rsc-287
VÍDEO: sem duplicação até Novo Cabrais, Estado estudará construir terceiras faixas
03 Março 2020 05:30:00
Parte da rodovia só será duplicada se dobrar o fluxo atual de eixos por dia
18.306
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Foto: Foto: Gabriel Haesbaert (Diário)
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