![](data:image/jpeg;base64,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) Os estudantes que vão fazer o Exame Nacional do
Ensino Médio (Enem) no fim de semana devem ficar atentos: os portões de
acesso serão abertos às 12h no horário de Brasília, e fechados às 13h.
Ou seja, na Bahia, que está fora do horário de
Verão, os portões serão abertos uma hora mais cedo, às 11h, e fechados
às 12h. Quem não recebeu o cartão de confirmação pode conferir o local
de prova e imprimir o seu cartão no portal do Instituto Nacional de
Estudos e Pesquisas Educacionais (Inep) — www.inep.gov.br.
No sábado, os candidatos farão as questões de
Ciências Humanas e suas Tecnologias e Ciências da Natureza e suas
Tecnologias. Já no domingo, Linguagens, Códigos e suas Tecnologias,
Redação e Matemática e suas Tecnologias.
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