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mf_newspaces • Show schema
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{'Nk2': 2997, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 1.4956978428611083, 'char_conductor': 333, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 21, 'char_orbit_label': 'u', 'char_order': 6, 'char_parity': -1, 'char_values': [2997, 6, [1703, 1297], [1, 4]], 'conrey_index': 269, 'cusp_dim': 6, 'dihedral_dim': 2, 'dim': 6, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_orbit_code': 1374406314933, 'hecke_orbit_dims': [2, 4], 'label': '2997.1.u', 'level': 2997, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 37], 'level_radical': 111, 'mf_dim': 30, 'mf_new_dim': 10, 'num_forms': 2, 'prim_orbit_index': 21, 'relative_dim': 3, 's4_dim': 4, 'sturm_bound': 342, 'trace_bound': 1, 'trace_display': [0, 0, 0, -6], 'traces': [6, 0, 0, 1, 0, 0, -6, 0, 0, -8, 0, 0, -1, 0, 0, 1, 0, 0, -2, 0, 0, -8, 0, 0, 1, 0, 0, -1, 0, 0, 3, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 3, 0, 0, -4, 0, 0, 0, 0, 0, 3, 0, 0, 4, 0, 0, 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0, 0, 3, 0, 0, -1, 0, 0, 8, 0, 0, 3, 0, 0, -2, 0, 0, 4, 0], 'weight': 1, 'weight_parity': -1}
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mf_subspaces • Show schema
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{'char_orbit_index': 21, 'char_orbit_label': 'u', 'conrey_index': 269, 'conrey_indexes': [269, 1025], 'label': '2997.1.u', 'level': 2997, 'sub_char_orbit_index': 21, 'sub_char_orbit_label': 'u', 'sub_conrey_index': 269, 'sub_conrey_indexes': [269, 1025], 'sub_dim': 6, 'sub_label': '2997.1.u', 'sub_level': 2997, 'sub_mult': 1, 'weight': 1}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 21, 'label': '2997.1.u', 'level': 2997, 'portrait': 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', 'weight': 1}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 152805000
{'hecke_orbit_code': 1374406314933, 'n': 1, 'trace_an': 6}
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id: 152805001
{'hecke_orbit_code': 1374406314933, 'n': 2, 'trace_an': 0}
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id: 152805002
{'hecke_orbit_code': 1374406314933, 'n': 3, 'trace_an': 0}
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id: 152805003
{'hecke_orbit_code': 1374406314933, 'n': 4, 'trace_an': 1}
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id: 152805004
{'hecke_orbit_code': 1374406314933, 'n': 5, 'trace_an': 0}
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id: 152805005
{'hecke_orbit_code': 1374406314933, 'n': 6, 'trace_an': 0}
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id: 152805006
{'hecke_orbit_code': 1374406314933, 'n': 7, 'trace_an': -6}
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id: 152805007
{'hecke_orbit_code': 1374406314933, 'n': 8, 'trace_an': 0}
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id: 152805008
{'hecke_orbit_code': 1374406314933, 'n': 9, 'trace_an': 0}
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id: 152805009
{'hecke_orbit_code': 1374406314933, 'n': 10, 'trace_an': -8}
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id: 152805010
{'hecke_orbit_code': 1374406314933, 'n': 11, 'trace_an': 0}
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id: 152805011
{'hecke_orbit_code': 1374406314933, 'n': 12, 'trace_an': 0}
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id: 152805012
{'hecke_orbit_code': 1374406314933, 'n': 13, 'trace_an': -1}
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id: 152805013
{'hecke_orbit_code': 1374406314933, 'n': 14, 'trace_an': 0}
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id: 152805014
{'hecke_orbit_code': 1374406314933, 'n': 15, 'trace_an': 0}
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id: 152805015
{'hecke_orbit_code': 1374406314933, 'n': 16, 'trace_an': 1}
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id: 152805016
{'hecke_orbit_code': 1374406314933, 'n': 17, 'trace_an': 0}
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id: 152805017
{'hecke_orbit_code': 1374406314933, 'n': 18, 'trace_an': 0}
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id: 152805018
{'hecke_orbit_code': 1374406314933, 'n': 19, 'trace_an': -2}
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id: 152805019
{'hecke_orbit_code': 1374406314933, 'n': 20, 'trace_an': 0}
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id: 152805020
{'hecke_orbit_code': 1374406314933, 'n': 21, 'trace_an': 0}
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id: 152805021
{'hecke_orbit_code': 1374406314933, 'n': 22, 'trace_an': -8}
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id: 152805022
{'hecke_orbit_code': 1374406314933, 'n': 23, 'trace_an': 0}
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id: 152805023
{'hecke_orbit_code': 1374406314933, 'n': 24, 'trace_an': 0}
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id: 152805024
{'hecke_orbit_code': 1374406314933, 'n': 25, 'trace_an': 1}
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id: 152805025
{'hecke_orbit_code': 1374406314933, 'n': 26, 'trace_an': 0}
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id: 152805026
{'hecke_orbit_code': 1374406314933, 'n': 27, 'trace_an': 0}
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id: 152805027
{'hecke_orbit_code': 1374406314933, 'n': 28, 'trace_an': -1}
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id: 152805028
{'hecke_orbit_code': 1374406314933, 'n': 29, 'trace_an': 0}
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id: 152805029
{'hecke_orbit_code': 1374406314933, 'n': 30, 'trace_an': 0}
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id: 152805030
{'hecke_orbit_code': 1374406314933, 'n': 31, 'trace_an': 3}
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id: 152805031
{'hecke_orbit_code': 1374406314933, 'n': 32, 'trace_an': 0}
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id: 152805032
{'hecke_orbit_code': 1374406314933, 'n': 33, 'trace_an': 0}
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id: 152805033
{'hecke_orbit_code': 1374406314933, 'n': 34, 'trace_an': 0}
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id: 152805034
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