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mf_newspaces • Show schema
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{'Nk2': 2752, 'analytic_conductor': 5.49370765906409, 'char_conductor': 688, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 24, 'char_orbit_label': 'x', 'char_order': 12, 'char_parity': 1, 'char_values': [688, 12, [431, 517, 433], [12, 3, 4]], 'conrey_index': 165, 'cusp_dim': 344, 'dim': 344, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1580581520048, 'hecke_orbit_dims': [344], 'label': '688.2.x', 'level': 688, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 43], 'level_radical': 86, 'mf_dim': 360, 'mf_new_dim': 360, 'num_forms': 1, 'prim_orbit_index': 24, 'relative_dim': 86, 'sturm_bound': 176, 'trace_bound': 0, 'trace_display': [-8, -2, -2, 0], 'traces': [344, -8, -2, -12, -2, -2, 0, -8, 0, -2, 8, -10, -2, -4, -4, 12, -4, -8, -2, -38, -20, 12, 0, -2, 0, -2, -20, 6, 6, -46, -4, -8, -4, -6, -28, 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46, -204, 168, -36, 176, 64, -16, -448, 38, -476, -204, -214, 0, 228, 0, 18, 132, -476, 22, -246, 164, -792, -64, 72, -258, -80, 104, 524, 0, -184, 0, -82, 336, 246, -150, -250, 52, -488, -92, -312, 356, 398, -168, -288, 0, 188, 0, -192, -70, -980, -8, -48, 1328, -60, 220, -122, 80, -146, -10, 172, 0, -382, 0, -262, 120, -204, -132, 140, 172, 428, -48, -62, 4, -20, 70, 964, 0, 190, 0, -204, 372, -340, -80, 544, -212, -36, -100, -688, -192, 220, 88, 22, 0, 56, 0, -320, 160, 740, 84, 224, 32, -162, -16, -468, 182, 398, -222, 708, 0, 474, 0, -366, 412, -368, -146, 276, 176, -122, 72, 186, 164, 162, -2, 180, 0, -438, 0, 528, -162, -190, 196, -270, 480, 1408, -72, -980, 144, 592, 24, 356, 0, -380, 0, -220, -110, -1164, 54, 226, -4, 76, 64, -296, -122, 66, -6, -400, 0, 242, 0, -176, -470, 672, -360, -210, -416, -360, 432, -240, -138, -840, -2, 120, 0, -444, 0, 316, 280, 490, 528, -424, 148, 124, -4, 278, -156, -936, -184, 56, 0, -200, 0, 298, -14, -68, -34, -464, -260, -174, -16, -220, -50, -252, 256, -48, 0, 312, 0, 88, -176, 760, -40, 440, 160, 334, 88, -144, -196, 380, 172, -940, 0, -132, 0, 644, 224, 276, 12, 424, 80, -314, -4, -724, -186, 6, 132, -160, 0, -398, 0, 8, 34, 1032, -192, 142, -404, -76, -4, 1360, 36, 402, -118, 474, 0, -444, 0, -760, -510, -544, -2, 616, -280, -340, -152, 256, 624, 444, 10, -336, 0, -164, 0, -1176, -250, -250, 208, 14, 160, -276, -56, 332, -128, -300, 116, 248, 0, 852, 0, -294, 70, 124, -148, -246, 244, -286, 124, 808, 132, 650, -360, -240, 0, -316, 0, 266, 24, 8, 198, 260, -448, -204, -400, 126, 64, 194, -200, 252, 0, -144], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 24, 'char_orbit_label': 'x', 'conrey_index': 165, 'conrey_indexes': [165, 221, 509, 565], 'label': '688.2.x', 'level': 688, 'sub_char_orbit_index': 24, 'sub_char_orbit_label': 'x', 'sub_conrey_index': 165, 'sub_conrey_indexes': [165, 221, 509, 565], 'sub_dim': 344, 'sub_label': '688.2.x', 'sub_level': 688, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 24, 'label': '688.2.x', 'level': 688, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 167323000
{'hecke_orbit_code': 1580581520048, 'n': 1, 'trace_an': 344}
-
id: 167323001
{'hecke_orbit_code': 1580581520048, 'n': 2, 'trace_an': -8}
-
id: 167323002
{'hecke_orbit_code': 1580581520048, 'n': 3, 'trace_an': -2}
-
id: 167323003
{'hecke_orbit_code': 1580581520048, 'n': 4, 'trace_an': -12}
-
id: 167323004
{'hecke_orbit_code': 1580581520048, 'n': 5, 'trace_an': -2}
-
id: 167323005
{'hecke_orbit_code': 1580581520048, 'n': 6, 'trace_an': -2}
-
id: 167323006
{'hecke_orbit_code': 1580581520048, 'n': 7, 'trace_an': 0}
-
id: 167323007
{'hecke_orbit_code': 1580581520048, 'n': 8, 'trace_an': -8}
-
id: 167323008
{'hecke_orbit_code': 1580581520048, 'n': 9, 'trace_an': 0}
-
id: 167323009
{'hecke_orbit_code': 1580581520048, 'n': 10, 'trace_an': -2}
-
id: 167323010
{'hecke_orbit_code': 1580581520048, 'n': 11, 'trace_an': 8}
-
id: 167323011
{'hecke_orbit_code': 1580581520048, 'n': 12, 'trace_an': -10}
-
id: 167323012
{'hecke_orbit_code': 1580581520048, 'n': 13, 'trace_an': -2}
-
id: 167323013
{'hecke_orbit_code': 1580581520048, 'n': 14, 'trace_an': -4}
-
id: 167323014
{'hecke_orbit_code': 1580581520048, 'n': 15, 'trace_an': -4}
-
id: 167323015
{'hecke_orbit_code': 1580581520048, 'n': 16, 'trace_an': 12}
-
id: 167323016
{'hecke_orbit_code': 1580581520048, 'n': 17, 'trace_an': -4}
-
id: 167323017
{'hecke_orbit_code': 1580581520048, 'n': 18, 'trace_an': -8}
-
id: 167323018
{'hecke_orbit_code': 1580581520048, 'n': 19, 'trace_an': -2}
-
id: 167323019
{'hecke_orbit_code': 1580581520048, 'n': 20, 'trace_an': -38}
-
id: 167323020
{'hecke_orbit_code': 1580581520048, 'n': 21, 'trace_an': -20}
-
id: 167323021
{'hecke_orbit_code': 1580581520048, 'n': 22, 'trace_an': 12}
-
id: 167323022
{'hecke_orbit_code': 1580581520048, 'n': 23, 'trace_an': 0}
-
id: 167323023
{'hecke_orbit_code': 1580581520048, 'n': 24, 'trace_an': -2}
-
id: 167323024
{'hecke_orbit_code': 1580581520048, 'n': 25, 'trace_an': 0}
-
id: 167323025
{'hecke_orbit_code': 1580581520048, 'n': 26, 'trace_an': -2}
-
id: 167323026
{'hecke_orbit_code': 1580581520048, 'n': 27, 'trace_an': -20}
-
id: 167323027
{'hecke_orbit_code': 1580581520048, 'n': 28, 'trace_an': 6}
-
id: 167323028
{'hecke_orbit_code': 1580581520048, 'n': 29, 'trace_an': 6}
-
id: 167323029
{'hecke_orbit_code': 1580581520048, 'n': 30, 'trace_an': -46}
-
id: 167323030
{'hecke_orbit_code': 1580581520048, 'n': 31, 'trace_an': -4}
-
id: 167323031
{'hecke_orbit_code': 1580581520048, 'n': 32, 'trace_an': -8}
-
id: 167323032
{'hecke_orbit_code': 1580581520048, 'n': 33, 'trace_an': -4}
-
id: 167323033
{'hecke_orbit_code': 1580581520048, 'n': 34, 'trace_an': -6}
-
id: 167323034
{'hecke_orbit_code': 1580581520048, 'n': 35, 'trace_an': -28}
-
id: 167323035
{'hecke_orbit_code': 1580581520048, 'n': 36, 'trace_an': 46}
-
id: 167323036
{'hecke_orbit_code': 1580581520048, 'n': 37, 'trace_an': -18}
-
id: 167323037
{'hecke_orbit_code': 1580581520048, 'n': 38, 'trace_an': -44}
-
id: 167323038
{'hecke_orbit_code': 1580581520048, 'n': 39, 'trace_an': 0}
-
id: 167323039
{'hecke_orbit_code': 1580581520048, 'n': 40, 'trace_an': 18}
-
id: 167323040
{'hecke_orbit_code': 1580581520048, 'n': 41, 'trace_an': 0}
-
id: 167323041
{'hecke_orbit_code': 1580581520048, 'n': 42, 'trace_an': -72}
-
id: 167323042
{'hecke_orbit_code': 1580581520048, 'n': 43, 'trace_an': 32}
-
id: 167323043
{'hecke_orbit_code': 1580581520048, 'n': 44, 'trace_an': -48}
-
id: 167323044
{'hecke_orbit_code': 1580581520048, 'n': 45, 'trace_an': -16}
-
id: 167323045
{'hecke_orbit_code': 1580581520048, 'n': 46, 'trace_an': 2}
-
id: 167323046
{'hecke_orbit_code': 1580581520048, 'n': 47, 'trace_an': -16}
-
id: 167323047
{'hecke_orbit_code': 1580581520048, 'n': 48, 'trace_an': 50}
-
id: 167323048
{'hecke_orbit_code': 1580581520048, 'n': 49, 'trace_an': 144}
-
id: 167323049
{'hecke_orbit_code': 1580581520048, 'n': 50, 'trace_an': -10}
-
id: 167323050
{'hecke_orbit_code': 1580581520048, 'n': 51, 'trace_an': 4}
-
id: 167323051
{'hecke_orbit_code': 1580581520048, 'n': 52, 'trace_an': 24}
-
id: 167323052
{'hecke_orbit_code': 1580581520048, 'n': 53, 'trace_an': 14}
-
id: 167323053
{'hecke_orbit_code': 1580581520048, 'n': 54, 'trace_an': 24}
-
id: 167323054
{'hecke_orbit_code': 1580581520048, 'n': 55, 'trace_an': 0}
-
id: 167323055
{'hecke_orbit_code': 1580581520048, 'n': 56, 'trace_an': 12}
-
id: 167323056
{'hecke_orbit_code': 1580581520048, 'n': 57, 'trace_an': 0}
-
id: 167323057
{'hecke_orbit_code': 1580581520048, 'n': 58, 'trace_an': -8}
-
id: 167323058
{'hecke_orbit_code': 1580581520048, 'n': 59, 'trace_an': 24}
-
id: 167323059
{'hecke_orbit_code': 1580581520048, 'n': 60, 'trace_an': -32}
-
id: 167323060
{'hecke_orbit_code': 1580581520048, 'n': 61, 'trace_an': -2}
-
id: 167323061
{'hecke_orbit_code': 1580581520048, 'n': 62, 'trace_an': 0}
-
id: 167323062
{'hecke_orbit_code': 1580581520048, 'n': 63, 'trace_an': -20}
-
id: 167323063
{'hecke_orbit_code': 1580581520048, 'n': 64, 'trace_an': 48}
-
id: 167323064
{'hecke_orbit_code': 1580581520048, 'n': 65, 'trace_an': -16}
-
id: 167323065
{'hecke_orbit_code': 1580581520048, 'n': 66, 'trace_an': -6}
-
id: 167323066
{'hecke_orbit_code': 1580581520048, 'n': 67, 'trace_an': -22}
-
id: 167323067
{'hecke_orbit_code': 1580581520048, 'n': 68, 'trace_an': -46}
-
id: 167323068
{'hecke_orbit_code': 1580581520048, 'n': 69, 'trace_an': -14}
-
id: 167323069
{'hecke_orbit_code': 1580581520048, 'n': 70, 'trace_an': 32}
-
id: 167323070
{'hecke_orbit_code': 1580581520048, 'n': 71, 'trace_an': 0}
-
id: 167323071
{'hecke_orbit_code': 1580581520048, 'n': 72, 'trace_an': 22}
-
id: 167323072
{'hecke_orbit_code': 1580581520048, 'n': 73, 'trace_an': 0}
-
id: 167323073
{'hecke_orbit_code': 1580581520048, 'n': 74, 'trace_an': -72}
-
id: 167323074
{'hecke_orbit_code': 1580581520048, 'n': 75, 'trace_an': -120}
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