310,00 €
310,00 €
310.0
EUR
310,00 €
Cette combinaison n'existe pas.

Ajouter au panier

Ajoutez pour comparer
Ajouter à la liste de souhaits

Bracelet Jonc Katt Ivoire GM

Bracelet Katt à double joncs en résine ivoire recouvert d'un détail strié en or jaune 750/1000.
Largeur du bracelet : 2 cm
Entrée de poignet : 3 cm
Diamètre du bracelet : 5,5 cm

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