Institucional
UniCatólica oferece mais de 70 bolsas integrais no Prouni
![](https://to.catolica.edu.br/portal/wp-content/uploads/2024/07/unicatolica_ingressos-2024-2_fase1_carrossel1_1080x1080px-1024x1024.png)
O Centro Universitário Católica do Tocantins (UniCatólica) abre, no próximo dia 23 de julho, as inscrições para o processo seletivo do Programa Universidade para Todos (Prouni) referente ao segundo semestre de 2024. As inscrições vão até o dia 26 de julho, serão disponibilizadas 79 bolsas integrais (100%) distribuídas entre as duas unidades e contemplarão cursos nas áreas de Saúde, Agrárias, Negócios, Direito e Politécnicas. Os instrumentais normativos (Edital, declarações, resultados, informativos e outros) relacionados ao processo seletivo serão publicados no site institucional da Unidade de Missão, na respectiva pasta da Bolsa Prouni https://to.catolica.edu.br/portal/cursos/bolsas-financiamento-e-convenios/prouni/, quando dispostos pela nossa Coordenação de Assistência Social – CAS sediada na UBEC.
Os candidatos interessados deverão acessar o site específico do Ministério da Educação ( https://acessounico.mec.gov.br/prouni ) para a inscrição e acompanhamento de todo o processo. É importante destacar que para o processo seletivo de 2024/2 poderá ser considerado as duas últimas edições imediatamente anteriores ao processo seletivo do PROUNI, ou seja, relativo aos anos de 2022 e 2023. As inscrições são totalmente de responsabilidade do candidato.
Segue abaixo o cronograma e o quadro de vagas para o UniCatólica.
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)
Observação: A ocupação das vagas está condicionada à formação de turma inicial no 2º/2024. O candidato pré-selecionado no curso em que não houver formação de turma será reprovado por esse motivo, salvo se já for matriculado no curso, conforme art. 21 da Portaria do MEC Nº 01 de 02, de janeiro de 2015.
Publicado por Luma Marinho