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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [7, -1]], 2, 2], [[[5, -1], [7, 1]], 4, 2], [[[5, 1], [7, -1]], 5, 3], [[[5, 1], [7, 1]], 2, 1]], 'Nk2': 980, 'analytic_conductor': 1.9563348495213695, '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': [245, 1, [197, 101], [1, 1]], 'conrey_indexes': [1], 'cusp_dim': 21, 'dim': 13, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 33554677, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 2, 2], 'label': '245.2.a', 'level': 245, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 36, 'mf_new_dim': 13, 'num_forms': 8, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 13, 'sturm_bound': 56, 'trace_bound': 3, 'trace_display': [-1, 0, -1, 0], 'traces': [13, -1, 0, 11, -1, 8, 0, 3, 13, 1, -4, -4, -10, 0, 0, -5, 2, -17, 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-52, 56, 10, 4, -34, 8, 0, 4, -72, -14, -46, 12, -16, 0, 8, 56, 48, -88, 48, -16, 0, 78, 276, -44, 60, -110, 16, 0, -88, -54, 32, -120, 52, 38, 0, 24, 134, -66, 164, 4, 2, 0, 42, -72, -8, -32, -40, 44, 0, -74, -32, 48, -14, -40, 4, 0, 132, -84, 34, -24, -16, -26, 0, 24, -5, -50, 162, -24, -88, 0, -48, -156, -106, -106, -7, 0, 0, 16, 152, 8, 112, 16, 58, 0, -78, -58, -104, 52, 40, 12, 0, 88, -120, -26, 120, 52, 14, 0, 216, 116, -64, 152, 52, 108, 0, -121, 86, 20, 284, 17, -8, 0, 26, 160, 6, -48, -48, 74, 0, -92, -48, 78, -160, 4, 12, 0, 248, -116, -40, -42, 34, 44, 0, 232, -4, 44, -186, 54, -48, 0, -64, 174, 48, -80, 12, -34, 0, 156, -252, -4, 0, 16, 24, 0, 18, 12, -24, -96, 32, -28, 0, -40, -54, 12, -5, -24, -8, 0, 46, -38, 60, 104, -68, 2, 0, -88, -352, 32, 126, -40, -66, 0, 152, -80, 8, 12, -26, -40, 0, 6, -92, 8, -34, -6, 0, 0, -146, -64, 16, 48, 38, -14, 0, -64, 24, -30, -496, -104, 12, 0, -8, -208, 8, 28, -20, -56, 0, -118, 282, 32, -8, -12, -8, 0, 64, 45, -36, -36, -6, -18, 0, -180, -177, -24, -66, 48, -4, 0, -288, 24, -194, 170, -24, -56, 0, -10, 236, -20, -76, 6, -48, 0, -56, 84, -12, -120, 0, 40, 0, -56, 204, 30, -12, 52, 9], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 164106
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '245.2.a', 'level': 245, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '35.2.a', 'sub_level': 35, 'sub_mult': 2, 'weight': 2}
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id: 164107
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '245.2.a', 'level': 245, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '49.2.a', 'sub_level': 49, 'sub_mult': 2, 'weight': 2}
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id: 164105
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '245.2.a', 'level': 245, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '245.2.a', 'sub_level': 245, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '245.2.a', 'level': 245, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 226000
{'hecke_orbit_code': 33554677, 'n': 1, 'trace_an': 13}
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id: 226001
{'hecke_orbit_code': 33554677, 'n': 2, 'trace_an': -1}
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id: 226002
{'hecke_orbit_code': 33554677, 'n': 3, 'trace_an': 0}
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id: 226003
{'hecke_orbit_code': 33554677, 'n': 4, 'trace_an': 11}
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id: 226004
{'hecke_orbit_code': 33554677, 'n': 5, 'trace_an': -1}
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id: 226005
{'hecke_orbit_code': 33554677, 'n': 6, 'trace_an': 8}
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id: 226006
{'hecke_orbit_code': 33554677, 'n': 7, 'trace_an': 0}
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id: 226007
{'hecke_orbit_code': 33554677, 'n': 8, 'trace_an': 3}
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id: 226008
{'hecke_orbit_code': 33554677, 'n': 9, 'trace_an': 13}
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id: 226009
{'hecke_orbit_code': 33554677, 'n': 10, 'trace_an': 1}
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id: 226010
{'hecke_orbit_code': 33554677, 'n': 11, 'trace_an': -4}
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id: 226011
{'hecke_orbit_code': 33554677, 'n': 12, 'trace_an': -4}
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id: 226012
{'hecke_orbit_code': 33554677, 'n': 13, 'trace_an': -10}
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id: 226013
{'hecke_orbit_code': 33554677, 'n': 14, 'trace_an': 0}
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id: 226014
{'hecke_orbit_code': 33554677, 'n': 15, 'trace_an': 0}
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id: 226015
{'hecke_orbit_code': 33554677, 'n': 16, 'trace_an': -5}
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id: 226016
{'hecke_orbit_code': 33554677, 'n': 17, 'trace_an': 2}
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id: 226017
{'hecke_orbit_code': 33554677, 'n': 18, 'trace_an': -17}
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id: 226018
{'hecke_orbit_code': 33554677, 'n': 19, 'trace_an': 4}
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id: 226019
{'hecke_orbit_code': 33554677, 'n': 20, 'trace_an': -7}
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id: 226020
{'hecke_orbit_code': 33554677, 'n': 21, 'trace_an': 0}
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id: 226021
{'hecke_orbit_code': 33554677, 'n': 22, 'trace_an': -20}
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id: 226022
{'hecke_orbit_code': 33554677, 'n': 23, 'trace_an': 4}
-
id: 226023
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id: 226929
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id: 226930
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id: 226931
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id: 226932
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id: 226933
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id: 226934
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id: 226935
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id: 226936
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id: 226937
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id: 226938
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id: 226939
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id: 226940
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id: 226941
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id: 226942
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id: 226943
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id: 226944
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id: 226945
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id: 226946
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id: 226947
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id: 226948
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id: 226949
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id: 226950
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id: 226951
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id: 226952
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id: 226953
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id: 226954
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id: 226955
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id: 226956
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id: 226957
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id: 226958
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id: 226959
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id: 226960
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id: 226961
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id: 226962
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id: 226963
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id: 226964
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id: 226965
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id: 226966
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id: 226967
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id: 226968
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id: 226971
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id: 226972
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id: 226973
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id: 226974
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id: 226975
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id: 226976
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id: 226977
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id: 226978
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id: 226979
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id: 226980
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id: 226981
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id: 226982
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id: 226984
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id: 226985
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id: 226986
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id: 226987
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id: 226988
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id: 226989
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id: 226990
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id: 226991
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id: 226992
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id: 226993
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id: 226994
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id: 226995
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id: 226996
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id: 226997
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id: 226998
{'hecke_orbit_code': 33554677, 'n': 999, 'trace_an': 52}
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id: 226999
{'hecke_orbit_code': 33554677, 'n': 1000, 'trace_an': 9}