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{'AL_dims': [[[[2, -1], [7, -1]], 13, 5], [[[2, 1], [7, -1]], 14, 5], [[[2, 1], [7, 1]], 11, 2], [[[2, -1], [7, 1]], 13, 2]], 'ALdims': [11, 14, 13, 13], 'Nk2': 14112, 'analytic_conductor': 62.870457366688406, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [392, 1, [295, 197, 297], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 264, 'dim': 51, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663688, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 4, 4, 5, 5, 5, 5, 6, 8], 'label': '392.6.a', 'level': 392, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 296, 'mf_new_dim': 51, 'num_forms': 14, 'plus_dim': 24, 'prim_orbit_index': 1, 'relative_dim': 51, 'sturm_bound': 336, 'trace_bound': 9, 'trace_display': [0, 2, -24, 0], 'traces': [51, 0, 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mf_subspaces • Show schema
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id: 202819
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '392.6.a', 'level': 392, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '4.6.a', 'sub_level': 4, 'sub_mult': 6, 'weight': 6}
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id: 202820
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '392.6.a', 'level': 392, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '7.6.a', 'sub_level': 7, 'sub_mult': 8, 'weight': 6}
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id: 202821
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '392.6.a', 'level': 392, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.6.a', 'sub_level': 8, 'sub_mult': 3, 'weight': 6}
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id: 202812
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '392.6.a', 'level': 392, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '14.6.a', 'sub_level': 14, 'sub_mult': 6, 'weight': 6}
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id: 202814
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '392.6.a', 'level': 392, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '28.6.a', 'sub_level': 28, 'sub_mult': 4, 'weight': 6}
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id: 202816
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '392.6.a', 'level': 392, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 14, 'sub_label': '49.6.a', 'sub_level': 49, 'sub_mult': 4, 'weight': 6}
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id: 202817
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '392.6.a', 'level': 392, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '56.6.a', 'sub_level': 56, 'sub_mult': 2, 'weight': 6}
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id: 202818
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '392.6.a', 'level': 392, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '98.6.a', 'sub_level': 98, 'sub_mult': 3, 'weight': 6}
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id: 202813
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '392.6.a', 'level': 392, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 17, 'sub_label': '196.6.a', 'sub_level': 196, 'sub_mult': 2, 'weight': 6}
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id: 202815
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '392.6.a', 'level': 392, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 51, 'sub_label': '392.6.a', 'sub_level': 392, 'sub_mult': 1, 'weight': 6}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '392.6.a', 'level': 392, 'portrait': 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', 'weight': 6}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 12866000
{'hecke_orbit_code': 100663688, 'n': 1, 'trace_an': 51}
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id: 12866001
{'hecke_orbit_code': 100663688, 'n': 2, 'trace_an': 0}
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id: 12866002
{'hecke_orbit_code': 100663688, 'n': 3, 'trace_an': 2}
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id: 12866003
{'hecke_orbit_code': 100663688, 'n': 4, 'trace_an': 0}
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id: 12866004
{'hecke_orbit_code': 100663688, 'n': 5, 'trace_an': -24}
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id: 12866005
{'hecke_orbit_code': 100663688, 'n': 6, 'trace_an': 0}
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id: 12866006
{'hecke_orbit_code': 100663688, 'n': 7, 'trace_an': 0}
-
id: 12866007
{'hecke_orbit_code': 100663688, 'n': 8, 'trace_an': 0}
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id: 12866008
{'hecke_orbit_code': 100663688, 'n': 9, 'trace_an': 3827}
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id: 12866009
{'hecke_orbit_code': 100663688, 'n': 10, 'trace_an': 0}
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id: 12866010
{'hecke_orbit_code': 100663688, 'n': 11, 'trace_an': 144}
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id: 12866011
{'hecke_orbit_code': 100663688, 'n': 12, 'trace_an': 0}
-
id: 12866012
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