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mf_newspaces • Show schema
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{'AL_dims': [[[[7, -1]], 3, 3], [[[7, 1]], 5, 2]], 'ALdims': [5, 3], 'Nk2': 784, 'analytic_conductor': 2.89109359028129, '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': [49, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 10, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 67108913, 'hecke_orbit_dims': [1, 1, 1, 1, 4], 'label': '49.4.a', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 18, 'mf_new_dim': 13, 'num_forms': 5, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 18, 'trace_bound': 3, 'trace_display': [0, 2, -16, 0], 'traces': [8, 0, 2, 36, -16, -2, 0, -12, 34, 16, 14, -14, -28, 0, 2, -76, -54, -124, 110, 112, 0, -12, 42, 30, -274, 28, -100, 0, 100, -324, -12, 44, -16, 54, 0, -524, 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-85848, 136696, 2944, 52150, 1932, 17344, 0, 94474, -87024, 17096, 88860, 24600, -1440], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 112526
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '49.4.a', 'level': 49, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '7.4.a', 'sub_level': 7, 'sub_mult': 2, 'weight': 4}
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id: 112525
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '49.4.a', 'level': 49, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '49.4.a', 'sub_level': 49, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '49.4.a', 'level': 49, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10026000
{'hecke_orbit_code': 67108913, 'n': 1, 'trace_an': 8}
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id: 10026001
{'hecke_orbit_code': 67108913, 'n': 2, 'trace_an': 0}
-
id: 10026002
{'hecke_orbit_code': 67108913, 'n': 3, 'trace_an': 2}
-
id: 10026003
{'hecke_orbit_code': 67108913, 'n': 4, 'trace_an': 36}
-
id: 10026004
{'hecke_orbit_code': 67108913, 'n': 5, 'trace_an': -16}
-
id: 10026005
{'hecke_orbit_code': 67108913, 'n': 6, 'trace_an': -2}
-
id: 10026006
{'hecke_orbit_code': 67108913, 'n': 7, 'trace_an': 0}
-
id: 10026007
{'hecke_orbit_code': 67108913, 'n': 8, 'trace_an': -12}
-
id: 10026008
{'hecke_orbit_code': 67108913, 'n': 9, 'trace_an': 34}
-
id: 10026009
{'hecke_orbit_code': 67108913, 'n': 10, 'trace_an': 16}
-
id: 10026010
{'hecke_orbit_code': 67108913, 'n': 11, 'trace_an': 14}
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id: 10026011
{'hecke_orbit_code': 67108913, 'n': 12, 'trace_an': -14}
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id: 10026012
{'hecke_orbit_code': 67108913, 'n': 13, 'trace_an': -28}
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id: 10026013
{'hecke_orbit_code': 67108913, 'n': 14, 'trace_an': 0}
-
id: 10026014
{'hecke_orbit_code': 67108913, 'n': 15, 'trace_an': 2}
-
id: 10026015
{'hecke_orbit_code': 67108913, 'n': 16, 'trace_an': -76}
-
id: 10026016
{'hecke_orbit_code': 67108913, 'n': 17, 'trace_an': -54}
-
id: 10026017
{'hecke_orbit_code': 67108913, 'n': 18, 'trace_an': -124}
-
id: 10026018
{'hecke_orbit_code': 67108913, 'n': 19, 'trace_an': 110}
-
id: 10026019
{'hecke_orbit_code': 67108913, 'n': 20, 'trace_an': 112}
-
id: 10026020
{'hecke_orbit_code': 67108913, 'n': 21, 'trace_an': 0}
-
id: 10026021
{'hecke_orbit_code': 67108913, 'n': 22, 'trace_an': -12}
-
id: 10026022
{'hecke_orbit_code': 67108913, 'n': 23, 'trace_an': 42}
-
id: 10026023
{'hecke_orbit_code': 67108913, 'n': 24, 'trace_an': 30}
-
id: 10026024
{'hecke_orbit_code': 67108913, 'n': 25, 'trace_an': -274}
-
id: 10026025
{'hecke_orbit_code': 67108913, 'n': 26, 'trace_an': 28}
-
id: 10026026
{'hecke_orbit_code': 67108913, 'n': 27, 'trace_an': -100}
-
id: 10026027
{'hecke_orbit_code': 67108913, 'n': 28, 'trace_an': 0}
-
id: 10026028
{'hecke_orbit_code': 67108913, 'n': 29, 'trace_an': 100}
-
id: 10026029
{'hecke_orbit_code': 67108913, 'n': 30, 'trace_an': -324}
-
id: 10026030
{'hecke_orbit_code': 67108913, 'n': 31, 'trace_an': -12}
-
id: 10026031
{'hecke_orbit_code': 67108913, 'n': 32, 'trace_an': 44}
-
id: 10026032
{'hecke_orbit_code': 67108913, 'n': 33, 'trace_an': -16}
-
id: 10026033
{'hecke_orbit_code': 67108913, 'n': 34, 'trace_an': 54}
-
id: 10026034
{'hecke_orbit_code': 67108913, 'n': 35, 'trace_an': 0}
-
id: 10026035
{'hecke_orbit_code': 67108913, 'n': 36, 'trace_an': -524}
-
id: 10026036
{'hecke_orbit_code': 67108913, 'n': 37, 'trace_an': 854}
-
id: 10026037
{'hecke_orbit_code': 67108913, 'n': 38, 'trace_an': -110}
-
id: 10026038
{'hecke_orbit_code': 67108913, 'n': 39, 'trace_an': 700}
-
id: 10026039
{'hecke_orbit_code': 67108913, 'n': 40, 'trace_an': -240}
-
id: 10026040
{'hecke_orbit_code': 67108913, 'n': 41, 'trace_an': -182}
-
id: 10026041
{'hecke_orbit_code': 67108913, 'n': 42, 'trace_an': 0}
-
id: 10026042
{'hecke_orbit_code': 67108913, 'n': 43, 'trace_an': 240}
-
id: 10026043
{'hecke_orbit_code': 67108913, 'n': 44, 'trace_an': -600}
-
id: 10026044
{'hecke_orbit_code': 67108913, 'n': 45, 'trace_an': 368}
-
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