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mf_newspaces • Show schema
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{'Nk2': 360, 'analytic_conductor': 0.7186536181915234, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [90, 2, [11, 37], [2, 1]], 'conrey_index': 19, 'cusp_dim': 10, 'dim': 2, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137472507994, 'hecke_orbit_dims': [2], 'label': '90.2.c', 'level': 90, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 26, 'mf_new_dim': 2, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 2, 'sturm_bound': 36, 'trace_bound': 0, 'trace_display': [0, 0, 4, 0], 'traces': [2, 0, 0, -2, 4, 0, 0, 0, 0, -2, -4, 0, 0, -4, 0, 2, 0, 0, 0, -4, 0, 0, 0, 0, 6, 12, 0, 0, 0, 0, -16, 0, 0, 4, -4, 0, 0, 0, 0, 2, -4, 0, 0, 4, 0, 8, 0, 0, 6, -8, 0, 0, 0, 0, -8, 4, 0, 0, 20, 0, 4, 0, 0, -2, 12, 0, 0, 0, 0, -8, -24, 0, 0, -4, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 4, -8, 0, 0, -20, 0, 24, 0, 0, -16, 0, 0, 0, 0, 0, -6, 16, 0, 0, -12, 0, -12, 0, 0, -20, 4, 0, 0, 0, 0, 8, 0, 0, 0, 8, 0, -14, 0, 0, 16, 4, 0, 0, 0, 0, 24, 36, 0, 0, 16, 0, -4, 0, 0, 40, 4, 0, 0, 0, 0, 0, -8, 0, 0, -40, 0, -16, 0, 0, 8, -32, 0, 0, 0, 0, -2, 16, 0, 0, 4, 0, 8, 0, 0, -46, 8, 0, 0, 0, 0, -16, -4, 0, 0, 20, 0, 4, 0, 0, -8, -4, 0, 0, 0, 0, 0, -24, 0, 0, 16, 0, -6, 0, 0, 0, 8, 0, 0, 0, 0, -8, -28, 0, 0, 0, 0, 24, 0, 0, 24, -8, 0, 0, 0, 0, 8, -24, 0, 0, -4, 0, -12, 0, 0, 20, 16, 0, 0, 0, 0, -16, -20, 0, 0, 40, 0, 44, 0, 0, -4, 12, 0, 0, 0, 0, -22, 36, 0, 0, -4, 0, 2, 0, 0, -8, -12, 0, 0, 0, 0, -12, 0, 0, 0, 0, 0, -16, 0, 0, -36, -12, 0, 0, 0, 0, 8, 36, 0, 0, 24, 0, -24, 0, 0, 26, 0, 0, 0, 0, 0, 40, 4, 0, 0, -48, 0, -16, 0, 0, 0, 8, 0, 0, 0, 0, 16, -24, 0, 0, -44, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 48, 32, 0, 0, -32, 0, -16, 0, 0, 24, 16, 0, 0, 0, 0, -4, 32, 0, 0, 8, 0, 28, 0, 0, -20, -12, 0, 0, 0, 0, -48, 20, 0, 0, 0, 0, -38, 0, 0, -24, -8, 0, 0, 0, 0, -8, -24, 0, 0, -8, 0, 16, 0, 0, -40, 0, 0, 0, 0, 0, 8, -8, 0, 0, 40, 0, -16, 0, 0, 44, 0, 0, 0, 0, 0, 6, -44, 0, 0, -16, 0, 0, 0, 0, 20, 4, 0, 0, 0, 0, 8, 12, 0, 0, -20, 0, 44, 0, 0, 12, 16, 0, 0, 0, 0, -16, -64, 0, 0, 32, 0, 20, 0, 0, 0, -4, 0, 0, 0, 0, -40, 52, 0, 0, 60, 0, 8, 0, 0, -56, 48, 0, 0, 0, 0, -8, -24, 0, 0, 0, 0, 28, 0, 0, 32, -32, 0, 0, 0, 0, 0, -8, 0, 0, 40, 0, 24, 0, 0, 14, 16, 0, 0, 0, 0, -6, 36, 0, 0, 0, 0, -16, 0, 0, 0, -4, 0, 0, 0, 0, 32, -16, 0, 0, 0, 0, -16, 0, 0, -36, -28, 0, 0, 0, 0, -24, -44, 0, 0, -36, 0, 8, 0, 0, 14, -24, 0, 0, 0, 0, 24, -16, 0, 0, -12, 0, -76, 0, 0, 4, -40, 0, 0, 0, 0, 16, 0, 0, 0, -4, 0, -40, 0, 0, 48, -4, 0, 0, 0, 0, -12, 32, 0, 0, -20, 0, -16, 0, 0, 8, 32, 0, 0, 0, 0, 0, 16, 0, 0, 8, 0, -12, 0, 0, 0, -20, 0, 0, 0, 0, 16, 40, 0, 0, 0, 0, 4, 0, 0, 16, -28, 0, 0, 0, 0, -4, 96, 0, 0, -24, 0, -8, 0, 0, -40, 32, 0, 0, 0, 0, -14, -8, 0, 0, 8, 0, 64, 0, 0, 4, -4, 0, 0, 0, 0, 2, -4, 0, 0, -16, 0, 0, 0, 0, -40, 36, 0, 0, 0, 0, 72, -4, 0, 0, -100, 0, 4, 0, 0, -8, 0, 0, 0, 0, 0, 32, -8, 0, 0, 56, 0, 46, 0, 0, 32, -8, 0, 0, 0, 0, -36, -40, 0, 0, 72, 0, -16, 0, 0, 24, 80, 0, 0, 0, 0, 16, -64, 0, 0, 4, 0, 28, 0, 0, -60, 24, 0, 0, 0, 0, -24, -20, 0, 0, -80, 0, -56, 0, 0, -4, 0, 0, 0, 0, 0, -16, 16, 0, 0, -4, 0, 8, 0, 0, -80, 4, 0, 0, 0, 0, -80, 12, 0, 0, 48, 0, 64, 0, 0, 0, -32, 0, 0, 0, 0, 0, 36, 0, 0, 24, 0, -32, 0, 0, 60, 16, 0, 0, 0, 0, -48, -16, 0, 0, 0, 0, 48, 0, 0, 6, -44, 0, 0, 0, 0, 0, -24, 0, 0, -4, 0, 0, 0, 0, 32, -8, 0, 0, 0, 0, 32, -96, 0, 0, -60, 0, 104, 0, 0, 8, 32, 0, 0, 0, 0, 8, 16, 0, 0, 28, 0, -40, 0, 0, 60, 16, 0, 0, 0, 0, 24, 0, 0, 0, 80, 0, -58, 0, 0, -24, -92, 0, 0, 0, 0, 12, 16, 0, 0, -8, 0, -24, 0, 0, -40, 8, 0, 0, 0, 0, 28, -8, 0, 0, 0, 0, -96, 0, 0, 0, -44, 0, 0, 0, 0, -8, 36, 0, 0, 24, 0, -72, 0, 0, -8, 20, 0, 0, 0, 0, 40, 4, 0, 0, 0, 0, 24, 0, 0, 12, 8, 0, 0, 0, 0, -24, 96, 0, 0, -64, 0, -20, 0, 0, 0, -16, 0, 0, 0, 0, -16, 12, 0, 0, 60, 0, 0, 0, 0, 24, -8, 0, 0, 0, 0, 16, 56, 0, 0, 20, 0, 16, 0, 0, 48, 0, 0, 0, 0, 0, -48, -40, 0, 0, -72, 0, 66, 0, 0, -44, -8, 0, 0, 0, 0, 32, 36, 0, 0, 36, 0, 4, 0, 0, 40, -12, 0, 0, 0, 0, 44, 0, 0, 0, 32, 0, -16, 0, 0, 48, 0, 0, 0, 0, 0, 22], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 123135
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 19, 'conrey_indexes': [19], 'label': '90.2.c', 'level': 90, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 2, 'sub_label': '30.2.c', 'sub_level': 30, 'sub_mult': 2, 'weight': 2}
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id: 123136
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 19, 'conrey_indexes': [19], 'label': '90.2.c', 'level': 90, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 2, 'sub_label': '45.2.b', 'sub_level': 45, 'sub_mult': 2, 'weight': 2}
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id: 123137
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 19, 'conrey_indexes': [19], 'label': '90.2.c', 'level': 90, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 2, 'sub_label': '90.2.c', 'sub_level': 90, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '90.2.c', 'level': 90, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 26760000
{'hecke_orbit_code': 137472507994, 'n': 1, 'trace_an': 2}
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id: 26760001
{'hecke_orbit_code': 137472507994, 'n': 2, 'trace_an': 0}
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id: 26760002
{'hecke_orbit_code': 137472507994, 'n': 3, 'trace_an': 0}
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id: 26760003
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