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)
Metas Nacionais do Poder Judiciário - 2022
Glossário e Esclarecimentos – TST e TRTs
Versão 1 – Abril / 2022
16
Percentual de cumprimento da meta =
∑
𝑃3.5
∑
𝑃3.6
𝑃3.1+𝑃3.3
𝑃3.2+𝑃3.4
+0,01
∗100
Esclarecimento da Meta
A meta 3 será monitorada com base em definições e parametrizações de acordo com a Resolução
CNJ nº 76/2009, levando-se em conta as observações a seguir.
As expressões “caso (s)” e “processo (s)” são sinônimas, conforme a terminologia utilizada no
Justiça em Números.
Para efeitos desta meta, por soluções por conciliação (P3.1, P3.3 e P3.5) deve ser entendido o
somatório do número de sentenças homologatórias de acordo na fase de conhecimento na 1ª
instância.
Para efeitos desta meta, por solucionados (P3.2, P3.4 e P3.6) deve ser entendido o somatório do
número de sentenças proferidas na 1ª instância, incluídas as homologatórias de acordo na fase de
conhecimento e excluídas as decisões de arquivamento, desistência e declaração de
incompetência (movimentos 472, 473, 463 e 941).
Regras de Lançamento no Sistema de Metas
P3.1, P3.3 e P3.5 – os processos físicos e eletrônicos que receberam - nos anos de 2019 (P3.1),
de 2020 (P3.3) e de 2022 (P3.5) - os movimentos contidos nas seguintes variáveis do Justiça em
Números:
1º grau
SentCH1º – Sentenças de Conhecimento Homologatórias de Acordos no 1º Grau
P3.2, P3.4 e P3.6 – os processos físicos e eletrônicos que receberam - nos anos de 2019 (P3.2),
de 2020 (P3.4) e de 2022 (P3.6) - os movimentos contidos nas seguintes variáveis do Justiça em
Números:
1º grau
SentC1º – Sentenças de Conhecimento no 1º grau