Taille | Size | Talla | Tamanho
34,95 €
34,95 €
34.95
EUR
34,95 €
Essa combinação não existe.
Adicionar ao carrinho
Comprar agora
Add to wishlist
Aldoar Silver - Black & White
Os componentes em metal são banhados a prata (2µ de espessura) com dupla camada de verniz para lhe conferir a máxima durabilidade
Detalhes em couro genuíno
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