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
09/01/2017

O prefeito Jorge Duran anunciou que está sendo investida a quantia de R$ 4,6 milhões em obras de galerias, pavimentação, abertura de canais e reestruturação ambiental da região do bairro Residencial Roberto Maximino em Presidente Venceslau.

O recurso é proveniente do processo de compensação ambiental por danos causados ao município com a construção da Usina Hidrelétrica Sérgio Motta na região, como parte da indenização paga pela Companhia Energética do Estado de São Paulo (Cesp).

Como vários moradores tem procurado saber o projeto, especialmente sobre a pavimentação de ruas, o prefeito, que já havia esclarecido anteriormente como seria executado, determinou a divulgação da relação das vias que serão pavimentadas dentro desse convênio que está sendo executado.

O projeto contempla, além de galerias e canais, a pavimentação das seguintes ruas do bairro Roberto Maximino: Rua A; Joviano de Medeiros; Lázaro Santos da Costa; trecho da rua Selmo Sabo; Rua Lúcio Mariano Pêro; Valentin Cola; José Nunes; Manoel A. de Paula; Joviano de Azevedo; Valdomiro de Souza; Osvaldo F. de Oliveira; Júlio Rodrigues; ligação entre as ruas A e rua Álvaro A. Coelho; ligação entre rua Nicolino Rondon e rua A.

As ruas que ficaram de fora serão objeto de gestão para que, numa segunda etapa, também recebam pavimentação. O prefeito Jorge Duran já se reuniu com moradores das ruas que não receberão o melhoramento e explicou as medidas e alternativas que poderão viabilizar futuramente o calçamento.

“Estamos beneficiando, além do bairro Roberto Maximino, o Jardim Esperança, Parque Daraia e parte da Vila Nova. São três milhões investidos em galerias que irão resolver o problema de enxurradas na região, e o restante dos recursos serão investidos em pavimentação da maioria das ruas do bairro, já que não conseguimos incluir todas no projeto”, explicou o prefeito Jorge Duran, corrigindo nota anterior da assessoria de imprensa que reportava, erroneamente, que todas as ruas do bairro seriam pavimentadas neste primeiro momento.


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