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mf_newspaces • Show schema
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{'Nk2': 148, 'analytic_conductor': 0.2954464874787374, 'char_conductor': 37, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 6, 'char_parity': 1, 'char_values': [37, 6, [2], [5]], 'conrey_index': 11, 'cusp_dim': 4, 'dim': 4, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 274911461413, 'hecke_orbit_dims': [4], 'label': '37.2.e', 'level': 37, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [37], 'level_radical': 37, 'mf_dim': 8, 'mf_new_dim': 8, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 2, 'sturm_bound': 6, 'trace_bound': 0, 'trace_display': [0, 2, -6, 0], 'traces': [4, 0, 2, -2, -6, 0, 0, 0, -2, -8, -12, 2, 12, 0, 6, 2, 6, 12, -6, 6, 12, 6, 0, -18, 4, 0, -16, 0, 0, 2, 0, 0, -12, -4, -24, 4, 2, -12, 12, 12, -6, -12, 0, 6, 0, -2, 12, 4, -10, 24, 0, -12, 12, 0, 6, 36, 12, -4, -12, 0, -6, 6, 48, -28, -12, 0, 18, 0, 0, -12, -12, -36, 0, 0, -40, 6, 12, -12, -18, 0, -2, 0, 6, -24, 4, 0, 6, 0, 18, -8, 0, 6, -36, 18, 18, 30, 0, 0, 18, -8, -36, 10, 0, 0, 0, 12, 12, 8, 18, 12, 22, 0, 12, 0, -10, 6, 0, 20, 0, 6, 4, -24, 6, 18, 0, -12, 14, 0, 12, -24, -54, -12, -36, 0, 24, -12, -12, 8, 6, 0, -12, 0, -36, 2, -14, 0, -20, -22, 36, 12, -2, 18, -30, 0, -6, 0, -6, -36, 0, 20, -12, 0, 36, -6, -12, -18, 24, 36, -2, 0, 0, -12, -6, 4, 96, -6, 0, -8, 0, 18, -6, 24, 30, 12, 18, 48, -30, -6, 0, 30, 0, -14, 0, 12, 24, 20, -42, -42, 0, -72, -12, 0, -24, 18, 18, 12, 6, 0, 0, -12, -40, -24, 12, 0, 12, 0, 36, 24, 0, -6, 24, -42, -44, -60, -44, 16, 42, 0, -14, 0, -48, 24, 12, 24, -54, 0, 36, -12, 24, 6, -12, -36, -34, 6, 0, -18, -12, -36, 48, -12, 0, -24, 0, -18, 2, 34, 54, -24, 0, 24, 18, -10, 36, 72, 0, -12, 0, 18, 72, 32, 6, 6, 0, 12, 12, 0, 6, 54, -54, -36, 18, 0, 36, -12, -24, 24, 0, 0, -20, 0, -30, 0, -30, 30, -56, 0, 48, 12, 12, 20, 0, 0, -18, 0, 30, 32, -16, 12, -60, 0, -36, -36, -54, -60, -48, 18, 18, -24, 0, 42, -36, -24, 12, -2, 0, -24, 0, 0, 36, 0, 72, -12, 20, -16, -66, -12, -38, 0, 0, -2, 0, -6, 0, 0, -8, 24, 0, -6, -30, 24, -48, -30, -6, -32, 36, 0, 60, 4, 24, 48, -14, 0, 38, 0, 0, -6, 20, 6, 12, -4, 48, 36, -42, 18, 6, 0, 12, 0, -24, -36, 64, 2, -48, 0, 36, 12, 12, -6, 18, 12, -2, 0, 0, 24, 54, -36, 12, 36, 0, -4, 0, 48, 36, 18, 30, -24, -6, -60, 30, 12, -18, 24, 0, 10, 0, 0, -96, 24, 0, 12, 0, 0, 30, -36, -36, -36, -72, 12, -72, 0, -78, -8, 108, -72, -10, 0, -12, 0, -12, -18, -10, -24, 120, -20, -4, -54, 6, 0, -84, 0, 18, 0, 56, -44, -96, 0, -42, 0, -24, -10, 12, 72, -12, 6, -12, 48, 0, 12, -12, -60, 108, 60, 0, 0, 0, -24, -12, -20, -60, -20, -36, 48, 24, -2, 30, 6, 0, 36, 0, 20, 132, -12, 2, -36, 0, 18, 0, -36, 54, 30, 48, 4, -90, 0, 54, 0, -4, -28, -30, 0, 0, 0, 24, -8, 0, -12, 0, 84, -60, 72, 0, 8, 66, 0, 24, 0, -30, -24, 76, -36, 132, 0, -36, 26, 12, 18, 0, 12, 30, -24, 0, -30, 30, 40, -132, -24, 0, 6, 0, -60, -18, -12, -108, 48, 24, -12, -6, 42, -24, -24, 0, -56, 0, -12, -88, 0, 24, 0, 0, -24, 18, 36, -24, 36, 36, 14, 24, 0, -66, -14, -72, 12, -24, 0, 36, 0, 30, 10, 0, -36, -132, -20, -12, -24, 0, -18, -84, 0, -54, 0, -42, 48, -12, -2, 66, 0, 30, 30, 12, 48, 36, 30, 14, 36, 0, -108, -12, 72, -56, -6, 0, 40, 0, 12, -34, 0, -36, 12, 24, -72, -6, 54, -20, -24, 0, 0, 0, 6, 24, -24, -6, 60, 0, 12, 12, -6, 12, -36, 96, 48, 144, 0, 18, -6, 148, -12, 0, 0, -12, 0, 18, -24, 36, 54, 120, -36, -20, -24, 32, -42, -18, 0, 24, 0, -16, 4, -108, -4, 72, 0, 108, -36, -24, 30, -6, 24, 14, -12, 0, -12, 6, 12, -168, -22, 0, -6, 0, -24, -42, -48, -48, 0, 18, 84, 36, -28, 0, -72, 0, 24, 0, -24, -24, -72, 12, -12, 0, -36, 6, 18, 72, 36, -84, -6, 60, 0, -48, 72, -92, 0, 12, 0, -16, 0, -30, -10, -48, -36, -116, 24, 48, 72, 90, -72, -78, 0, 42, 0, 48, 36, -120, 6, 84, 0, -102, 0, 126, -12, 12, -90, 42, -60, 0, 18, -2, 8, -48, -34, 0, 12, 0, 30, 6, -24, -36, -72, -120, -104, 18, -12, 36, 6, 0, 10, 0, -44, -40, 84, 0, 90, 0, 126, -12, 84, 48, -24, 0, -24, -18, 0, -66, 32, 0, 24, 36, 0, 24, 0, 48, 16, 12, 24, 72, 24, 24, 18, 12, 0, 144, 0, -36, 0, 58, -72, 144, 24, -24, 0, 12, 6, -66, -84, -30, 36, -8, 0, 0, 60, 42, 72, 88, -36, 0, 20, 0, 18, -72, -12, 36, 32, 42, -24, 42, -12, -42, -72, 0, 48, 0, 12, -72, -44, -84, 0, 0, 0, -4, -36, 0, -18, 108, 72, -66, 0, -72, 0, -60, -72, 78, 0, -30, 0, -30, -12, 8, -12, 12, 54, -72, -12, -6, 22, -72, 0, 20, 0, 0, 32, -12, -44, 12, 0, -72, 48, -30, -60, -6, -42, 18, -72, 0, 12, -36, 96, -36, -14, 0, 16, 0, -54, -44, 40, -72, 96, -40, 48, -96, -20, 54, 0, 0, -6, 0, -28, -12, -144, 46, -108, 0, 54, -54, -42, 18, -12, 96, 12, 36, 0, 0, -36, 84, 72, 36, 0, -14, 0, -12, 44, 24, -42, -20, 0, -120, 12, -6, 0, 72, 0, 12, 0, 6, 68, 216, -6, -120, 0, -84, 60, -78, -30, 126, 6, -90, 54, 0, 0, 0, 24, 24, 6, 0, 30, 0, 72, 96, -24, -12, 12, -8, 72], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 11, 'conrey_indexes': [11, 27], 'label': '37.2.e', 'level': 37, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11, 27], 'sub_dim': 4, 'sub_label': '37.2.e', 'sub_level': 37, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '37.2.e', 'level': 37, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45191000
{'hecke_orbit_code': 274911461413, 'n': 1, 'trace_an': 4}
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id: 45191001
{'hecke_orbit_code': 274911461413, 'n': 2, 'trace_an': 0}
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id: 45191002
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