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COMEÇA PAVIMENTAÇÃO DO PROLONGAMENTO DA AVENIDA DOM PEDRO II

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
03/05/2014

Com um investimento de R$ 555 mil, a Prefeitura de Presidente Venceslau, através da empresa SPVias, iniciou a obra de pavimentação do prolongamento da avenida D. Pedro II e rua Novo Mundo, no Parque São Jorge.

O convênio foi assinado pelo prefeito Jorge Duran no final do ano passado. “A verba faz parte de um conjunto de emendas parlamentares e repasse da Casa Civil, conseguidos por nossa Administração no ano passado.

Duran explica que R$ 100 mil é emenda do deputado estadual Ed Thomas, R$ 150 mil do deputado Mauro Bragado e R$ 200 mil da Casa Civil. O restante do investimento é contrapartida do município de Presidente Venceslau.

A arrecadação de emendas e repasses serão aplicados na pavimentação asfáltica de 9.737,68 metros quadrados de vias públicas do município, como do prolongamento da Dom Pedro II e rua Novo Mundo.

Segundo o secretário Zinho Rachopi (Planejamento), para a melhoria e investimento foi elaborado um mapeamento de ruas e avenidas pelos técnicos da Secretaria Municipal de Obras, Secretaria Municipal de Planejamento e Setor de Trânsito Municipal. Do total do investimento, a Prefeitura assumirá uma contrapartida de R$ 5.039,97, sendo R$ 550 mil de repasses.

O prefeito Jorge Duran explicou que o investimento vai viabilizar a pavimentação total do prolongamento da avenida Dom Pedro II. O trecho de 5.510,98 metros quadrados, interligará a Dom Pedro II à avenida Carlos Platzeck (sede do 42.o Batalhão da PM).

O investimento permitirá pavimentar 700,70 metros quadrados da rua Felipe dos Santos, no trecho entre rua Araribóia e rua Brigadeiro Faria Lima, além de 344,25 metros quadrados entre rua Felipe dos Santos e rua 1º de Maio.

Outra antiga reivindicação é a pavimentação da rua Novo Mundo, sendo 2.171,75 metros quadrados entre a rua Planalto e rua Matogrosso.

“Na rua Henrique Dias, vamos pavimentar mil metros quadrados, no trecho da avenida O Brasil Para Cristo, estendendo por cento e vinte e cinco metros em direção à rua Monteiro Lobato", especificou o Prefeito Duran.


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