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Degré kelvin
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Lumens
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Tension
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IP
202,02 €
202,02 €
202.02
EUR
Expédié sous
5 jour(s) ouvré(s)
391,51 €
Cette combinaison n'existe pas.
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Ikar 01 - proj. s/patère, noir, angle 60°, led intég. 40w 4000k 4000lm - 50367
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