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Duran pede para Alckmin uma Fatec em Venceslau

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
06/02/2014

O prefeito de Presidente Venceslau, Jorge Duran, a convite do Governador Geraldo Alckmin, viajou no carro oficial do governador no trajeto de Presidente Prudente até Presidente Venceslau na última sexta-feira, 31, quando foi feita a inauguração do bloqueador de celular na Penitenciária 2 do município.
Na oportunidade, o prefeito conversou em particular com o Geraldo Alckmin e fez o pedido de uma Faculdade de Tecnologia (FATEC) para ser instalada na cidade.
“Fiz esta reivindicação em particular para o governador, e coloquei a necessidade da Fatec em Venceslau. Temos que valorizar a educação da cidade, e sei que essa faculdade é a menina dos olhos do governador. Ele me perguntou se é viável o projeto para a cidade, e afirmei que sim, que podemos ter aqui uma estrutura muito boa para desenvolver uma Fatec. Este foi o meu único pedido, uma vez que entendo que para Presidente Venceslau se desenvolver é necessário uma grande obra, e esta obra é a Fatec”, disse Duran.
Os cursos da FATEC já colocaram no mercado de trabalho milhares de Tecnólogos, profissionais de nível superior cuja formação abrange uma extensa gama de conhecimentos científicos, humanísticos e tecnológicos, graças à composição de currículos que respondem ao desenvolvimento tecnológico e econômico, adequando-se às demandas sociais de bens e serviços.
“O pedido vai ficar em uma análise de custo e viabilidade, o que será feito pela assessoria do governador, e buscaremos os apoios políticos necessários para que esta reivindicação que fiz junto a Geraldo Alckmin, possa ser atendida”, finalizou Duran.
(Assessoria Municipal de Imprensa)

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