-
mf_newspaces • Show schema
Hide schema
{'ALdims': [1, 2, 1, 0, 1, 0, 1, 1], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [0, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [0, 6, 5, 2, 1, 6, 5, 1], 'Nk2': 952, 'analytic_conductor': 1.9004395681064732, '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': [238, 1, [171, 71], [1, 1]], 'conrey_index': 1, 'cusp_dim': 33, 'dim': 7, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 33554670, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2], 'label': '238.2.a', 'level': 238, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7, 17], 'level_radical': 238, 'mf_dim': 40, 'mf_new_dim': 7, 'num_forms': 6, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 72, 'trace_bound': 3, 'trace_display': [-1, 4, 2, -1], 'traces': [7, -1, 4, 7, 2, -4, -1, -1, 3, -6, -8, 4, -6, 3, 8, 7, -1, -5, -12, 2, -4, -8, 8, -4, 17, -6, 16, -1, 14, 8, 0, -1, 16, -1, 2, 3, -10, 20, -24, -6, -26, -4, -20, -8, -14, -8, 16, 4, 7, -7, 0, -6, 2, -16, 8, 3, -40, -2, -4, 8, -22, 0, -5, 7, 12, 0, -12, -1, 32, -6, 16, -5, -10, 22, -28, -12, -12, 24, -24, 2, 7, 6, 36, -4, 6, -20, -24, -8, 22, -6, -10, 8, 16, -16, 0, -4, -18, -1, 32, 17, 18, 0, -24, -6, 24, -14, 0, 16, -10, 40, -24, -1, 6, 40, 48, 14, -30, 12, -1, 8, 11, -14, 16, 0, 12, -1, 16, -1, 32, -4, -4, 16, 8, -12, -32, -1, 14, 0, 20, 2, 8, 16, 24, 3, 12, 6, 4, -10, 74, -36, 24, 20, 3, 4, -32, -24, 10, 8, 24, -6, -16, -33, 8, -26, -104, 20, -24, -4, -15, 6, -76, -20, -14, 8, 25, -8, -8, 6, -20, -14, -14, 6, -24, -8, -52, -16, 20, 16, -16, 16, -16, 4, -34, 14, -64, 7, 54, -48, 40, -7, 32, -14, 2, 0, -4, 8, 72, -6, -16, -8, -64, 2, -16, 32, -24, -16, 8, 22, 16, 8, 10, 40, 16, 3, -11, 6, 52, -40, -14, -16, -8, -2, -10, 34, 72, -4, 16, 3, -16, 8, -66, 3, 12, -22, 2, -16, 40, 0, 8, -84, 28, -5, 80, -16, -24, 7, -34, 0, -14, 12, -18, 52, 8, 0, 108, 0, -8, -12, -30, 0, 0, -1, 16, -2, -112, 32, 14, -20, -16, -6, -2, 24, 4, 16, -16, 8, 22, -5, 7, -100, -16, -10, -46, -4, -32, 22, 80, -6, 32, -28, -20, 24, -24, -12, -44, -13, -44, -12, 16, 32, -40, 24, 38, -38, 2, -24, -10, 8, -104, 2, 16, 0, 4, 7, -10, 40, 72, 6, -8, 8, 28, 36, 6, 40, 56, -4, 6, -39, 152, 6, -48, 52, -1, -20, -96, -6, -8, -24, 10, 5, 16, -8, 126, 40, -32, 22, 0, 44, 8, -6, -5, -6, 12, -10, -68, 8, -96, 8, 30, -4, 10, 16, 34, -4, 128, -16, 28, 32, 32, 0, 56, 16, 48, -4, 8, -34, 44, -18, 42, 32, 24, -1, 8, -42, 48, 32, 26, -8, 16, 17, -34, 0, -80, 18, -38, -6, -8, 0, -74, -4, 32, -24, -8, -72, 32, -6, -8, 16, -44, 24, -78, 32, -80, -14, -15, 48, -14, 0, -32, 40, -64, 16, -18, -8, 104, -10, -48, -112, -56, 40, 3, -6, 28, -24, 36, -80, 24, -1, -10, 29, -24, 6, -72, -4, -36, 40, 22, 34, 24, 48, -70, 40, 32, 14, 80, -90, 84, -30, 12, 24, 56, 12, 48, 80, -36, -1, -6, 16, -112, 8, 44, -2, -16, 11, 12, -12, 24, -14, -48, -6, -60, 16, -22, -56, -56, 0, -24, -40, -40, 12, -48, -84, -88, -1, 60, -48, -52, 16, -38, 8, 38, -1, -96, 30, 0, 32, 8, -6, 104, -4, 38, 78, -20, -4, 28, -56, -24, 16, 63, -68, -84, 8, -76, -56, 72, -12, -64, 74, -8, -32, -74, -64, 24, -1, 28, 0, 112, 14, -54, 0, -8, 0, -16, 14, -40, 20, 42, 16, -8, 2, 16, -82, 52, 8, 84, -52, -33, 16, 6, 16, -56, 24, 0, -34, -40, 3, 62, -1, -152, 12, 32, 16, -32, 6, -4, 34, -36, 4, -32, 80, 104, -10, -66, -112, -2, 74, 144, -32, 40, -36, -26, -20, -76, 24, -142, -40, 64, 20, 16, 116, 32, 3, 26, 20, 96, 4, 46, 48, 60, -32, 128, -8, 38, -24, 51, 6, -96, 10, -6, -22, 40, 8, -112, 102, 72, 24, -6, -8, -32, -6, 14, 32, 76, -16, -48, 4, -8, -33, -16, -10, 0, 8, 86, -24, -104, -26, 142, 8, -84, -104, 66, -36, -8, 20, -32, 54, 0, -24, -8, 120, 104, -4, -106, 6, 0, -15, 2, -24, 14, 6, 104, 48, 64, -76, 124, 3, -168, -20, -4, 32, -20, -14, -52, 8, 24, 8, -18, 74, 104, 25, -38, -16, 72, -8, -48, -2, 38, -8, 54, 0, -40, 6, -160, 8, 48, -20, -112, 8, 64, -14, -16, -77, -32, -14, 202, -140, -120, 6, 51, -4, -12, -24, 42, 80, 8, -8, 64, -2, 44, -52, 112, -30, 16, -16, -148, -14, 20, 20, 12, -32, -48, 16, -24, -52, -104, -16, -86, 16, 64, 16, -58, 40, 10, -16, -26, -16, -8, 4, 30, 40, 80, -34, 98, 12, -16, 14, -32, -38, -24, -64, -32, -24, -48, 7, 108, 40, 4, 54, -8, 16, -2, -48, 60, 98, 64, 40, 26, -16, 8, -7, 14, 30, 40, 32, -16, 80, -56, -14, -42, 162, -28, 2, 120, -72, -72, 0, -80, 22, 30, -4, -154, 32, 96, 8, 0, 0, -24, 72, 58, -80, -88, -6, -1, 56, 16, -16, -96, -100, 56, -8, 41, 98, -16, -64, 158, 16, 27, 2, 104, 1, 32, -16, -46, 26, 16, 32, 102, 0, 92, -24, 16, -48, 48, -16, 20, 30, 4, 8, 0, 24, -56, 22, 38, 48, -36, 16, -114, -72, -8, 8, -50, -5, -76, 10, -32, -4, 72, 40, -48, -76, 240, 16, 16, -88, -40, 3, -160, -26, -48, -11, -6, 56, 0, 6, -76, -24, -40, 52, -70, 44, 56, -40, -96, -90, -152, -14, -12, -24, -88, -16, 24, -70, 48, -8, -78, 0, 8, -2, -194, -80, -12, -10, -16, -12, -16, 34, 22, -4, -32, 72, 74, -88, -80, -4, -32, 48, -176, 16, -124, 28, -88, 3, 102, 10, -128, -16, -72, -96, -10, 8, -25, -68, 24, -66, 4, 16, 56, 3, -16, -116, 12, 12, -28, -24, -40, -22, -146, -96, -64, 2, 118, 36, 24, -16, 44, -14, 40, 40, -32, 104, 24, 0, -112, 8, 176, 8, 26, 136, -16, -84], 'weight': 2, 'weight_parity': 1}
-
mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '238.2.a', 'level': 238, 'portrait': 'data:image/png;base64,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', 'weight': 2}