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PRESIDENTE VENCESLAU TEM NOTA 7,2 SEGUNDO DADOS DO IDEB

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
04/09/2015

A Prefeitura Municipal de Presidente Venceslau, através da Secretaria da Educação e Cultura recebeu dados do IDEB (Índice do Desenvolvimento da Educação Básica) do ano de 2014, que apontam nota de 7,2 para o município Vencelauense. O prefeito Jorge Duran demonstrou satisfação em relação a qualidade do ensino oferecido na rede pública municipal. “O Estado de São Paulo obteve nota média de 5,4. Estamos, esse ano, novamente acima da média, o que mostra nosso comprometimento e nossa dedicação com a educação de nossas crianças”, declarou Duran. Em Venceslau, os alunos da E.M.E.F.E.I. Professor João Rodrigues, receberam a maior nota nas disciplinas matemática e português. Segundo a diretora da escola Kelly Sabrina da Matta, simulados e competições internas, ajudam os alunos a estudar e se manterem ativos e atualizados. “Realizamos uma competição entre os alunos, no sentido de que o vencedor é aquele que mais ler, o que vem trazendo resultado positivo”, disse a diretora.
Ainda de acordo com o Secretário da Educação Sebastião Erculiani, esse resultado é sinônimo motivação, de certeza de estarem no caminho certo. “Esses alunos vêem sendo preparados para o mercado de trabalho e também para vida”, finalizou Erculiani.


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