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mf_newspaces • Show schema
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{'Nk2': 1764, 'analytic_conductor': 7.858807170836051, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [49, 3, [3], [2]], 'conrey_index': 18, 'cusp_dim': 38, 'dim': 30, 'eis_dim': 16, 'eis_new_dim': 8, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 137539616817, 'hecke_orbit_dims': [2, 2, 2, 4, 4, 4, 4, 8], 'label': '49.6.c', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 54, 'mf_new_dim': 38, 'num_forms': 8, 'prim_orbit_index': 3, 'relative_dim': 15, 'sturm_bound': 28, 'trace_bound': 3, 'trace_display': [3, -8, -38, 0], 'traces': [30, 3, -8, -201, -38, 164, 0, -90, -1381, -778, 916, -196, 1848, 0, -2408, -4805, -2346, 1945, -360, 3416, 0, -4388, 1284, 1392, -39, 1148, -5744, 0, 16748, 5838, 3548, -16187, -3398, -14844, 0, -3046, 40596, 20138, 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mf_subspaces • Show schema
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id: 112540
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 18, 'conrey_indexes': [18, 30], 'label': '49.6.c', 'level': 49, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 4], 'sub_dim': 4, 'sub_label': '7.6.c', 'sub_level': 7, 'sub_mult': 2, 'weight': 6}
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id: 112539
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 18, 'conrey_indexes': [18, 30], 'label': '49.6.c', 'level': 49, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 18, 'sub_conrey_indexes': [18, 30], 'sub_dim': 30, 'sub_label': '49.6.c', 'sub_level': 49, 'sub_mult': 1, 'weight': 6}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '49.6.c', 'level': 49, 'portrait': 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', 'weight': 6}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 32694000
{'hecke_orbit_code': 137539616817, 'n': 1, 'trace_an': 30}
-
id: 32694001
{'hecke_orbit_code': 137539616817, 'n': 2, 'trace_an': 3}
-
id: 32694002
{'hecke_orbit_code': 137539616817, 'n': 3, 'trace_an': -8}
-
id: 32694003
{'hecke_orbit_code': 137539616817, 'n': 4, 'trace_an': -201}
-
id: 32694004
{'hecke_orbit_code': 137539616817, 'n': 5, 'trace_an': -38}
-
id: 32694005
{'hecke_orbit_code': 137539616817, 'n': 6, 'trace_an': 164}
-
id: 32694006
{'hecke_orbit_code': 137539616817, 'n': 7, 'trace_an': 0}
-
id: 32694007
{'hecke_orbit_code': 137539616817, 'n': 8, 'trace_an': -90}
-
id: 32694008
{'hecke_orbit_code': 137539616817, 'n': 9, 'trace_an': -1381}
-
id: 32694009
{'hecke_orbit_code': 137539616817, 'n': 10, 'trace_an': -778}
-
id: 32694010
{'hecke_orbit_code': 137539616817, 'n': 11, 'trace_an': 916}
-
id: 32694011
{'hecke_orbit_code': 137539616817, 'n': 12, 'trace_an': -196}
-
id: 32694012
{'hecke_orbit_code': 137539616817, 'n': 13, 'trace_an': 1848}
-
id: 32694013
{'hecke_orbit_code': 137539616817, 'n': 14, 'trace_an': 0}
-
id: 32694014
{'hecke_orbit_code': 137539616817, 'n': 15, 'trace_an': -2408}
-
id: 32694015
{'hecke_orbit_code': 137539616817, 'n': 16, 'trace_an': -4805}
-
id: 32694016
{'hecke_orbit_code': 137539616817, 'n': 17, 'trace_an': -2346}
-
id: 32694017
{'hecke_orbit_code': 137539616817, 'n': 18, 'trace_an': 1945}
-
id: 32694018
{'hecke_orbit_code': 137539616817, 'n': 19, 'trace_an': -360}
-
id: 32694019
{'hecke_orbit_code': 137539616817, 'n': 20, 'trace_an': 3416}
-
id: 32694020
{'hecke_orbit_code': 137539616817, 'n': 21, 'trace_an': 0}
-
id: 32694021
{'hecke_orbit_code': 137539616817, 'n': 22, 'trace_an': -4388}
-
id: 32694022
{'hecke_orbit_code': 137539616817, 'n': 23, 'trace_an': 1284}
-
id: 32694023
{'hecke_orbit_code': 137539616817, 'n': 24, 'trace_an': 1392}
-
id: 32694024
{'hecke_orbit_code': 137539616817, 'n': 25, 'trace_an': -39}
-
id: 32694025
{'hecke_orbit_code': 137539616817, 'n': 26, 'trace_an': 1148}
-
id: 32694026
{'hecke_orbit_code': 137539616817, 'n': 27, 'trace_an': -5744}
-
id: 32694027
{'hecke_orbit_code': 137539616817, 'n': 28, 'trace_an': 0}
-
id: 32694028
{'hecke_orbit_code': 137539616817, 'n': 29, 'trace_an': 16748}
-
id: 32694029
{'hecke_orbit_code': 137539616817, 'n': 30, 'trace_an': 5838}
-
id: 32694030
{'hecke_orbit_code': 137539616817, 'n': 31, 'trace_an': 3548}
-
id: 32694031
{'hecke_orbit_code': 137539616817, 'n': 32, 'trace_an': -16187}
-
id: 32694032
{'hecke_orbit_code': 137539616817, 'n': 33, 'trace_an': -3398}
-
id: 32694033
{'hecke_orbit_code': 137539616817, 'n': 34, 'trace_an': -14844}
-
id: 32694034
{'hecke_orbit_code': 137539616817, 'n': 35, 'trace_an': 0}
-
id: 32694035
{'hecke_orbit_code': 137539616817, 'n': 36, 'trace_an': -3046}
-
id: 32694036
{'hecke_orbit_code': 137539616817, 'n': 37, 'trace_an': 40596}
-
id: 32694037
{'hecke_orbit_code': 137539616817, 'n': 38, 'trace_an': 20138}
-
id: 32694038
{'hecke_orbit_code': 137539616817, 'n': 39, 'trace_an': 6776}
-
id: 32694039
{'hecke_orbit_code': 137539616817, 'n': 40, 'trace_an': 15936}
-
id: 32694040
{'hecke_orbit_code': 137539616817, 'n': 41, 'trace_an': -7000}
-
id: 32694041
{'hecke_orbit_code': 137539616817, 'n': 42, 'trace_an': 0}
-
id: 32694042
{'hecke_orbit_code': 137539616817, 'n': 43, 'trace_an': 65048}
-
id: 32694043
{'hecke_orbit_code': 137539616817, 'n': 44, 'trace_an': 13092}
-
id: 32694044
{'hecke_orbit_code': 137539616817, 'n': 45, 'trace_an': 1300}
-
id: 32694045
{'hecke_orbit_code': 137539616817, 'n': 46, 'trace_an': -5826}
-
id: 32694046
{'hecke_orbit_code': 137539616817, 'n': 47, 'trace_an': -22956}
-
id: 32694047
{'hecke_orbit_code': 137539616817, 'n': 48, 'trace_an': -22432}
-
id: 32694048
{'hecke_orbit_code': 137539616817, 'n': 49, 'trace_an': 0}
-
id: 32694049
{'hecke_orbit_code': 137539616817, 'n': 50, 'trace_an': -194078}
-
id: 32694050
{'hecke_orbit_code': 137539616817, 'n': 51, 'trace_an': 11872}
-
id: 32694051
{'hecke_orbit_code': 137539616817, 'n': 52, 'trace_an': -1400}
-
id: 32694052
{'hecke_orbit_code': 137539616817, 'n': 53, 'trace_an': 23568}
-
id: 32694053
{'hecke_orbit_code': 137539616817, 'n': 54, 'trace_an': 32546}
-
id: 32694054
{'hecke_orbit_code': 137539616817, 'n': 55, 'trace_an': 50152}
-
id: 32694055
{'hecke_orbit_code': 137539616817, 'n': 56, 'trace_an': 0}
-
id: 32694056
{'hecke_orbit_code': 137539616817, 'n': 57, 'trace_an': 204876}
-
id: 32694057
{'hecke_orbit_code': 137539616817, 'n': 58, 'trace_an': -141954}
-
id: 32694058
{'hecke_orbit_code': 137539616817, 'n': 59, 'trace_an': -65808}
-
id: 32694059
{'hecke_orbit_code': 137539616817, 'n': 60, 'trace_an': 67172}
-
id: 32694060
{'hecke_orbit_code': 137539616817, 'n': 61, 'trace_an': -42486}
-
id: 32694061
{'hecke_orbit_code': 137539616817, 'n': 62, 'trace_an': 98724}
-
id: 32694062
{'hecke_orbit_code': 137539616817, 'n': 63, 'trace_an': 0}
-
id: 32694063
{'hecke_orbit_code': 137539616817, 'n': 64, 'trace_an': -129766}
-
id: 32694064
{'hecke_orbit_code': 137539616817, 'n': 65, 'trace_an': -106092}
-
id: 32694065
{'hecke_orbit_code': 137539616817, 'n': 66, 'trace_an': -25894}
-
id: 32694066
{'hecke_orbit_code': 137539616817, 'n': 67, 'trace_an': -34252}
-
id: 32694067
{'hecke_orbit_code': 137539616817, 'n': 68, 'trace_an': 5460}
-
id: 32694068
{'hecke_orbit_code': 137539616817, 'n': 69, 'trace_an': -10308}
-
id: 32694069
{'hecke_orbit_code': 137539616817, 'n': 70, 'trace_an': 0}
-
id: 32694070
{'hecke_orbit_code': 137539616817, 'n': 71, 'trace_an': -18560}
-
id: 32694071
{'hecke_orbit_code': 137539616817, 'n': 72, 'trace_an': -35379}
-
id: 32694072
{'hecke_orbit_code': 137539616817, 'n': 73, 'trace_an': -50506}
-
id: 32694073
{'hecke_orbit_code': 137539616817, 'n': 74, 'trace_an': -217828}
-
id: 32694074
{'hecke_orbit_code': 137539616817, 'n': 75, 'trace_an': -35608}
-
id: 32694075
{'hecke_orbit_code': 137539616817, 'n': 76, 'trace_an': -77672}
-
id: 32694076
{'hecke_orbit_code': 137539616817, 'n': 77, 'trace_an': 0}
-
id: 32694077
{'hecke_orbit_code': 137539616817, 'n': 78, 'trace_an': -154392}
-
id: 32694078
{'hecke_orbit_code': 137539616817, 'n': 79, 'trace_an': -55332}
-
id: 32694079
{'hecke_orbit_code': 137539616817, 'n': 80, 'trace_an': 68816}
-
id: 32694080
{'hecke_orbit_code': 137539616817, 'n': 81, 'trace_an': 132905}
-
id: 32694081
{'hecke_orbit_code': 137539616817, 'n': 82, 'trace_an': 67732}
-
id: 32694082
{'hecke_orbit_code': 137539616817, 'n': 83, 'trace_an': 208656}
-
id: 32694083
{'hecke_orbit_code': 137539616817, 'n': 84, 'trace_an': 0}
-
id: 32694084
{'hecke_orbit_code': 137539616817, 'n': 85, 'trace_an': 628460}
-
id: 32694085
{'hecke_orbit_code': 137539616817, 'n': 86, 'trace_an': 458128}
-
id: 32694086
{'hecke_orbit_code': 137539616817, 'n': 87, 'trace_an': 80008}
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