-
mf_gamma1 • Show schema
Hide schema
{'Nk2': 500, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.2495325063165012, 'cusp_dim': 48, 'dihedral_dim': 40, 'dim': 40, 'eis_dim': 450, 'eis_new_dim': 128, 'hecke_orbit_dims': [4, 2, 2, 8, 4, 20], 'label': '500.1', 'level': 500, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 498, 'mf_new_dim': 168, 'newspace_dims': [0, 4, 0, 4, 0, 0, 0, 8, 0, 4, 0, 0, 0, 0, 0, 20, 0, 0], 'num_forms': 6, 'num_spaces': 5, 's4_dim': 0, 'sturm_bound': 15000, 'trace_bound': 4, 'trace_display': [1, 0, 0, 0], 'traces': [40, 1, 0, 1, 0, -4, 0, 1, 1, 0, 0, 0, 2, 0, 0, 5, 2, -9, 0, -5, -8, 0, 0, 0, 0, -6, 0, 0, 2, 0, 0, -9, 0, -8, 0, 1, -8, 0, 0, 0, -10, 0, 0, 0, 0, -4, 0, 0, -9, 0, 0, 2, -8, 0, 0, -4, 0, 2, 0, 0, -10, 0, 0, 1, -5, 0, 0, 2, 0, 0, 0, 1, 2, 2, 0, 0, 0, 0, 0, 0, -3, 2, 0, 0, -5, -4, 0, 0, -8, 0, 0, 0, 0, 0, 0, -4, 2, 1, 0, 0, -10, 0, 0, 17, 0, 4, 0, 0, 2, 0, 0, 0, -8, 0, 0, 0, -8, 0, 0, 0, 5, 17, 0, 0, 0, 8, 0, 1, 0, 20, 0, 0, 0, 0, 0, 4, 2, 0, 0, 0, 12, 0, 0, 1, 0, 4, 0, 17, 2, 0, 0, 0, 2, 0, 0, 0, 2, 0, 0, 0, 12, 1, 0, 2, 0, -4, 0, 0, 3, 0, 0, 0, -8, 0, 0, 0, 0, 2, 0, 0, -10, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 2, 0, 1, -8, 0, 0, 0, -8, -8, 0, 0, -5, 16, 0, -8, 0, 0, 0, 2, 0, 0, 0, -8, 0, 2, 0, 0, -2, 0, 0, 0, 20, -6, 0, 0, -8, 0, 0, 2, 17, 2, 0, 0, 0, 0, 0, 0, 0, 1, 0, -8, 0, 12, 0, 0, 0, -5, 0, 0, 0, 0, 0, 5, 2, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 17, 0, 0, 2, 0, 2, 0, -8, 17, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 3, -5, 0, -8, 2, 0, 0, -6, 0, 2, 0, 0, -8, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 2, -8, 0, 0, 2, 0, 0, 0, 12, 0, 0, -9, 0, -4, 0, -8, 0, 0, 0, 0, 2, 0, 0, -8, 2, -7, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 2, 0, 0, 0, 2, 0, 0, -10, 0, 0, 0, -5, 5, -8, 0, 0, 0, -8, 0, 0, -8, 0, 0, 0, 2, 0, 0, -4, -6, 0, 0, 0, 12, 0, 0, 0, 0, -6, 0, -8, 2, 0, 0, 1, 0, -8, 0, 0, 2, 0, 0, -5, -10, 0, 0, 2, 0, -8, 0, 0, -8, -5, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, -10, 0, 0, 2, -5, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, -10, 0, 0, 0, 0, -11, -6, 0, 0, -5, -4, 0, 0, 2, 0, 0, -8, 0, 0, 0, 0, 7, -8, 0, 0, 0, 0, 0, -8, 0, -6, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, -2, 2, 0, 1, 0, 8, 0, 2, 0, 0, 0, 0, 9, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 17, 0, 0, 1, 0, 2, 0, 12, 0, 0, 0, 0, 0, 2, 0, 0, 0, -4, 0, 0, 1, 0, 0, 0, 4, 0, 0, 16, 0, 2, 0, 0, 0, 0, 0, 2, 20, 0, 0, 2, 2, 0, 0, 0, 0, 2, 0, 0, 2, 0, 0, 0, 0, 2, 0, 0, 0, 16, 0, 0, 2, 0, 0, 0, 0, 0, 0, 11, 2, 18, 0, 0, 12, 0, 0, 2, 0, 29, 0, 0, 0, 0, 0, 2, 2, 0, 0, 25, 0, 0, 0, 0, -10, 0, 0, 0, -5, -8, 0, 0, 0, 0, 0, 17, -8, 0, 0, 0, -8, 0, 0, 0, 4, 0, 0, 0, 0, 14, 0, 2, -6, 0, 0, 0, 0, 2, 0, 0, 2, 0, 0, 20, -10, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 2, 0, 0, 25, 2, 0, 0, 0, -10, 0, 0, 0, 0, 29, 0, 0, 0, 0, 0, 0, -8, 7, 0, 9, 2, 0, 0, -5, -8, 0, 0, 0, -5, -8, 0, 0, -6, 0, 0, 2, 0, 0, 0, 12, -6, -8, 0, 0, 10, 0, 0, 0, 0, -6, 0, 0, 2, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, -8, 1, 0, 2, 0, -4, 0, 0, 1, 0, 0, 0, 2, 0, 0, -4, 0, 2, 0, -5, 0, 0, 0, 0, -5, -6, 0, 0, 0, 0, 0, 0, 0, -6, 0, 4, 2, 0, 0, 0, -10, 0, 0, 0, 0, -4, 0, 0, 2, 0, 0, -8, 2, 0, 0, -6, 0, -8, 0, 0, 0, 0, 0, 1, 0, 0, 0, 2, 0, 0, 0, 0, -16, 2, 0, 0, -8, 0, 0, 0, 2, 2, 0, 0, 0, 0, 0, 2, -8, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, -10, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 2, 2, 0, 0, 0, 0, 0, 0, 0, -5, 2, 0, 0, -5, -12, 0, 2, 0, 0, 0, 0, -8, 0, 0, -4, -18, 0, 0, 0, 4, 0, 0, 0, -5, -6, 0, 0, 0, 0, 0, -8, -8, 0, 0, 0, 2, 0, 0, 0, -10, -9, 0, -6, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, -8, 0, 0, -12, 0, 0, 2, -5, 0, 0, 0, -8, 0, 0, 0, 0, 2, 0, -10, 0, 0, 0, 0, -8, 2, 0, 0, 0, -4, 0, 2, 2, 0, 0, 2, 0, 0, 0, -6, -8, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 9, 0, 0, 0, 2, -8, 0, 0, 0, 0, 0, 0, 5, -6, 0, -8, 20, 4, 0, -9, 0, -5, 0, 0, 0, 0, 0, -10, 2, 0, 0, -5, -8, 0, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 2, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 2, -5, 0, 0, 2, 0, 0, -4, 2, 2, 0, 0, 0, 0, 0, -9, 0, 0, 0, -8, 0, 0, 0, 0, 2, 0, 0, 0, 19, 0, 0, 0, -8, -8, 0, 2, 0, -4, 0, 0, 2, 0, 0, 0, 17, 0, 0, 0, 0, 1, 0, 20, 0, 0, 0, 0, 0, -2, 0, 0, 2, 0, 0, 0, 4, 0, 0, 10, 0, 0, 0, 0, -8, 2, 0, 0, 0, 12, 0, -8, 1, -5, 0, 0, 2, 0, 0, 4, 2, 2, 0, 0, -8, 0, 0, 0, 0, 0, 0, 2, 2, 0, 0, 0, 0, 17, 0, 0, 2, 0, 0, 0, 0, 0, 0, 2, 0, 16, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 17, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 2, 2, 0, 9, 4, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 2, 0, -5, 0, 2, 0, 0, 0, 8, 0, 0, 0, 0, 25, 0, 0, -8, 0, 4, 0, 0, 19, 0, 0, 17, 2, 0, 0, 0, 0, 0, 0, 0, 10, 2, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 17, 0, 0, 0, 0, 0, 0, 2, 0, -6, 0, 0, -8, 0, 0, 0, -8, 2, 0, -8, 2, 0, 0, 0, 23, 0, 0, 0, 0, 12, 0, 0, 2, 0, 0, 2, 0, 0, 0, -6, 0, -6, 0, 0, 23, 0, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, 2, 0, 0, -8, 0, 0, 0, 4, -18, 0, 0, 20, -4, 0, 0, 2, 0, 0, 0, 0, 0, 0, -3, -8, 0, 0, -5, 10, 0, 0, 0, -5, -6, 0, 0, 0, 0, 0, 2, 19, 2, 0, -8, 0, 0, 0, 0, 45, 2, 0, 0, -5, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, -4, 0, 0, 0, 0, 2, 0, 0, 0, 0, -6, 0, 2, 0, 0, 0, -7, 0, 2, 0, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, -4, 0, 0, -7, -5, 0, 0, -8, 0, 0, -4, -8, 4, 0, 0, 10, 0, 0, -8, -5, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, -10, 0, 0, 0, 0, -8, 2, 0, 0, 0, 0, 0, 0, 2, 0, 0, 2, -8, 0, 0, 0, 4, 2, 0, 0, 2, 0, 0, 2, 0, 0, 0, 0, 2, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, -8, 0, -8, 0, -5, 0, 0, 2, 0, 0, 0, 0, 1, 0, 0, 12, 0, 0, 0, 0, -6, 0, 0, -6, 0, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, -10, 0, 0, 0, 0, 16, 0, 0, -8, 0, 0, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 4, 2, 0, 0, -6, 0, 0, 0, -5, -8, 0, 0, -5, -8, 0, 0, 0, -5, 0, 0, 0, 0, 0, -4, -6, 2, 0, 0, -8, 0, 0, -8, 0, 4, 0, 0, 2, 0, 0, 17, -8, 0, 0, 0, 2, 0, 0, 0, -8, 0, 0, 0, 0, 4, 0, 16, 0, 20, 0, 0, 2, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 2, 0, 0, 0, 0, 0, 17, 0, 0, 2, 0, 0, 0, -10, -8, 0, -8, 0, 0, 0, 0, 2, 0, 0, 0, 2, 0, 0, 0, 0, 2, 0, 0, -10, 0, 0, 0, -5, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, -8, 2, 0, 0, 0, 16, 0, 0, -16, 0, 0, 0, 0, 0, 0, 8, 2, 17, 0, 0, 0, 0, 0, 2, -5, 4, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5, 18, 0, 17, 0, -8, 0, 0, 0, 0, 0, 0, 2, 0, 0, 4, 2, 0, 0, 20, -4, 0, 0, 0, 0, 4, 0, 0, 2, 0, 0, 0, 0, 2, 0, 0, -6, 0, 0, 0, -10, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 2, -8, 0, 0, 0, 2, 0, 0, 0, -10, 0, 0, -8, 0, -6, 0, 0, 0, 0, 0, 0, -8, -8, 0, 0, 0, 0, 0, 0, -8, 2, 0, 1, -10, -4, 0, 4, -6, 0, 0, 0, 2, 0, 0, 0, -8, 0, 0, -5, -12, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, 0, 10, -6, 0, 0, 0, 4, 0, 2, 0, 0, 0, 0, -8, 0, 0, -4, 0, 2, 0, 0, -8, 0, 0, 0, -5, 0, 0, 2, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 2, 0, 0, 0, 0, -9, -5, 0, 0, -6, 0, 0, -10, 0, 2, 0, 0, -10, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, -8, 2, 2, 0, -8, -8, 0, 0, 0, 0, 2, 0, 0, -5, -8, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, -10, 0, 0, 0, 0, -6, 0, -8, 0, 0, 0, 0, 17, 0, 0, 0, 0, 0, 0, 0, -2, 1, 0, 4, 0, -12, 0, 2, 0, 0, 0, 0, -8, 0, 0, 5, -6, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 2, 0, -8, 0, -8, 0, 0, 0, 0, -2, 2, 0, 0, 0, 16, 0, 0, 0, 0, 0, -6, -8, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 15, 0, 0, 0, -6, 0, 0, 0, 2, 2, 0, 0, 2, 0, 0, 0], 'weight': 1, 'weight_parity': -1}
-
mf_gamma1_subspaces • Show schema
Hide schema
-
id: 345506
{'label': '500.1', 'level': 500, 'sub_dim': 4, 'sub_level': 100, 'sub_mult': 2, 'weight': 1}
-
id: 345507
{'label': '500.1', 'level': 500, 'sub_dim': 40, 'sub_level': 500, 'sub_mult': 1, 'weight': 1}
-
mf_gamma1_portraits • Show schema
Hide schema
{'label': '500.1', 'level': 500, 'portrait': 'data:image/png;base64,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', 'weight': 1}