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Degré kelvin
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Lumens
-
Tension
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IP
146,40 €
146,40 €
146.4
EUR
Délai de livraison
5 jours
283,73 €
Cette combinaison n'existe pas.
Ajouter au panier
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Tag - proj. ext. ip65 ik08, noir ,angle 60°x150°, led intég. 30w 3000k - 50686
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