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Degré kelvin
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Lumens
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Tension
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IP
19,64 €
19,64 €
19.64
EUR
Expédié sous
5 jour(s) ouvré(s)
38,08 €
Cette combinaison n'existe pas.
Ajouter au panier
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K8 - encastré, basc. 20°, nickel, led intég. 8w 3000k 680lm, ugr <22, - 50536
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