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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, -1]], 1, 1], [[[2, 1], [5, -1]], 2, 2], [[[2, -1], [5, 1]], 2, 2]], 'ALdims': [0, 2, 2, 1], 'Nk2': 800, 'analytic_conductor': 1.5970080404256077, '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': [200, 1, [151, 101, 177], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 19, 'dim': 5, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33554632, 'hecke_orbit_dims': [1, 1, 1, 1, 1], 'label': '200.2.a', 'level': 200, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 42, 'mf_new_dim': 5, 'num_forms': 5, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 60, 'trace_bound': 3, 'trace_display': [0, 0, 0, 4], 'traces': [5, 0, 0, 0, 0, 0, 4, 0, 11, 0, -2, 0, 2, 0, 0, 0, -2, 0, -2, 0, -4, 0, -4, 0, 0, 0, 0, 0, -14, 0, 12, 0, 0, 0, 0, 0, -6, 0, -8, 0, -8, 0, 8, 0, 0, 0, -4, 0, -3, 0, -30, 0, -6, 0, 0, 0, 0, 0, -12, 0, -2, 0, -12, 0, 0, 0, -8, 0, 4, 0, -8, 0, 6, 0, 0, 0, 16, 0, 44, 0, 5, 0, 16, 0, 0, 0, 0, 0, -12, 0, 40, 0, 0, 0, 0, 0, 14, 0, -8, 0, 30, 0, -4, 0, 0, 0, 0, 0, 30, 0, 52, 0, -18, 0, 0, 0, -6, 0, 12, 0, -5, 0, 0, 0, 0, 0, 12, 0, -48, 0, -36, 0, 16, 0, 0, 0, -10, 0, 38, 0, -48, 0, 8, 0, 0, 0, 0, 0, 42, 0, -28, 0, 6, 0, 0, 0, 2, 0, -52, 0, -32, 0, -16, 0, 0, 0, -12, 0, 3, 0, -8, 0, -14, 0, 0, 0, 0, 0, -26, 0, 38, 0, 0, 0, 0, 0, -8, 0, -52, 0, -12, 0, 14, 0, 0, 0, -22, 0, -64, 0, 62, 0, -8, 0, 0, 0, 12, 0, 50, 0, 2, 0, 0, 0, 0, 0, -32, 0, 14, 0, 36, 0, 4, 0, 0, 0, 24, 0, -30, 0, -44, 0, 6, 0, 0, 0, 0, 0, 16, 0, -56, 0, 0, 0, 0, 0, 8, 0, 86, 0, -22, 0, -16, 0, 0, 0, 30, 0, -32, 0, -86, 0, 12, 0, 0, 0, 0, 0, -30, 0, -20, 0, 0, 0, 0, 0, 10, 0, 144, 0, 42, 0, -8, 0, 0, 0, -24, 0, -31, 0, 148, 0, 26, 0, 0, 0, 0, 0, -40, 0, 24, 0, 0, 0, 0, 0, 8, 0, 32, 0, 108, 0, -26, 0, 0, 0, 18, 0, -40, 0, 50, 0, -8, 0, 0, 0, 0, 0, -24, 0, -10, 0, 18, 0, 0, 0, 14, 0, 118, 0, -12, 0, 8, 0, 0, 0, 16, 0, -2, 0, -104, 0, -2, 0, 0, 0, 0, 0, -76, 0, -45, 0, 0, 0, 0, 0, -20, 0, -14, 0, -16, 0, -22, 0, 0, 0, -4, 0, 10, 0, 12, 0, 36, 0, 0, 0, -24, 0, 6, 0, -12, 0, 0, 0, 0, 0, 2, 0, -44, 0, 32, 0, -16, 0, 0, 0, -24, 0, 16, 0, -46, 0, -16, 0, 0, 0, 0, 0, 54, 0, -22, 0, 12, 0, 0, 0, -8, 0, -88, 0, -76, 0, -2, 0, 0, 0, -16, 0, -24, 0, -69, 0, -24, 0, 0, 0, 0, 0, -48, 0, -46, 0, 0, 0, 0, 0, -10, 0, -90, 0, -30, 0, -12, 0, 0, 0, -8, 0, 20, 0, 68, 0, 32, 0, 0, 0, 18, 0, 124, 0, -28, 0, 0, 0, 0, 0, 20, 0, -34, 0, 100, 0, 4, 0, 0, 0, 0, 0, -44, 0, 144, 0, 12, 0, 0, 0, 0, 0, 134, 0, 68, 0, 0, 0, 0, 0, -16, 0, -96, 0, -40, 0, 8, 0, 0, 0, 16, 0, -83, 0, 84, 0, -12, 0, 0, 0, 0, 0, 54, 0, -70, 0, 0, 0, 0, 0, -8, 0, 106, 0, -40, 0, 0, 0, 0, 0, -14, 0, 0, 0, -30, 0, -16, 0, 0, 0, 36, 0, -24, 0, -76, 0, 0, 0, 0, 0, -2, 0, 2, 0, 20, 0, -24, 0, 0, 0, 48, 0, -12, 0, -36, 0, -18, 0, 0, 0, 0, 0, 116, 0, 132, 0, 24, 0, 0, 0, 12, 0, 112, 0, -24, 0, 42, 0, 0, 0, 6, 0, 92, 0, 52, 0, -24, 0, 0, 0, 0, 0, -48, 0, -44, 0, 0, 0, 0, 0, 18, 0, -128, 0, -6, 0, 48, 0, 0, 0, -12, 0, 96, 0, -120, 0, 34, 0, 0, 0, -18, 0, -126, 0, 34, 0, 0, 0, 0, 0, 8, 0, 48, 0, 92, 0, -18, 0, 0, 0, -22, 0, 64, 0, 64, 0, -24, 0, 0, 0, 0, 0, 4, 0, 78, 0, -48, 0, 0, 0, 12, 0, -132, 0, -46, 0, -24, 0, 0, 0, 24, 0, -94, 0, 104, 0, 32, 0, 0, 0, 0, 0, -28, 0, 56, 0, 0, 0, 0, 0, -44, 0, -55, 0, 24, 0, -30, 0, 0, 0, -32, 0, 84, 0, -88, 0, -36, 0, 0, 0, -48, 0, -100, 0, -8, 0, 0, 0, 0, 0, 10, 0, 44, 0, -88, 0, 56, 0, 0, 0, -8, 0, 56, 0, -180, 0, 42, 0, 0, 0, 0, 0, -46, 0, -88, 0, 0, 0, 0, 0, -8, 0, -60, 0, -44, 0, -4, 0, 0, 0, 18, 0, 48, 0, -78, 0, 24, 0, 0, 0, 0, 0, -6, 0, -12, 0, 0, 0, 0, 0, 32, 0, 88, 0, -90, 0, -4, 0, 0, 0, -48, 0, -22, 0, -96, 0, -18, 0, 0, 0, 0, 0, -24, 0, -5, 0, 0, 0, 0, 0, 20, 0, -18, 0, 32, 0, -38, 0, 0, 0, 6, 0, -10, 0, 52, 0, -12, 0, 0, 0, 0, 0, -116, 0, 88, 0, -42, 0, 0, 0, -46, 0, 124, 0, 50, 0, 16, 0, 0, 0, 20, 0, 0, 0, 142, 0, -16, 0, 0, 0, 0, 0, -144, 0, 72, 0, 0, 0, 0, 0, -48, 0, 66, 0, 192, 0, 64, 0, 0, 0, 48, 0, -108, 0, -86, 0, 0, 0, 0, 0, 12, 0, 58, 0, 54, 0, 0, 0, 0, 0, 38, 0, 164, 0, 82, 0, 24, 0, 0, 0, 8, 0, 100, 0, -24, 0, 6, 0, 0, 0, 0, 0, 44, 0, 109, 0, 0, 0, 0, 0, 36, 0, -30, 0, -114, 0, 48, 0, 0, 0, -2, 0, -90, 0, 114, 0, -36, 0, 0, 0, 0, 0, -24, 0, -28, 0, 0, 0, 0, 0, 42, 0, 76, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 152412
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '200.2.a', 'level': 200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.2.a', 'sub_level': 20, 'sub_mult': 4, 'weight': 2}
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id: 152413
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '200.2.a', 'level': 200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '40.2.a', 'sub_level': 40, 'sub_mult': 2, 'weight': 2}
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id: 152414
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '200.2.a', 'level': 200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '50.2.a', 'sub_level': 50, 'sub_mult': 3, 'weight': 2}
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id: 152410
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '200.2.a', 'level': 200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '100.2.a', 'sub_level': 100, 'sub_mult': 2, 'weight': 2}
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id: 152411
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '200.2.a', 'level': 200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '200.2.a', 'sub_level': 200, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '200.2.a', 'level': 200, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 181000
{'hecke_orbit_code': 33554632, 'n': 1, 'trace_an': 5}
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id: 181001
{'hecke_orbit_code': 33554632, 'n': 2, 'trace_an': 0}
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id: 181002
{'hecke_orbit_code': 33554632, 'n': 3, 'trace_an': 0}
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id: 181003
{'hecke_orbit_code': 33554632, 'n': 4, 'trace_an': 0}
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id: 181004
{'hecke_orbit_code': 33554632, 'n': 5, 'trace_an': 0}
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id: 181005
{'hecke_orbit_code': 33554632, 'n': 6, 'trace_an': 0}
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id: 181006
{'hecke_orbit_code': 33554632, 'n': 7, 'trace_an': 4}
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id: 181007
{'hecke_orbit_code': 33554632, 'n': 8, 'trace_an': 0}
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id: 181008
{'hecke_orbit_code': 33554632, 'n': 9, 'trace_an': 11}
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id: 181009
{'hecke_orbit_code': 33554632, 'n': 10, 'trace_an': 0}
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id: 181010
{'hecke_orbit_code': 33554632, 'n': 11, 'trace_an': -2}
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id: 181011
{'hecke_orbit_code': 33554632, 'n': 12, 'trace_an': 0}
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id: 181012
{'hecke_orbit_code': 33554632, 'n': 13, 'trace_an': 2}
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id: 181013
{'hecke_orbit_code': 33554632, 'n': 14, 'trace_an': 0}
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id: 181014
{'hecke_orbit_code': 33554632, 'n': 15, 'trace_an': 0}
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id: 181015
{'hecke_orbit_code': 33554632, 'n': 16, 'trace_an': 0}
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id: 181016
{'hecke_orbit_code': 33554632, 'n': 17, 'trace_an': -2}
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id: 181017
{'hecke_orbit_code': 33554632, 'n': 18, 'trace_an': 0}
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id: 181018
{'hecke_orbit_code': 33554632, 'n': 19, 'trace_an': -2}
-
id: 181019
{'hecke_orbit_code': 33554632, 'n': 20, 'trace_an': 0}
-
id: 181020
{'hecke_orbit_code': 33554632, 'n': 21, 'trace_an': -4}
-
id: 181021
{'hecke_orbit_code': 33554632, 'n': 22, 'trace_an': 0}
-
id: 181022
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id: 181940
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id: 181942
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id: 181943
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id: 181944
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id: 181945
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id: 181946
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id: 181947
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id: 181948
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id: 181949
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id: 181953
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id: 181956
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id: 181957
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id: 181958
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id: 181959
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id: 181960
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id: 181961
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id: 181966
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id: 181972
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id: 181973
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id: 181974
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id: 181975
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id: 181976
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id: 181977
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id: 181979
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id: 181981
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id: 181986
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id: 181987
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id: 181988
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id: 181989
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id: 181990
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id: 181991
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id: 181992
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id: 181993
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id: 181994
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id: 181995
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id: 181996
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id: 181997
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id: 181998
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id: 181999
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