balanço
VÍDEOS: roubos e furtos têm queda de até 79% em cinco anos em Santa Maria
10 Janeiro 2021 10:00:00
Apesar da redução dos indicadores no período, houve aumento de roubos a veículos e residências entre 2017 e 2020
18.429
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Foto: Foto: Pedro Piegas (Diário)
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