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Manual do Processo de Gestão de Continuidade de TIC
● Avaliar, para cada serviço crítico, as possíveis ações e recursos necessários para
manter o serviço em um nível minimamente operável e restabelecê-lo completamente,
de acordo com os prazos estabelecidos nas fases anteriores.
Observação: Nesta atividade, avaliam-se quais as possíveis ações a adotar para
implementar a gestão de continuidade de TIC, levando-se em consideração o
custo-benefício das estratégias recomendadas, visando alinhar o custo de implementação
da estratégia versus o patrimônio em risco. Também é definido o escopo dos planos.
Fonte: N/A.
Responsáveis: Comitê Gestor de Segurança da Informação (CGSI).
7.2.3 Elaborar Plano de Continuidade de TIC (PCTIC)
Objetivo: Elaborar Plano de Continuidade de TIC.
Entradas: Estratégia de continuidade de TIC, planos de continuidade anteriores.
Saídas: Plano de Continuidade de TIC.
Descrição: Elaboração/revisão de proposta de Plano de Continuidade de TIC, de acordo
com os requisitos de disponibilidade dos serviços críticos. Na elaboração, são
definidos/revisados os procedimentos, atividades, recursos e os responsáveis pela
execução das atividades. Procedimentos de Testes/Ensaio devem ser incluídos quando
necessários.O plano de continuidade deve englobar o plano de contingência.
Fonte: N/A.
Responsáveis: Assessoria de Governança de Segurança da Informação, com o apoio
da SETIC.
7.2.4 Aprovar Plano de Continuidade de TIC (PCTIC)
Objetivo: Aprovar Plano de Continuidade de TIC.
Entradas: Plano de Continuidade de TIC.
Saídas: Plano aprovado ou não.
Descrição: O Comitê Gestor de Segurança da Informação avalia a proposta do PCTIC,
com base na documentação recebida, aprovando ou não o plano. Caso aprove, envia
para a presidência do TRT13 para sancioná-lo. Caso não aprove, deve-se retornar para a
Assessoria de Governança de Segurança da Informação para as devidas providências.
Fonte: N/A.
Responsáveis: Comitê Gestor de Segurança da Informação (CGSI).
7.2.5 Sancionar Plano de Continuidade de TIC
Objetivo: Sancionar Plano de Continuidade de TIC.