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mf_newspaces • Show schema
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{'Nk2': 1344, 'analytic_conductor': 2.6829735079150208, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 3, 'char_parity': 1, 'char_values': [336, 3, [127, 85, 113, 241], [3, 3, 3, 2]], 'conrey_index': 193, 'cusp_dim': 104, 'dim': 16, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 1099545182544, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4], 'label': '336.2.q', 'level': 336, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 152, 'mf_new_dim': 16, 'num_forms': 7, 'prim_orbit_index': 3, 'relative_dim': 8, 'sturm_bound': 128, 'trace_bound': 5, 'trace_display': [0, -2, 0, -2], 'traces': [16, 0, -2, 0, 0, 0, -2, 0, -8, 0, 4, 0, 0, 0, 0, 0, 0, 0, -10, 0, 0, 0, 16, 0, -12, 0, 4, 0, 16, 0, 14, 0, -4, 0, 36, 0, -8, 0, 2, 0, 16, 0, -12, 0, 0, 0, -12, 0, -16, 0, 0, 0, -16, 0, -56, 0, -8, 0, -16, 0, -8, 0, -2, 0, -8, 0, -6, 0, 0, 0, 24, 0, 12, 0, -14, 0, 8, 0, 18, 0, -8, 0, -24, 0, -16, 0, 12, 0, 16, 0, 54, 0, 8, 0, -36, 0, 8, 0, -8, 0, 16, 0, 10, 0, 12, 0, -40, 0, 0, 0, -60, 0, 32, 0, -40, 0, 0, 0, -24, 0, -28, 0, -12, 0, -48, 0, 68, 0, 4, 0, 12, 0, 64, 0, 0, 0, -32, 0, 84, 0, 16, 0, 36, 0, -28, 0, 14, 0, 16, 0, -12, 0, 0, 0, 8, 0, -8, 0, 20, 0, -8, 0, -32, 0, 8, 0, 40, 0, -24, 0, -10, 0, -56, 0, -32, 0, 12, 0, 52, 0, -32, 0, 56, 0, 40, 0, -24, 0, 0, 0, 28, 0, 0, 0, 88, 0, -48, 0, 40, 0, 12, 0, 8, 0, 64, 0, 16, 0, 32, 0, -16, 0, -8, 0, -36, 0, 28, 0, 14, 0, 56, 0, -56, 0, 24, 0, -4, 0, 32, 0, -12, 0, -8, 0, -24, 0, 0, 0, -72, 0, -20, 0, -2, 0, 40, 0, -22, 0, 4, 0, -112, 0, 80, 0, 8, 0, -32, 0, -34, 0, -8, 0, -80, 0, 24, 0, -48, 0, -88, 0, 4, 0, -48, 0, -52, 0, 0, 0, -28, 0, -16, 0, 14, 0, -16, 0, -36, 0, 8, 0, -52, 0, -112, 0, 24, 0, -4, 0, 40, 0, -40, 0, -20, 0, 24, 0, 92, 0, -16, 0, -28, 0, 64, 0, 0, 0, 8, 0, 44, 0, -8, 0, 80, 0, 8, 0, 26, 0, -16, 0, 42, 0, -8, 0, 232, 0, 64, 0, -12, 0, 56, 0, -32, 0, -24, 0, 72, 0, -96, 0, -4, 0, -64, 0, -8, 0, 72, 0, 40, 0, -12, 0, 100, 0, -16, 0, -6, 0, -8, 0, -16, 0, 8, 0, 60, 0, -16, 0, -116, 0, 0, 0, -48, 0, -124, 0, 6, 0, 8, 0, -64, 0, -56, 0, 52, 0, -80, 0, 26, 0, -40, 0, -42, 0, 0, 0, -88, 0, 24, 0, -48, 0, 24, 0, -20, 0, 4, 0, -232, 0, -144, 0, -12, 0, 72, 0, -36, 0, 40, 0, -44, 0, 88, 0, -32, 0, 72, 0, 116, 0, 20, 0, 0, 0, 72, 0, -128, 0, 48, 0, 8, 0, 32, 0, 12, 0, -56, 0, 0, 0, 192, 0, -92, 0, 28, 0, 124, 0, 64, 0, -52, 0, -48, 0, 92, 0, 32, 0, -40, 0, -12, 0, -48, 0, 56, 0, 122, 0, 48, 0, 80, 0, -24, 0, 28, 0, -40, 0, 70, 0, 0, 0, 280, 0, -144, 0, 0, 0, 16, 0, 104, 0, 4, 0, 92, 0, 0, 0, 0, 0, 104, 0, -22, 0, -80, 0, 48, 0, -8, 0, 32, 0, -64, 0, -84, 0, 0, 0, -60, 0, 0, 0, 58, 0, 224, 0, 96, 0, -8, 0, -80, 0, 28, 0, 60, 0, 24, 0, -100, 0, 48, 0, 44, 0, 16, 0, 4, 0, 0, 0, -50, 0, -80, 0, -112, 0, 48, 0, -70, 0, -64, 0, -100, 0, -8, 0, -352, 0, 48, 0, 16, 0, -32, 0, -8, 0, -24, 0, -56, 0, 64, 0, 12, 0, -56, 0, -14, 0, -68, 0, 4, 0, 32, 0, -176, 0, -64, 0, -14, 0, 0, 0, 48, 0, 0, 0, -68, 0, -80, 0, 136, 0, -40, 0, 124, 0, -104, 0, -12, 0, 48, 0, 4, 0, -112, 0, -164, 0, 60, 0, -6, 0, -8, 0, 44, 0, -24, 0, 192, 0, -64, 0, 56, 0, -104, 0, 56, 0, 32, 0, 384, 0, 144, 0, -14, 0, 24, 0, 120, 0, -28, 0, 112, 0, 112, 0, 76, 0, -128, 0, -70, 0, 8, 0, 36, 0, -16, 0, 184, 0, 64, 0, -26, 0, 8, 0, -32, 0, -32, 0, 18, 0, -128, 0, -96, 0, 72, 0, -116, 0, -140, 0, 52, 0, -64, 0, -116, 0, 16, 0, 104, 0, 24, 0, 16, 0, -72, 0, -34, 0, 48, 0, -136, 0, -24, 0, 12, 0, 56, 0, -34, 0, -4, 0, -384, 0, -80, 0, 8, 0, 64, 0, -184, 0, 8, 0, -72, 0, -96, 0, -120, 0, 96, 0, -34, 0, 92, 0, 4, 0, -48, 0, -24, 0, -32, 0, 32, 0, -48, 0, 44, 0, -48, 0, -96, 0, -96, 0, -256, 0, 16, 0, 84, 0, 136, 0, -32, 0, -32, 0, 112, 0, 32, 0, -40, 0, -20, 0, -30, 0, 48, 0, 72, 0, 112, 0, -40, 0, 0, 0, 58, 0, 8, 0, 80, 0, 8, 0, 224, 0, -72, 0, 24, 0, -152, 0, -98, 0, 44, 0, 120, 0, 96, 0, 72, 0, 120, 0, -80, 0, -64, 0, 52, 0, -24, 0, 188, 0, 176, 0, 54, 0, -4, 0, 24, 0, 88, 0, 100, 0, 112, 0, -52, 0, -88, 0, -108, 0, 184, 0, 4, 0, 56, 0, -48, 0, 48, 0, 8, 0, 72, 0, 56, 0, 64, 0, -62, 0, -32, 0, -192, 0, 60, 0, -56, 0, 64, 0, -10, 0, 4, 0, -232, 0, 160, 0, 10, 0, -88, 0, 12, 0, -64, 0, -216, 0, 80, 0, -36, 0, -144, 0, 144, 0, 0, 0, -172, 0, -32, 0, -200, 0, 64, 0, 88, 0, 24, 0, 80, 0, 72, 0, -40, 0, -256, 0, 380, 0, -40, 0, 32, 0, -88, 0, -58, 0, 16, 0, 208, 0, 0, 0, 32, 0, -40, 0, 36, 0, -104, 0, 46, 0, -88, 0, 256, 0, 40, 0, 30, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 187760
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.2.q', 'level': 336, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 16], 'sub_dim': 2, 'sub_label': '21.2.e', 'sub_level': 21, 'sub_mult': 5, 'weight': 2}
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id: 187761
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.2.q', 'level': 336, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 25], 'sub_dim': 2, 'sub_label': '28.2.e', 'sub_level': 28, 'sub_mult': 6, 'weight': 2}
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id: 187763
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.2.q', 'level': 336, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 37], 'sub_dim': 4, 'sub_label': '42.2.e', 'sub_level': 42, 'sub_mult': 4, 'weight': 2}
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id: 187764
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.2.q', 'level': 336, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 25], 'sub_dim': 4, 'sub_label': '56.2.i', 'sub_level': 56, 'sub_mult': 4, 'weight': 2}
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id: 187765
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.2.q', 'level': 336, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 37], 'sub_dim': 2, 'sub_label': '84.2.i', 'sub_level': 84, 'sub_mult': 3, 'weight': 2}
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id: 187758
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.2.q', 'level': 336, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 65, 'sub_conrey_indexes': [65, 81], 'sub_dim': 6, 'sub_label': '112.2.i', 'sub_level': 112, 'sub_mult': 2, 'weight': 2}
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id: 187759
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.2.q', 'level': 336, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 121], 'sub_dim': 8, 'sub_label': '168.2.q', 'sub_level': 168, 'sub_mult': 2, 'weight': 2}
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id: 187762
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.2.q', 'level': 336, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 193, 'sub_conrey_indexes': [193, 289], 'sub_dim': 16, 'sub_label': '336.2.q', 'sub_level': 336, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 17, 'label': '336.2.q', 'level': 336, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 132327000
{'hecke_orbit_code': 1099545182544, 'n': 1, 'trace_an': 16}
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id: 132327001
{'hecke_orbit_code': 1099545182544, 'n': 2, 'trace_an': 0}
-
id: 132327002
{'hecke_orbit_code': 1099545182544, 'n': 3, 'trace_an': -2}
-
id: 132327003
{'hecke_orbit_code': 1099545182544, 'n': 4, 'trace_an': 0}
-
id: 132327004
{'hecke_orbit_code': 1099545182544, 'n': 5, 'trace_an': 0}
-
id: 132327005
{'hecke_orbit_code': 1099545182544, 'n': 6, 'trace_an': 0}
-
id: 132327006
{'hecke_orbit_code': 1099545182544, 'n': 7, 'trace_an': -2}
-
id: 132327007
{'hecke_orbit_code': 1099545182544, 'n': 8, 'trace_an': 0}
-
id: 132327008
{'hecke_orbit_code': 1099545182544, 'n': 9, 'trace_an': -8}
-
id: 132327009
{'hecke_orbit_code': 1099545182544, 'n': 10, 'trace_an': 0}
-
id: 132327010
{'hecke_orbit_code': 1099545182544, 'n': 11, 'trace_an': 4}
-
id: 132327011
{'hecke_orbit_code': 1099545182544, 'n': 12, 'trace_an': 0}
-
id: 132327012
{'hecke_orbit_code': 1099545182544, 'n': 13, 'trace_an': 0}
-
id: 132327013
{'hecke_orbit_code': 1099545182544, 'n': 14, 'trace_an': 0}
-
id: 132327014
{'hecke_orbit_code': 1099545182544, 'n': 15, 'trace_an': 0}
-
id: 132327015
{'hecke_orbit_code': 1099545182544, 'n': 16, 'trace_an': 0}
-
id: 132327016
{'hecke_orbit_code': 1099545182544, 'n': 17, 'trace_an': 0}
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id: 132327017
{'hecke_orbit_code': 1099545182544, 'n': 18, 'trace_an': 0}
-
id: 132327018
{'hecke_orbit_code': 1099545182544, 'n': 19, 'trace_an': -10}
-
id: 132327019
{'hecke_orbit_code': 1099545182544, 'n': 20, 'trace_an': 0}
-
id: 132327020
{'hecke_orbit_code': 1099545182544, 'n': 21, 'trace_an': 0}
-
id: 132327021
{'hecke_orbit_code': 1099545182544, 'n': 22, 'trace_an': 0}
-
id: 132327022
{'hecke_orbit_code': 1099545182544, 'n': 23, 'trace_an': 16}
-
id: 132327023
{'hecke_orbit_code': 1099545182544, 'n': 24, 'trace_an': 0}
-
id: 132327024
{'hecke_orbit_code': 1099545182544, 'n': 25, 'trace_an': -12}
-
id: 132327025
{'hecke_orbit_code': 1099545182544, 'n': 26, 'trace_an': 0}
-
id: 132327026
{'hecke_orbit_code': 1099545182544, 'n': 27, 'trace_an': 4}
-
id: 132327027
{'hecke_orbit_code': 1099545182544, 'n': 28, 'trace_an': 0}
-
id: 132327028
{'hecke_orbit_code': 1099545182544, 'n': 29, 'trace_an': 16}
-
id: 132327029
{'hecke_orbit_code': 1099545182544, 'n': 30, 'trace_an': 0}
-
id: 132327030
{'hecke_orbit_code': 1099545182544, 'n': 31, 'trace_an': 14}
-
id: 132327031
{'hecke_orbit_code': 1099545182544, 'n': 32, 'trace_an': 0}
-
id: 132327032
{'hecke_orbit_code': 1099545182544, 'n': 33, 'trace_an': -4}
-
id: 132327033
{'hecke_orbit_code': 1099545182544, 'n': 34, 'trace_an': 0}
-
id: 132327034
{'hecke_orbit_code': 1099545182544, 'n': 35, 'trace_an': 36}
-
id: 132327035
{'hecke_orbit_code': 1099545182544, 'n': 36, 'trace_an': 0}
-
id: 132327036
{'hecke_orbit_code': 1099545182544, 'n': 37, 'trace_an': -8}
-
id: 132327037
{'hecke_orbit_code': 1099545182544, 'n': 38, 'trace_an': 0}
-
id: 132327038
{'hecke_orbit_code': 1099545182544, 'n': 39, 'trace_an': 2}
-
id: 132327039
{'hecke_orbit_code': 1099545182544, 'n': 40, 'trace_an': 0}
-
id: 132327040
{'hecke_orbit_code': 1099545182544, 'n': 41, 'trace_an': 16}
-
id: 132327041
{'hecke_orbit_code': 1099545182544, 'n': 42, 'trace_an': 0}
-
id: 132327042
{'hecke_orbit_code': 1099545182544, 'n': 43, 'trace_an': -12}
-
id: 132327043
{'hecke_orbit_code': 1099545182544, 'n': 44, 'trace_an': 0}
-
id: 132327044
{'hecke_orbit_code': 1099545182544, 'n': 45, 'trace_an': 0}
-
id: 132327045
{'hecke_orbit_code': 1099545182544, 'n': 46, 'trace_an': 0}
-
id: 132327046
{'hecke_orbit_code': 1099545182544, 'n': 47, 'trace_an': -12}
-
id: 132327047
{'hecke_orbit_code': 1099545182544, 'n': 48, 'trace_an': 0}
-
id: 132327048
{'hecke_orbit_code': 1099545182544, 'n': 49, 'trace_an': -16}
-
id: 132327049
{'hecke_orbit_code': 1099545182544, 'n': 50, 'trace_an': 0}
-
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