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)
Poder Judiciário
Justiça do Trabalho
Tribunal Regional do Trabalho da 13ª Região
ATO TRT SGP N.º 211, DE 01 DE DEZEMBRO DE 2021
Dispõe sobre o pagamento das parcelas dos
contratos de prestação de serviço de natureza
continuada, relativo ao mês de dezembro de
2021.
O DESEMBARGADOR PRESIDENTE DO TRIBUNAL REGIONAL DO
TRABALHO DA DÉCIMA TERCEIRA REGIÃO, no uso de suas atribuições legais e
regimentais,
CONSIDERANDO que Emenda Constitucional n.º 95, de 2016, instituiu o
"Novo Regime Fiscal", com o objetivo de inibir o crescimento da despesa primária da União
em percentual superior ao da inflação;
CONSIDERANDO que, à luz do que preceitua o § 10, do art. 107, do ADCT,
para fins de verificação do cumprimento dos limites individualizados para despesas
primárias, serão consideradas as despesas pagas do exercício, incluídos os restos a pagar
liquidados;
CONSIDERANDO que o pagamento integral da fatura do mês de dezembro,
de forma antecipada, dos contratos de prestação de serviços continuados, representa baixo
risco para a administração, ante a possibilidade de glosa na fatura do mês de janeiro do
exercício seguinte, sobretudo pela existência de garantia por prejuízos advindos de
descumprimentos contratuais;
CONSIDERANDO o precedente estabelecido pela PORTARIA GDG n.º 257,
de 13 de dezembro de 2018, da Diretoria-Geral do Supremo Tribunal Federal, que dispõe
sobre o pagamento da parcela relativa ao mês de dezembro, nos contratos de prestação de
serviços continuados;
R E S O L V E
Art. 1º - Fixar a data limite de 16 de dezembro para o ateste da prestação
de serviços dos contratos continuados, realizados no mês de dezembro do atual exercício.
Parágrafo único. Os serviços prestados no período compreendido entre 17
Documento 1 do PROAD 30387/2021. Para verificar a autenticidade desta cópia,
acesse o seguinte endereço eletrônico e informe o código 2021.QHCY.BFPC:
https://www.trt13.jus.br/proad/pages/consultadocumento.xhtml
LEONAR
DO JOSE
VIDERES
TRAJANO