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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [17, -1]], 1, 1], [[[2, 1], [17, -1]], 2, 1], [[[2, -1], [17, 1]], 1, 1]], 'ALdims': [0, 2, 1, 1], 'Nk2': 544, 'analytic_conductor': 1.0859654674894132, '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': [136, 1, [103, 69, 105], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 15, 'dim': 4, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33554568, 'hecke_orbit_dims': [1, 1, 2], 'label': '136.2.a', 'level': 136, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 17], 'level_radical': 34, 'mf_dim': 22, 'mf_new_dim': 4, 'num_forms': 3, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 36, 'trace_bound': 3, 'trace_display': [0, -2, 2, 0], 'traces': [4, 0, -2, 0, 2, 0, 0, 0, 8, 0, -2, 0, -4, 0, 0, 0, 2, 0, 0, 0, -8, 0, 12, 0, -8, 0, -20, 0, -6, 0, -8, 0, 4, 0, 8, 0, -2, 0, 4, 0, 4, 0, -12, 0, 10, 0, 0, 0, -12, 0, -6, 0, -4, 0, 16, 0, -8, 0, 12, 0, 22, 0, 24, 0, -4, 0, -12, 0, -16, 0, 28, 0, 0, 0, -6, 0, 24, 0, -4, 0, 0, 0, 36, 0, 2, 0, 16, 0, -24, 0, -24, 0, -8, 0, -8, 0, -12, 0, 22, 0, 20, 0, -8, 0, -32, 0, -30, 0, 26, 0, -56, 0, 16, 0, -8, 0, -44, 0, 0, 0, 8, 0, 20, 0, -12, 0, 8, 0, 64, 0, 10, 0, 16, 0, -48, 0, -28, 0, 2, 0, 16, 0, -44, 0, 28, 0, -26, 0, 8, 0, 16, 0, 6, 0, -8, 0, 8, 0, 44, 0, 0, 0, -46, 0, -48, 0, -40, 0, 28, 0, 32, 0, -14, 0, 0, 0, 16, 0, 16, 0, -2, 0, 40, 0, -20, 0, -6, 0, -48, 0, 8, 0, -4, 0, 48, 0, 6, 0, 4, 0, 32, 0, 24, 0, 20, 0, 36, 0, 24, 0, -2, 0, 16, 0, -8, 0, -16, 0, 60, 0, 8, 0, 32, 0, -12, 0, -6, 0, -48, 0, -56, 0, -16, 0, 16, 0, 32, 0, -8, 0, -20, 0, -22, 0, 2, 0, -64, 0, -16, 0, -4, 0, -16, 0, 0, 0, -20, 0, 24, 0, 2, 0, -8, 0, 12, 0, 84, 0, -14, 0, -24, 0, 48, 0, -6, 0, 42, 0, -32, 0, 20, 0, -42, 0, -32, 0, 16, 0, 4, 0, -44, 0, -40, 0, 56, 0, -72, 0, -32, 0, -16, 0, -60, 0, -36, 0, 0, 0, 0, 0, -40, 0, 12, 0, 56, 0, 46, 0, 64, 0, -36, 0, -8, 0, 28, 0, -32, 0, -32, 0, 28, 0, 70, 0, -56, 0, -32, 0, -4, 0, -40, 0, 24, 0, 0, 0, 10, 0, -12, 0, 72, 0, 12, 0, 24, 0, -8, 0, 72, 0, -12, 0, -74, 0, 52, 0, 12, 0, 12, 0, 16, 0, 28, 0, 0, 0, -20, 0, 6, 0, 32, 0, -48, 0, 0, 0, -76, 0, -32, 0, 4, 0, 60, 0, 40, 0, 14, 0, -16, 0, 20, 0, 72, 0, 66, 0, -8, 0, -28, 0, 12, 0, 16, 0, 8, 0, 12, 0, -38, 0, -28, 0, -64, 0, 2, 0, -72, 0, 40, 0, 44, 0, 24, 0, -48, 0, 32, 0, 4, 0, 24, 0, -36, 0, -28, 0, 20, 0, 52, 0, 52, 0, 0, 0, -32, 0, 24, 0, -12, 0, -28, 0, -32, 0, 32, 0, 16, 0, -32, 0, -92, 0, 32, 0, -16, 0, -12, 0, 68, 0, -44, 0, -8, 0, 4, 0, 92, 0, 12, 0, 32, 0, -6, 0, 64, 0, 0, 0, -106, 0, -8, 0, 76, 0, -20, 0, 50, 0, -72, 0, 0, 0, -16, 0, -48, 0, -48, 0, -64, 0, 12, 0, -44, 0, 8, 0, 8, 0, -28, 0, 12, 0, -48, 0, 48, 0, -40, 0, 22, 0, -82, 0, -56, 0, 28, 0, -30, 0, -66, 0, -8, 0, 0, 0, -48, 0, 28, 0, -24, 0, -4, 0, -36, 0, 4, 0, 104, 0, 16, 0, 10, 0, 0, 0, -28, 0, -12, 0, 20, 0, 16, 0, 76, 0, -84, 0, 56, 0, -48, 0, 104, 0, 24, 0, 8, 0, 48, 0, 16, 0, 32, 0, -60, 0, -70, 0, -48, 0, -64, 0, 128, 0, 32, 0, -32, 0, 96, 0, 2, 0, -32, 0, -24, 0, -32, 0, 0, 0, 6, 0, 24, 0, 4, 0, -16, 0, -4, 0, 36, 0, 84, 0, 46, 0, 32, 0, 56, 0, 48, 0, 40, 0, 50, 0, -32, 0, -56, 0, -32, 0, 52, 0, 28, 0, 32, 0, -56, 0, 32, 0, -104, 0, 12, 0, 36, 0, 54, 0, 0, 0, -36, 0, -106, 0, -60, 0, 60, 0, -80, 0, -26, 0, 88, 0, -64, 0, -8, 0, -116, 0, -4, 0, 72, 0, 64, 0, 40, 0, -14, 0, -44, 0, -32, 0, -16, 0, 96, 0, 4, 0, -32, 0, 148, 0, 6, 0, 64, 0, 92, 0, -28, 0, -60, 0, -48, 0, -32, 0, -24, 0, -48, 0, -64, 0, 44, 0, 100, 0, 72, 0, -36, 0, -128, 0, 64, 0, 40, 0, 56, 0, 52, 0, 8, 0, 10, 0, 24, 0, 20, 0, -164, 0, -40, 0, 40, 0, -32, 0, 16, 0, 16, 0, -80, 0, 28, 0, 26, 0, -112, 0, -48, 0, 36, 0, -32, 0, 36, 0, 16, 0, -112, 0, 60, 0, 48, 0, 16, 0, -100, 0, -10, 0, -96, 0, 0, 0, 16, 0, -104, 0, 150, 0, -36, 0, -20, 0, -58, 0, -48, 0, -160, 0, 2, 0, -40, 0, 80, 0, 96, 0, -8, 0, 68, 0, 46, 0, -40, 0, -12, 0, 56, 0, 42, 0, 56, 0, -68, 0, 60, 0, -48, 0, -80, 0, -4, 0, -2, 0, 32, 0, -40, 0, -4, 0, -48, 0, 10, 0, -44, 0, 8, 0, -4, 0, -32, 0, 12, 0, -32, 0, 126, 0, -128, 0, 24, 0, -32, 0, -24, 0, -24, 0, 80, 0, 44, 0, -146, 0, 140, 0, 120, 0, 16, 0, 144, 0, -120, 0, -96, 0, 104, 0, -48, 0, 18, 0, -40, 0, 20, 0, 16, 0, 152, 0, 16, 0, 132, 0, -92, 0, 22, 0, -8, 0, -64, 0, -70, 0, 40, 0, -88, 0, -16, 0, -16, 0, -144, 0, -56, 0, -44, 0, 42, 0, 36, 0, -72, 0, -24, 0, 36, 0, -56, 0, 44, 0, 96, 0, 36, 0, 66, 0, -4, 0, 12, 0, 32, 0, -48, 0, 20, 0, 80, 0, 72, 0, 22, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 135728
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '136.2.a', 'level': 136, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '17.2.a', 'sub_level': 17, 'sub_mult': 4, 'weight': 2}
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id: 135729
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '136.2.a', 'level': 136, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '34.2.a', 'sub_level': 34, 'sub_mult': 3, 'weight': 2}
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id: 135730
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '136.2.a', 'level': 136, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '68.2.a', 'sub_level': 68, 'sub_mult': 2, 'weight': 2}
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id: 135727
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '136.2.a', 'level': 136, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '136.2.a', 'sub_level': 136, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '136.2.a', 'level': 136, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 117000
{'hecke_orbit_code': 33554568, 'n': 1, 'trace_an': 4}
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id: 117001
{'hecke_orbit_code': 33554568, 'n': 2, 'trace_an': 0}
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id: 117002
{'hecke_orbit_code': 33554568, 'n': 3, 'trace_an': -2}
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id: 117003
{'hecke_orbit_code': 33554568, 'n': 4, 'trace_an': 0}
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id: 117004
{'hecke_orbit_code': 33554568, 'n': 5, 'trace_an': 2}
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id: 117005
{'hecke_orbit_code': 33554568, 'n': 6, 'trace_an': 0}
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id: 117006
{'hecke_orbit_code': 33554568, 'n': 7, 'trace_an': 0}
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id: 117007
{'hecke_orbit_code': 33554568, 'n': 8, 'trace_an': 0}
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id: 117008
{'hecke_orbit_code': 33554568, 'n': 9, 'trace_an': 8}
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id: 117009
{'hecke_orbit_code': 33554568, 'n': 10, 'trace_an': 0}
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id: 117010
{'hecke_orbit_code': 33554568, 'n': 11, 'trace_an': -2}
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id: 117011
{'hecke_orbit_code': 33554568, 'n': 12, 'trace_an': 0}
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id: 117012
{'hecke_orbit_code': 33554568, 'n': 13, 'trace_an': -4}
-
id: 117013
{'hecke_orbit_code': 33554568, 'n': 14, 'trace_an': 0}
-
id: 117014
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id: 117924
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id: 117928
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id: 117930
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id: 117932
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id: 117937
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id: 117940
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id: 117941
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id: 117942
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id: 117943
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id: 117944
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id: 117945
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id: 117946
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id: 117948
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id: 117949
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id: 117950
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id: 117951
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id: 117952
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id: 117953
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id: 117954
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id: 117955
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id: 117956
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id: 117957
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id: 117958
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id: 117959
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id: 117960
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id: 117962
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id: 117963
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id: 117967
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id: 117968
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id: 117969
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id: 117970
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id: 117974
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id: 117976
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id: 117978
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id: 117980
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id: 117987
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id: 117989
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id: 117990
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id: 117992
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id: 117993
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id: 117994
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id: 117995
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id: 117996
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id: 117997
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id: 117998
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id: 117999
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