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PREFEITO DURAN COBRA RESTAURAÇÃO DE PONTE NA SPV-020

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
09/12/2015

Durante audiência na manhã desta quarta-feira (09) na Artesp, o prefeito Jorge Duran solicitou providências para a recuperação da cabeceira da ponte sobre o rio Santo Anastácio, na SPV-020, na divisa com Marabá Paulista, que foi rompida. A situação foi mostrada pelas fotos do local.
Segundo o prefeito venceslauense, o diretor geral da Artesp, doutor Giovani Penguecilio, determinou que a Cart – Concessionária Auto Raposo Tavares – realize projeto para definir as ações que deverão se implementadas no local.
“A Cart, que é responsável pela SPV-020, fará o projeto e a Artesp definirá quem executará essa recuperação da cabeceira da ponte que foi levada pelas águas do rio”, completou Duran.
A SPV-020 constitui em importante ligação vicinal entre os Municípios de Presidente Venceslau e Marabá Paulista, dando acesso, inclusive, a usina de Álcool Decasa, fazendas, pequenas e medias propriedades rurais.
Em razão da mudança do curso do rio Santo Anastácio, as águas estão direcionadas à cabeceira da ponte de modo que, constantemente, essa cabeceira é levada, impedindo por completo a trafegabilidade.
O rio invadiu a pista, seccionou a cabeceira da ponte e tornou a vicinal sem condições para os usuários que utilizam a ligação intermunicipal para escoamento de produção.
A SPV-020 está dentro da abrangência sob a responsabilidade da empresa Auto Raposo Tavares (CART), que, por intermédio de suas terceirizadas e autorização da Artesp, deve restituir as condições de tráfego pelo local.


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