11,23 €
11,23 €
11.23
EUR
Expédié sous
7 jour(s) ouvré(s)
21,77 €
Cette combinaison n'existe pas.
Ajouter au panier
Did you find this item for less?
Raccord en croix 252 8-10 FT 5312310
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