tradicionalismo
Confira os desfiles e bailes que marcam o fim de semana farroupilha na região
14 Setembro 2019 09:30:00
Embora a maioria das cidades optassem por realizar o desfile na próxima sexta-feira, algumas preferiram promover o evento neste final de semana
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