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mf_newspaces • Show schema
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{'Nk2': 896, 'analytic_conductor': 1.7886490052766806, 'char_conductor': 56, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 6, 'char_parity': 1, 'char_values': [224, 6, [127, 197, 129], [3, 3, 5]], 'conrey_index': 47, 'cusp_dim': 48, 'dim': 12, 'eis_dim': 32, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1099545182432, 'hecke_orbit_dims': [12], 'label': '224.2.q', 'level': 224, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 80, 'mf_new_dim': 20, 'num_forms': 1, 'prim_orbit_index': 13, 'relative_dim': 6, 'sturm_bound': 64, 'trace_bound': 0, 'trace_display': [0, 6, 0, 0], 'traces': [12, 0, 6, 0, 0, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, -6, 0, 6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, -18, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12, 0, -6, 0, 0, 0, 0, 0, -36, 0, -42, 0, 0, 0, 0, 0, -12, 0, -30, 0, 0, 0, 0, 0, 18, 0, -24, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 18, 0, 72, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 36, 0, 18, 0, 0, 0, 0, 0, 24, 0, 102, 0, 0, 0, 0, 0, 36, 0, 60, 0, 0, 0, 0, 0, 0, 0, 42, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, 0, 0, 24, 0, -102, 0, 0, 0, 0, 0, 0, 0, -60, 0, 0, 0, 0, 0, -18, 0, -18, 0, 0, 0, 0, 0, -12, 0, -108, 0, 0, 0, 0, 0, -6, 0, -66, 0, 0, 0, 0, 0, -30, 0, -66, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, -102, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 30, 0, 0, 0, 0, 0, 48, 0, 90, 0, 0, 0, 0, 0, -42, 0, 66, 0, 0, 0, 0, 0, -30, 0, 72, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, -6, 0, -138, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, -60, 0, -48, 0, 0, 0, 0, 0, -24, 0, -174, 0, 0, 0, 0, 0, -36, 0, -108, 0, 0, 0, 0, 0, 90, 0, -24, 0, 0, 0, 0, 0, 18, 0, 0, 0, 0, 0, 0, 0, 138, 0, 156, 0, 0, 0, 0, 0, 0, 0, 132, 0, 0, 0, 0, 0, 90, 0, 6, 0, 0, 0, 0, 0, -24, 0, 240, 0, 0, 0, 0, 0, 78, 0, 138, 0, 0, 0, 0, 0, 42, 0, 84, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 72, 0, -138, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 60, 0, -162, 0, 0, 0, 0, 0, 54, 0, -72, 0, 0, 0, 0, 0, -150, 0, -150, 0, 0, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, -120, 0, 162, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, -120, 0, 42, 0, 0, 0, 0, 0, -24, 0, 108, 0, 0, 0, 0, 0, -90, 0, 66, 0, 0, 0, 0, 0, -54, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -156, 0, -132, 0, 0, 0, 0, 0, 0, 0, -120, 0, 0, 0, 0, 0, 0, 0, -42, 0, 0, 0, 0, 0, -132, 0, -150, 0, 0, 0, 0, 0, -42, 0, -162, 0, 0, 0, 0, 0, 162, 0, -66, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 114, 0, 114, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 78, 0, 66, 0, 0, 0, 0, 0, -12, 0, 198, 0, 0, 0, 0, 0, 102, 0, 102, 0, 0, 0, 0, 0, 114, 0, 162, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 66, 0, -192, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 144, 0, -24, 0, 0, 0, 0, 0, 72, 0, -234, 0, 0, 0, 0, 0, 54, 0, -42, 0, 0, 0, 0, 0, -144, 0, 36, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, 0, 0, -174, 0, 222, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, -126, 0, 12, 0, 0, 0, 0, 0, 120, 0, 144, 0, 0, 0, 0, 0, -150, 0, 126, 0, 0, 0, 0, 0, -132, 0, 162, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, 18, 0, -114, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, -30, 0, -66, 0, 0, 0, 0, 0, 108, 0, 0, 0, 0, 0, 0, 0, -30, 0, -114, 0, 0, 0, 0, 0, 186, 0, -144, 0, 0, 0, 0, 0, -60, 0, 0, 0, 0, 0, 0, 0, 354, 0, 90, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 24, 0, 12, 0, 0, 0, 0, 0, -132, 0, 198, 0, 0, 0, 0, 0, 108, 0, 54, 0, 0, 0, 0, 0, 0, 0, -126, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, 0, 0, 0, 0, -120, 0, 0, 0, 0, 0, 0, 0, -192, 0, 0, 0, 0, 0, -30, 0, 12, 0, 0, 0, 0, 0, 156, 0, -240, 0, 0, 0, 0, 0, 66, 0, -6, 0, 0, 0, 0, 0, -270, 0, -114, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, -288, 0, 12, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, -192, 0, -66, 0, 0, 0, 0, 0, -264, 0, -60, 0, 0, 0, 0, 0, -204, 0, 42, 0, 0, 0, 0, 0, 60, 0, -18, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, -198, 0, -126, 0, 0, 0, 0, 0, 0, 0, 156, 0, 0, 0, 0, 0, 30, 0, -42, 0, 0, 0, 0, 0, -168, 0, -78, 0, 0, 0, 0, 0, -12, 0, -108, 0, 0, 0, 0, 0, 162, 0, 18, 0, 0, 0, 0, 0, 102, 0, 0, 0, 0, 0, 0, 0, 192, 0, 72, 0, 0, 0, 0, 0, 0, 0, 276, 0, 0, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 158751
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 47, 'conrey_indexes': [47, 143], 'label': '224.2.q', 'level': 224, 'sub_char_orbit_index': 13, 'sub_char_orbit_label': 'm', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3, 19], 'sub_dim': 12, 'sub_label': '56.2.m', 'sub_level': 56, 'sub_mult': 3, 'weight': 2}
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id: 158750
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 47, 'conrey_indexes': [47, 143], 'label': '224.2.q', 'level': 224, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 47, 'sub_conrey_indexes': [47, 143], 'sub_dim': 12, 'sub_label': '224.2.q', 'sub_level': 224, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 17, 'label': '224.2.q', 'level': 224, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 132297000
{'hecke_orbit_code': 1099545182432, 'n': 1, 'trace_an': 12}
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id: 132297001
{'hecke_orbit_code': 1099545182432, 'n': 2, 'trace_an': 0}
-
id: 132297002
{'hecke_orbit_code': 1099545182432, 'n': 3, 'trace_an': 6}
-
id: 132297003
{'hecke_orbit_code': 1099545182432, 'n': 4, 'trace_an': 0}
-
id: 132297004
{'hecke_orbit_code': 1099545182432, 'n': 5, 'trace_an': 0}
-
id: 132297005
{'hecke_orbit_code': 1099545182432, 'n': 6, 'trace_an': 0}
-
id: 132297006
{'hecke_orbit_code': 1099545182432, 'n': 7, 'trace_an': 0}
-
id: 132297007
{'hecke_orbit_code': 1099545182432, 'n': 8, 'trace_an': 0}
-
id: 132297008
{'hecke_orbit_code': 1099545182432, 'n': 9, 'trace_an': 0}
-
id: 132297009
{'hecke_orbit_code': 1099545182432, 'n': 10, 'trace_an': 0}
-
id: 132297010
{'hecke_orbit_code': 1099545182432, 'n': 11, 'trace_an': 6}
-
id: 132297011
{'hecke_orbit_code': 1099545182432, 'n': 12, 'trace_an': 0}
-
id: 132297012
{'hecke_orbit_code': 1099545182432, 'n': 13, 'trace_an': 0}
-
id: 132297013
{'hecke_orbit_code': 1099545182432, 'n': 14, 'trace_an': 0}
-
id: 132297014
{'hecke_orbit_code': 1099545182432, 'n': 15, 'trace_an': 0}
-
id: 132297015
{'hecke_orbit_code': 1099545182432, 'n': 16, 'trace_an': 0}
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id: 132297016
{'hecke_orbit_code': 1099545182432, 'n': 17, 'trace_an': -6}
-
id: 132297017
{'hecke_orbit_code': 1099545182432, 'n': 18, 'trace_an': 0}
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id: 132297018
{'hecke_orbit_code': 1099545182432, 'n': 19, 'trace_an': 6}
-
id: 132297019
{'hecke_orbit_code': 1099545182432, 'n': 20, 'trace_an': 0}
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id: 132297020
{'hecke_orbit_code': 1099545182432, 'n': 21, 'trace_an': 0}
-
id: 132297021
{'hecke_orbit_code': 1099545182432, 'n': 22, 'trace_an': 0}
-
id: 132297022
{'hecke_orbit_code': 1099545182432, 'n': 23, 'trace_an': 0}
-
id: 132297023
{'hecke_orbit_code': 1099545182432, 'n': 24, 'trace_an': 0}
-
id: 132297024
{'hecke_orbit_code': 1099545182432, 'n': 25, 'trace_an': 0}
-
id: 132297025
{'hecke_orbit_code': 1099545182432, 'n': 26, 'trace_an': 0}
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id: 132297026
{'hecke_orbit_code': 1099545182432, 'n': 27, 'trace_an': 0}
-
id: 132297027
{'hecke_orbit_code': 1099545182432, 'n': 28, 'trace_an': 0}
-
id: 132297028
{'hecke_orbit_code': 1099545182432, 'n': 29, 'trace_an': 0}
-
id: 132297029
{'hecke_orbit_code': 1099545182432, 'n': 30, 'trace_an': 0}
-
id: 132297030
{'hecke_orbit_code': 1099545182432, 'n': 31, 'trace_an': 0}
-
id: 132297031
{'hecke_orbit_code': 1099545182432, 'n': 32, 'trace_an': 0}
-
id: 132297032
{'hecke_orbit_code': 1099545182432, 'n': 33, 'trace_an': -6}
-
id: 132297033
{'hecke_orbit_code': 1099545182432, 'n': 34, 'trace_an': 0}
-
id: 132297034
{'hecke_orbit_code': 1099545182432, 'n': 35, 'trace_an': -18}
-
id: 132297035
{'hecke_orbit_code': 1099545182432, 'n': 36, 'trace_an': 0}
-
id: 132297036
{'hecke_orbit_code': 1099545182432, 'n': 37, 'trace_an': 0}
-
id: 132297037
{'hecke_orbit_code': 1099545182432, 'n': 38, 'trace_an': 0}
-
id: 132297038
{'hecke_orbit_code': 1099545182432, 'n': 39, 'trace_an': 0}
-
id: 132297039
{'hecke_orbit_code': 1099545182432, 'n': 40, 'trace_an': 0}
-
id: 132297040
{'hecke_orbit_code': 1099545182432, 'n': 41, 'trace_an': 0}
-
id: 132297041
{'hecke_orbit_code': 1099545182432, 'n': 42, 'trace_an': 0}
-
id: 132297042
{'hecke_orbit_code': 1099545182432, 'n': 43, 'trace_an': 0}
-
id: 132297043
{'hecke_orbit_code': 1099545182432, 'n': 44, 'trace_an': 0}
-
id: 132297044
{'hecke_orbit_code': 1099545182432, 'n': 45, 'trace_an': 0}
-
id: 132297045
{'hecke_orbit_code': 1099545182432, 'n': 46, 'trace_an': 0}
-
id: 132297046
{'hecke_orbit_code': 1099545182432, 'n': 47, 'trace_an': 0}
-
id: 132297047
{'hecke_orbit_code': 1099545182432, 'n': 48, 'trace_an': 0}
-
id: 132297048
{'hecke_orbit_code': 1099545182432, 'n': 49, 'trace_an': -12}
-
id: 132297049
{'hecke_orbit_code': 1099545182432, 'n': 50, 'trace_an': 0}
-
id: 132297050
{'hecke_orbit_code': 1099545182432, 'n': 51, 'trace_an': -6}
-
id: 132297051
{'hecke_orbit_code': 1099545182432, 'n': 52, 'trace_an': 0}
-
id: 132297052
{'hecke_orbit_code': 1099545182432, 'n': 53, 'trace_an': 0}
-
id: 132297053
{'hecke_orbit_code': 1099545182432, 'n': 54, 'trace_an': 0}
-
id: 132297054
{'hecke_orbit_code': 1099545182432, 'n': 55, 'trace_an': 0}
-
id: 132297055
{'hecke_orbit_code': 1099545182432, 'n': 56, 'trace_an': 0}
-
id: 132297056
{'hecke_orbit_code': 1099545182432, 'n': 57, 'trace_an': -36}
-
id: 132297057
{'hecke_orbit_code': 1099545182432, 'n': 58, 'trace_an': 0}
-
id: 132297058
{'hecke_orbit_code': 1099545182432, 'n': 59, 'trace_an': -42}
-
id: 132297059
{'hecke_orbit_code': 1099545182432, 'n': 60, 'trace_an': 0}
-
id: 132297060
{'hecke_orbit_code': 1099545182432, 'n': 61, 'trace_an': 0}
-
id: 132297061
{'hecke_orbit_code': 1099545182432, 'n': 62, 'trace_an': 0}
-
id: 132297062
{'hecke_orbit_code': 1099545182432, 'n': 63, 'trace_an': 0}
-
id: 132297063
{'hecke_orbit_code': 1099545182432, 'n': 64, 'trace_an': 0}
-
id: 132297064
{'hecke_orbit_code': 1099545182432, 'n': 65, 'trace_an': -12}
-
id: 132297065
{'hecke_orbit_code': 1099545182432, 'n': 66, 'trace_an': 0}
-
id: 132297066
{'hecke_orbit_code': 1099545182432, 'n': 67, 'trace_an': -30}
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id: 132297067
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