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mf_newspaces • Show schema
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{'Nk2': 324, 'analytic_conductor': 0.6467882563723711, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [81, 3, [2], [1]], 'conrey_indexes': [28, 55], 'cusp_dim': 6, 'dim': 6, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137472507985, 'hecke_orbit_dims': [2, 4], 'label': '81.2.c', 'level': 81, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 30, 'mf_new_dim': 10, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 3, 'sturm_bound': 18, 'trace_bound': 1, 'trace_display': [0, 0, 0, -3], 'traces': [6, 0, 0, 0, 0, 0, -3, 0, 0, -12, 0, 0, -3, 0, 0, 6, 0, 0, -6, 0, 0, 12, 0, 0, 9, 0, 0, 12, 0, 0, -12, 0, 0, -18, 0, 0, -6, 0, 0, -6, 0, 0, -12, 0, 0, 24, 0, 0, 12, 0, 0, 12, 0, 0, 24, 0, 0, -6, 0, 0, 15, 0, 0, -12, 0, 0, 15, 0, 0, 12, 0, 0, -42, 0, 0, -18, 0, 0, -21, 0, 0, -48, 0, 0, 18, 0, 0, -12, 0, 0, -18, 0, 0, -24, 0, 0, 15, 0, 0, 12, 0, 0, -3, 0, 0, 0, 0, 0, 48, 0, 0, 24, 0, 0, 12, 0, 0, 96, 0, 0, 9, 0, 0, -24, 0, 0, 48, 0, 0, -6, 0, 0, -15, 0, 0, -36, 0, 0, -39, 0, 0, 36, 0, 0, -12, 0, 0, 36, 0, 0, -21, 0, 0, -48, 0, 0, -48, 0, 0, -18, 0, 0, -114, 0, 0, 48, 0, 0, 12, 0, 0, -24, 0, 0, 3, 0, 0, 18, 0, 0, -6, 0, 0, 12, 0, 0, 36, 0, 0, -24, 0, 0, -21, 0, 0, -6, 0, 0, 102, 0, 0, -24, 0, 0, -24, 0, 0, 60, 0, 0, 33, 0, 0, 0, 0, 0, 72, 0, 0, -12, 0, 0, 24, 0, 0, -12, 0, 0, 24, 0, 0, 6, 0, 0, -48, 0, 0, -36, 0, 0, -75, 0, 0, -24, 0, 0, 39, 0, 0, -42, 0, 0, -48, 0, 0, -54, 0, 0, 39, 0, 0, 24, 0, 0, 0, 0, 0, 30, 0, 0, 66, 0, 0, -6, 0, 0, -30, 0, 0, 24, 0, 0, 24, 0, 0, -12, 0, 0, 6, 0, 0, 0, 0, 0, 48, 0, 0, 60, 0, 0, 0, 0, 0, 48, 0, 0, -96, 0, 0, 48, 0, 0, 15, 0, 0, -60, 0, 0, 12, 0, 0, -24, 0, 0, -42, 0, 0, -24, 0, 0, -3, 0, 0, -120, 0, 0, -57, 0, 0, 18, 0, 0, -54, 0, 0, 66, 0, 0, 33, 0, 0, 72, 0, 0, -36, 0, 0, -72, 0, 0, 0, 0, 0, -6, 0, 0, -75, 0, 0, 84, 0, 0, 33, 0, 0, 24, 0, 0, -6, 0, 0, -60, 0, 0, -24, 0, 0, 84, 0, 0, -36, 0, 0, 18, 0, 0, 48, 0, 0, 0, 0, 0, 36, 0, 0, 24, 0, 0, 69, 0, 0, -42, 0, 0, 96, 0, 0, 24, 0, 0, 69, 0, 0, 0, 0, 0, 27, 0, 0, 12, 0, 0, 48, 0, 0, -18, 0, 0, -12, 0, 0, -36, 0, 0, -18, 0, 0, -12, 0, 0, 96, 0, 0, 12, 0, 0, -48, 0, 0, -24, 0, 0, -39, 0, 0, 90, 0, 0, -90, 0, 0, 48, 0, 0, -27, 0, 0, -192, 0, 0, -69, 0, 0, -24, 0, 0, -114, 0, 0, -18, 0, 0, -18, 0, 0, -192, 0, 0, -12, 0, 0, -36, 0, 0, -48, 0, 0, 36, 0, 0, 21, 0, 0, 60, 0, 0, 48, 0, 0, 6, 0, 0, 66, 0, 0, -24, 0, 0, 45, 0, 0, -12, 0, 0, 0, 0, 0, 54, 0, 0, 102, 0, 0, 54, 0, 0, -39, 0, 0, 48, 0, 0, 9, 0, 0, 30, 0, 0, 72, 0, 0, -42, 0, 0, -6, 0, 0, 72, 0, 0, 15, 0, 0, 48, 0, 0, 66, 0, 0, 6, 0, 0, 0, 0, 0, 132, 0, 0, -60, 0, 0, -114, 0, 0, -72, 0, 0, 12, 0, 0, 24, 0, 0, 156, 0, 0, -3, 0, 0, -42, 0, 0, -42, 0, 0, -24, 0, 0, -57, 0, 0, -48, 0, 0, -3, 0, 0, -6, 0, 0, -6, 0, 0, 30, 0, 0, 24, 0, 0, -84, 0, 0, 24, 0, 0, -36, 0, 0, -192, 0, 0, -18, 0, 0, 12, 0, 0, 96, 0, 0, 15, 0, 0, -48, 0, 0, 24, 0, 0, -60, 0, 0, 87, 0, 0, -96, 0, 0, -27, 0, 0, 96, 0, 0, -12, 0, 0, -12, 0, 0, -12, 0, 0, 24, 0, 0, 72, 0, 0, 18, 0, 0, -210, 0, 0, 48, 0, 0, -3, 0, 0, 36, 0, 0, 12, 0, 0, -36, 0, 0, 90, 0, 0, -18, 0, 0, 24, 0, 0, 84, 0, 0, 42, 0, 0, 36, 0, 0, 48, 0, 0, 0, 0, 0, 30, 0, 0, -72, 0, 0, -21, 0, 0, 6, 0, 0, 66, 0, 0, -12, 0, 0, -42, 0, 0, -120, 0, 0, 51, 0, 0, 48, 0, 0, -24, 0, 0, -96, 0, 0, -72, 0, 0, 12, 0, 0, -21, 0, 0, 12, 0, 0, 18, 0, 0, -18, 0, 0, -72, 0, 0, -84, 0, 0, 24, 0, 0, 24, 0, 0, 48, 0, 0, -84, 0, 0, 48, 0, 0, 48, 0, 0, 51, 0, 0, -96, 0, 0, -6, 0, 0, 42, 0, 0, -60, 0, 0, -48, 0, 0, 81, 0, 0, -6, 0, 0, 30, 0, 0, 36, 0, 0, 33, 0, 0, 0, 0, 0, -75, 0, 0, 0, 0, 0, 132, 0, 0, -24, 0, 0, -45, 0, 0, 48, 0, 0, -165, 0, 0, 60, 0, 0, 318, 0, 0, 120, 0, 0, 12, 0, 0, 120, 0, 0, 72, 0, 0, -72, 0, 0, 0, 0, 0, -6, 0, 0, 123, 0, 0, 24, 0, 0, -96, 0, 0, -42, 0, 0, -96, 0, 0, 48, 0, 0, 27, 0, 0, -36, 0, 0, -30, 0, 0, 72, 0, 0, -222, 0, 0, 24, 0, 0, 48, 0, 0, -48, 0, 0, 21, 0, 0, 36, 0, 0, -120, 0, 0, 84, 0, 0, -51, 0, 0, 48, 0, 0, 51, 0, 0, 12, 0, 0, 18, 0, 0, -66, 0, 0, -36, 0, 0, -120, 0, 0, -18, 0, 0, -66, 0, 0, -258, 0, 0, 72, 0, 0, 24, 0, 0, -84], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_indexes': [28, 55], 'label': '81.2.c', 'level': 81, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [28, 55], 'sub_dim': 6, 'sub_label': '81.2.c', 'sub_level': 81, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '81.2.c', 'level': 81, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 26752000
{'hecke_orbit_code': 137472507985, 'n': 1, 'trace_an': 6}
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id: 26752001
{'hecke_orbit_code': 137472507985, 'n': 2, 'trace_an': 0}
-
id: 26752002
{'hecke_orbit_code': 137472507985, 'n': 3, 'trace_an': 0}
-
id: 26752003
{'hecke_orbit_code': 137472507985, 'n': 4, 'trace_an': 0}
-
id: 26752004
{'hecke_orbit_code': 137472507985, 'n': 5, 'trace_an': 0}
-
id: 26752005
{'hecke_orbit_code': 137472507985, 'n': 6, 'trace_an': 0}
-
id: 26752006
{'hecke_orbit_code': 137472507985, 'n': 7, 'trace_an': -3}
-
id: 26752007
{'hecke_orbit_code': 137472507985, 'n': 8, 'trace_an': 0}
-
id: 26752008
{'hecke_orbit_code': 137472507985, 'n': 9, 'trace_an': 0}
-
id: 26752009
{'hecke_orbit_code': 137472507985, 'n': 10, 'trace_an': -12}
-
id: 26752010
{'hecke_orbit_code': 137472507985, 'n': 11, 'trace_an': 0}
-
id: 26752011
{'hecke_orbit_code': 137472507985, 'n': 12, 'trace_an': 0}
-
id: 26752012
{'hecke_orbit_code': 137472507985, 'n': 13, 'trace_an': -3}
-
id: 26752013
{'hecke_orbit_code': 137472507985, 'n': 14, 'trace_an': 0}
-
id: 26752014
{'hecke_orbit_code': 137472507985, 'n': 15, 'trace_an': 0}
-
id: 26752015
{'hecke_orbit_code': 137472507985, 'n': 16, 'trace_an': 6}
-
id: 26752016
{'hecke_orbit_code': 137472507985, 'n': 17, 'trace_an': 0}
-
id: 26752017
{'hecke_orbit_code': 137472507985, 'n': 18, 'trace_an': 0}
-
id: 26752018
{'hecke_orbit_code': 137472507985, 'n': 19, 'trace_an': -6}
-
id: 26752019
{'hecke_orbit_code': 137472507985, 'n': 20, 'trace_an': 0}
-
id: 26752020
{'hecke_orbit_code': 137472507985, 'n': 21, 'trace_an': 0}
-
id: 26752021
{'hecke_orbit_code': 137472507985, 'n': 22, 'trace_an': 12}
-
id: 26752022
{'hecke_orbit_code': 137472507985, 'n': 23, 'trace_an': 0}
-
id: 26752023
{'hecke_orbit_code': 137472507985, 'n': 24, 'trace_an': 0}
-
id: 26752024
{'hecke_orbit_code': 137472507985, 'n': 25, 'trace_an': 9}
-
id: 26752025
{'hecke_orbit_code': 137472507985, 'n': 26, 'trace_an': 0}
-
id: 26752026
{'hecke_orbit_code': 137472507985, 'n': 27, 'trace_an': 0}
-
id: 26752027
{'hecke_orbit_code': 137472507985, 'n': 28, 'trace_an': 12}
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id: 26752028
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