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
18/04/2018

O prefeito Jorge Duran recebeu em seu gabinete na manhã desta terça-feira, dia 17, a visita da diretora da ETEC Professor Milton Gazzetti de Presidente Venceslau, Cibele Regina Mortensen Rondó. A reunião teve como pauta principal o transporte de alunos e construção de galerias de águas pluviais. A ETEC atualmente funciona no antigo prédio do CEFAM, no Bairro Cidade Jardim.

O encontro ainda teve a participação do procurador jurídico, Cláudio Justianiano, do secretário de obras, Dilson Leite, e da coordenadora do curso de gestão da ETEC, Célia Regina Lima dos Santos.

Os coordenadores do ETEC farão um levantamento de quantos estudantes atualmente precisam de transporte. Os dados serão repassados para a prefeitura que analisará a necessidade.

Outro ponto importante da reunião foi a construção de galerias de águas pluviais atrás da quadra poliesportiva da escola. Uma equipe da secretaria de obras foi até o local na tarde desta terça-feira para analisar a obra e procurar uma solução. A diretora da ETEC pediu ao prefeito também uma atenção especial nas pontes e estradas da zona rural do município. Segundo ela, os alunos e funcionários se deslocam para o campus rural da ETEC enfrentam dificuldades nas estradas e pontes, que, embora tenham manutenção periódica da prefeitura, precisam de obras de melhoria, especialmente substituição de ponte de madeira para alvenaria e perenização das estradas.

O prefeito Jorge Duran se comprometeu a analisar todos os casos e levar ao conhecimento de deputados em São Paulo para que recursos possam ser destinados a ETEC. "Vamos esperar o levantamento para ter uma ideia do que precisamos pedir para os deputados. Farei o possível para dar a melhor estrutura para os alunos dessa escola que é tão importante para Presidente Venceslau", disse Duran.

Em abril do ano passado, o deputado estadual Ed Thomas esteve no prédio da ETEC. Na época, o deputado se prontificou a entrar em contato com o vice-governador do estado de São Paulo e atualmente governador, Márcio França, e a partir daí procurar soluções juntos as secretarias estaduais atrás de recursos para a escola. Segundo Ed Thomas, o prédio é enorme e pode trazer benefícios para a educação do município.


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