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mf_newspaces • Show schema
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{'Nk2': 1288, 'analytic_conductor': 2.571182945085228, 'char_conductor': 161, 'char_degree': 10, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 22, 'char_parity': 1, 'char_values': [322, 22, [185, 281], [11, 21]], 'conrey_index': 83, 'cusp_dim': 440, 'dim': 160, 'eis_dim': 80, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 687228322114, 'hecke_orbit_dims': [80, 80], 'label': '322.2.k', 'level': 322, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7, 23], 'level_radical': 322, 'mf_dim': 520, 'mf_new_dim': 160, 'num_forms': 2, 'prim_orbit_index': 11, 'relative_dim': 16, 'sturm_bound': 96, 'trace_bound': 2, 'trace_display': [0, 0, 0, 0], 'traces': [160, 0, 0, -16, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, -16, 0, -20, 0, 0, -66, 0, 36, 0, -52, 0, 0, -22, 24, 44, 0, 0, 0, 0, 14, 8, -44, 0, -16, 0, 0, 0, -44, 0, 0, 0, 0, 0, 50, 24, -44, 0, 0, 0, 0, 22, -44, -80, 0, 0, 0, 0, 110, -16, -308, 0, 0, 0, 0, 80, -16, -64, 0, 0, 0, 0, 126, 0, -176, 0, 36, 0, 0, 22, 60, -44, 0, 0, 0, 0, 0, -8, 104, 0, 64, 0, 0, -60, 88, -8, 0, -176, 0, 0, -108, 220, 0, 0, -264, 0, 0, 0, 264, 0, 0, -64, 0, 0, -118, 0, -80, 0, -312, 0, 0, -110, 200, 0, 0, -176, 0, 0, -282, 88, 0, 0, 0, 0, 0, 14, -48, 100, 0, 52, 0, 0, 72, 0, 220, 0, 140, 0, 0, 104, 88, 116, 0, 132, 0, 0, 0, 88, 164, 0, 316, 0, 0, 66, 136, 168, 0, 88, 0, 0, 110, 0, 208, 0, 224, 0, 0, 132, 0, 44, 0, 112, 0, 0, 88, -68, -352, 0, -28, 0, 0, 94, -84, -132, 0, 24, 0, 0, 264, -88, -308, 0, 72, 0, 0, 132, -220, -88, 0, 0, 0, 0, 308, -132, -396, 0, 0, 0, 0, 0, -604, -132, 0, 44, 0, 0, 252, -80, -156, 0, 176, 0, 0, 80, -204, 0, 0, 72, 0, 0, 88, -184, -220, 0, 132, 0, 0, 0, -464, 64, 0, -16, 0, 0, 44, -132, -68, 0, 88, 0, 0, 50, 44, 0, 0, 176, 0, 0, -198, -264, 0, 0, -80, 0, 0, -8, -44, -88, 0, -16, 0, 0, -242, 24, 96, 0, -44, 0, 0, -236, 308, 0, 0, 0, 0, 0, -16, 64, 184, 0, 228, 0, 0, -50, 132, 44, 0, -44, 0, 0, -156, 0, 664, 0, 88, 0, 0, -276, -8, 36, 0, -340, 0, 0, -374, -80, 520, 0, 44, 0, 0, -22, 88, 120, 0, 60, 0, 0, -132, 0, 564, 0, -256, 0, 0, -308, 228, 44, 0, -272, 0, 0, -96, -144, 88, 0, -112, 0, 0, 0, -44, 44, 0, -52, 0, 0, -306, 104, -132, 0, -308, 0, 0, 66, -220, -68, 0, -44, 0, 0, 286, -128, -748, 0, 308, 0, 0, -16, -432, -208, 0, 0, 0, 0, 218, 36, -308, 0, -44, 0, 0, 88, -44, 0, 0, -264, 0, 0, 0, 476, -152, 0, -112, 0, 0, -20, 88, -252, 0, -88, 0, 0, -140, 0, -176, 0, -264, 0, 0, -132, 308, 0, 0, -296, 0, 0, -316, 308, 36, 0, -180, 0, 0, 0, -8, 440, 0, 132, 0, 0, -272, 264, 264, 0, 0, 0, 0, -32, 276, 24, 0, 64, 0, 0, 86, 484, 660, 0, 576, 0, 0, 212, 528, 472, 0, 0, 0, 0, 36, -168, 848, 0, 296, 0, 0, 352, 364, 216, 0, 572, 0, 0, 132, 176, 236, 0, 72, 0, 0, 110, 0, 396, 0, 200, 0, 0, 330, 0, 616, 0, 336, 0, 0, 216, 36, -132, 0, 180, 0, 0, 242, -176, -44, 0, 52, 0, 0, 4, -696, -220, 0, 0, 0, 0, 44, -440, -344, 0, 176, 0, 0, 176, -700, 0, 0, 176, 0, 0, 120, -244, -56, 0, 44, 0, 0, 14, -580, -88, 0, 216, 0, 0, 0, -76, -308, 0, -132, 0, 0, 0, -420, -168, 0, 24, 0, 0, -36, -660, -112, 0, -132, 0, 0, -82, -220, 0, 0, 0, 0, 0, -682, -220, 0, 0, -72, 0, 0, -392, 44, -80, 0, 252, 0, 0, -550, -144, 352, 0, -264, 0, 0, -116, 44, 44, 0, 0, 0, 0, -374, -16, 316, 0, -84, 0, 0, -354, 484, 0, 0, -56, 0, 0, -636, 0, 1124, 0, -264, 0, 0, -242, 208, 168, 0, -88, 0, 0, -132, 32, -288, 0, -484, 0, 0, -352, -176, 96, 0, 104, 0, 0, 22, 0, 208, 0, 176, 0, 0, 44, 56, -88, 0, -128, 0, 0, 284, -8, -44, 0, -160, 0, 0, -66, -572, -88, 0, -384, 0, 0, 628, 80, -968, 0, -220, 0, 0, -22, -264, -324, 0, 0, 0, 0, 352, -100, -352, 0, -660, 0, 0, 60, 280, -84, 0, -308, 0, 0, 62, 424, -1408, 0, -620, 0, 0, 110, 704, -440, 0, -396, 0, 0, 0, 0, -336, 0, -288, 0, 0, -16, 748, -196, 0, -704, 0, 0, -658, 924, -132, 0, -572, 0, 0, -154, 748, 0, 0, 240, 0, 0, -104, 572, 128, 0, -316, 0, 0, -264, 864, 280, 0, -44, 0, 0, -636, 616, 616, 0, 0, 0, 0, 94, 948, 600, 0, -128, 0, 0, -608, 176, 1188, 0, -372, 0, 0, 306, 792, 24, 0, 528, 0, 0, -28, 176, 324, 0, 72, 0, 0, 66, 464, 236, 0, 176, 0, 0, 528, 88, -52, 0, 364, 0, 0, 396, 0, 160, 0, 236, 0, 0, 374, 72, 220, 0, 516, 0, 0, 44, -408, 220, 0, 44, 0, 0, 748, -44, -308, 0, 604, 0, 0, 98, -1228, 132, 0, 528, 0, 0, 748, -440, -244, 0, 484, 0, 0, 110, -1020, -352, 0, 132, 0, 0, 356, -396, -532, 0, 220, 0, 0, 564, -500, -88, 0, 152, 0, 0, 176, -988, -1056, 0, 264, 0, 0, 0, -1152, -80, 0, 12, 0, 0, 256, -264, -652, 0, 352, 0, 0, -110, -1100, 0, 0, 616, 0, 0, 66, -660, 0, 0, 632, 0, 0, -276, -352, -128, 0, 52, 0, 0, -176, 20, 728, 0, 924, 0, 0, -310, -220, 44, 0, 0, 0, 0, -754, -232, 1336, 0, -168, 0, 0, 14, 44, 264, 0, 60, 0, 0, 330, 0, 964, 0, 308, 0, 0, -758, 256, 72, 0, -184, 0, 0, -176, -224, 568, 0, 748, 0, 0, -88, 88, -292, 0, -228, 0, 0, 462, 0, 168, 0, 176, 0, 0, -44, 20, -132, 0, -180, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 184519
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 83, 'conrey_indexes': [83, 97, 111, 125, 153, 181, 195, 237, 251, 293], 'label': '322.2.k', 'level': 322, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 20, 'sub_conrey_indexes': [20, 34, 76, 83, 90, 97, 111, 125, 132, 153], 'sub_dim': 140, 'sub_label': '161.2.k', 'sub_level': 161, 'sub_mult': 2, 'weight': 2}
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id: 184520
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 83, 'conrey_indexes': [83, 97, 111, 125, 153, 181, 195, 237, 251, 293], 'label': '322.2.k', 'level': 322, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 83, 'sub_conrey_indexes': [83, 97, 111, 125, 153, 181, 195, 237, 251, 293], 'sub_dim': 160, 'sub_label': '322.2.k', 'sub_level': 322, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 11, 'label': '322.2.k', 'level': 322, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 93800000
{'hecke_orbit_code': 687228322114, 'n': 1, 'trace_an': 160}
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id: 93800001
{'hecke_orbit_code': 687228322114, 'n': 2, 'trace_an': 0}
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id: 93800002
{'hecke_orbit_code': 687228322114, 'n': 3, 'trace_an': 0}
-
id: 93800003
{'hecke_orbit_code': 687228322114, 'n': 4, 'trace_an': -16}
-
id: 93800004
{'hecke_orbit_code': 687228322114, 'n': 5, 'trace_an': 0}
-
id: 93800005
{'hecke_orbit_code': 687228322114, 'n': 6, 'trace_an': 0}
-
id: 93800006
{'hecke_orbit_code': 687228322114, 'n': 7, 'trace_an': 0}
-
id: 93800007
{'hecke_orbit_code': 687228322114, 'n': 8, 'trace_an': 0}
-
id: 93800008
{'hecke_orbit_code': 687228322114, 'n': 9, 'trace_an': 8}
-
id: 93800009
{'hecke_orbit_code': 687228322114, 'n': 10, 'trace_an': 0}
-
id: 93800010
{'hecke_orbit_code': 687228322114, 'n': 11, 'trace_an': 0}
-
id: 93800011
{'hecke_orbit_code': 687228322114, 'n': 12, 'trace_an': 0}
-
id: 93800012
{'hecke_orbit_code': 687228322114, 'n': 13, 'trace_an': 0}
-
id: 93800013
{'hecke_orbit_code': 687228322114, 'n': 14, 'trace_an': 0}
-
id: 93800014
{'hecke_orbit_code': 687228322114, 'n': 15, 'trace_an': 0}
-
id: 93800015
{'hecke_orbit_code': 687228322114, 'n': 16, 'trace_an': -16}
-
id: 93800016
{'hecke_orbit_code': 687228322114, 'n': 17, 'trace_an': 0}
-
id: 93800017
{'hecke_orbit_code': 687228322114, 'n': 18, 'trace_an': -20}
-
id: 93800018
{'hecke_orbit_code': 687228322114, 'n': 19, 'trace_an': 0}
-
id: 93800019
{'hecke_orbit_code': 687228322114, 'n': 20, 'trace_an': 0}
-
id: 93800020
{'hecke_orbit_code': 687228322114, 'n': 21, 'trace_an': -66}
-
id: 93800021
{'hecke_orbit_code': 687228322114, 'n': 22, 'trace_an': 0}
-
id: 93800022
{'hecke_orbit_code': 687228322114, 'n': 23, 'trace_an': 36}
-
id: 93800023
{'hecke_orbit_code': 687228322114, 'n': 24, 'trace_an': 0}
-
id: 93800024
{'hecke_orbit_code': 687228322114, 'n': 25, 'trace_an': -52}
-
id: 93800025
{'hecke_orbit_code': 687228322114, 'n': 26, 'trace_an': 0}
-
id: 93800026
{'hecke_orbit_code': 687228322114, 'n': 27, 'trace_an': 0}
-
id: 93800027
{'hecke_orbit_code': 687228322114, 'n': 28, 'trace_an': -22}
-
id: 93800028
{'hecke_orbit_code': 687228322114, 'n': 29, 'trace_an': 24}
-
id: 93800029
{'hecke_orbit_code': 687228322114, 'n': 30, 'trace_an': 44}
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id: 93800030
{'hecke_orbit_code': 687228322114, 'n': 31, 'trace_an': 0}
-
id: 93800031
{'hecke_orbit_code': 687228322114, 'n': 32, 'trace_an': 0}
-
id: 93800032
{'hecke_orbit_code': 687228322114, 'n': 33, 'trace_an': 0}
-
id: 93800033
{'hecke_orbit_code': 687228322114, 'n': 34, 'trace_an': 0}
-
id: 93800034
{'hecke_orbit_code': 687228322114, 'n': 35, 'trace_an': 14}
-
id: 93800035
{'hecke_orbit_code': 687228322114, 'n': 36, 'trace_an': 8}
-
id: 93800036
{'hecke_orbit_code': 687228322114, 'n': 37, 'trace_an': -44}
-
id: 93800037
{'hecke_orbit_code': 687228322114, 'n': 38, 'trace_an': 0}
-
id: 93800038
{'hecke_orbit_code': 687228322114, 'n': 39, 'trace_an': -16}
-
id: 93800039
{'hecke_orbit_code': 687228322114, 'n': 40, 'trace_an': 0}
-
id: 93800040
{'hecke_orbit_code': 687228322114, 'n': 41, 'trace_an': 0}
-
id: 93800041
{'hecke_orbit_code': 687228322114, 'n': 42, 'trace_an': 0}
-
id: 93800042
{'hecke_orbit_code': 687228322114, 'n': 43, 'trace_an': -44}
-
id: 93800043
{'hecke_orbit_code': 687228322114, 'n': 44, 'trace_an': 0}
-
id: 93800044
{'hecke_orbit_code': 687228322114, 'n': 45, 'trace_an': 0}
-
id: 93800045
{'hecke_orbit_code': 687228322114, 'n': 46, 'trace_an': 0}
-
id: 93800046
{'hecke_orbit_code': 687228322114, 'n': 47, 'trace_an': 0}
-
id: 93800047
{'hecke_orbit_code': 687228322114, 'n': 48, 'trace_an': 0}
-
id: 93800048
{'hecke_orbit_code': 687228322114, 'n': 49, 'trace_an': 50}
-
id: 93800049
{'hecke_orbit_code': 687228322114, 'n': 50, 'trace_an': 24}
-
id: 93800050
{'hecke_orbit_code': 687228322114, 'n': 51, 'trace_an': -44}
-
id: 93800051
{'hecke_orbit_code': 687228322114, 'n': 52, 'trace_an': 0}
-
id: 93800052
{'hecke_orbit_code': 687228322114, 'n': 53, 'trace_an': 0}
-
id: 93800053
{'hecke_orbit_code': 687228322114, 'n': 54, 'trace_an': 0}
-
id: 93800054
{'hecke_orbit_code': 687228322114, 'n': 55, 'trace_an': 0}
-
id: 93800055
{'hecke_orbit_code': 687228322114, 'n': 56, 'trace_an': 22}
-
id: 93800056
{'hecke_orbit_code': 687228322114, 'n': 57, 'trace_an': -44}
-
id: 93800057
{'hecke_orbit_code': 687228322114, 'n': 58, 'trace_an': -80}
-
id: 93800058
{'hecke_orbit_code': 687228322114, 'n': 59, 'trace_an': 0}
-
id: 93800059
{'hecke_orbit_code': 687228322114, 'n': 60, 'trace_an': 0}
-
id: 93800060
{'hecke_orbit_code': 687228322114, 'n': 61, 'trace_an': 0}
-
id: 93800061
{'hecke_orbit_code': 687228322114, 'n': 62, 'trace_an': 0}
-
id: 93800062
{'hecke_orbit_code': 687228322114, 'n': 63, 'trace_an': 110}
-
id: 93800063
{'hecke_orbit_code': 687228322114, 'n': 64, 'trace_an': -16}
-
id: 93800064
{'hecke_orbit_code': 687228322114, 'n': 65, 'trace_an': -308}
-
id: 93800065
{'hecke_orbit_code': 687228322114, 'n': 66, 'trace_an': 0}
-
id: 93800066
{'hecke_orbit_code': 687228322114, 'n': 67, 'trace_an': 0}
-
id: 93800067
{'hecke_orbit_code': 687228322114, 'n': 68, 'trace_an': 0}
-
id: 93800068
{'hecke_orbit_code': 687228322114, 'n': 69, 'trace_an': 0}
-
id: 93800069
{'hecke_orbit_code': 687228322114, 'n': 70, 'trace_an': 80}
-
id: 93800070
{'hecke_orbit_code': 687228322114, 'n': 71, 'trace_an': -16}
-
id: 93800071
{'hecke_orbit_code': 687228322114, 'n': 72, 'trace_an': -64}
-
id: 93800072
{'hecke_orbit_code': 687228322114, 'n': 73, 'trace_an': 0}
-
id: 93800073
{'hecke_orbit_code': 687228322114, 'n': 74, 'trace_an': 0}
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