Data publicação: 26 de setembro de 2016
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O ministro da Educação, Mendonça Filho, lembrou que, para o Enem 2016, não haverá mudanças. Sobre as futuras edições, após a implantação das novas regras, ele explicou que a medida provisória determina que os processos seletivos, como os vestibulares e o próprio Enem, tenham a liberdade para escolher os conteúdos exigidos nas provas tanto seguindo os conteúdos da Base Nacional Comum quanto os componentes dos currículos flexíveis.

A secretária-executiva do Ministério da Educação (MEC), Maria Helena Guimarães de Castro, afirmou que ainda não é possível definir o que vai acontecer, mas uma das hipóteses levantadas por ela é que os processos seletivos fiquem mais exigentes.

Fonte: G1

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