imposto de renda
Como você pode ajudar projetos direcionando parte do seu IR
17 Abril 2018 14:00:00
Confira a lista das 16 entidades que podem ser beneficiadas em Santa Maria com até R$ 16 milhões
Diogo Brondani
Carregando o conteúdo

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