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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1]], 1, 1], [[[2, -1], [3, 1]], 3, 3]], 'ALdims': [0, 0, 3, 1], 'Nk2': 1296, 'analytic_conductor': 2.5871530254894846, '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': [324, 1, [163, 245], [1, 1]], 'conrey_index': 1, 'cusp_dim': 37, 'dim': 4, 'eis_dim': 35, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 33554756, 'hecke_orbit_dims': [1, 1, 1, 1], 'label': '324.2.a', 'level': 324, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 72, 'mf_new_dim': 4, 'num_forms': 4, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 108, 'trace_bound': 7, 'trace_display': [0, 0, 0, 2], 'traces': [4, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 14, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 18, 0, 0, 0, 0, 0, 22, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, -46, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 18, 0, 0, 0, 0, 0, 46, 0, 0, 0, 0, 0, -28, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 26, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, -34, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, -28, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, 62, 0, 0, 0, 0, 0, -26, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, -54, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 28, 0, 0, 0, 0, 0, -90, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 22, 0, 0, 0, 0, 0, -90, 0, 0, 0, 0, 0, -38, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, -52, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 74, 0, 0, 0, 0, 0, 26, 0, 0, 0, 0, 0, -14, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, 38, 0, 0, 0, 0, 0, 26, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, -90, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, -50, 0, 0, 0, 0, 0, 116, 0, 0, 0, 0, 0, -54, 0, 0, 0, 0, 0, 128, 0, 0, 0, 0, 0, 46, 0, 0, 0, 0, 0, -46, 0, 0, 0, 0, 0, 86, 0, 0, 0, 0, 0, 18, 0, 0, 0, 0, 0, 90, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -46, 0, 0, 0, 0, 0, 22, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 46, 0, 0, 0, 0, 0, 104, 0, 0, 0, 0, 0, 18, 0, 0, 0, 0, 0, -34, 0, 0, 0, 0, 0, 126, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, -54, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, 14, 0, 0, 0, 0, 0, -106, 0, 0, 0, 0, 0, -62, 0, 0, 0, 0, 0, -98, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 26, 0, 0, 0, 0, 0, -94, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, -56, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 68, 0, 0, 0, 0, 0, 62, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, -106, 0, 0, 0, 0, 0, -116, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 126, 0, 0, 0, 0, 0, 90, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, 18, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, -62, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, -88, 0, 0, 0, 0, 0, -198, 0, 0, 0, 0, 0, -50, 0, 0, 0, 0, 0, -94, 0, 0, 0, 0, 0, 74, 0, 0, 0, 0, 0, -136, 0, 0, 0, 0, 0, 180, 0, 0, 0, 0, 0, -82, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 44, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -144, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 76, 0, 0, 0, 0, 0, -108, 0, 0, 0, 0, 0, 90, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, -46, 0, 0, 0, 0, 0, 176, 0, 0, 0, 0, 0, 162, 0, 0, 0, 0, 0, -80, 0, 0, 0, 0, 0, 104, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 98, 0, 0, 0, 0, 0, -108, 0, 0, 0, 0, 0, 34, 0, 0, 0, 0, 0, -64, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, 110, 0, 0, 0, 0, 0, -54, 0, 0, 0, 0, 0, 44, 0, 0, 0, 0, 0, 56, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, -90, 0, 0, 0, 0, 0, 10, 0, 0, 0, 0, 0, 126, 0, 0, 0, 0, 0, -42, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 22, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 126, 0, 0, 0, 0, 0, 68, 0, 0, 0, 0, 0, 104, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 184952
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '324.2.a', 'level': 324, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '27.2.a', 'sub_level': 27, 'sub_mult': 6, 'weight': 2}
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id: 184954
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '324.2.a', 'level': 324, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.2.a', 'sub_level': 36, 'sub_mult': 3, 'weight': 2}
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id: 184955
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '324.2.a', 'level': 324, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '54.2.a', 'sub_level': 54, 'sub_mult': 4, 'weight': 2}
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id: 184956
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '324.2.a', 'level': 324, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '81.2.a', 'sub_level': 81, 'sub_mult': 3, 'weight': 2}
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id: 184950
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '324.2.a', 'level': 324, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '108.2.a', 'sub_level': 108, 'sub_mult': 2, 'weight': 2}
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id: 184951
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '324.2.a', 'level': 324, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '162.2.a', 'sub_level': 162, 'sub_mult': 2, 'weight': 2}
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id: 184953
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '324.2.a', 'level': 324, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '324.2.a', 'sub_level': 324, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '324.2.a', 'level': 324, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 305000
{'hecke_orbit_code': 33554756, 'n': 1, 'trace_an': 4}
-
id: 305001
{'hecke_orbit_code': 33554756, 'n': 2, 'trace_an': 0}
-
id: 305002
{'hecke_orbit_code': 33554756, 'n': 3, 'trace_an': 0}
-
id: 305003
{'hecke_orbit_code': 33554756, 'n': 4, 'trace_an': 0}
-
id: 305004
{'hecke_orbit_code': 33554756, 'n': 5, 'trace_an': 0}
-
id: 305005
{'hecke_orbit_code': 33554756, 'n': 6, 'trace_an': 0}
-
id: 305006
{'hecke_orbit_code': 33554756, 'n': 7, 'trace_an': 2}
-
id: 305007
{'hecke_orbit_code': 33554756, 'n': 8, 'trace_an': 0}
-
id: 305008
{'hecke_orbit_code': 33554756, 'n': 9, 'trace_an': 0}
-
id: 305009
{'hecke_orbit_code': 33554756, 'n': 10, 'trace_an': 0}
-
id: 305010
{'hecke_orbit_code': 33554756, 'n': 11, 'trace_an': 0}
-
id: 305011
{'hecke_orbit_code': 33554756, 'n': 12, 'trace_an': 0}
-
id: 305012
{'hecke_orbit_code': 33554756, 'n': 13, 'trace_an': 8}
-
id: 305013
{'hecke_orbit_code': 33554756, 'n': 14, 'trace_an': 0}
-
id: 305014
{'hecke_orbit_code': 33554756, 'n': 15, 'trace_an': 0}
-
id: 305015
{'hecke_orbit_code': 33554756, 'n': 16, 'trace_an': 0}
-
id: 305016
{'hecke_orbit_code': 33554756, 'n': 17, 'trace_an': 0}
-
id: 305017
{'hecke_orbit_code': 33554756, 'n': 18, 'trace_an': 0}
-
id: 305018
{'hecke_orbit_code': 33554756, 'n': 19, 'trace_an': -4}
-
id: 305019
{'hecke_orbit_code': 33554756, 'n': 20, 'trace_an': 0}
-
id: 305020
{'hecke_orbit_code': 33554756, 'n': 21, 'trace_an': 0}
-
id: 305021
{'hecke_orbit_code': 33554756, 'n': 22, 'trace_an': 0}
-
id: 305022
{'hecke_orbit_code': 33554756, 'n': 23, 'trace_an': 0}
-
id: 305023
{'hecke_orbit_code': 33554756, 'n': 24, 'trace_an': 0}
-
id: 305024
{'hecke_orbit_code': 33554756, 'n': 25, 'trace_an': 16}
-
id: 305025
{'hecke_orbit_code': 33554756, 'n': 26, 'trace_an': 0}
-
id: 305026
{'hecke_orbit_code': 33554756, 'n': 27, 'trace_an': 0}
-
id: 305027
{'hecke_orbit_code': 33554756, 'n': 28, 'trace_an': 0}
-
id: 305028
{'hecke_orbit_code': 33554756, 'n': 29, 'trace_an': 0}
-
id: 305029
{'hecke_orbit_code': 33554756, 'n': 30, 'trace_an': 0}
-
id: 305030
{'hecke_orbit_code': 33554756, 'n': 31, 'trace_an': 2}
-
id: 305031
{'hecke_orbit_code': 33554756, 'n': 32, 'trace_an': 0}
-
id: 305032
{'hecke_orbit_code': 33554756, 'n': 33, 'trace_an': 0}
-
id: 305033
{'hecke_orbit_code': 33554756, 'n': 34, 'trace_an': 0}
-
id: 305034
{'hecke_orbit_code': 33554756, 'n': 35, 'trace_an': 0}
-
id: 305035
{'hecke_orbit_code': 33554756, 'n': 36, 'trace_an': 0}
-
id: 305036
{'hecke_orbit_code': 33554756, 'n': 37, 'trace_an': 14}
-
id: 305037
{'hecke_orbit_code': 33554756, 'n': 38, 'trace_an': 0}
-
id: 305038
{'hecke_orbit_code': 33554756, 'n': 39, 'trace_an': 0}
-
id: 305039
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id: 305957
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id: 305958
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id: 305959
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id: 305960
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id: 305961
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id: 305962
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id: 305963
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id: 305964
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id: 305965
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id: 305966
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id: 305967
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id: 305968
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id: 305969
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id: 305970
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-
id: 305971
{'hecke_orbit_code': 33554756, 'n': 972, 'trace_an': 0}
-
id: 305972
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id: 305973
{'hecke_orbit_code': 33554756, 'n': 974, 'trace_an': 0}
-
id: 305974
{'hecke_orbit_code': 33554756, 'n': 975, 'trace_an': 0}
-
id: 305975
{'hecke_orbit_code': 33554756, 'n': 976, 'trace_an': 0}
-
id: 305976
{'hecke_orbit_code': 33554756, 'n': 977, 'trace_an': 0}
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id: 305977
{'hecke_orbit_code': 33554756, 'n': 978, 'trace_an': 0}
-
id: 305978
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-
id: 305979
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-
id: 305980
{'hecke_orbit_code': 33554756, 'n': 981, 'trace_an': 0}
-
id: 305981
{'hecke_orbit_code': 33554756, 'n': 982, 'trace_an': 0}
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id: 305982
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id: 305983
{'hecke_orbit_code': 33554756, 'n': 984, 'trace_an': 0}
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id: 305984
{'hecke_orbit_code': 33554756, 'n': 985, 'trace_an': 126}
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id: 305985
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-
id: 305986
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id: 305987
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id: 305988
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-
id: 305989
{'hecke_orbit_code': 33554756, 'n': 990, 'trace_an': 0}
-
id: 305990
{'hecke_orbit_code': 33554756, 'n': 991, 'trace_an': 68}
-
id: 305991
{'hecke_orbit_code': 33554756, 'n': 992, 'trace_an': 0}
-
id: 305992
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id: 305993
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id: 305994
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id: 305995
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-
id: 305996
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id: 305997
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id: 305998
{'hecke_orbit_code': 33554756, 'n': 999, 'trace_an': 0}
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id: 305999
{'hecke_orbit_code': 33554756, 'n': 1000, 'trace_an': 0}
