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)
Metas Nacionais do Poder Judiciário - 2022
Glossário e Esclarecimentos – TST e TRTs
Versão 1 – Abril / 2022
21
Tribunal Superior do Trabalho
Os processos das classes contidas na tabela abaixo que não receberam movimentos da
variável Dec (Decisões terminativas de processo)
P6.2– Em todas as instâncias, os processos informados em P6.3 e os não informados em P6.1
(que se encontravam suspensos, sobrestados ou em arquivamento provisório em 31/12/2021) que
receberam as movimentações 11002 (Revogação da Suspensão do Processo), 12066
(Cumprimento de Levantamento da Suspensão ou Dessobrestamento), 893 (Desarquivamento),
14974 (Levantamento da Causa Suspensiva ou de Sobrestamento - se houver mais de uma causa
suspensiva dentro do processo, todos os levantamentos de suspensão/sobrestamento dessas
causas devem ocorrer no processo para que volte a tramitar na Meta), 11373 (anulação de
sentença/acordão) ou a ocorrência das movimentações 14738 – Retificação de classe processual
e 14739 – Evolução da classe processual para alguma das classes abarcadas na meta.
P6.3 - Em todas as instâncias, os processos informados em P6.1 e P6.2 que receberam as
movimentações das hierarquias 11025 (Suspensão ou Sobrestamento), 25 (Suspensão ou
Sobrestamento) - inclusive o movimento 898 - 245 (Arquivamento provisório), as movimentações
982 ou 123 (Remessa) com os complementos 90 (declaração de competência para órgão vinculado
a Tribunal diferente), 194 (por julgamento definitivo do recurso), 267 (por declínio de competência
entre instâncias do mesmo tribunal) e 38 (em grau de recurso) ou a ocorrência das movimentações
14738 – Retificação de classe processual ou 14739 – Evolução da classe processual para alguma
classe fora da meta.
P6.4 a P6.5 – os processos físicos e eletrônicos compreendidos no período de referência da meta
para cada instância e contidos nas seguintes variáveis do Justiça em Números ou movimentos
indicados. Se houver mais de uma Sentença/Decisão ou movimento indicado, contabilizar apenas
o primeiro.
Tribunal Superior do Trabalho
Dec – Decisões terminativas de processo
Movimento 22 – Baixa definitiva
Movimento 246 – Arquivamento definitivo
Movimento 14702 - Incidente ou Cautelar - Procedimento Resolvido
Classes Processuais aplicáveis à Meta 6 - quando o processo principal versar sobre