': 687261876263, 'n': 55, 'trace_an': -1012}
-
id: 97092055
{'hecke_orbit_code': 687261876263, 'n': 56, 'trace_an': 0}
-
id: 97092056
{'hecke_orbit_code': 687261876263, 'n': 57, 'trace_an': -1274}
-
id: 97092057
{'hecke_orbit_code': 687261876263, 'n': 58, 'trace_an': 908}
-
id: 97092058
{'hecke_orbit_code': 687261876263, 'n': 59, 'trace_an': 0}
-
id: 97092059
{'hecke_orbit_code': 687261876263, 'n': 60, 'trace_an': -2860}
-
id: 97092060
{'hecke_orbit_code': 687261876263, 'n': 61, 'trace_an': 836}
-
id: 97092061
{'hecke_orbit_code': 687261876263, 'n': 62, 'trace_an': 0}
-
id: 97092062
{'hecke_orbit_code': 687261876263, 'n': 63, 'trace_an': -5150}
-
id: 97092063
{'hecke_orbit_code': 687261876263, 'n': 64, 'trace_an': 0}
-
id: 97092064
{'hecke_orbit_code': 687261876263, 'n': 65, 'trace_an': 0}
-
id: 97092065
{'hecke_orbit_code': 687261876263, 'n': 66, 'trace_an': 1376}
-
id: 97092066
{'hecke_orbit_code': 687261876263, 'n': 67, 'trace_an': -136}
-
id: 97092067
{'hecke_orbit_code': 687261876263, 'n': 68, 'trace_an': 0}
-
id: 97092068
{'hecke_orbit_code': 687261876263, 'n': 69, 'trace_an': -1674}
-
id: 97092069
{'hecke_orbit_code': 687261876263, 'n': 70, 'trace_an': 1808}
-
id: 97092070
{'hecke_orbit_code': 687261876263, 'n': 71, 'trace_an': 0}
-
id: 97092071
{'hecke_orbit_code': 687261876263, 'n': 72, 'trace_an': -3900}
-
id: 97092072
{'hecke_orbit_code': 687261876263, 'n': 73, 'trace_an': 3572}
-
id: 97092073
{'hecke_orbit_code': 687261876263, 'n': 74, 'trace_an': 0}
-
id: 97092074
{'hecke_orbit_code': 687261876263, 'n': 75, 'trace_an': 5796}
-
id: 97092075
{'hecke_orbit_code': 687261876263, 'n': 76, 'trace_an': 8400}
-
id: 97092076
{'hecke_orbit_code': 687261876263, 'n': 77, 'trace_an': 0}
-
id: 97092077
{'hecke_orbit_code': 687261876263, 'n': 78, 'trace_an': 12292}
-
id: 97092078
{'hecke_orbit_code': 687261876263, 'n': 79, 'trace_an': -3760}
-
id: 97092079
{'hecke_orbit_code': 687261876263, 'n': 80, 'trace_an': 0}
-
id: 97092080
{'hecke_orbit_code': 687261876263, 'n': 81, 'trace_an': 2494}
-
id: 97092081
{'hecke_orbit_code': 687261876263, 'n': 82, 'trace_an': 2544}
-
id: 97092082
{'hecke_orbit_code': 687261876263, 'n': 83, 'trace_an': 0}
-
id: 97092083
{'hecke_orbit_code': 687261876263, 'n': 84, 'trace_an': 1084}
-
id: 97092084
{'hecke_orbit_code': 687261876263, 'n': 85, 'trace_an': 4980}
-
id: 97092085
{'hecke_orbit_code': 687261876263, 'n': 86, 'trace_an': 0}
-
id: 97092086
{'hecke_orbit_code': 687261876263, 'n': 87, 'trace_an': 2318}
-
id: 97092087
{'hecke_orbit_code': 687261876263, 'n': 88, 'trace_an': -8436}
-
id: 97092088
{'hecke_orbit_code': 687261876263, 'n': 89, 'trace_an': 0}
-
id: 97092089
{'hecke_orbit_code': 687261876263, 'n': 90, 'trace_an': 0}
-
id: 97092090
{'hecke_orbit_code': 687261876263, 'n': 91, 'trace_an': -8908}
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id: 97092091
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