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Duran anuncia o recapeamento de ruas em oito bairros de Presidente Venceslau

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
15/05/2018

Mais uma ótima notícia para Presidente Venceslau. O prefeito Jorge Duran anunciou na manhã desta terça-feira, dia 15, a liberação dos serviços para recapeamento de 23 trechos de ruas e avenidas em oito bairros do município. A licitação foi realizada e a empresa responsável já está liberada para começar os serviços.

O recapeamento de 30.055,82 metros quadrados será realizado com recursos de uma emenda parlamentar do deputado federal, Major Olímpio. O repasse é de R$ 740.350,00 com contrapartida da prefeitura de R$ 24.709,69. A empresa responsável pelo recapeamento asfáltico em CBUQ será a Noromix.

O prefeito Jorge Duran mostrou satisfação em anunciar o recapeamento e disse que será importante para que todas as ruas que estão relacionadas fiquem em excelente estado de uso. Ele fez questão ainda de agradecer o empenho do deputado federal Major Olímpio. "É mais uma conquista da nossa administração e espero que o serviço seja de grande valia para a população venceslauense. Vamos recapear muitas ruas e estamos trabalhando bastante em busca de mais recursos para melhorar Presidente Venceslau", concluiu.

Confira a relação das ruas que serão recapeadas:

VILA CARMEM

Rua Antônio Botelho de Souza (trecho 1) - entre as ruas Duque de Caxias e Rui Barbosa
Rua Antônio Botelho de Souza (trecho 2) - entre as ruas Rui Barbosa e Rodrigues Alves
Rua General Osório - entre as ruas Rodrigues Alves e Cacílio Paula da Silva
Rua Rui Barbosa (Trecho 1) - entre as ruas Avelino de Oliveira e Joaquim A. Passos
Rua Rui Barbosa (Trecho 2) - entre as ruas Joaquim A. Passos e Antônio Botelho de Souza
Rua Avelino de Oliveira - entre as ruas Duque de Caxias e Rui Barbosa
Rua Joaquim A. Passos - entre as ruas Duque de Caxias e Rui Barbosa

JARDIM ARANTES

Rua Bernardino de Campos (Trecho 1) - entre as ruas Davina Leal Pereira e Pedro Marmol

VILA BARUTA

Rua Bernardino de Campos (Trecho 2) - entre as ruas Pedro Marmol e Boa Vista
Rua Prudente de Moraes - entre as ruas João Lopes de Oliveira e Rodrigues Alves
Rua Vereador João Silva - entre as ruas Bahia e Rodrigues Alves

VILA FESTI

Rua Antônio Prado - entre as ruas General Câmara e Araribóia
Rua General Câmara - entre as ruas Antônio Prado e Felipe dos Santos
Rua Marquês de Itu - entre as ruas Araribóia e José Giorge

VILA SENHOR DO BONFIM

Rua São Francisco - entre as ruas Bocaina e Antônio Marinho
Rua Monte Castelo - entre a Avenida Jorge Tibiriçá e a Rua Araribóia

JARDIM NOVA IPANEMA

Avenida Laurides R. de Moraes - entre as ruas Antonio F. Dourado e João Roncolato
Rua Mário Bonifácio - entre as ruas Joaquim Jorge Leite e Nicanor da Silva Pinto

CENTRO

Rua Rui Barbosa (Trecho 03) - entre a Avenida Newton Prado e a Rua Barão do Rio Branco
Rua Rui Barbosa (Trecho 04) - entre as ruas Barão do Rio Branco e Campos Sales
Avenida Carlos Platzeck - entre a Praça Otto Brul (túnel) até a Rua Humaitá

JARDIM ELDORADO

Rua Tadashi Katayama - entre as ruas Frederico Seddig e Nicolau Iasbeck
Rua Josefa Estrela - entre as ruas Tadashi Katayama e Manilio D'Incao


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