-
mf_newspaces • Show schema
Hide schema
{'Nk2': 919, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.4586407466097292, 'char_conductor': 919, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [919, 2, [7], [1]], 'conrey_index': 918, 'cusp_dim': 9, 'dihedral_dim': 9, 'dim': 9, 'eis_dim': 1, 'eis_new_dim': 1, 'hecke_orbit_code': 68736254871, 'hecke_orbit_dims': [9], 'label': '919.1.b', 'level': 919, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [919], 'level_radical': 919, 'mf_dim': 10, 'mf_new_dim': 10, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 9, 's4_dim': 0, 'sturm_bound': 76, 'trace_bound': 0, 'trace_display': [-1, 0, -1, 0], 'traces': [9, -1, 0, 8, -1, 0, 0, -2, 9, -2, -1, 0, -1, 0, 0, 7, -1, -1, 0, -3, 0, -2, -1, 0, 8, -2, 0, 0, -1, 0, 0, -3, 0, -2, 0, 8, 0, 0, 0, -4, 0, 0, 0, -3, -1, -2, -1, 0, 9, -3, 0, -3, 0, 0, -2, 0, 0, -2, -1, 0, -1, 0, 0, 6, -2, 0, -1, -3, 0, 0, -1, -2, 0, 0, 0, 0, 0, 0, 0, -5, 9, 0, -1, 0, -2, 0, 0, -4, 0, -2, 0, -3, 0, -2, 0, 0, 0, -1, -1, 5, 0, 0, -1, -4, 0, 0, -1, 0, 0, -4, 0, 0, -1, 0, -2, -3, -1, -2, 0, 0, 8, -2, 0, 0, -2, 0, 0, -4, 0, -4, -1, 0, 0, -2, 0, -4, 0, 0, -1, 0, 0, -2, -2, 7, -2, 0, 0, 0, -1, 0, -1, 0, -1, 0, 0, 0, 0, 0, 0, -6, 0, -1, 0, 0, 0, -2, 0, 0, 8, -4, 0, 0, -1, 0, 0, -5, 0, 0, -1, -3, -1, 0, 0, -4, 0, 0, -2, -3, 0, 0, -1, 0, -1, 0, 0, 8, 0, -2, 0, -6, 0, 0, 0, 0, 0, -2, -1, -5, 0, 0, -1, 0, 0, -2, 0, 0, 0, 0, 0, -6, -2, 0, -1, 0, 8, -2, 0, 0, -1, 15, 0, 15, -1, -2, -2, 16, 0, 0, 0, 0, -1, 16, 0, -3, -1, 0, 0, 0, 0, 15, -1, 0, -2, 0, 0, 5, 0, 0, 0, 13, -1, -2, -1, 0, 0, 0, 0, -3, 0, 0, 0, 14, 0, 0, -3, 0, -1, -2, 0, 0, 0, 0, 0, -3, 0, 15, 0, -3, 8, -4, 0, 0, -1, 0, -2, 0, 0, -2, -2, 0, 0, 17, 0, 0, -2, -2, 0, 0, 0, 0, -1, 0, 0, 0, 0, 0, 0, 0, -2, 12, 0, 0, 0, 8, -3, 0, 0, 0, 0, 0, -1, -3, 0, 0, -2, 0, 0, -3, 0, 13, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, -6, -1, 0, -2, 0, 0, -2, -1, -4, 9, 17, 0, 0, 0, 0, -1, -5, 0, 0, 0, 0, 0, -4, 0, -4, -2, 0, -1, 0, 0, -2, 0, 0, 0, 17, 0, 0, -1, 0, -2, -2, 0, 0, 0, -3, 0, 0, 0, 2, 0, 0, 0, 0, -1, 0, 0, 0, -1, 0, 0, 16, 0, -2, -2, -6, 0, 0, 0, 0, -1, -2, -1, 0, -3, 0, 0, -3, 0, 0, 0, 0, -1, 0, 0, 0, 0, 0, -1, 11, 9, -4, -1, 0, 0, -2, 0, 0, 0, -3, 0, -3, 0, 0, 0, 0, 0, -2, 0, -6, 0, 0, 0, -5, 0, -2, 0, -3, 0, 15, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 5, 0, 0, -1, -4, 0, -2, 0, 0, -2, 0, -2, 0, 0, 0, 0, -6, 0, 17, 0, 0, 0, -4, 0, 0, -1, 0, 0, -5, 0, 0, -2, 0, -2, 0, 0, -8, -1, -2, 0, -3, 0, -2, 0, 0, 8, 0, -1, 0, 0, 0, -2, 15, 0, 0, -1, 0, 0, 0, 0, -6, 0, 0, 0, 0, -1, -6, 0, 0, 0, -2, 0, -3, 0, 0, 0, 0, 0, 0, -1, 0, -2, 0, 0, -4, -1, 0, -1, 13, 0, 0, -3, 6, -1, -3, 0, -6, 0, 0, 0, 0, -2, -2, 0, 0, 0, -4, 0, 0, -1, 0, 0, -3, 0, -4, 0, 0, 0, 0, -1, -3, -3, 0, -1, 0, 0, 15, -2, -3, 0, 0, 0, 0, 0, 0, -1, 0, 0, -2, 0, 0, 7, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1, -4, -1, -8, 0, 0, -1, 0, 0, 0, 0, -2, -2, 13, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, -2, 0, -4, 0, 0, -2, 0, 0, -4, -2, 0, 0, 0, 0, 5, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, -2, 0, 0, 0, 0, 0, -1, 0, 0, -7, 0, -2, 0, 0, 0, -4, 0, 0, 0, 0, -4, -3, 0, -2, 0, -5, 0, -1, 0, -3, -3, 0, -1, 0, 9, 0, 0, 0, 0, -2, 0, 13, -2, 0, 0, 0, 0, 0, 0, 0, -2, 0, -1, -6, 0, 0, 0, -5, 0, -4, -2, 0, 0, -2, 0, 0, -1, 0, 0, -3, -2, 0, -2, 0, -1, 0, 0, -3, -1, 0, 0, 0, 0, -2, 0, 0, -2, 15, 0, 7, 0, 0, -1, 0, 0, 0, 0, -4, -2, 0, 0, 0, 0, 0, -2, -9, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, -1, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, -1, -4, 0, 0, 0, -3, 0, 15, 0, -7, -1, 0, 0, 0, 0, 0, 0, 0, 8, -2, 0, -3, -3, -2, 0, 0, 0, -6, 0, 0, -1, 0, 0, -4, -1, 0, -1, 0, 0, 0, -1, 0, -2, -2, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, -2, 0, 9, -1, -1, 0, -6, 0, -2, 0, 0, 0, 0, -1, -3, 0, 0, -2, 0, 0, 0, 0, 5, 0, 0, 0, -4, -2, 0, -1, 0, 0, 0, 0, 0, -2, 0, 0, -3, 0, 0, 9, 11, 0, 0, 17, 0, 0, 0, -1, 13, -1, 0, 0, 16, 0, 0, 15, -4, -1, 0, 0, -6, -1, 0, 0, 14, 0, 0, 0, 0, 0, 0, 0, 0, -1, 0, 17, 0, 0, 0, 0, 0, 9, 0, -1, -3, -2, 0, 0, 13, 0, 0, -1, 0, 0, -2, 0, -5, -1, 0, 0, -3, 0, 0, 18, 0, 0, 15, 0, 0, 0, -4, -1, 0, 0, 0, 0, 0, 0, 0, 0, 11], 'weight': 1, 'weight_parity': -1}
-
mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'label': '919.1.b', 'level': 919, 'portrait': 'data:image/png;base64,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', 'weight': 1}