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)
5 – TRATAMENTO 6 – MONITORAMENTO
RISCO AÇÃO RESPONSÁVEL DATA PREVISTA SITUAÇÃO OBSERVAÇÃO
CGP Connua
Em Andamento
PODER JUDICIÁRIO
JUSTIÇA DO TRABALHO
TRIBUNAL REGIONAL DO TRABALHO DA 13ª REGIÃO
PROCESSO DE TRABALHO: [Prorrogação de Cessão de Servidores de outros Órgãos para o TRT13]
GESTOR DO RISCO: [Secretário de Gestão de Pessoas]
CICLO [N] - DATA CONCLUSÃO DA ANÁLISE 14/05/2021]
1 – ESTABELECIMENTO DO CONTEXTO: [Comunicação do vencimento da cessão à CGP, pela SEGEPE ou pela unidade de lotação do servidor (UL)– Registro nos
assentamentos funcionais do servidor Cadastro/SEGEPE).]
Setor demorar a devolver o protocolo com a informação, em
tempo hábil.
1) Avar o sinal de “alerta” no PROAD
quando encaminhar protocolo de
prorrogação de cessão de servidores.
2) Ligar para unidade quando o prazo está
próximo ao fim.
3) Espular um prazo para devolução do
PROAD, quando se tratar de Unidades
Administravas.