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)
Os interessados em fazer parte do pré-vestibular social “Universidade
para Todos” devem se apressar porque as inscrições terminam nesta
quinta-feira (26). Este ano, a Universidade do Estado da Bahia (Uneb)
oferece 14 mil vagas em 280 turmas para estudantes que já concluíram ou
são concluintes do ensino médio da rede pública em Salvador e no
interior. Para efetuar a inscrição, o candidato deve acessar o
site da Secretaria da Educação (SEC) e seguir as orientações do
edital. A lista dos alunos selecionados será divulgada a partir desta quarta-feira (25) no
portal da Uneb
e no site da SEC. As aulas serão ministradas por professores de
graduação e de pós-graduação da Uneb e de outras instituições públicas
de ensino superior, em 134 polos espalhados por todo estado. O início
está previsto para o dia sete de maio. Fonte: Bahia Notícias
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