-
Degré kelvin
-
Lumens
-
Tension
-
IP
3,22 €
3,22 €
3.22
EUR
Expédié sous
7 jour(s) ouvré(s)
dont éco-taxe
0,29 €
5,68 €
Cette combinaison n'existe pas.
Ajouter au panier
Did you find this item for less?
Lampe standard a60 filament led e27 4w 4000k 470lm, cl.énerg.e, 15000h - 20040
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