Taille | Size | Talla | Tamanho

39,95 €
39,95 €
39.95
EUR
39,95 €
Essa combinação não existe.

Adicionar ao carrinho
Comprar agora
Add to wishlist

Afurada - notte

Os componentes em metal são hipoalergénicos lacados a preto mate com dupla camada de verniz para conferir a máxima durabilidade

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