Data publicação: 10 de outubro de 2016
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A revisão do cálculo dos royalties de petróleo pagos à União, estados e municípios pode provocar um alívio para os cofres do Rio, que agonizam com a queda brusca na arrecadação. Se a medida vingar, o estado receberá mais R$ 1 bilhão por ano, com prioridade para pagar servidor. A mudança é defendida pelo governo estadual, que luta na Justiça para que a Agência Nacional do Petróleo (ANP) enfim aplique a nova metodologia.

O argumento é de que os critérios de fixação de preços mínimos de petróleo, e utilizados para calcular os royalties, estão defasados e não se equiparam aos padrões internacionais. 

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

Secretário Estadual de Desenvolvimento Econômico, Marco Capute diz que se a nova sistemática tivesse sido reformulada há cinco anos, o estado já teria recebido mais R$6 bilhões em royalties e Participações Especiais (PE) neste período.

Fonte: Jornal O Dia