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Notícia

Em São Paulo, Duran reivindica a reforma na Santa Duarte D’Incao e a construção de uma escola no Residencial Azenha

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
08/05/2018

O prefeito Jorge Duran participou nesta terça-feira, dia 08, em São Paulo, de uma reunião com o secretário de educação do Estado de São Paulo, João Cury. Acompanhado do deputado estadual, Ed Thomas, o prefeito voltou a reivindicar a reforma da Escola Municipal Santa Duarte D’Incao e a construção de uma escola estadual no Residencial Azenha.

Por diversas oportunidades, o prefeito Duran esteve em São Paulo cobrando recursos para essas duas finalidades e desta vez, foi muito bem atendido pelo novo secretário de educação, João Cury, que assumiu a pasta após a posse do governador Márcio França, e firmou um compromisso de atender o município.

Para a reforma da Escola Municipal Santa Duarte D’Incao, o secretário pediu para refazer o projeto e reapresentar para a secretaria de educação. Vale lembrar que a Escola Municipal Santa Duarte D’Incao foi municipalizada recentemente e em contrapartida de receber a escola, o estado se comprometeu a fazer toda a reforma do prédio. O mesmo foi feito com a Escola Álvaro Coelho que foi toda reformada para receber melhor os alunos e dar mais qualidade de ensino.

Em relação a construção de uma escola estadual no Residencial Azenha, Duran afirmou que o secretário mandou dar sequência no projeto e licitar a obra. ?
“São duas ótimas notícias que tivemos hoje numa reunião com o secretário de educação do estado, João Cury. Fomos muito bem atendidos e agora vamos dar andamento nos processos para que a Escola Santa Duarte D’Incao seja reformada em toda a sua estrutura e vamos dar sequência para a construção de uma escola do Residencial Azenha”, disse Duran.

O prefeito ainda agradeceu o empenho do deputado estadual Ed Thomas. “O Ed é um parceiro do nosso município e está sempre atento aos nossos pedidos. Mais uma vez gostaria de agradecer todo o seu empenho com Presidente Venceslau”, concluiu.


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