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mf_newspaces • Show schema
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{'Nk2': 9450, 'analytic_conductor': 28.610427757831175, 'char_conductor': 35, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': -1, 'char_values': [1050, 2, [701, 127, 451], [2, 1, 1]], 'conrey_index': 349, 'cusp_dim': 456, 'dim': 48, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [11], 'hecke_orbit_code': 481086669850, 'hecke_orbit_dims': [8, 16, 24], 'label': '1050.3.h', 'level': 1050, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 504, 'mf_new_dim': 48, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 48, 'sturm_bound': 720, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [48, 0, 0, -96, 0, 0, 0, 0, 144, 0, -112, 0, 0, -32, 0, 192, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, -288, 0, 0, -72, 0, 0, 0, 0, 224, 0, 272, 0, 0, -148, 0, 96, 0, 0, 0, 0, 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mf_subspaces • Show schema
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id: 362792
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 349, 'conrey_indexes': [349], 'label': '1050.3.h', 'level': 1050, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 34, 'sub_conrey_indexes': [34], 'sub_dim': 6, 'sub_label': '35.3.c', 'sub_level': 35, 'sub_mult': 8, 'weight': 3}
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id: 362794
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 349, 'conrey_indexes': [349], 'label': '1050.3.h', 'level': 1050, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 69, 'sub_conrey_indexes': [69], 'sub_dim': 8, 'sub_label': '70.3.d', 'sub_level': 70, 'sub_mult': 4, 'weight': 3}
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id: 362788
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 349, 'conrey_indexes': [349], 'label': '1050.3.h', 'level': 1050, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 34, 'sub_conrey_indexes': [34], 'sub_dim': 16, 'sub_label': '105.3.e', 'sub_level': 105, 'sub_mult': 4, 'weight': 3}
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id: 362789
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 349, 'conrey_indexes': [349], 'label': '1050.3.h', 'level': 1050, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 174, 'sub_conrey_indexes': [174], 'sub_dim': 22, 'sub_label': '175.3.c', 'sub_level': 175, 'sub_mult': 4, 'weight': 3}
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id: 362790
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 349, 'conrey_indexes': [349], 'label': '1050.3.h', 'level': 1050, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 139, 'sub_conrey_indexes': [139], 'sub_dim': 16, 'sub_label': '210.3.h', 'sub_level': 210, 'sub_mult': 2, 'weight': 3}
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id: 362791
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 349, 'conrey_indexes': [349], 'label': '1050.3.h', 'level': 1050, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 349, 'sub_conrey_indexes': [349], 'sub_dim': 24, 'sub_label': '350.3.d', 'sub_level': 350, 'sub_mult': 2, 'weight': 3}
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id: 362793
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 349, 'conrey_indexes': [349], 'label': '1050.3.h', 'level': 1050, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 349, 'sub_conrey_indexes': [349], 'sub_dim': 48, 'sub_label': '525.3.e', 'sub_level': 525, 'sub_mult': 2, 'weight': 3}
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id: 362787
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 349, 'conrey_indexes': [349], 'label': '1050.3.h', 'level': 1050, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 349, 'sub_conrey_indexes': [349], 'sub_dim': 48, 'sub_label': '1050.3.h', 'sub_level': 1050, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 8, 'label': '1050.3.h', 'level': 1050, 'portrait': 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', 'weight': 3}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 73336000
{'hecke_orbit_code': 481086669850, 'n': 1, 'trace_an': 48}
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id: 73336001
{'hecke_orbit_code': 481086669850, 'n': 2, 'trace_an': 0}
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id: 73336002
{'hecke_orbit_code': 481086669850, 'n': 3, 'trace_an': 0}
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id: 73336003
{'hecke_orbit_code': 481086669850, 'n': 4, 'trace_an': -96}
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id: 73336004
{'hecke_orbit_code': 481086669850, 'n': 5, 'trace_an': 0}
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id: 73336005
{'hecke_orbit_code': 481086669850, 'n': 6, 'trace_an': 0}
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