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mf_newspaces • Show schema
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{'Nk2': 6615, 'analytic_conductor': 20.027299430481822, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [735, 2, [491, 442, 346], [1, 2, 2]], 'conrey_index': 491, 'cusp_dim': 208, 'dim': 110, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_orbit_code': 137489285855, 'label': '735.3.c', 'level': 735, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'mf_dim': 240, 'mf_new_dim': 110, 'prim_orbit_index': 2, 'relative_dim': 110, 'sturm_bound': 336, 'trace_display': [0, -4, 0, 0], 'traces': [110, 0, -4, -226, 0, 18, 0, 0, -22, 10, 0, -16, -32, 0, 10, 474, 0, 92, 20, 0, 0, -116, 0, -158, -550, 0, 104, 0, 0, -60, 108, 0, 24, 156, 0, 90, 44, 0, -36, 30, 0, 0, -188, 0, -80, -276, 0, 96, 0, 0, 12, 120, 0, -278, -60, 0, 68, 308, 0, -10, -108, 0, 0, -962, 0, 300, 588, 0, 0, 0, 0, -284, 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0, 0, -5400, -3848, 0, 4020, -1836, 0, 7384, -744, 0, 17220, -9852, 0, 0, -220, 0, -632, -25924, 0, 2760, 0, 0, -2152, -8860, 0, -3584, -6756, 0, 7460, -5980, 0, -11736, 4752, 0, 0, -4384, 0, 6832, 2492, 0, -940, 0, 0, 12284, 2160, 0, 10140, -1264, 0, -10, 10502, 0, -1284, 9876, 0, 0, -2536, 0, 5968, 2300, 0, -1312, 0, 0, 180, 148, 0, -8056, 4160, 0, -4576, 29956, 0, 1800, -5020, 0, 0, -504, 0, 660, 8824, 0, -7152, 0, 0, -12524, 8320, 0, -5448, -150], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 287612
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 491, 'conrey_indexes': [491], 'label': '735.3.c', 'level': 735, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11], 'sub_dim': 2, 'sub_label': '15.3.c', 'sub_level': 15, 'sub_mult': 3, 'weight': 3}
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id: 287613
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 491, 'conrey_indexes': [491], 'label': '735.3.c', 'level': 735, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 8, 'sub_conrey_indexes': [8], 'sub_dim': 4, 'sub_label': '21.3.b', 'sub_level': 21, 'sub_mult': 4, 'weight': 3}
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id: 287610
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 491, 'conrey_indexes': [491], 'label': '735.3.c', 'level': 735, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 71, 'sub_conrey_indexes': [71], 'sub_dim': 16, 'sub_label': '105.3.c', 'sub_level': 105, 'sub_mult': 2, 'weight': 3}
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id: 287611
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 491, 'conrey_indexes': [491], 'label': '735.3.c', 'level': 735, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 50, 'sub_conrey_indexes': [50], 'sub_dim': 22, 'sub_label': '147.3.b', 'sub_level': 147, 'sub_mult': 2, 'weight': 3}
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id: 287614
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 491, 'conrey_indexes': [491], 'label': '735.3.c', 'level': 735, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 491, 'sub_conrey_indexes': [491], 'sub_dim': 110, 'sub_label': '735.3.c', 'sub_level': 735, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '735.3.c', 'level': 735, 'portrait': 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', 'weight': 3}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 29195000
{'hecke_orbit_code': 137489285855, 'n': 1, 'trace_an': 110}
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id: 29195001
{'hecke_orbit_code': 137489285855, 'n': 2, 'trace_an': 0}
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id: 29195002
{'hecke_orbit_code': 137489285855, 'n': 3, 'trace_an': -4}
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id: 29195003
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