72,70 €
72,70 €
72.7
EUR
Expédié sous
7 jour(s) ouvré(s)
140,88 €
Cette combinaison n'existe pas.
Ajouter au panier
Did you find this item for less?
Support pour carte magnétique MK-B 5091322
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