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mf_newspaces • Show schema
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{'Nk2': 234, 'analytic_conductor': 0.7084486873367719, 'char_conductor': 13, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 12, 'char_parity': -1, 'char_values': [26, 12, [15], [11]], 'conrey_index': 7, 'cusp_dim': 20, 'dim': 12, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 343647715354, 'hecke_orbit_dims': [4, 8], 'label': '26.3.f', 'level': 26, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 13], 'level_radical': 26, 'mf_dim': 36, 'mf_new_dim': 12, 'num_forms': 2, 'prim_orbit_index': 6, 'relative_dim': 3, 'sturm_bound': 10, 'trace_bound': 1, 'trace_display': [-2, 0, 6, -24], 'traces': [12, -2, 0, 0, 6, 0, -24, -8, -30, -30, -24, 0, 24, 16, 72, 24, 36, 108, -12, 12, -60, -24, -24, 0, 0, 26, 72, -48, -60, -192, -96, 8, 12, -84, -36, -48, -66, 0, 0, -24, 132, 144, 12, 120, 276, 144, 192, 0, 300, 232, 0, 72, -300, 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2196, -3540, 4752, -1368, -1740, -792, -10044, -960, 0, -4512, -6840, 1476, -1320, -3144, -3216, -380, -1512, -348, -6768, -3528, 3204, 0, -1656, 912, -564, 912, -3612, 1284, -1230, 3624, -2304, -192, -5118, -702, 0, 1416, -2232, -600, 864, -288, -804, -1152, -648, 1104, 1686, 24, 4296, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 106609
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 7, 'conrey_indexes': [7, 11, 15, 19], 'label': '26.3.f', 'level': 26, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 6, 7, 11], 'sub_dim': 4, 'sub_label': '13.3.f', 'sub_level': 13, 'sub_mult': 2, 'weight': 3}
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id: 106610
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 7, 'conrey_indexes': [7, 11, 15, 19], 'label': '26.3.f', 'level': 26, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 11, 15, 19], 'sub_dim': 12, 'sub_label': '26.3.f', 'sub_level': 26, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 6, 'label': '26.3.f', 'level': 26, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 56101000
{'hecke_orbit_code': 343647715354, 'n': 1, 'trace_an': 12}
-
id: 56101001
{'hecke_orbit_code': 343647715354, 'n': 2, 'trace_an': -2}
-
id: 56101002
{'hecke_orbit_code': 343647715354, 'n': 3, 'trace_an': 0}
-
id: 56101003
{'hecke_orbit_code': 343647715354, 'n': 4, 'trace_an': 0}
-
id: 56101004
{'hecke_orbit_code': 343647715354, 'n': 5, 'trace_an': 6}
-
id: 56101005
{'hecke_orbit_code': 343647715354, 'n': 6, 'trace_an': 0}
-
id: 56101006
{'hecke_orbit_code': 343647715354, 'n': 7, 'trace_an': -24}
-
id: 56101007
{'hecke_orbit_code': 343647715354, 'n': 8, 'trace_an': -8}
-
id: 56101008
{'hecke_orbit_code': 343647715354, 'n': 9, 'trace_an': -30}
-
id: 56101009
{'hecke_orbit_code': 343647715354, 'n': 10, 'trace_an': -30}
-
id: 56101010
{'hecke_orbit_code': 343647715354, 'n': 11, 'trace_an': -24}
-
id: 56101011
{'hecke_orbit_code': 343647715354, 'n': 12, 'trace_an': 0}
-
id: 56101012
{'hecke_orbit_code': 343647715354, 'n': 13, 'trace_an': 24}
-
id: 56101013
{'hecke_orbit_code': 343647715354, 'n': 14, 'trace_an': 16}
-
id: 56101014
{'hecke_orbit_code': 343647715354, 'n': 15, 'trace_an': 72}
-
id: 56101015
{'hecke_orbit_code': 343647715354, 'n': 16, 'trace_an': 24}
-
id: 56101016
{'hecke_orbit_code': 343647715354, 'n': 17, 'trace_an': 36}
-
id: 56101017
{'hecke_orbit_code': 343647715354, 'n': 18, 'trace_an': 108}
-
id: 56101018
{'hecke_orbit_code': 343647715354, 'n': 19, 'trace_an': -12}
-
id: 56101019
{'hecke_orbit_code': 343647715354, 'n': 20, 'trace_an': 12}
-
id: 56101020
{'hecke_orbit_code': 343647715354, 'n': 21, 'trace_an': -60}
-
id: 56101021
{'hecke_orbit_code': 343647715354, 'n': 22, 'trace_an': -24}
-
id: 56101022
{'hecke_orbit_code': 343647715354, 'n': 23, 'trace_an': -24}
-
id: 56101023
{'hecke_orbit_code': 343647715354, 'n': 24, 'trace_an': 0}
-
id: 56101024
{'hecke_orbit_code': 343647715354, 'n': 25, 'trace_an': 0}
-
id: 56101025
{'hecke_orbit_code': 343647715354, 'n': 26, 'trace_an': 26}
-
id: 56101026
{'hecke_orbit_code': 343647715354, 'n': 27, 'trace_an': 72}
-
id: 56101027
{'hecke_orbit_code': 343647715354, 'n': 28, 'trace_an': -48}
-
id: 56101028
{'hecke_orbit_code': 343647715354, 'n': 29, 'trace_an': -60}
-
id: 56101029
{'hecke_orbit_code': 343647715354, 'n': 30, 'trace_an': -192}
-
id: 56101030
{'hecke_orbit_code': 343647715354, 'n': 31, 'trace_an': -96}
-
id: 56101031
{'hecke_orbit_code': 343647715354, 'n': 32, 'trace_an': 8}
-
id: 56101032
{'hecke_orbit_code': 343647715354, 'n': 33, 'trace_an': 12}
-
id: 56101033
{'hecke_orbit_code': 343647715354, 'n': 34, 'trace_an': -84}
-
id: 56101034
{'hecke_orbit_code': 343647715354, 'n': 35, 'trace_an': -36}
-
id: 56101035
{'hecke_orbit_code': 343647715354, 'n': 36, 'trace_an': -48}
-
id: 56101036
{'hecke_orbit_code': 343647715354, 'n': 37, 'trace_an': -66}
-
id: 56101037
{'hecke_orbit_code': 343647715354, 'n': 38, 'trace_an': 0}
-
id: 56101038
{'hecke_orbit_code': 343647715354, 'n': 39, 'trace_an': 0}
-
id: 56101039
{'hecke_orbit_code': 343647715354, 'n': 40, 'trace_an': -24}
-
id: 56101040
{'hecke_orbit_code': 343647715354, 'n': 41, 'trace_an': 132}
-
id: 56101041
{'hecke_orbit_code': 343647715354, 'n': 42, 'trace_an': 144}
-
id: 56101042
{'hecke_orbit_code': 343647715354, 'n': 43, 'trace_an': 12}
-
id: 56101043
{'hecke_orbit_code': 343647715354, 'n': 44, 'trace_an': 120}
-
id: 56101044
{'hecke_orbit_code': 343647715354, 'n': 45, 'trace_an': 276}
-
id: 56101045
{'hecke_orbit_code': 343647715354, 'n': 46, 'trace_an': 144}
-
id: 56101046
{'hecke_orbit_code': 343647715354, 'n': 47, 'trace_an': 192}
-
id: 56101047
{'hecke_orbit_code': 343647715354, 'n': 48, 'trace_an': 0}
-
id: 56101048
{'hecke_orbit_code': 343647715354, 'n': 49, 'trace_an': 300}
-
id: 56101049
{'hecke_orbit_code': 343647715354, 'n': 50, 'trace_an': 232}
-
id: 56101050
{'hecke_orbit_code': 343647715354, 'n': 51, 'trace_an': 0}
-
id: 56101051
{'hecke_orbit_code': 343647715354, 'n': 52, 'trace_an': 72}
-
id: 56101052
{'hecke_orbit_code': 343647715354, 'n': 53, 'trace_an': -300}
-
id: 56101053
{'hecke_orbit_code': 343647715354, 'n': 54, 'trace_an': -360}
-
id: 56101054
{'hecke_orbit_code': 343647715354, 'n': 55, 'trace_an': -156}
-
id: 56101055
{'hecke_orbit_code': 343647715354, 'n': 56, 'trace_an': -96}
-
id: 56101056
{'hecke_orbit_code': 343647715354, 'n': 57, 'trace_an': -396}
-
id: 56101057
{'hecke_orbit_code': 343647715354, 'n': 58, 'trace_an': -66}
-
id: 56101058
{'hecke_orbit_code': 343647715354, 'n': 59, 'trace_an': 24}
-
id: 56101059
{'hecke_orbit_code': 343647715354, 'n': 60, 'trace_an': -96}
-
id: 56101060
{'hecke_orbit_code': 343647715354, 'n': 61, 'trace_an': 114}
-
id: 56101061
{'hecke_orbit_code': 343647715354, 'n': 62, 'trace_an': -72}
-
id: 56101062
{'hecke_orbit_code': 343647715354, 'n': 63, 'trace_an': -192}
-
id: 56101063
{'hecke_orbit_code': 343647715354, 'n': 64, 'trace_an': 0}
-
id: 56101064
{'hecke_orbit_code': 343647715354, 'n': 65, 'trace_an': -420}
-
id: 56101065
{'hecke_orbit_code': 343647715354, 'n': 66, 'trace_an': 96}
-
id: 56101066
{'hecke_orbit_code': 343647715354, 'n': 67, 'trace_an': 12}
-
id: 56101067
{'hecke_orbit_code': 343647715354, 'n': 68, 'trace_an': 36}
-
id: 56101068
{'hecke_orbit_code': 343647715354, 'n': 69, 'trace_an': 132}
-
id: 56101069
{'hecke_orbit_code': 343647715354, 'n': 70, 'trace_an': 240}
-
id: 56101070
{'hecke_orbit_code': 343647715354, 'n': 71, 'trace_an': -132}
-
id: 56101071
{'hecke_orbit_code': 343647715354, 'n': 72, 'trace_an': 156}
-
id: 56101072
{'hecke_orbit_code': 343647715354, 'n': 73, 'trace_an': 30}
-
id: 56101073
{'hecke_orbit_code': 343647715354, 'n': 74, 'trace_an': -70}
-
id: 56101074
{'hecke_orbit_code': 343647715354, 'n': 75, 'trace_an': 120}
-
id: 56101075
{'hecke_orbit_code': 343647715354, 'n': 76, 'trace_an': 24}
-
id: 56101076
{'hecke_orbit_code': 343647715354, 'n': 77, 'trace_an': 0}
-
id: 56101077
{'hecke_orbit_code': 343647715354, 'n': 78, 'trace_an': 216}
-
id: 56101078
{'hecke_orbit_code': 343647715354, 'n': 79, 'trace_an': 96}
-
id: 56101079
{'hecke_orbit_code': 343647715354, 'n': 80, 'trace_an': 24}
-
id: 56101080
{'hecke_orbit_code': 343647715354, 'n': 81, 'trace_an': -30}
-
id: 56101081
{'hecke_orbit_code': 343647715354, 'n': 82, 'trace_an': -330}
-
id: 56101082
{'hecke_orbit_code': 343647715354, 'n': 83, 'trace_an': -48}
-
id: 56101083
{'hecke_orbit_code': 343647715354, 'n': 84, 'trace_an': -168}
-
id: 56101084
{'hecke_orbit_code': 343647715354, 'n': 85, 'trace_an': -66}
-
id: 56101085
{'hecke_orbit_code': 343647715354, 'n': 86, 'trace_an': -24}
-
id: 56101086
{'hecke_orbit_code': 343647715354, 'n': 87, 'trace_an': 264}
-
id: 56101087
{'hecke_orbit_code': 343647715354, 'n': 88, 'trace_an': 0}
-
id: 56101088
{'hecke_orbit_code': 343647715354, 'n': 89, 'trace_an': 234}
-
id: 56101089
{'hecke_orbit_code': 343647715354, 'n': 90, 'trace_an': 0}
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