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mf_newspaces • Show schema
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{'Nk2': 804, 'analytic_conductor': 1.6049930806277357, 'char_conductor': 67, 'char_degree': 20, 'char_is_real': False, 'char_orbit_index': 13, 'char_orbit_label': 'm', 'char_order': 33, 'char_parity': 1, 'char_values': [201, 33, [68, 136], [33, 1]], 'conrey_index': 4, 'cusp_dim': 420, 'dim': 220, 'eis_dim': 80, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 824667275465, 'hecke_orbit_dims': [100, 120], 'label': '201.2.m', 'level': 201, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 67], 'level_radical': 201, 'mf_dim': 500, 'mf_new_dim': 220, 'num_forms': 2, 'prim_orbit_index': 7, 'relative_dim': 11, 'sturm_bound': 45, 'trace_bound': 1, 'trace_display': [4, -2, 0, 6], 'traces': [220, 4, -2, 14, 0, 0, 6, -78, -22, -54, -6, 2, 3, 12, -18, 20, -4, 4, -16, -16, 4, -58, 2, 12, -14, 20, -2, -8, -24, -48, -15, -104, -2, 32, -30, -8, -30, -6, 9, -122, -72, -32, -52, -32, 0, -38, 0, 20, 17, 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-632, 5, -42, -772, -136, 244, 256, 180, -298, -368, -92, 58, 354, -32, -22, 88, 368, -709, 110, 98, 506, -60, 348, -159, -136, -192, -172, 92, -12, -174, -274, -401, -828, -90, 52, -680, 64, -125, -392, 226, 82, -255, -548, 306, -1026, 28, -64, -60, 420, 176, 22, -314, -50, -62, 924, -6, 864, 910, -80, 584, 660, 218, 846, 256, -28, -74, 502, 87, 962, 278, 168, 152, 934, 40, 1850, 12, 596, -302, 142, -38, 294, 498, -8, 38, 1444, -278, -92, -268, -88, 149, 350, -98, 620, 138, -100, 97, 450, 82, -248, 624, -224, 314, 356, 140, -140, 458, -126, 334, -726, 8, 268, 292, -386, -113, 582, -338, 618, 4, -50, 24, -1082, -164, 1320, 50, -438, -68, 132, -90, 446, 10, -572, 7, 682, -370, 832, -188, 2, 924, 678, -93, 206, -1226, -514, -106, 434, -102, -114, -14, -192, 108, -30, -332, 432, -222, -22, 112, -938, -585, 36, -130, -228, 162, -970, 46, -852], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 152858
{'char_orbit_index': 13, 'char_orbit_label': 'm', 'conrey_index': 4, 'conrey_indexes': [4, 10, 16, 19, 49, 55, 73, 88, 100, 103, 106, 121, 127, 151, 157, 160, 169, 181, 190, 199], 'label': '201.2.m', 'level': 201, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 6, 10, 16, 17, 19, 21, 23, 26, 33, 35, 36, 39, 47, 49, 54, 55, 56, 60, 65], 'sub_dim': 100, 'sub_label': '67.2.g', 'sub_level': 67, 'sub_mult': 2, 'weight': 2}
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id: 152857
{'char_orbit_index': 13, 'char_orbit_label': 'm', 'conrey_index': 4, 'conrey_indexes': [4, 10, 16, 19, 49, 55, 73, 88, 100, 103, 106, 121, 127, 151, 157, 160, 169, 181, 190, 199], 'label': '201.2.m', 'level': 201, 'sub_char_orbit_index': 13, 'sub_char_orbit_label': 'm', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 10, 16, 19, 49, 55, 73, 88, 100, 103, 106, 121, 127, 151, 157, 160, 169, 181, 190, 199], 'sub_dim': 220, 'sub_label': '201.2.m', 'sub_level': 201, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 13, 'label': '201.2.m', 'level': 201, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 107809000
{'hecke_orbit_code': 824667275465, 'n': 1, 'trace_an': 220}
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id: 107809001
{'hecke_orbit_code': 824667275465, 'n': 2, 'trace_an': 4}
-
id: 107809002
{'hecke_orbit_code': 824667275465, 'n': 3, 'trace_an': -2}
-
id: 107809003
{'hecke_orbit_code': 824667275465, 'n': 4, 'trace_an': 14}
-
id: 107809004
{'hecke_orbit_code': 824667275465, 'n': 5, 'trace_an': 0}
-
id: 107809005
{'hecke_orbit_code': 824667275465, 'n': 6, 'trace_an': 0}
-
id: 107809006
{'hecke_orbit_code': 824667275465, 'n': 7, 'trace_an': 6}
-
id: 107809007
{'hecke_orbit_code': 824667275465, 'n': 8, 'trace_an': -78}
-
id: 107809008
{'hecke_orbit_code': 824667275465, 'n': 9, 'trace_an': -22}
-
id: 107809009
{'hecke_orbit_code': 824667275465, 'n': 10, 'trace_an': -54}
-
id: 107809010
{'hecke_orbit_code': 824667275465, 'n': 11, 'trace_an': -6}
-
id: 107809011
{'hecke_orbit_code': 824667275465, 'n': 12, 'trace_an': 2}
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id: 107809012
{'hecke_orbit_code': 824667275465, 'n': 13, 'trace_an': 3}
-
id: 107809013
{'hecke_orbit_code': 824667275465, 'n': 14, 'trace_an': 12}
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id: 107809014
{'hecke_orbit_code': 824667275465, 'n': 15, 'trace_an': -18}
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id: 107809015
{'hecke_orbit_code': 824667275465, 'n': 16, 'trace_an': 20}
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id: 107809016
{'hecke_orbit_code': 824667275465, 'n': 17, 'trace_an': -4}
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id: 107809017
{'hecke_orbit_code': 824667275465, 'n': 18, 'trace_an': 4}
-
id: 107809018
{'hecke_orbit_code': 824667275465, 'n': 19, 'trace_an': -16}
-
id: 107809019
{'hecke_orbit_code': 824667275465, 'n': 20, 'trace_an': -16}
-
id: 107809020
{'hecke_orbit_code': 824667275465, 'n': 21, 'trace_an': 4}
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id: 107809021
{'hecke_orbit_code': 824667275465, 'n': 22, 'trace_an': -58}
-
id: 107809022
{'hecke_orbit_code': 824667275465, 'n': 23, 'trace_an': 2}
-
id: 107809023
{'hecke_orbit_code': 824667275465, 'n': 24, 'trace_an': 12}
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id: 107809024
{'hecke_orbit_code': 824667275465, 'n': 25, 'trace_an': -14}
-
id: 107809025
{'hecke_orbit_code': 824667275465, 'n': 26, 'trace_an': 20}
-
id: 107809026
{'hecke_orbit_code': 824667275465, 'n': 27, 'trace_an': -2}
-
id: 107809027
{'hecke_orbit_code': 824667275465, 'n': 28, 'trace_an': -8}
-
id: 107809028
{'hecke_orbit_code': 824667275465, 'n': 29, 'trace_an': -24}
-
id: 107809029
{'hecke_orbit_code': 824667275465, 'n': 30, 'trace_an': -48}
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id: 107809030
{'hecke_orbit_code': 824667275465, 'n': 31, 'trace_an': -15}
-
id: 107809031
{'hecke_orbit_code': 824667275465, 'n': 32, 'trace_an': -104}
-
id: 107809032
{'hecke_orbit_code': 824667275465, 'n': 33, 'trace_an': -2}
-
id: 107809033
{'hecke_orbit_code': 824667275465, 'n': 34, 'trace_an': 32}
-
id: 107809034
{'hecke_orbit_code': 824667275465, 'n': 35, 'trace_an': -30}
-
id: 107809035
{'hecke_orbit_code': 824667275465, 'n': 36, 'trace_an': -8}
-
id: 107809036
{'hecke_orbit_code': 824667275465, 'n': 37, 'trace_an': -30}
-
id: 107809037
{'hecke_orbit_code': 824667275465, 'n': 38, 'trace_an': -6}
-
id: 107809038
{'hecke_orbit_code': 824667275465, 'n': 39, 'trace_an': 9}
-
id: 107809039
{'hecke_orbit_code': 824667275465, 'n': 40, 'trace_an': -122}
-
id: 107809040
{'hecke_orbit_code': 824667275465, 'n': 41, 'trace_an': -72}
-
id: 107809041
{'hecke_orbit_code': 824667275465, 'n': 42, 'trace_an': -32}
-
id: 107809042
{'hecke_orbit_code': 824667275465, 'n': 43, 'trace_an': -52}
-
id: 107809043
{'hecke_orbit_code': 824667275465, 'n': 44, 'trace_an': -32}
-
id: 107809044
{'hecke_orbit_code': 824667275465, 'n': 45, 'trace_an': 0}
-
id: 107809045
{'hecke_orbit_code': 824667275465, 'n': 46, 'trace_an': -38}
-
id: 107809046
{'hecke_orbit_code': 824667275465, 'n': 47, 'trace_an': 0}
-
id: 107809047
{'hecke_orbit_code': 824667275465, 'n': 48, 'trace_an': 20}
-
id: 107809048
{'hecke_orbit_code': 824667275465, 'n': 49, 'trace_an': 17}
-
id: 107809049
{'hecke_orbit_code': 824667275465, 'n': 50, 'trace_an': -40}
-
id: 107809050
{'hecke_orbit_code': 824667275465, 'n': 51, 'trace_an': 0}
-
id: 107809051
{'hecke_orbit_code': 824667275465, 'n': 52, 'trace_an': -118}
-
id: 107809052
{'hecke_orbit_code': 824667275465, 'n': 53, 'trace_an': 84}
-
id: 107809053
{'hecke_orbit_code': 824667275465, 'n': 54, 'trace_an': 0}
-
id: 107809054
{'hecke_orbit_code': 824667275465, 'n': 55, 'trace_an': -22}
-
id: 107809055
{'hecke_orbit_code': 824667275465, 'n': 56, 'trace_an': 232}
-
id: 107809056
{'hecke_orbit_code': 824667275465, 'n': 57, 'trace_an': -21}
-
id: 107809057
{'hecke_orbit_code': 824667275465, 'n': 58, 'trace_an': 48}
-
id: 107809058
{'hecke_orbit_code': 824667275465, 'n': 59, 'trace_an': 32}
-
id: 107809059
{'hecke_orbit_code': 824667275465, 'n': 60, 'trace_an': 192}
-
id: 107809060
{'hecke_orbit_code': 824667275465, 'n': 61, 'trace_an': 29}
-
id: 107809061
{'hecke_orbit_code': 824667275465, 'n': 62, 'trace_an': 20}
-
id: 107809062
{'hecke_orbit_code': 824667275465, 'n': 63, 'trace_an': -5}
-
id: 107809063
{'hecke_orbit_code': 824667275465, 'n': 64, 'trace_an': -18}
-
id: 107809064
{'hecke_orbit_code': 824667275465, 'n': 65, 'trace_an': 176}
-
id: 107809065
{'hecke_orbit_code': 824667275465, 'n': 66, 'trace_an': 152}
-
id: 107809066
{'hecke_orbit_code': 824667275465, 'n': 67, 'trace_an': 35}
-
id: 107809067
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