2,99 €
2,99 €
2.99
EUR
Tempo de entrega
10 dias
6,22 €
This combination does not exist.
Adicionar ao carrinho
Encontrou mais barato noutro lugar?
Tampa vermelha ø80 VAPE e VAPL Tampa vermelha *1119132005* - BVA080
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
