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mf_newspaces • Show schema
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{'Nk2': 189, 'analytic_conductor': 0.5722085551566235, 'char_conductor': 7, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [21, 2, [8, 10], [2, 1]], 'conrey_index': 13, 'cusp_dim': 4, 'dim': 2, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206208761877, 'hecke_orbit_dims': [2], 'label': '21.3.d', 'level': 21, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 8, 'mf_new_dim': 2, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 2, 'sturm_bound': 8, 'trace_bound': 0, 'trace_display': [2, 0, 0, 2], 'traces': [2, 2, 0, -6, 0, 0, 2, -14, -6, 0, 20, 0, 0, 2, 24, 10, 0, -6, 0, 0, -24, 20, -28, 0, -46, 0, 0, -6, -76, 24, 0, 66, 0, 0, 96, 18, 52, 0, -24, 0, 0, -24, 52, -60, 0, -28, 0, 0, -94, -46, 0, 0, 20, 0, 0, -14, 72, -76, 0, -72, 0, 0, -6, 26, 96, 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0, 960, -480, -300, 0, -156, 0, 0, -624, 788, -2880, 0, -1240, 0, 0, -470, -3360, 168, 0, 1668, 0, 0, 356, 420, -480, 0, 240, 0, 0, 72, 0, -1518, 0, 356, 0, 0, -1344, -384, -792, 0, 1604, 0, 0, 228, 1152, 520, 0, 0, 0, 0, 288, 2880, 2900, 0, -2492, 0, 0, -1056, 1172, -252, 0, 1248, 0, 0, 0, 408, 1344, 0, 288, 0, 0, -168, 1206, 1204, 0, -444, 0, 0, -42, 100, 696, 0, -728, 0, 0, -480, 864, -140, 0, -240, 0, 0, 240, 68, -2140, 0, 2400, 0, 0, 1152, -920, -912, 0, -1036, 0, 0, 192, -432, -1004, 0, -1704, 0, 0, 282, -236, 0, 0, -940, 0, 0, -380, -576, 180, 0, 1152, 0, 0, -238, 336, 1028, 0, -414, 0, 0, -624, -2492, 2592, 0, 2932, 0, 0, 96, -1084, 360, 0, -956, 0, 0, 672, 0, -3260, 0, 72, 0, 0, 720, -1196, -860, 0, -2508, 0, 0, 576, -1068, -48, 0, 0, 0, 0, 148, -912, -1152, 0, 840, 0, 0, -72, 520, 2804, 0, 576, 0, 0, 0, -220, -60, 0, -204, 0, 0, -412, 312, 386, 0, -60, 0, 0, 336, 2404, 294, 0, 768, 0, 0, 1632, 1636, 552, 0, -2620, 0, 0, -576, -444, 980, 0, -1680, 0, 0, -96, -864, -728, 0, 1636, 0, 0, -124, 4032, 936, 0, 1108, 0, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 105447
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 13, 'conrey_indexes': [13], 'label': '21.3.d', 'level': 21, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 6, 'sub_conrey_indexes': [6], 'sub_dim': 1, 'sub_label': '7.3.b', 'sub_level': 7, 'sub_mult': 2, 'weight': 3}
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id: 105446
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 13, 'conrey_indexes': [13], 'label': '21.3.d', 'level': 21, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13], 'sub_dim': 2, 'sub_label': '21.3.d', 'sub_level': 21, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '21.3.d', 'level': 21, 'portrait': 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', 'weight': 3}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 37968000
{'hecke_orbit_code': 206208761877, 'n': 1, 'trace_an': 2}
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id: 37968001
{'hecke_orbit_code': 206208761877, 'n': 2, 'trace_an': 2}
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id: 37968002
{'hecke_orbit_code': 206208761877, 'n': 3, 'trace_an': 0}
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id: 37968003
{'hecke_orbit_code': 206208761877, 'n': 4, 'trace_an': -6}
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id: 37968004
{'hecke_orbit_code': 206208761877, 'n': 5, 'trace_an': 0}
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id: 37968005
{'hecke_orbit_code': 206208761877, 'n': 6, 'trace_an': 0}
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id: 37968006
{'hecke_orbit_code': 206208761877, 'n': 7, 'trace_an': 2}
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id: 37968007
{'hecke_orbit_code': 206208761877, 'n': 8, 'trace_an': -14}
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id: 37968008
{'hecke_orbit_code': 206208761877, 'n': 9, 'trace_an': -6}
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id: 37968009
{'hecke_orbit_code': 206208761877, 'n': 10, 'trace_an': 0}
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id: 37968010
{'hecke_orbit_code': 206208761877, 'n': 11, 'trace_an': 20}
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id: 37968011
{'hecke_orbit_code': 206208761877, 'n': 12, 'trace_an': 0}
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id: 37968012
{'hecke_orbit_code': 206208761877, 'n': 13, 'trace_an': 0}
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id: 37968013
{'hecke_orbit_code': 206208761877, 'n': 14, 'trace_an': 2}
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id: 37968014
{'hecke_orbit_code': 206208761877, 'n': 15, 'trace_an': 24}
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id: 37968015
{'hecke_orbit_code': 206208761877, 'n': 16, 'trace_an': 10}
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id: 37968016
{'hecke_orbit_code': 206208761877, 'n': 17, 'trace_an': 0}
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id: 37968017
{'hecke_orbit_code': 206208761877, 'n': 18, 'trace_an': -6}
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id: 37968018
{'hecke_orbit_code': 206208761877, 'n': 19, 'trace_an': 0}
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id: 37968019
{'hecke_orbit_code': 206208761877, 'n': 20, 'trace_an': 0}
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id: 37968020
{'hecke_orbit_code': 206208761877, 'n': 21, 'trace_an': -24}
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id: 37968021
{'hecke_orbit_code': 206208761877, 'n': 22, 'trace_an': 20}
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id: 37968022
{'hecke_orbit_code': 206208761877, 'n': 23, 'trace_an': -28}
-
id: 37968023
{'hecke_orbit_code': 206208761877, 'n': 24, 'trace_an': 0}
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id: 37968024
{'hecke_orbit_code': 206208761877, 'n': 25, 'trace_an': -46}
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id: 37968025
{'hecke_orbit_code': 206208761877, 'n': 26, 'trace_an': 0}
-
id: 37968026
{'hecke_orbit_code': 206208761877, 'n': 27, 'trace_an': 0}
-
id: 37968027
{'hecke_orbit_code': 206208761877, 'n': 28, 'trace_an': -6}
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id: 37968028
{'hecke_orbit_code': 206208761877, 'n': 29, 'trace_an': -76}
-
id: 37968029
{'hecke_orbit_code': 206208761877, 'n': 30, 'trace_an': 24}
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id: 37968030
{'hecke_orbit_code': 206208761877, 'n': 31, 'trace_an': 0}
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id: 37968031
{'hecke_orbit_code': 206208761877, 'n': 32, 'trace_an': 66}
-
id: 37968032
{'hecke_orbit_code': 206208761877, 'n': 33, 'trace_an': 0}
-
id: 37968033
{'hecke_orbit_code': 206208761877, 'n': 34, 'trace_an': 0}
-
id: 37968034
{'hecke_orbit_code': 206208761877, 'n': 35, 'trace_an': 96}
-
id: 37968035
{'hecke_orbit_code': 206208761877, 'n': 36, 'trace_an': 18}
-
id: 37968036
{'hecke_orbit_code': 206208761877, 'n': 37, 'trace_an': 52}
-
id: 37968037
{'hecke_orbit_code': 206208761877, 'n': 38, 'trace_an': 0}
-
id: 37968038
{'hecke_orbit_code': 206208761877, 'n': 39, 'trace_an': -24}
-
id: 37968039
{'hecke_orbit_code': 206208761877, 'n': 40, 'trace_an': 0}
-
id: 37968040
{'hecke_orbit_code': 206208761877, 'n': 41, 'trace_an': 0}
-
id: 37968041
{'hecke_orbit_code': 206208761877, 'n': 42, 'trace_an': -24}
-
id: 37968042
{'hecke_orbit_code': 206208761877, 'n': 43, 'trace_an': 52}
-
id: 37968043
{'hecke_orbit_code': 206208761877, 'n': 44, 'trace_an': -60}
-
id: 37968044
{'hecke_orbit_code': 206208761877, 'n': 45, 'trace_an': 0}
-
id: 37968045
{'hecke_orbit_code': 206208761877, 'n': 46, 'trace_an': -28}
-
id: 37968046
{'hecke_orbit_code': 206208761877, 'n': 47, 'trace_an': 0}
-
id: 37968047
{'hecke_orbit_code': 206208761877, 'n': 48, 'trace_an': 0}
-
id: 37968048
{'hecke_orbit_code': 206208761877, 'n': 49, 'trace_an': -94}
-
id: 37968049
{'hecke_orbit_code': 206208761877, 'n': 50, 'trace_an': -46}
-
id: 37968050
{'hecke_orbit_code': 206208761877, 'n': 51, 'trace_an': 0}
-
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