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EAAEgmAAAAyQQAACCZAAAAJBMAAIBkAgAAkEwAAACSCQAAQDIBAAAgmQAAACQTAACAZAIAAJBMAAAAkgkAAEAyAQAASCYAAADJBAAAIJkAAAAkEwAAgGQCAABAMgEAAEgmAAAAyQQAACCZAAAAJBMAAIBkAgAAkEwAAABzOM/TEAAAAG59AMoz5YBVGtj/AAAAAElFTkSuQmCC)
João Pessoa, 19/12/2022 1 de 2
5 – TRATAMENTO 6 – MONITORAMENTO
RISCO AÇÃO RESPONSÁVEL DATA PREVISTA SITUAÇÃO OBSERVAÇÃO
Em Andamento
Em Andamento
Em Andamento
Em Andamento
Em Andamento
Em Andamento
Em Andamento
Em Andamento
Em Andamento
Em Andamento
Em Andamento
Em Andamento
PODER JUDICIÁRIO
JUSTIÇA DO TRABALHO
TRIBUNAL REGIONAL DO TRABALHO DA 13ª REGIÃO
PROCESSO DE TRABALHO: [PLANEJAMENTO ESTRATÉGICO INSTITUCIONAL 2021-2026]
GESTOR DO RISCO: [SECRETÁRIO DE GOVERNANÇA E GESTÃO ESTRATÉGICA – Max Frederico Feitosa Guedes Pereira]
CICLO [1º] - DATA CONCLUSÃO DA ANÁLISE 19/12/2022
1 – ESTABELECIMENTO DO CONTEXTO: [Obje7vos Estratégicos do PEI 2021-2026]
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