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Degré kelvin
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Lumens
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Tension
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IP
501,76 €
501,76 €
501.76
EUR
Expédié sous
5 jour(s) ouvré(s)
972,40 €
Cette combinaison n'existe pas.
Ajouter au panier
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Kit quadra tertio -downlight orient. blanc, 3 mod. led 34w 4000k 40° 3 - 51179
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