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Degré kelvin
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Lumens
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Tension
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IP
333,95 €
333,95 €
333.95
EUR
Expédié sous
5 jour(s) ouvré(s)
647,19 €
Cette combinaison n'existe pas.
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Kit quadra duo -downlight orient.blanc, 2 mod. led 34w 3000k 40° 3300l - 50474
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