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mf_newspaces • Show schema
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{'Nk2': 900, 'analytic_conductor': 1.7966340454788086, 'char_conductor': 225, 'char_degree': 8, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 15, 'char_parity': 1, 'char_values': [225, 15, [101, 127], [10, 3]], 'conrey_index': 16, 'cusp_dim': 224, 'dim': 224, 'eis_dim': 32, 'eis_new_dim': 32, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1099545182433, 'hecke_orbit_dims': [224], 'label': '225.2.q', 'level': 225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 256, 'mf_new_dim': 256, 'num_forms': 1, 'prim_orbit_index': 17, 'relative_dim': 28, 'sturm_bound': 60, 'trace_bound': 0, 'trace_display': [-3, -8, -8, -8], 'traces': [224, -3, -8, 23, -8, -10, -8, -20, -8, -20, -11, -4, -3, 1, -48, 23, -24, 0, -12, 1, 15, -11, 1, -30, -16, -136, 7, 4, -15, -24, 3, 12, -5, 1, 14, 38, -24, 55, 20, 1, -19, -38, -8, 4, -38, -20, -10, -25, -72, 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-404, -139, 189, 458, 81, 522, -912, 244, -519, -376, 235, 444, -631, 117, -606, -623, -156, -630, -240, 60, 129, -213, 43, -1006, -963, -272, 243, -414, 740, -195, 322, -130, -214, -653, -340, 43, 420, 225, -249, -293, 303, 170, -2020, -300, -361, -368, -69, -59, -1342, 120, -2404, 191, 774, -500, -132, 373, -496, -215, 321, -1088, -104, -40, -113, -524, 209, -437, 795, 418, -362, -399, -408, -29, -126, 247, -369, -1236, -252, -636, -1232, 60, -588, 102, 169, -325, -994, 267, -356, 175, -110, -122, 155, -162, -884, -279, 61, -76, 359, 588, 742, 21, -110, -33, -433, 206, -408, -556, 404, 4, 46, 360, -155, -268, 432, -770, 50, 226, -553, 236, 64, -231, 71, 79, -1174, 815, -76, 443, -330, 123, -694, -531, 235, 462, 359, -306, 70, -289, 382, 434, -1025, 121, 1672, -614, -208, -163, -65, -422, 137, -785, -49, 550, 1051, -540, 436, 320, 59, -172, 760, -216, 1076, 608, 418], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 16, 'conrey_indexes': [16, 31, 61, 106, 121, 166, 196, 211], 'label': '225.2.q', 'level': 225, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 16, 'sub_conrey_indexes': [16, 31, 61, 106, 121, 166, 196, 211], 'sub_dim': 224, 'sub_label': '225.2.q', 'sub_level': 225, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 17, 'label': '225.2.q', 'level': 225, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 132298000
{'hecke_orbit_code': 1099545182433, 'n': 1, 'trace_an': 224}
-
id: 132298001
{'hecke_orbit_code': 1099545182433, 'n': 2, 'trace_an': -3}
-
id: 132298002
{'hecke_orbit_code': 1099545182433, 'n': 3, 'trace_an': -8}
-
id: 132298003
{'hecke_orbit_code': 1099545182433, 'n': 4, 'trace_an': 23}
-
id: 132298004
{'hecke_orbit_code': 1099545182433, 'n': 5, 'trace_an': -8}
-
id: 132298005
{'hecke_orbit_code': 1099545182433, 'n': 6, 'trace_an': -10}
-
id: 132298006
{'hecke_orbit_code': 1099545182433, 'n': 7, 'trace_an': -8}
-
id: 132298007
{'hecke_orbit_code': 1099545182433, 'n': 8, 'trace_an': -20}
-
id: 132298008
{'hecke_orbit_code': 1099545182433, 'n': 9, 'trace_an': -8}
-
id: 132298009
{'hecke_orbit_code': 1099545182433, 'n': 10, 'trace_an': -20}
-
id: 132298010
{'hecke_orbit_code': 1099545182433, 'n': 11, 'trace_an': -11}
-
id: 132298011
{'hecke_orbit_code': 1099545182433, 'n': 12, 'trace_an': -4}
-
id: 132298012
{'hecke_orbit_code': 1099545182433, 'n': 13, 'trace_an': -3}
-
id: 132298013
{'hecke_orbit_code': 1099545182433, 'n': 14, 'trace_an': 1}
-
id: 132298014
{'hecke_orbit_code': 1099545182433, 'n': 15, 'trace_an': -48}
-
id: 132298015
{'hecke_orbit_code': 1099545182433, 'n': 16, 'trace_an': 23}
-
id: 132298016
{'hecke_orbit_code': 1099545182433, 'n': 17, 'trace_an': -24}
-
id: 132298017
{'hecke_orbit_code': 1099545182433, 'n': 18, 'trace_an': 0}
-
id: 132298018
{'hecke_orbit_code': 1099545182433, 'n': 19, 'trace_an': -12}
-
id: 132298019
{'hecke_orbit_code': 1099545182433, 'n': 20, 'trace_an': 1}
-
id: 132298020
{'hecke_orbit_code': 1099545182433, 'n': 21, 'trace_an': 15}
-
id: 132298021
{'hecke_orbit_code': 1099545182433, 'n': 22, 'trace_an': -11}
-
id: 132298022
{'hecke_orbit_code': 1099545182433, 'n': 23, 'trace_an': 1}
-
id: 132298023
{'hecke_orbit_code': 1099545182433, 'n': 24, 'trace_an': -30}
-
id: 132298024
{'hecke_orbit_code': 1099545182433, 'n': 25, 'trace_an': -16}
-
id: 132298025
{'hecke_orbit_code': 1099545182433, 'n': 26, 'trace_an': -136}
-
id: 132298026
{'hecke_orbit_code': 1099545182433, 'n': 27, 'trace_an': 7}
-
id: 132298027
{'hecke_orbit_code': 1099545182433, 'n': 28, 'trace_an': 4}
-
id: 132298028
{'hecke_orbit_code': 1099545182433, 'n': 29, 'trace_an': -15}
-
id: 132298029
{'hecke_orbit_code': 1099545182433, 'n': 30, 'trace_an': -24}
-
id: 132298030
{'hecke_orbit_code': 1099545182433, 'n': 31, 'trace_an': 3}
-
id: 132298031
{'hecke_orbit_code': 1099545182433, 'n': 32, 'trace_an': 12}
-
id: 132298032
{'hecke_orbit_code': 1099545182433, 'n': 33, 'trace_an': -5}
-
id: 132298033
{'hecke_orbit_code': 1099545182433, 'n': 34, 'trace_an': 1}
-
id: 132298034
{'hecke_orbit_code': 1099545182433, 'n': 35, 'trace_an': 14}
-
id: 132298035
{'hecke_orbit_code': 1099545182433, 'n': 36, 'trace_an': 38}
-
id: 132298036
{'hecke_orbit_code': 1099545182433, 'n': 37, 'trace_an': -24}
-
id: 132298037
{'hecke_orbit_code': 1099545182433, 'n': 38, 'trace_an': 55}
-
id: 132298038
{'hecke_orbit_code': 1099545182433, 'n': 39, 'trace_an': 20}
-
id: 132298039
{'hecke_orbit_code': 1099545182433, 'n': 40, 'trace_an': 1}
-
id: 132298040
{'hecke_orbit_code': 1099545182433, 'n': 41, 'trace_an': -19}
-
id: 132298041
{'hecke_orbit_code': 1099545182433, 'n': 42, 'trace_an': -38}
-
id: 132298042
{'hecke_orbit_code': 1099545182433, 'n': 43, 'trace_an': -8}
-
id: 132298043
{'hecke_orbit_code': 1099545182433, 'n': 44, 'trace_an': 4}
-
id: 132298044
{'hecke_orbit_code': 1099545182433, 'n': 45, 'trace_an': -38}
-
id: 132298045
{'hecke_orbit_code': 1099545182433, 'n': 46, 'trace_an': -20}
-
id: 132298046
{'hecke_orbit_code': 1099545182433, 'n': 47, 'trace_an': -10}
-
id: 132298047
{'hecke_orbit_code': 1099545182433, 'n': 48, 'trace_an': -25}
-
id: 132298048
{'hecke_orbit_code': 1099545182433, 'n': 49, 'trace_an': -72}
-
id: 132298049
{'hecke_orbit_code': 1099545182433, 'n': 50, 'trace_an': -3}
-
id: 132298050
{'hecke_orbit_code': 1099545182433, 'n': 51, 'trace_an': -26}
-
id: 132298051
{'hecke_orbit_code': 1099545182433, 'n': 52, 'trace_an': -25}
-
id: 132298052
{'hecke_orbit_code': 1099545182433, 'n': 53, 'trace_an': -12}
-
id: 132298053
{'hecke_orbit_code': 1099545182433, 'n': 54, 'trace_an': 53}
-
id: 132298054
{'hecke_orbit_code': 1099545182433, 'n': 55, 'trace_an': -20}
-
id: 132298055
{'hecke_orbit_code': 1099545182433, 'n': 56, 'trace_an': -60}
-
id: 132298056
{'hecke_orbit_code': 1099545182433, 'n': 57, 'trace_an': 38}
-
id: 132298057
{'hecke_orbit_code': 1099545182433, 'n': 58, 'trace_an': -23}
-
id: 132298058
{'hecke_orbit_code': 1099545182433, 'n': 59, 'trace_an': -30}
-
id: 132298059
{'hecke_orbit_code': 1099545182433, 'n': 60, 'trace_an': -33}
-
id: 132298060
{'hecke_orbit_code': 1099545182433, 'n': 61, 'trace_an': -3}
-
id: 132298061
{'hecke_orbit_code': 1099545182433, 'n': 62, 'trace_an': -44}
-
id: 132298062
{'hecke_orbit_code': 1099545182433, 'n': 63, 'trace_an': 46}
-
id: 132298063
{'hecke_orbit_code': 1099545182433, 'n': 64, 'trace_an': -44}
-
id: 132298064
{'hecke_orbit_code': 1099545182433, 'n': 65, 'trace_an': 51}
-
id: 132298065
{'hecke_orbit_code': 1099545182433, 'n': 66, 'trace_an': -134}
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id: 132298066
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