reconhecimento
VÍDEO: pesquisadores de Santa Maria ganham prêmio de melhores cientistas
25 Outubro 2019 08:00:00
Dois professores e uma estudante da cidade foram escolhidos entre mais de 150 indicações de todo o Estado
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Foto: Foto: Pedro Piegas (Diário)
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