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mf_newspaces • Show schema
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{'Nk2': 585, 'analytic_conductor': 1.7711217183419299, 'char_conductor': 13, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 16, 'char_orbit_label': 'p', 'char_order': 12, 'char_parity': -1, 'char_values': [65, 12, [27, 41], [12, 5]], 'conrey_index': 6, 'cusp_dim': 48, 'dim': 40, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1030842482753, 'hecke_orbit_dims': [40], 'label': '65.3.p', 'level': 65, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 13], 'level_radical': 65, 'mf_dim': 64, 'mf_new_dim': 40, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 10, 'sturm_bound': 21, 'trace_bound': 0, 'trace_display': [0, 0, 0, -40], 'traces': [40, 0, 0, 0, 0, -12, -40, 36, -72, 0, -12, 0, -12, 48, 20, 128, 60, -136, 68, -80, -48, -48, -48, -56, 0, -84, 24, -16, 28, 240, 128, -408, 136, -28, 40, 300, 56, 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mf_subspaces • Show schema
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id: 116709
{'char_orbit_index': 16, 'char_orbit_label': 'p', 'conrey_index': 6, 'conrey_indexes': [6, 11, 41, 46], 'label': '65.3.p', 'level': 65, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 6, 7, 11], 'sub_dim': 4, 'sub_label': '13.3.f', 'sub_level': 13, 'sub_mult': 2, 'weight': 3}
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id: 116710
{'char_orbit_index': 16, 'char_orbit_label': 'p', 'conrey_index': 6, 'conrey_indexes': [6, 11, 41, 46], 'label': '65.3.p', 'level': 65, 'sub_char_orbit_index': 16, 'sub_char_orbit_label': 'p', 'sub_conrey_index': 6, 'sub_conrey_indexes': [6, 11, 41, 46], 'sub_dim': 40, 'sub_label': '65.3.p', 'sub_level': 65, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 16, 'label': '65.3.p', 'level': 65, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 127629000
{'hecke_orbit_code': 1030842482753, 'n': 1, 'trace_an': 40}
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id: 127629001
{'hecke_orbit_code': 1030842482753, 'n': 2, 'trace_an': 0}
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id: 127629002
{'hecke_orbit_code': 1030842482753, 'n': 3, 'trace_an': 0}
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id: 127629003
{'hecke_orbit_code': 1030842482753, 'n': 4, 'trace_an': 0}
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id: 127629004
{'hecke_orbit_code': 1030842482753, 'n': 5, 'trace_an': 0}
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id: 127629005
{'hecke_orbit_code': 1030842482753, 'n': 6, 'trace_an': -12}
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id: 127629006
{'hecke_orbit_code': 1030842482753, 'n': 7, 'trace_an': -40}
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id: 127629007
{'hecke_orbit_code': 1030842482753, 'n': 8, 'trace_an': 36}
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id: 127629008
{'hecke_orbit_code': 1030842482753, 'n': 9, 'trace_an': -72}
-
id: 127629009
{'hecke_orbit_code': 1030842482753, 'n': 10, 'trace_an': 0}
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id: 127629010
{'hecke_orbit_code': 1030842482753, 'n': 11, 'trace_an': -12}
-
id: 127629011
{'hecke_orbit_code': 1030842482753, 'n': 12, 'trace_an': 0}
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id: 127629999
{'hecke_orbit_code': 1030842482753, 'n': 1000, 'trace_an': 0}
