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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [13, -1]], 6, 3], [[[2, 1], [3, -1], [13, 1]], 4, 2], [[[2, 1], [3, -1], [13, -1]], 3, 2], [[[2, -1], [3, -1], [13, 1]], 1, 1], [[[2, -1], [3, 1], [13, -1]], 2, 1], [[[2, 1], [3, 1], [13, -1]], 5, 2], [[[2, -1], [3, 1], [13, 1]], 5, 3], [[[2, 1], [3, 1], [13, 1]], 1, 1]], 'ALdims': [1, 5, 4, 3, 5, 2, 1, 6], 'Nk2': 4056, 'analytic_conductor': 8.096830764957831, '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': [1014, 1, [677, 847], [1, 1]], 'conrey_index': 1, 'cusp_dim': 155, 'dim': 27, 'eis_dim': 55, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 33555446, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3], 'label': '1014.2.a', 'level': 1014, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 13], 'level_radical': 78, 'mf_dim': 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mf_subspaces • Show schema
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id: 353641
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1014.2.a', 'level': 1014, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 25, 'sub_label': '507.2.a', 'sub_level': 507, 'sub_mult': 2, 'weight': 2}
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id: 353638
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1014.2.a', 'level': 1014, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '26.2.a', 'sub_level': 26, 'sub_mult': 4, 'weight': 2}
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id: 353640
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1014.2.a', 'level': 1014, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '39.2.a', 'sub_level': 39, 'sub_mult': 4, 'weight': 2}
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id: 353642
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1014.2.a', 'level': 1014, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '78.2.a', 'sub_level': 78, 'sub_mult': 2, 'weight': 2}
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id: 353637
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1014.2.a', 'level': 1014, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '169.2.a', 'sub_level': 169, 'sub_mult': 4, 'weight': 2}
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id: 353639
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1014.2.a', 'level': 1014, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '338.2.a', 'sub_level': 338, 'sub_mult': 2, 'weight': 2}
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id: 353636
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1014.2.a', 'level': 1014, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 27, 'sub_label': '1014.2.a', 'sub_level': 1014, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1014.2.a', 'level': 1014, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 995000
{'hecke_orbit_code': 33555446, 'n': 1, 'trace_an': 27}
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id: 995001
{'hecke_orbit_code': 33555446, 'n': 2, 'trace_an': 1}
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id: 995002
{'hecke_orbit_code': 33555446, 'n': 3, 'trace_an': 1}
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id: 995003
{'hecke_orbit_code': 33555446, 'n': 4, 'trace_an': 27}
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id: 995004
{'hecke_orbit_code': 33555446, 'n': 5, 'trace_an': -2}
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id: 995005
{'hecke_orbit_code': 33555446, 'n': 6, 'trace_an': -1}
-
id: 995006
{'hecke_orbit_code': 33555446, 'n': 7, 'trace_an': -4}
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id: 995007
{'hecke_orbit_code': 33555446, 'n': 8, 'trace_an': 1}
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id: 995008
{'hecke_orbit_code': 33555446, 'n': 9, 'trace_an': 27}
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id: 995009
{'hecke_orbit_code': 33555446, 'n': 10, 'trace_an': 2}
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id: 995010
{'hecke_orbit_code': 33555446, 'n': 11, 'trace_an': 4}
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id: 995011
{'hecke_orbit_code': 33555446, 'n': 12, 'trace_an': 1}
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id: 995012
{'hecke_orbit_code': 33555446, 'n': 13, 'trace_an': 0}
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id: 995013
{'hecke_orbit_code': 33555446, 'n': 14, 'trace_an': 8}
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id: 995014
{'hecke_orbit_code': 33555446, 'n': 15, 'trace_an': 2}
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id: 995015
{'hecke_orbit_code': 33555446, 'n': 16, 'trace_an': 27}
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id: 995016
{'hecke_orbit_code': 33555446, 'n': 17, 'trace_an': 2}
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id: 995017
{'hecke_orbit_code': 33555446, 'n': 18, 'trace_an': 1}
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id: 995018
{'hecke_orbit_code': 33555446, 'n': 19, 'trace_an': 8}
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id: 995019
{'hecke_orbit_code': 33555446, 'n': 20, 'trace_an': -2}
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id: 995020
{'hecke_orbit_code': 33555446, 'n': 21, 'trace_an': 4}
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id: 995021
{'hecke_orbit_code': 33555446, 'n': 22, 'trace_an': 0}
-
id: 995022
{'hecke_orbit_code': 33555446, 'n': 23, 'trace_an': 8}
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id: 995023
{'hecke_orbit_code': 33555446, 'n': 24, 'trace_an': -1}
-
id: 995024
{'hecke_orbit_code': 33555446, 'n': 25, 'trace_an': 37}
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id: 995025
{'hecke_orbit_code': 33555446, 'n': 26, 'trace_an': 0}
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id: 995026
{'hecke_orbit_code': 33555446, 'n': 27, 'trace_an': 1}
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id: 995027
{'hecke_orbit_code': 33555446, 'n': 28, 'trace_an': -4}
-
id: 995028
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id: 995935
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id: 995936
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id: 995937
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id: 995938
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id: 995939
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id: 995940
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id: 995941
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id: 995942
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id: 995943
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id: 995944
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id: 995945
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id: 995946
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id: 995947
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id: 995948
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id: 995949
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id: 995950
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id: 995951
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id: 995952
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id: 995999
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