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mf_newspaces • Show schema
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{'Nk2': 144, 'analytic_conductor': 0.2874614472766094, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [36, 3, [19, 29], [3, 1]], 'conrey_index': 13, 'cusp_dim': 6, 'dim': 2, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 274911461412, 'hecke_orbit_dims': [2], 'label': '36.2.e', 'level': 36, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 18, 'mf_new_dim': 2, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 1, 'sturm_bound': 12, 'trace_bound': 0, 'trace_display': [0, 0, -3, 1], 'traces': [2, 0, 0, 0, -3, 0, 1, 0, -6, 0, -3, 0, 1, 0, 9, 0, 12, 0, -8, 0, 3, 0, 3, 0, -4, 0, 0, 0, -3, 0, -5, 0, -9, 0, -6, 0, 4, 0, -3, 0, -3, 0, 1, 0, 9, 0, 9, 0, 6, 0, 0, 0, -12, 0, 18, 0, 0, 0, 3, 0, 13, 0, -3, 0, 3, 0, 7, 0, -9, 0, -24, 0, -20, 0, -12, 0, 3, 0, -11, 0, 18, 0, 9, 0, -18, 0, -9, 0, 12, 0, 2, 0, 15, 0, 12, 0, -11, 0, 9, 0, -15, 0, 7, 0, 0, 0, 24, 0, 4, 0, 0, 0, 9, 0, 9, 0, -3, 0, 6, 0, 2, 0, 9, 0, -6, 0, -32, 0, 3, 0, -21, 0, -4, 0, -27, 0, -3, 0, -5, 0, 27, 0, -6, 0, 18, 0, -18, 0, -15, 0, 13, 0, -36, 0, -15, 0, 13, 0, 0, 0, 6, 0, 40, 0, 0, 0, -9, 0, 12, 0, 24, 0, 9, 0, 4, 0, -9, 0, 24, 0, 4, 0, 39, 0, -6, 0, -18, 0, -9, 0, -15, 0, -11, 0, 9, 0, 12, 0, -8, 0, -21, 0, 3, 0, -9, 0, -9, 0, 12, 0, -17, 0, 0, 0, -6, 0, -10, 0, 0, 0, 6, 0, 1, 0, 12, 0, -27, 0, 13, 0, -9, 0, -12, 0, -54, 0, -33, 0, 27, 0, 1, 0, 0, 0, 18, 0, -4, 0, 27, 0, 24, 0, -18, 0, 54, 0, 9, 0, 2, 0, 9, 0, 21, 0, 18, 0, 0, 0, -12, 0, 16, 0, 0, 0, -12, 0, 1, 0, 15, 0, -3, 0, -5, 0, -36, 0, -6, 0, 38, 0, -33, 0, 21, 0, 9, 0, 27, 0, -3, 0, -1, 0, -45, 0, -78, 0, 40, 0, -21, 0, -21, 0, 1, 0, 18, 0, 21, 0, -9, 0, 0, 0, -48, 0, -8, 0, 0, 0, -9, 0, -11, 0, -12, 0, 21, 0, -23, 0, -27, 0, 30, 0, 26, 0, 27, 0, -9, 0, 1, 0, 9, 0, -3, 0, 36, 0, 18, 0, 0, 0, -6, 0, -6, 0, 30, 0, 13, 0, 9, 0, -6, 0, 1, 0, 0, 0, -6, 0, -32, 0, 0, 0, 15, 0, 9, 0, -3, 0, -15, 0, 18, 0, 63, 0, 66, 0, 4, 0, -12, 0, -3, 0, 5, 0, -27, 0, -6, 0, -23, 0, -9, 0, 6, 0, -54, 0, 15, 0, -9, 0, -35, 0, -27, 0, -24, 0, -13, 0, 0, 0, 48, 0, -68, 0, 0, 0, -12, 0, -35, 0, -18, 0, 9, 0, -18, 0, 45, 0, -36, 0, 18, 0, 39, 0, -3, 0, 37, 0, 0, 0, -3, 0, 19, 0, -45, 0, 24, 0, 14, 0, -39, 0, 3, 0, 16, 0, 36, 0, -27, 0, 2, 0, 0, 0, 66, 0, 64, 0, 0, 0, 3, 0, -18, 0, -54, 0, -12, 0, -5, 0, 27, 0, -72, 0, 90, 0, 36, 0, -39, 0, -10, 0, 0, 0, 21, 0, 27, 0, 27, 0, 84, 0, 16, 0, -12, 0, -30, 0, 14, 0, -9, 0, 3, 0, -36, 0, 0, 0, -36, 0, -68, 0, 0, 0, -6, 0, 13, 0, -39, 0, 12, 0, 11, 0, 18, 0, -60, 0, 2, 0, -54, 0, -9, 0, 27, 0, 9, 0, -15, 0, 31, 0, -45, 0, -24, 0, -20, 0, 33, 0, -9, 0, 18, 0, -9, 0, -15, 0, 20, 0, 0, 0, 12, 0, -36, 0, 0, 0, 39, 0, -35, 0, -21, 0, 6, 0, -41, 0, -9, 0, 18, 0, 52, 0, -27, 0, -3, 0, 13, 0, 27, 0, 6, 0, 29, 0, 36, 0, 24, 0, -32, 0, 51, 0, 48, 0, -6, 0, 72, 0, 33, 0, -41, 0, 0, 0, 0, 0, -18, 0, 0, 0, 21, 0, -63, 0, 60, 0, 21, 0, -11, 0, -18, 0, 24, 0, -18, 0, 3, 0, 39, 0, -11, 0, 36, 0, -15, 0, 11, 0, -81, 0, -72, 0, 18, 0, -39, 0, -6, 0, 1, 0, -9, 0, -15, 0, -18, 0, 0, 0, -12, 0, -16, 0, 0, 0, 15, 0, 25, 0, 33, 0, 15, 0, 9, 0, -81, 0, 0, 0, 14, 0, 3, 0, -12, 0, 37, 0, -54, 0, 6, 0, -23, 0, 54, 0, -42, 0, -32, 0, 12, 0, -9, 0, -45, 0, -27, 0, 12, 0, 31, 0, 0, 0, -78, 0, -20, 0, 0, 0, -27, 0, 2, 0, 54, 0, -3, 0, 1, 0, -27, 0, 36, 0, 40, 0, 6, 0, 12, 0, 36, 0, 27, 0, 39, 0, 43, 0, 63, 0, 18, 0, 26, 0, -54, 0, 9, 0, 54, 0, -36, 0, 30, 0, -9, 0, 0, 0, 12, 0, 40, 0, 0, 0, -60, 0, -4, 0, -6, 0, -51, 0, 19, 0, 36, 0, -24, 0, 100, 0, 3, 0, 36, 0, -27, 0, -45, 0, 9, 0, 20, 0, -9, 0, -72, 0, 4, 0, 15, 0, 6, 0, 13, 0, -36, 0, -27, 0, -41, 0, 0, 0, 48, 0, -54, 0, 0, 0, -33, 0, -7, 0, 33, 0, -3, 0, -23, 0, -63, 0, 60, 0, -8, 0, 27, 0, -21, 0, -16, 0, -27, 0, -36, 0, -36, 0, -9, 0, 30, 0, -72, 0, 3, 0, -6, 0, -47, 0, 45, 0, 45, 0, 27, 0, 0, 0, -42, 0, -32, 0, 0, 0, -12, 0, -8, 0, -21, 0, -27, 0, -24, 0, 63, 0, 108, 0, -68, 0, 3, 0, 21, 0, 9, 0, 0, 0, -27, 0, -10, 0, 63, 0, 108, 0, 90, 0, 27, 0, 3, 0, 6, 0, -72, 0, -33, 0, 43, 0, 0, 0, 0, 0, -10, 0, 0, 0, 57, 0, -18, 0, -12, 0, -51, 0, -18, 0, 27, 0, 6, 0, 16, 0, -33, 0, 12, 0, 1, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 109095
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 13, 'conrey_indexes': [13, 25], 'label': '36.2.e', 'level': 36, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 13], 'sub_dim': 2, 'sub_label': '18.2.c', 'sub_level': 18, 'sub_mult': 2, 'weight': 2}
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id: 109096
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 13, 'conrey_indexes': [13, 25], 'label': '36.2.e', 'level': 36, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13, 25], 'sub_dim': 2, 'sub_label': '36.2.e', 'sub_level': 36, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '36.2.e', 'level': 36, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45190000
{'hecke_orbit_code': 274911461412, 'n': 1, 'trace_an': 2}
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id: 45190001
{'hecke_orbit_code': 274911461412, 'n': 2, 'trace_an': 0}
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id: 45190002
{'hecke_orbit_code': 274911461412, 'n': 3, 'trace_an': 0}
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id: 45190003
{'hecke_orbit_code': 274911461412, 'n': 4, 'trace_an': 0}
-
id: 45190004
{'hecke_orbit_code': 274911461412, 'n': 5, 'trace_an': -3}
-
id: 45190005
{'hecke_orbit_code': 274911461412, 'n': 6, 'trace_an': 0}
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id: 45190006
{'hecke_orbit_code': 274911461412, 'n': 7, 'trace_an': 1}
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id: 45190007
{'hecke_orbit_code': 274911461412, 'n': 8, 'trace_an': 0}
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id: 45190008
{'hecke_orbit_code': 274911461412, 'n': 9, 'trace_an': -6}
-
id: 45190009
{'hecke_orbit_code': 274911461412, 'n': 10, 'trace_an': 0}
-
id: 45190010
{'hecke_orbit_code': 274911461412, 'n': 11, 'trace_an': -3}
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id: 45190011
{'hecke_orbit_code': 274911461412, 'n': 12, 'trace_an': 0}
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id: 45190012
{'hecke_orbit_code': 274911461412, 'n': 13, 'trace_an': 1}
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id: 45190013
{'hecke_orbit_code': 274911461412, 'n': 14, 'trace_an': 0}
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id: 45190014
{'hecke_orbit_code': 274911461412, 'n': 15, 'trace_an': 9}
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id: 45190015
{'hecke_orbit_code': 274911461412, 'n': 16, 'trace_an': 0}
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id: 45190016
{'hecke_orbit_code': 274911461412, 'n': 17, 'trace_an': 12}
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id: 45190017
{'hecke_orbit_code': 274911461412, 'n': 18, 'trace_an': 0}
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id: 45190018
{'hecke_orbit_code': 274911461412, 'n': 19, 'trace_an': -8}
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id: 45190019
{'hecke_orbit_code': 274911461412, 'n': 20, 'trace_an': 0}
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id: 45190020
{'hecke_orbit_code': 274911461412, 'n': 21, 'trace_an': 3}
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id: 45190021
{'hecke_orbit_code': 274911461412, 'n': 22, 'trace_an': 0}
-
id: 45190022
{'hecke_orbit_code': 274911461412, 'n': 23, 'trace_an': 3}
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id: 45190023
{'hecke_orbit_code': 274911461412, 'n': 24, 'trace_an': 0}
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id: 45190024
{'hecke_orbit_code': 274911461412, 'n': 25, 'trace_an': -4}
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id: 45190025
{'hecke_orbit_code': 274911461412, 'n': 26, 'trace_an': 0}
-
id: 45190026
{'hecke_orbit_code': 274911461412, 'n': 27, 'trace_an': 0}
-
id: 45190027
{'hecke_orbit_code': 274911461412, 'n': 28, 'trace_an': 0}
-
id: 45190028
{'hecke_orbit_code': 274911461412, 'n': 29, 'trace_an': -3}
-
id: 45190029
{'hecke_orbit_code': 274911461412, 'n': 30, 'trace_an': 0}
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id: 45190030
{'hecke_orbit_code': 274911461412, 'n': 31, 'trace_an': -5}
-
id: 45190031
{'hecke_orbit_code': 274911461412, 'n': 32, 'trace_an': 0}
-
id: 45190032
{'hecke_orbit_code': 274911461412, 'n': 33, 'trace_an': -9}
-
id: 45190033
{'hecke_orbit_code': 274911461412, 'n': 34, 'trace_an': 0}
-
id: 45190034
{'hecke_orbit_code': 274911461412, 'n': 35, 'trace_an': -6}
-
id: 45190035
{'hecke_orbit_code': 274911461412, 'n': 36, 'trace_an': 0}
-
id: 45190036
{'hecke_orbit_code': 274911461412, 'n': 37, 'trace_an': 4}
-
id: 45190037
{'hecke_orbit_code': 274911461412, 'n': 38, 'trace_an': 0}
-
id: 45190038
{'hecke_orbit_code': 274911461412, 'n': 39, 'trace_an': -3}
-
id: 45190039
{'hecke_orbit_code': 274911461412, 'n': 40, 'trace_an': 0}
-
id: 45190040
{'hecke_orbit_code': 274911461412, 'n': 41, 'trace_an': -3}
-
id: 45190041
{'hecke_orbit_code': 274911461412, 'n': 42, 'trace_an': 0}
-
id: 45190042
{'hecke_orbit_code': 274911461412, 'n': 43, 'trace_an': 1}
-
id: 45190043
{'hecke_orbit_code': 274911461412, 'n': 44, 'trace_an': 0}
-
id: 45190044
{'hecke_orbit_code': 274911461412, 'n': 45, 'trace_an': 9}
-
id: 45190045
{'hecke_orbit_code': 274911461412, 'n': 46, 'trace_an': 0}
-
id: 45190046
{'hecke_orbit_code': 274911461412, 'n': 47, 'trace_an': 9}
-
id: 45190047
{'hecke_orbit_code': 274911461412, 'n': 48, 'trace_an': 0}
-
id: 45190048
{'hecke_orbit_code': 274911461412, 'n': 49, 'trace_an': 6}
-
id: 45190049
{'hecke_orbit_code': 274911461412, 'n': 50, 'trace_an': 0}
-
id: 45190050
{'hecke_orbit_code': 274911461412, 'n': 51, 'trace_an': 0}
-
id: 45190051
{'hecke_orbit_code': 274911461412, 'n': 52, 'trace_an': 0}
-
id: 45190052
{'hecke_orbit_code': 274911461412, 'n': 53, 'trace_an': -12}
-
id: 45190053
{'hecke_orbit_code': 274911461412, 'n': 54, 'trace_an': 0}
-
id: 45190054
{'hecke_orbit_code': 274911461412, 'n': 55, 'trace_an': 18}
-
id: 45190055
{'hecke_orbit_code': 274911461412, 'n': 56, 'trace_an': 0}
-
id: 45190056
{'hecke_orbit_code': 274911461412, 'n': 57, 'trace_an': 0}
-
id: 45190057
{'hecke_orbit_code': 274911461412, 'n': 58, 'trace_an': 0}
-
id: 45190058
{'hecke_orbit_code': 274911461412, 'n': 59, 'trace_an': 3}
-
id: 45190059
{'hecke_orbit_code': 274911461412, 'n': 60, 'trace_an': 0}
-
id: 45190060
{'hecke_orbit_code': 274911461412, 'n': 61, 'trace_an': 13}
-
id: 45190061
{'hecke_orbit_code': 274911461412, 'n': 62, 'trace_an': 0}
-
id: 45190062
{'hecke_orbit_code': 274911461412, 'n': 63, 'trace_an': -3}
-
id: 45190063
{'hecke_orbit_code': 274911461412, 'n': 64, 'trace_an': 0}
-
id: 45190064
{'hecke_orbit_code': 274911461412, 'n': 65, 'trace_an': 3}
-
id: 45190065
{'hecke_orbit_code': 274911461412, 'n': 66, 'trace_an': 0}
-
id: 45190066
{'hecke_orbit_code': 274911461412, 'n': 67, 'trace_an': 7}
-
id: 45190067
{'hecke_orbit_code': 274911461412, 'n': 68, 'trace_an': 0}
-
id: 45190068
{'hecke_orbit_code': 274911461412, 'n': 69, 'trace_an': -9}
-
id: 45190069
{'hecke_orbit_code': 274911461412, 'n': 70, 'trace_an': 0}
-
id: 45190070
{'hecke_orbit_code': 274911461412, 'n': 71, 'trace_an': -24}
-
id: 45190071
{'hecke_orbit_code': 274911461412, 'n': 72, 'trace_an': 0}
-
id: 45190072
{'hecke_orbit_code': 274911461412, 'n': 73, 'trace_an': -20}
-
id: 45190073
{'hecke_orbit_code': 274911461412, 'n': 74, 'trace_an': 0}
-
id: 45190074
{'hecke_orbit_code': 274911461412, 'n': 75, 'trace_an': -12}
-
id: 45190075
{'hecke_orbit_code': 274911461412, 'n': 76, 'trace_an': 0}
-
id: 45190076
{'hecke_orbit_code': 274911461412, 'n': 77, 'trace_an': 3}
-
id: 45190077
{'hecke_orbit_code': 274911461412, 'n': 78, 'trace_an': 0}
-
id: 45190078
{'hecke_orbit_code': 274911461412, 'n': 79, 'trace_an': -11}
-
id: 45190079
{'hecke_orbit_code': 274911461412, 'n': 80, 'trace_an': 0}
-
id: 45190080
{'hecke_orbit_code': 274911461412, 'n': 81, 'trace_an': 18}
-
id: 45190081
{'hecke_orbit_code': 274911461412, 'n': 82, 'trace_an': 0}
-
id: 45190082
{'hecke_orbit_code': 274911461412, 'n': 83, 'trace_an': 9}
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