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mf_gamma1 • Show schema
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{'Nk2': 68, 'analytic_conductor': 0.13574568343617666, 'cusp_dim': 5, 'dim': 5, 'eis_dim': 15, 'eis_new_dim': 15, 'hecke_orbit_dims': [1, 4], 'label': '17.2', 'level': 17, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17], 'level_radical': 17, 'mf_dim': 20, 'mf_new_dim': 20, 'newspace_dims': [1, 0, 0, 4, 0], 'num_forms': 2, 'num_spaces': 2, 'sturm_bound': 48, 'trace_bound': 1, 'trace_display': [-5, -4, -2, 0], 'traces': [5, -5, -4, -1, -2, 4, 0, 7, 5, 6, -4, -4, -2, 0, -8, -13, 1, -9, 4, 6, 0, 12, 8, 12, -5, -2, 8, 0, 2, 0, -8, -1, 0, -21, 0, 3, -2, 4, 0, -14, -10, -8, -4, -20, 18, 16, 0, 12, 17, 21, 28, 18, 2, -8, 0, -8, -24, -6, -12, -8, -10, -16, -24, 7, 0, 8, 20, 11, -32, 0, 16, -9, -34, 22, -12, 12, 8, -8, 8, 2, 9, 10, 12, 32, 2, 4, 16, 12, 10, -2, -8, -32, 24, -24, 0, -20, 26, -9, -4, -27, -58, -12, 24, -18, -8, -6, 4, -8, 38, -8, 0, 8, 26, 8, -8, -22, 10, -12, -24, 8, -19, 10, 0, 56, 40, 32, -24, 47, 8, 0, -12, 0, -8, -12, -16, 15, -22, 24, -52, 8, 32, -16, 8, -21, 0, 62, -28, -58, -10, 12, -24, -20, -35, -32, -8, -8, -2, -32, 8, 6, 40, -5, 4, 30, 8, 4, 16, -24, 35, 10, 52, 4, 18, 0, 16, 12, 24, 18, 12, -6, -34, 24, 0, 16, -16, -48, 12, 0, -16, 0, -16, -28, 14, -46, 8, 7, -38, 12, 0, -3, -32, 54, 16, 4, -20, -48, 24, 2, -8, 8, -20, -2, -40, -12, -24, 40, 16, -38, 0, 8, -2, 40, 32, -8, 3, -50, -20, -24, 14, 0, 16, 30, 18, -6, 40, 60, 32, 48, 32, 24, 38, 11, 12, -10, -26, -8, 0, -48, -8, -48, 12, -16, -24, 32, -8, -69, -22, -8, -8, -8, -50, 52, -40, -24, -8, 8, -32, -4, 54, 16, 16, -1, -16, 58, -12, 0, -6, -20, -48, -16, -34, -16, 12, 24, 0, -8, -16, 43, -3, 4, -8, -50, 6, 4, 0, 74, -16, 58, 0, 28, 24, 16, 56, -20, 60, -13, -60, 40, 32, 8, 72, 16, -50, -30, 40, 16, -6, -8, 0, -34, 24, -80, 4, 11, 14, -4, 0, -18, -32, -8, -52, -60, 26, 0, 0, 0, -82, -35, -56, -46, 48, -28, 48, 12, -8, -14, 60, 32, -6, -48, 0, 4, -30, -24, 48, -26, 0, 12, -8, 2, -3, 58, 44, -16, 40, 0, 40, -16, 46, -4, 24, 24, -10, 20, -48, -8, 0, 0, -12, 24, 24, 96, -48, 20, -8, -14, -12, 50, -34, 0, 8, 7, -24, 38, -24, -28, 70, -32, -16, 13, -2, 16, -32, 10, -38, -24, -40, 4, 58, 0, -56, -8, -72, 16, -8, -2, 88, 8, -52, -8, 22, 20, -72, 10, -13, 0, -40, -28, 0, 8, -56, -24, 10, 56, -16, -66, -8, 0, -8, -8, 17, -2, 12, -80, -56, -24, 0, 56, 42, 21, 8, 130, 56, -52, 16, 40, -14, 58, 56, 64, 66, -16, 32, 6, 24, -30, 76, 22, 16, -8, 16, -36, 8, -24, 12, -32, -34, -40, -24, 0, 24, -34, 16, -37, -32, -76, 32, -50, 0, 26, 108, -88, -10, -8, -16, 32, -16, 56, 12, 56, -40, -84, -40, -40, 16, 0, -44, 8, -82, 24, 32, 23, -16, -18, -40, -40, 16, -72, 8, 24, 46, 26, -36, -60, 24, 72, -32, 0, -15, 8, 36, 24, -8, 24, 0, 4, -24, 22, -4, 0, -42, -56, 40, -17, -20, 16, 20, 6, -10, -20, -8, -8, 24, 82, 40, 180, 30, 48, -16, -16, -32, 30, 100, 112, 28, 92, 48, -72, 30, -16, -76, -16, -80, 24, -8, 27, -94, -45, -24, -8, -40, 0, 8, -46, -16, -62, 36, -20, -40, 0, 0, 2, -2, 64, -8, -182, 24, 0, -24, -44, -34, -24, 28, -56, 30, -48, 24, 20, 24, -40, 16, 59, -50, 100, 72, 0, -14, 16, 12, -40, -48, -144, 72, 0, -19, 50, 16, 82, 98, -48, -16, 32, 0, -74, -72, 16, -30, 0, 32, 18, -118, 0, -20, 40, 48, -20, 8, 15, 24, -2, -48, 20, 10, 64, -16, 18, -38, 64, 4, 24, 98, 116, -8, 92, 48, -26, 24, -24, -8, 16, 0, -24, 10, 30, -40, 9, 82, -24, -32, 14, 64, -72, -116, -12, 48, 16, -80, 20, -12, -24, 52, -38, 0, -60, 0, -40, 66, -6, -24, 32, -18, -32, -32, -44, -80, 86, 0, -72, 2, -8, -72, 50, 64, -8, 0, -60, -32, 0, -48, -42, -32, -57, -40, -98, -18, 12, 40, -16, 53, -68, 44, 120, -118, -40, 0, 8, -16, -18, 108, 16, 16, -16, 144, 0, 68, -34, 52, -60, 16, -8, 8, 0, 48, 8, 40, 80, 94, 20, 32, 8, -22, -24, -40, -64, -10, 128, 0, -44, -14, 24, 112, 22, -34, 28, 56, 22, 40, -6, -48, -24, 0, 24, 16, -33, 4, 0, -108, 82, -8, 32, -80, 44, 40, -94, 0, 48, -110, 0, -96, 33, 38, 2, 0, 16, -24, 56, -64, -66, -62, 26, -28, -24, 48, 80, -56, -84, -64, -26, 40, -12, 42, -16, 56, 112, 24, 120, -148, -72, -34, 8, -112, 2, 9, -144, 32, -24, 0, 60, 0, 24, -21, -82, 32, 4, 18, 0, -72, 6, -160, 65, -128, 120, 78, 40, 0, 44, -10, 16, 100, 0, -40, -32, 16, -24, -56, -90, 4, -160, 24, 16, -8, 150, 54, 40, 40, 112, 70, -8, 72, 0, 14, 15, 20, 18, 48, 44, 136, 0, 72, 24, 4, -48, 80, 96, 0, -96, 0, -42, 48, -87, -6, 8, -16, -134, 4, 24, -4, 140, -70, -24, 0, 72, -56, 6, -80, -158, 144, -104, 56, -64, -32, 2, 8, -32, -78, 0, -16, -14, 22, 24, -36, 66, 56, -180, -24, -22, 54, -16, 0, -56, 10, -48, -80, 12, 16, -8, 100, 0, 40, 4, 72, -16, 58, 30, -48, 16, -8, 0, 64, 40, -87, -64, -68, -10, -4, -16, -16, 35, 40, 52, -164, -28, -32, -136, -16, 10, -34, -40, -24, 54, 22, -20, -24, 56, -12, 14, 32, 16, -24, 0, 88, -56, -8, 56, 32, -88, 26, 124, 0, -24], 'weight': 2, 'weight_parity': 1}
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mf_gamma1_subspaces • Show schema
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{'label': '17.2', 'level': 17, 'sub_dim': 5, 'sub_level': 17, 'sub_mult': 1, 'weight': 2}
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mf_gamma1_portraits • Show schema
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{'label': '17.2', 'level': 17, 'portrait': 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', 'weight': 2}