Aprovado o projeto que define o novo perímetro urbano de Barreiras

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 
O plenário da Câmara Municipal aprovou, por unanimidade, o Projeto de Lei nº. 027/10, oriundo do Poder Executivo Municipal, que revoga a Lei Municipal nº. 820/08 e define um novo traçado para o perímetro urbano de Barreiras. O projeto determina a ampliação da área urbana atual incorporando as localidades de Boa Sorte, Barreiras Sul, Buritis, Riachinho e os empreendimentos estabelecidos dentro de Distrito Industrial, avançando até a área posterior ao Fribarreiras.

nota: aquem interessa o aumento do perimentro hurbano de Barreiras? será que é a população?


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