Segundo o Guia Prático EFD-ICMS/IPI, os arquivos digitais de...
Próximas questões
Com base no mesmo assunto
Ano: 2021
Banca:
FGV
Órgão:
SEFAZ-ES
Prova:
FGV - 2021 - SEFAZ-ES - Auditor Fiscal da Receita Estadual - Manhã |
Q1809898
Segurança da Informação
Segundo o Guia Prático EFD-ICMS/IPI, os arquivos digitais devem
ser assinados por meio de certificado digital, tipo A1 ou A3.
Na tabela de referência a seguir, considere as comparações sobre
esses dois tipos.
![Imagem associada para resolução da questão](data:image/png;base64,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)
Dessas comparações, estão corretas
Dessas comparações, estão corretas