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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1]], 18, 3], [[[5, 1]], 14, 4]], 'Nk2': 2500, 'analytic_conductor': 4.990650126330024, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [625, 1, [2], [1]], 'conrey_indexes': [1], 'cusp_dim': 48, 'dim': 32, 'eis_dim': 29, 'eis_new_dim': 16, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 33555057, 'hecke_orbit_dims': [2, 2, 2, 2, 8, 8, 8], 'label': '625.2.a', 'level': 625, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 77, 'mf_new_dim': 48, 'num_forms': 7, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 32, 'sturm_bound': 125, 'trace_bound': 3, 'trace_display': [0, 0, 0, 0], 'traces': [32, 0, 0, 24, 0, 4, 0, 0, 16, 0, 4, 0, 0, 8, 0, 12, 0, 0, -10, 0, -6, 0, 0, 20, 0, -6, 0, 0, 10, 0, -6, 0, 0, 18, 0, 12, 0, 0, 2, 0, 14, 0, 0, -22, 0, -26, 0, 0, -26, 0, -46, 0, 0, -50, 0, -10, 0, 0, -30, 0, 4, 0, 0, -46, 0, -2, 0, 0, 32, 0, 24, 0, 0, -12, 0, -40, 0, 0, -40, 0, -8, 0, 0, -52, 0, -56, 0, 0, 30, 0, -46, 0, 0, 48, 0, 84, 0, 0, 2, 0, 14, 0, 0, 30, 0, 54, 0, 0, 20, 0, -16, 0, 0, 30, 0, -60, 0, 0, 48, 0, -24, 0, 0, 8, 0, 84, 0, 0, 42, 0, -6, 0, 0, 18, 0, 90, 0, 0, -20, 0, 64, 0, 0, -94, 0, -76, 0, 0, 50, 0, 14, 0, 0, 6, 0, -86, 0, 0, 12, 0, 64, 0, 0, -52, 0, 84, 0, 0, -94, 0, -30, 0, 0, -30, 0, -46, 0, 0, -40, 0, -6, 0, 0, 20, 0, -142, 0, 0, 40, 0, -36, 0, 0, 48, 0, -32, 0, 0, 0, 0, -96, 0, 0, -22, 0, 104, 0, 0, -70, 0, -96, 0, 0, 108, 0, -180, 0, 0, -18, 0, 84, 0, 0, -72, 0, 44, 0, 0, 60, 0, 128, 0, 0, -28, 0, -10, 0, 0, -20, 0, 14, 0, 0, 78, 0, 118, 0, 0, -38, 0, 64, 0, 0, -112, 0, -48, 0, 0, 18, 0, 130, 0, 0, -70, 0, 160, 0, 0, 40, 0, -26, 0, 0, 138, 0, 54, 0, 0, 72, 0, -106, 0, 0, 118, 0, 168, 0, 0, -76, 0, 114, 0, 0, -22, 0, -160, 0, 0, 62, 0, -136, 0, 0, 0, 0, -246, 0, 0, -88, 0, 54, 0, 0, -92, 0, -110, 0, 0, 20, 0, -6, 0, 0, -106, 0, -106, 0, 0, 28, 0, 44, 0, 0, 68, 0, -206, 0, 0, 102, 0, -22, 0, 0, -30, 0, 174, 0, 0, -50, 0, 100, 0, 0, 50, 0, 210, 0, 0, 70, 0, -138, 0, 0, 28, 0, -2, 0, 0, 32, 0, 44, 0, 0, 66, 0, 220, 0, 0, 10, 0, 4, 0, 0, -120, 0, 144, 0, 0, 30, 0, 144, 0, 0, -52, 0, -256, 0, 0, -10, 0, 64, 0, 0, -52, 0, -110, 0, 0, 70, 0, 134, 0, 0, 62, 0, 64, 0, 0, 90, 0, -76, 0, 0, -30, 0, -182, 0, 0, 24, 0, -6, 0, 0, 56, 0, -60, 0, 0, 80, 0, -188, 0, 0, -52, 0, 124, 0, 0, 100, 0, -52, 0, 0, 38, 0, 250, 0, 0, 30, 0, -96, 0, 0, 0, 0, -166, 0, 0, -252, 0, 44, 0, 0, 120, 0, 66, 0, 0, 110, 0, -6, 0, 0, -118, 0, -56, 0, 0, -298, 0, 64, 0, 0, -80, 0, 164, 0, 0, -250, 0, 204, 0, 0, -20, 0, 38, 0, 0, 70, 0, -36, 0, 0, 108, 0, 264, 0, 0, 82, 0, -76, 0, 0, 8, 0, -6, 0, 0, -54, 0, -220, 0, 0, 0, 0, 240, 0, 0, 78, 0, -36, 0, 0, 78, 0, -332, 0, 0, 52, 0, 30, 0, 0, 138, 0, -140, 0, 0, -128, 0, -12, 0, 0, -2, 0, -66, 0, 0, -10, 0, 24, 0, 0, -104, 0, -218, 0, 0, -258, 0, 124, 0, 0, 70, 0, -106, 0, 0, -20, 0, -186, 0, 0, 130, 0, 300, 0, 0, 100, 0, -36, 0, 0, -2, 0, 258, 0, 0, 110, 0, -126, 0, 0, 108, 0, 0, 0, 0, 40, 0, 120, 0, 0, 112, 0, -6, 0, 0, -222, 0, 44, 0, 0, -482, 0, 134, 0, 0, 12, 0, -186, 0, 0, 148, 0, -40, 0, 0, 90, 0, -62, 0, 0, 100, 0, -436, 0, 0, 70, 0, -196, 0, 0, 10, 0, 244, 0, 0, 132, 0, -222, 0, 0, -412, 0, -378, 0, 0, -172, 0, -46, 0, 0, 130, 0, 50, 0, 0, -198, 0, -86, 0, 0, 198, 0, 150, 0, 0, 162, 0, -136, 0, 0, 168, 0, -46, 0, 0, -130, 0, -70, 0, 0, -214, 0, -110, 0, 0, -160, 0, 194, 0, 0, 158, 0, 162, 0, 0, -164, 0, 214, 0, 0, 118, 0, 54, 0, 0, -170, 0, -110, 0, 0, -50, 0, -26, 0, 0, -252, 0, 64, 0, 0, -170, 0, 50, 0, 0, 24, 0, 204, 0, 0, 248, 0, 284, 0, 0, -160, 0, -56, 0, 0, -188, 0, 70, 0, 0, 80, 0, -12, 0, 0, -116, 0, 208, 0, 0, 252, 0, 154, 0, 0, -252, 0, -50, 0, 0, 138, 0, -130, 0, 0, 178, 0, 98, 0, 0, -180, 0, -146, 0, 0, -44, 0, 14, 0, 0, -108, 0, -226, 0, 0, 270, 0, 10, 0, 0, -90, 0, 54, 0, 0, 250, 0, -420, 0, 0, 130, 0, -258, 0, 0, 28, 0, 224, 0, 0, -138, 0, 34, 0, 0, 106, 0, 240, 0, 0, 120, 0, 98, 0, 0, 30, 0, -16, 0, 0, 70, 0, -16, 0, 0, 180, 0, 354, 0, 0, 142, 0, -356, 0, 0, 88, 0, 144, 0, 0, -42, 0, 284, 0, 0, -150, 0, -300, 0, 0, -130, 0, 104, 0, 0, 180, 0, -92, 0, 0, 32, 0, 204, 0, 0, -342, 0, 140, 0, 0, 140, 0, -56, 0, 0, -44, 0, 94, 0, 0, 60, 0, -170, 0, 0, 218, 0, -10, 0, 0, 152, 0, 64, 0, 0, 20, 0, -142, 0, 0, -38, 0, 4, 0, 0, 162, 0, 210, 0, 0, -32, 0, -154, 0, 0, -2, 0, -452, 0, 0, -70, 0, 224, 0, 0, 338, 0, 204, 0, 0, 110, 0, 80, 0, 0, 130, 0, -260, 0, 0, 52, 0, 114, 0, 0, 126, 0, 184, 0, 0, -60, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 261926
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '625.2.a', 'level': 625, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '125.2.a', 'sub_level': 125, 'sub_mult': 2, 'weight': 2}
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id: 261927
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '625.2.a', 'level': 625, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 32, 'sub_label': '625.2.a', 'sub_level': 625, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '625.2.a', 'level': 625, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 606000
{'hecke_orbit_code': 33555057, 'n': 1, 'trace_an': 32}
-
id: 606001
{'hecke_orbit_code': 33555057, 'n': 2, 'trace_an': 0}
-
id: 606002
{'hecke_orbit_code': 33555057, 'n': 3, 'trace_an': 0}
-
id: 606003
{'hecke_orbit_code': 33555057, 'n': 4, 'trace_an': 24}
-
id: 606004
{'hecke_orbit_code': 33555057, 'n': 5, 'trace_an': 0}
-
id: 606005
{'hecke_orbit_code': 33555057, 'n': 6, 'trace_an': 4}
-
id: 606006
{'hecke_orbit_code': 33555057, 'n': 7, 'trace_an': 0}
-
id: 606007
{'hecke_orbit_code': 33555057, 'n': 8, 'trace_an': 0}
-
id: 606008
{'hecke_orbit_code': 33555057, 'n': 9, 'trace_an': 16}
-
id: 606009
{'hecke_orbit_code': 33555057, 'n': 10, 'trace_an': 0}
-
id: 606010
{'hecke_orbit_code': 33555057, 'n': 11, 'trace_an': 4}
-
id: 606011
{'hecke_orbit_code': 33555057, 'n': 12, 'trace_an': 0}
-
id: 606012
{'hecke_orbit_code': 33555057, 'n': 13, 'trace_an': 0}
-
id: 606013
{'hecke_orbit_code': 33555057, 'n': 14, 'trace_an': 8}
-
id: 606014
{'hecke_orbit_code': 33555057, 'n': 15, 'trace_an': 0}
-
id: 606015
{'hecke_orbit_code': 33555057, 'n': 16, 'trace_an': 12}
-
id: 606016
{'hecke_orbit_code': 33555057, 'n': 17, 'trace_an': 0}
-
id: 606017
{'hecke_orbit_code': 33555057, 'n': 18, 'trace_an': 0}
-
id: 606018
{'hecke_orbit_code': 33555057, 'n': 19, 'trace_an': -10}
-
id: 606019
{'hecke_orbit_code': 33555057, 'n': 20, 'trace_an': 0}
-
id: 606020
{'hecke_orbit_code': 33555057, 'n': 21, 'trace_an': -6}
-
id: 606021
{'hecke_orbit_code': 33555057, 'n': 22, 'trace_an': 0}
-
id: 606022
{'hecke_orbit_code': 33555057, 'n': 23, 'trace_an': 0}
-
id: 606023
{'hecke_orbit_code': 33555057, 'n': 24, 'trace_an': 20}
-
id: 606024
{'hecke_orbit_code': 33555057, 'n': 25, 'trace_an': 0}
-
id: 606025
{'hecke_orbit_code': 33555057, 'n': 26, 'trace_an': -6}
-
id: 606026
{'hecke_orbit_code': 33555057, 'n': 27, 'trace_an': 0}
-
id: 606027
{'hecke_orbit_code': 33555057, 'n': 28, 'trace_an': 0}
-
id: 606028
{'hecke_orbit_code': 33555057, 'n': 29, 'trace_an': 10}
-
id: 606029
{'hecke_orbit_code': 33555057, 'n': 30, 'trace_an': 0}
-
id: 606030
{'hecke_orbit_code': 33555057, 'n': 31, 'trace_an': -6}
-
id: 606031
{'hecke_orbit_code': 33555057, 'n': 32, 'trace_an': 0}
-
id: 606032
{'hecke_orbit_code': 33555057, 'n': 33, 'trace_an': 0}
-
id: 606033
{'hecke_orbit_code': 33555057, 'n': 34, 'trace_an': 18}
-
id: 606034
{'hecke_orbit_code': 33555057, 'n': 35, 'trace_an': 0}
-
id: 606035
{'hecke_orbit_code': 33555057, 'n': 36, 'trace_an': 12}
-
id: 606036
{'hecke_orbit_code': 33555057, 'n': 37, 'trace_an': 0}
-
id: 606037
{'hecke_orbit_code': 33555057, 'n': 38, 'trace_an': 0}
-
id: 606038
{'hecke_orbit_code': 33555057, 'n': 39, 'trace_an': 2}
-
id: 606039
{'hecke_orbit_code': 33555057, 'n': 40, 'trace_an': 0}
-
id: 606040
{'hecke_orbit_code': 33555057, 'n': 41, 'trace_an': 14}
-
id: 606041
{'hecke_orbit_code': 33555057, 'n': 42, 'trace_an': 0}
-
id: 606042
{'hecke_orbit_code': 33555057, 'n': 43, 'trace_an': 0}
-
id: 606043
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id: 606932
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id: 606933
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id: 606934
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id: 606935
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id: 606937
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id: 606938
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id: 606939
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id: 606940
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id: 606941
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id: 606942
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id: 606943
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id: 606944
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id: 606945
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id: 606946
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id: 606947
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id: 606948
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id: 606949
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id: 606950
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id: 606951
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id: 606952
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id: 606953
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id: 606954
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id: 606955
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id: 606956
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id: 606957
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id: 606958
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id: 606962
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id: 606964
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id: 606965
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id: 606967
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id: 606968
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id: 606969
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id: 606970
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id: 606971
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id: 606972
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id: 606973
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id: 606974
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id: 606975
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id: 606976
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id: 606977
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id: 606978
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id: 606979
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id: 606980
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id: 606981
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id: 606982
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id: 606983
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id: 606984
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id: 606985
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id: 606986
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id: 606987
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id: 606988
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id: 606989
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id: 606990
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id: 606991
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id: 606992
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id: 606993
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id: 606994
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id: 606995
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id: 606996
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id: 606997
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id: 606998
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id: 606999
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