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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, -1], [11, -1]], 2, 1], [[[3, -1], [7, 1], [11, 1]], 3, 1], [[[3, 1], [7, -1], [11, 1]], 3, 2], [[[3, 1], [7, 1], [11, -1]], 3, 1]], 'Nk2': 924, 'analytic_conductor': 1.8445442866915769, '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': [231, 1, [155, 199, 211], [1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 29, 'dim': 11, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33554663, 'hecke_orbit_dims': [1, 2, 2, 3, 3], 'label': '231.2.a', 'level': 231, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 11], 'level_radical': 231, 'mf_dim': 36, 'mf_new_dim': 11, 'num_forms': 5, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 11, 'sturm_bound': 64, 'trace_bound': 2, 'trace_display': [1, -1, 10, -1], 'traces': [11, 1, -1, 17, 10, 5, -1, -3, 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-140, 4, 50, -84, -90, -68, 2, -96, -160, -84, 230, -144, 17, -178, 144, 8, -270, 30, -176, 4, -78, -40, -20, -20, -2, 62, 4, 46, 244, -54, 126, -32, -284, -6, -92, -4, 48, -100, -260, 90, 10, -90, -10, 232, 24, 2, 88, 6, -122, 59, -68, -20, 42, -140, -48, 56, -3, 0, 212, 28, -7, 4, -40, -34, 214, -2, 44, -26, -2, 18, 24, -104, -22, 108, -324, -32, -76, 112, 22, -48, 240, -12, 96, 56, -20, 34, 100, -22, 244], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 160551
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '231.2.a', 'level': 231, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 4, 'weight': 2}
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id: 160552
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '231.2.a', 'level': 231, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 2, 'weight': 2}
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id: 160554
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '231.2.a', 'level': 231, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '33.2.a', 'sub_level': 33, 'sub_mult': 2, 'weight': 2}
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id: 160555
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '231.2.a', 'level': 231, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '77.2.a', 'sub_level': 77, 'sub_mult': 2, 'weight': 2}
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id: 160553
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '231.2.a', 'level': 231, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '231.2.a', 'sub_level': 231, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '231.2.a', 'level': 231, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 212000
{'hecke_orbit_code': 33554663, 'n': 1, 'trace_an': 11}
-
id: 212001
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id: 212904
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id: 212905
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id: 212906
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id: 212907
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id: 212908
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id: 212909
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id: 212910
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id: 212911
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id: 212912
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id: 212913
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id: 212914
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id: 212915
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id: 212916
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id: 212917
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id: 212918
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id: 212919
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id: 212920
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id: 212921
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id: 212922
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id: 212923
{'hecke_orbit_code': 33554663, 'n': 924, 'trace_an': 17}
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id: 212924
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id: 212925
{'hecke_orbit_code': 33554663, 'n': 926, 'trace_an': 144}
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id: 212926
{'hecke_orbit_code': 33554663, 'n': 927, 'trace_an': 8}
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id: 212927
{'hecke_orbit_code': 33554663, 'n': 928, 'trace_an': -270}
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id: 212928
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id: 212929
{'hecke_orbit_code': 33554663, 'n': 930, 'trace_an': -176}
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id: 212930
{'hecke_orbit_code': 33554663, 'n': 931, 'trace_an': 4}
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id: 212931
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id: 212932
{'hecke_orbit_code': 33554663, 'n': 933, 'trace_an': -40}
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id: 212933
{'hecke_orbit_code': 33554663, 'n': 934, 'trace_an': -20}
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id: 212934
{'hecke_orbit_code': 33554663, 'n': 935, 'trace_an': -20}
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id: 212935
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id: 212936
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id: 212937
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id: 212938
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id: 212939
{'hecke_orbit_code': 33554663, 'n': 940, 'trace_an': 244}
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id: 212940
{'hecke_orbit_code': 33554663, 'n': 941, 'trace_an': -54}
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id: 212941
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id: 212942
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id: 212943
{'hecke_orbit_code': 33554663, 'n': 944, 'trace_an': -284}
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id: 212944
{'hecke_orbit_code': 33554663, 'n': 945, 'trace_an': -6}
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id: 212945
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id: 212946
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id: 212947
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id: 212948
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id: 212949
{'hecke_orbit_code': 33554663, 'n': 950, 'trace_an': -260}
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id: 212950
{'hecke_orbit_code': 33554663, 'n': 951, 'trace_an': 90}
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id: 212951
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id: 212952
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id: 212953
{'hecke_orbit_code': 33554663, 'n': 954, 'trace_an': -10}
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id: 212954
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id: 212955
{'hecke_orbit_code': 33554663, 'n': 956, 'trace_an': 24}
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id: 212956
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id: 212957
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id: 212958
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id: 212959
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id: 212960
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id: 212961
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id: 212962
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id: 212963
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id: 212964
{'hecke_orbit_code': 33554663, 'n': 965, 'trace_an': -140}
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id: 212965
{'hecke_orbit_code': 33554663, 'n': 966, 'trace_an': -48}
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id: 212966
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id: 212967
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id: 212968
{'hecke_orbit_code': 33554663, 'n': 969, 'trace_an': 0}
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id: 212969
{'hecke_orbit_code': 33554663, 'n': 970, 'trace_an': 212}
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id: 212970
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id: 212971
{'hecke_orbit_code': 33554663, 'n': 972, 'trace_an': -7}
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id: 212972
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id: 212973
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id: 212974
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id: 212975
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id: 212976
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id: 212977
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id: 212978
{'hecke_orbit_code': 33554663, 'n': 979, 'trace_an': -26}
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id: 212979
{'hecke_orbit_code': 33554663, 'n': 980, 'trace_an': -2}
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id: 212980
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id: 212981
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id: 212982
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id: 212983
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id: 212984
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id: 212985
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id: 212986
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id: 212987
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id: 212988
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id: 212989
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id: 212990
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id: 212991
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id: 212992
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id: 212993
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id: 212994
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id: 212995
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id: 212996
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id: 212997
{'hecke_orbit_code': 33554663, 'n': 998, 'trace_an': 100}
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id: 212998
{'hecke_orbit_code': 33554663, 'n': 999, 'trace_an': -22}
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id: 212999
{'hecke_orbit_code': 33554663, 'n': 1000, 'trace_an': 244}
