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mf_newspaces • Show schema
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{'Nk2': 8192, 'analytic_conductor': 39.98528326196759, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [128, 2, [127, 5], [2, 1]], 'conrey_index': 65, 'cusp_dim': 104, 'dim': 28, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 68853694592, 'hecke_orbit_dims': [2, 2, 4, 4, 4, 4, 8], 'label': '128.8.b', 'level': 128, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 120, 'mf_new_dim': 28, 'num_forms': 7, 'prim_orbit_index': 2, 'relative_dim': 28, 'sturm_bound': 128, 'trace_bound': 9, 'trace_display': [0, 0, 0, 0], 'traces': [28, 0, 0, 0, 0, 0, 0, 0, -20412, 0, 0, 0, 0, 0, 0, 0, 5816, 0, 0, 0, 0, 0, 0, 0, -469748, 0, 0, 0, 0, 0, 0, 0, 198032, 0, 0, 0, 0, 0, 0, 0, 2084984, 0, 0, 0, 0, 0, 0, 0, 5338364, 0, 0, 0, 0, 0, 0, 0, 4831696, 0, 0, 0, 0, 0, 0, 0, -6374176, 0, 0, 0, 0, 0, 0, 0, -2987656, 0, 0, 0, 0, 0, 0, 0, 16222156, 0, 0, 0, 0, 0, 0, 0, -29572040, 0, 0, 0, 0, 0, 0, 0, 56441208, 0, 0, 0, 0, 0, 0, 0, -19755008, 0, 0, 0, 0, 0, 0, 0, 16257464, 0, 0, 0, 0, 0, 0, 0, 13213540, 0, 0, 0, 0, 0, 0, 0, 33020240, 0, 0, 0, 0, 0, 0, 0, -69585992, 0, 0, 0, 0, 0, 0, 0, -248086816, 0, 0, 0, 0, 0, 0, 0, -227107256, 0, 0, 0, 0, 0, 0, 0, -22794240, 0, 0, 0, 0, 0, 0, 0, -526603988, 0, 0, 0, 0, 0, 0, 0, 806370000, 0, 0, 0, 0, 0, 0, 0, 278151072, 0, 0, 0, 0, 0, 0, 0, 81019896, 0, 0, 0, 0, 0, 0, 0, 1196916944, 0, 0, 0, 0, 0, 0, 0, -562359216, 0, 0, 0, 0, 0, 0, 0, -869335040, 0, 0, 0, 0, 0, 0, 0, -106898092, 0, 0, 0, 0, 0, 0, 0, -67534216, 0, 0, 0, 0, 0, 0, 0, 712427960, 0, 0, 0, 0, 0, 0, 0, 2082895376, 0, 0, 0, 0, 0, 0, 0, -1223731592, 0, 0, 0, 0, 0, 0, 0, -381243872, 0, 0, 0, 0, 0, 0, 0, -2308608000, 0, 0, 0, 0, 0, 0, 0, -125619656, 0, 0, 0, 0, 0, 0, 0, 2047138772, 0, 0, 0, 0, 0, 0, 0, 137499104, 0, 0, 0, 0, 0, 0, 0, 1498703712, 0, 0, 0, 0, 0, 0, 0, 1106627256, 0, 0, 0, 0, 0, 0, 0, -545231088, 0, 0, 0, 0, 0, 0, 0, 1230544896, 0, 0, 0, 0, 0, 0, 0, -4514167624, 0, 0, 0, 0, 0, 0, 0, -2959020032, 0, 0, 0, 0, 0, 0, 0, -3027654856, 0, 0, 0, 0, 0, 0, 0, -1797054204, 0, 0, 0, 0, 0, 0, 0, -2229504568, 0, 0, 0, 0, 0, 0, 0, -1419483104, 0, 0, 0, 0, 0, 0, 0, -3343904768, 0, 0, 0, 0, 0, 0, 0, 1814109520, 0, 0, 0, 0, 0, 0, 0, 11444081336, 0, 0, 0, 0, 0, 0, 0, 6764343864, 0, 0, 0, 0, 0, 0, 0, 3560793936, 0, 0, 0, 0, 0, 0, 0, 258576920, 0, 0, 0, 0, 0, 0, 0, 4896966584, 0, 0, 0, 0, 0, 0, 0, -15371362716, 0, 0, 0, 0, 0, 0, 0, 13278177400, 0, 0, 0, 0, 0, 0, 0, -9111238408, 0, 0, 0, 0, 0, 0, 0, 10116857856, 0, 0, 0, 0, 0, 0, 0, 18245210064, 0, 0, 0, 0, 0, 0, 0, -5713719968, 0, 0, 0, 0, 0, 0, 0, 6839305104, 0, 0, 0, 0, 0, 0, 0, -23127552000, 0, 0, 0, 0, 0, 0, 0, -14643021664, 0, 0, 0, 0, 0, 0, 0, -931496608, 0, 0, 0, 0, 0, 0, 0, -9770922056, 0, 0, 0, 0, 0, 0, 0, -5635575620, 0, 0, 0, 0, 0, 0, 0, 114359184, 0, 0, 0, 0, 0, 0, 0, 24424152160, 0, 0, 0, 0, 0, 0, 0, 15168348160, 0, 0, 0, 0, 0, 0, 0, 89666400, 0, 0, 0, 0, 0, 0, 0, -13832537480, 0, 0, 0, 0, 0, 0, 0, -25525183496, 0, 0, 0, 0, 0, 0, 0, -7813546592, 0, 0, 0, 0, 0, 0, 0, 25635075832, 0, 0, 0, 0, 0, 0, 0, 38868464568, 0, 0, 0, 0, 0, 0, 0, 11943735296, 0, 0, 0, 0, 0, 0, 0, -35630184968, 0, 0, 0, 0, 0, 0, 0, -9419718564, 0, 0, 0, 0, 0, 0, 0, -4593250672, 0, 0, 0, 0, 0, 0, 0, -57410022664, 0, 0, 0, 0, 0, 0, 0, 10571734352, 0, 0, 0, 0, 0, 0, 0, -52869734648, 0, 0, 0, 0, 0, 0, 0, -14486188032, 0, 0, 0, 0, 0, 0, 0, -24566425864, 0, 0, 0, 0, 0, 0, 0, 83378753296, 0, 0, 0, 0, 0, 0, 0, 57163829984, 0, 0, 0, 0, 0, 0, 0, -56720001424, 0, 0, 0, 0, 0, 0, 0, 30290944000, 0, 0, 0, 0, 0, 0, 0, 52910161920, 0, 0, 0, 0, 0, 0, 0, -38885535744, 0, 0, 0, 0, 0, 0, 0, 115058502516, 0, 0, 0, 0, 0, 0, 0, 49875080016, 0, 0, 0, 0, 0, 0, 0, -107459618144, 0, 0, 0, 0, 0, 0, 0, 59117989328, 0, 0, 0, 0, 0, 0, 0, 43442282936, 0, 0, 0, 0, 0, 0, 0, -61323400584, 0, 0, 0, 0, 0, 0, 0, 69167534080, 0, 0, 0, 0, 0, 0, 0, -96868809888, 0, 0, 0, 0, 0, 0, 0, -35058973792, 0, 0, 0, 0, 0, 0, 0, 123182851656, 0, 0, 0, 0, 0, 0, 0, -78310045576, 0, 0, 0, 0, 0, 0, 0, 136404116752, 0, 0, 0, 0, 0, 0, 0, -109741548976, 0, 0, 0, 0, 0, 0, 0, -39686540168, 0, 0, 0, 0, 0, 0, 0, -14536270996, 0, 0, 0, 0, 0, 0, 0, -153972479216, 0, 0, 0, 0, 0, 0, 0, 49054480376, 0, 0, 0, 0, 0, 0, 0, 124091633888, 0, 0, 0, 0, 0, 0, 0, -152769288824, 0, 0, 0, 0, 0, 0, 0, 70814614840, 0, 0, 0, 0, 0, 0, 0, -23313203200, 0, 0, 0, 0, 0, 0, 0, -360222617600, 0, 0, 0, 0, 0, 0, 0, 99078309536, 0, 0, 0, 0, 0, 0, 0, -142217108848, 0, 0, 0, 0, 0, 0, 0, 70393988048, 0, 0, 0, 0, 0, 0, 0, 269325791864, 0, 0, 0, 0, 0, 0, 0, 190398181496, 0, 0, 0, 0, 0, 0, 0, 330834698240, 0, 0, 0, 0, 0, 0, 0, -367272069512, 0, 0, 0, 0, 0, 0, 0, -13097298020, 0, 0, 0, 0, 0, 0, 0, -91471448864, 0, 0, 0, 0, 0, 0, 0, 24251119672, 0, 0, 0, 0, 0, 0, 0, 330222869280, 0, 0, 0, 0, 0, 0, 0, 59582285328, 0, 0, 0, 0, 0, 0, 0], 'weight': 8, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 133502
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 65, 'conrey_indexes': [65], 'label': '128.8.b', 'level': 128, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17], 'sub_dim': 6, 'sub_label': '32.8.b', 'sub_level': 32, 'sub_mult': 3, 'weight': 8}
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id: 133504
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 65, 'conrey_indexes': [65], 'label': '128.8.b', 'level': 128, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5], 'sub_dim': 6, 'sub_label': '8.8.b', 'sub_level': 8, 'sub_mult': 5, 'weight': 8}
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id: 133503
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 65, 'conrey_indexes': [65], 'label': '128.8.b', 'level': 128, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 33, 'sub_conrey_indexes': [33], 'sub_dim': 14, 'sub_label': '64.8.b', 'sub_level': 64, 'sub_mult': 2, 'weight': 8}
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id: 133501
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 65, 'conrey_indexes': [65], 'label': '128.8.b', 'level': 128, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 65, 'sub_conrey_indexes': [65], 'sub_dim': 28, 'sub_label': '128.8.b', 'sub_level': 128, 'sub_mult': 1, 'weight': 8}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '128.8.b', 'level': 128, 'portrait': 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', 'weight': 8}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 24002000
{'hecke_orbit_code': 68853694592, 'n': 1, 'trace_an': 28}
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id: 24002001
{'hecke_orbit_code': 68853694592, 'n': 2, 'trace_an': 0}
-
id: 24002002
{'hecke_orbit_code': 68853694592, 'n': 3, 'trace_an': 0}
-
id: 24002003
{'hecke_orbit_code': 68853694592, 'n': 4, 'trace_an': 0}
-
id: 24002004
{'hecke_orbit_code': 68853694592, 'n': 5, 'trace_an': 0}
-
id: 24002005
{'hecke_orbit_code': 68853694592, 'n': 6, 'trace_an': 0}
-
id: 24002006
{'hecke_orbit_code': 68853694592, 'n': 7, 'trace_an': 0}
-
id: 24002007
{'hecke_orbit_code': 68853694592, 'n': 8, 'trace_an': 0}
-
id: 24002008
{'hecke_orbit_code': 68853694592, 'n': 9, 'trace_an': -20412}
-
id: 24002009
{'hecke_orbit_code': 68853694592, 'n': 10, 'trace_an': 0}
-
id: 24002010
{'hecke_orbit_code': 68853694592, 'n': 11, 'trace_an': 0}
-
id: 24002011
{'hecke_orbit_code': 68853694592, 'n': 12, 'trace_an': 0}
-
id: 24002012
{'hecke_orbit_code': 68853694592, 'n': 13, 'trace_an': 0}
-
id: 24002013
{'hecke_orbit_code': 68853694592, 'n': 14, 'trace_an': 0}
-
id: 24002014
{'hecke_orbit_code': 68853694592, 'n': 15, 'trace_an': 0}
-
id: 24002015
{'hecke_orbit_code': 68853694592, 'n': 16, 'trace_an': 0}
-
id: 24002016
{'hecke_orbit_code': 68853694592, 'n': 17, 'trace_an': 5816}
-
id: 24002017
{'hecke_orbit_code': 68853694592, 'n': 18, 'trace_an': 0}
-
id: 24002018
{'hecke_orbit_code': 68853694592, 'n': 19, 'trace_an': 0}
-
id: 24002019
{'hecke_orbit_code': 68853694592, 'n': 20, 'trace_an': 0}
-
id: 24002020
{'hecke_orbit_code': 68853694592, 'n': 21, 'trace_an': 0}
-
id: 24002021
{'hecke_orbit_code': 68853694592, 'n': 22, 'trace_an': 0}
-
id: 24002022
{'hecke_orbit_code': 68853694592, 'n': 23, 'trace_an': 0}
-
id: 24002023
{'hecke_orbit_code': 68853694592, 'n': 24, 'trace_an': 0}
-
id: 24002024
{'hecke_orbit_code': 68853694592, 'n': 25, 'trace_an': -469748}
-
id: 24002025
{'hecke_orbit_code': 68853694592, 'n': 26, 'trace_an': 0}
-
id: 24002026
{'hecke_orbit_code': 68853694592, 'n': 27, 'trace_an': 0}
-
id: 24002027
{'hecke_orbit_code': 68853694592, 'n': 28, 'trace_an': 0}
-
id: 24002028
{'hecke_orbit_code': 68853694592, 'n': 29, 'trace_an': 0}
-
id: 24002029
{'hecke_orbit_code': 68853694592, 'n': 30, 'trace_an': 0}
-
id: 24002030
{'hecke_orbit_code': 68853694592, 'n': 31, 'trace_an': 0}
-
id: 24002031
{'hecke_orbit_code': 68853694592, 'n': 32, 'trace_an': 0}
-
id: 24002032
{'hecke_orbit_code': 68853694592, 'n': 33, 'trace_an': 198032}
-
id: 24002033
{'hecke_orbit_code': 68853694592, 'n': 34, 'trace_an': 0}
-
id: 24002034
{'hecke_orbit_code': 68853694592, 'n': 35, 'trace_an': 0}
-
id: 24002035
{'hecke_orbit_code': 68853694592, 'n': 36, 'trace_an': 0}
-
id: 24002036
{'hecke_orbit_code': 68853694592, 'n': 37, 'trace_an': 0}
-
id: 24002037
{'hecke_orbit_code': 68853694592, 'n': 38, 'trace_an': 0}
-
id: 24002038
{'hecke_orbit_code': 68853694592, 'n': 39, 'trace_an': 0}
-
id: 24002039
{'hecke_orbit_code': 68853694592, 'n': 40, 'trace_an': 0}
-
id: 24002040
{'hecke_orbit_code': 68853694592, 'n': 41, 'trace_an': 2084984}
-
id: 24002041
{'hecke_orbit_code': 68853694592, 'n': 42, 'trace_an': 0}
-
id: 24002042
{'hecke_orbit_code': 68853694592, 'n': 43, 'trace_an': 0}
-
id: 24002043
{'hecke_orbit_code': 68853694592, 'n': 44, 'trace_an': 0}
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id: 24002044
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