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PREFEITO JORGE DURAN EXPLICA PAVIMENTAÇÃO DO QUADRILÁTERO CENTRAL

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
19/01/2016

Na manhã de segunda-feira (18), o prefeito Jorge Duran recebeu em seu gabinete equipe de reportagem de imprensa regional que veio à cidade conhecer o projeto de pavimentação do quadrilátero central (Avenida Princesa Isabel e Dom Pedro II). O projeto foi apresentado e explicado pelo prefeito.

Trata-se de projeto do Ministério das Cidades que foi desenvolvido tecnicamente com engenheiros do governo federal e do município, sendo aprovado ainda no ano passado, para que as obras sejam iniciadas. O serviço já foi licitado e a empresa aguarda a liberação dos recursos para início dos trabalhos.
"Estamos aguardando a liberação de, no mínimo, cinquenta por cento do recurso para que então possamos dar início às obras, e tenho certeza que a pavimentação destas ruas do centro da cidade irá contribuir muito para o crescimento e desenvolvimento do comércio de nossa cidade”.
Questionado sobre o porquê dos investimentos em pavimentação no centro da cidade uma vez que outros bairros da cidade encontra-se sem pavimentação, o prefeito Jorge Duran esclareceu que diversos bairros da cidade também receberão este importante investimento de pavimentação e infra estrutura.
"Neste sentido estamos trabalhando muito para atender a demanda existente em nosso município, como, por exemplo, estamos realizando a pavimentação do bairro Nico Moré; e temos também o bairro Roberto Maximino, cujo projeto de pavimentação está para ser aprovado com investimento de quatro milhões de reais”.
O prefeito destacou dizendo que haverá recapeamento e pavimentação em várias ruas da cidade. “Já temos projetos que irá contemplar diversas ruas da cidade que precisam ou de recapeamento ou de pavimentação. Nossa administração tem trabalhado muito nesse sentido."
Finalmente, sobre o questionamento de que as pedras da área central seriam patrimônio histórico, o prefeito Duran disse que o mesmo discurso foi levantado quando o ex-prefeito Ângelo Malacrida retirou as pedras da avenida Tiradentes e implantou pavimentação asfáltica.

“A obra é baseada em projeto técnico aprovado pelo Governo Federal, que vai liberar o recurso. Agora a questão de que pedra é patrimônio histórico não temos nenhum estudo ou reconhecimento disto. Não vejo ninguém vindo a Venceslau para ver as nossas pedras da área central”, concluiu.


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