Kit enc Nova mini Plus Coin EasyDim orientable 3x4,2W 2700K 230V Alu bro/alu

0.0 / 5

PAU92975 4000870929759

82,80 € 82,80 € 82.8 EUR Expédié sous 8 jour(s) ouvré(s)

dont éco-taxe 0,10 €

160,28 €

Cette combinaison n'existe pas.

Ajouter au panier

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paulmann

Meilleure qualité/prix

Kit enc Nova mini Plus Coin EasyDim orientable 3x4,2W 2700K 230V Alu bro/alu

82,80 € 82,80 € 82.8 EUR Expédié sous 8 jour(s) ouvré(s)

dont éco-taxe 0,10 €

160,28 €

Paulmann 92975
Kit enc Nova mini Plus Coin EasyDim orientable 3x4,2W 2700K 230V Alu bro/alu
La petite version des encastrés orientables Nova mini en Alu multiplie les possibilités. Équipés de la fonction EasyDim, ils sont gradables en continu au moyen d'un interrupteur traditionnel. Idéaux pour les jardins d'hiver, les spots et l'habillage de comptoirs et de piliers. Les excellentes ampoules Coin 35 mm sont plates, remplaçables et combinables à l'infini.
4000870929759

Specifications for Kit enc Nova mini Plus Coin EasyDim orientable 3x4,2W 2700K 230V Alu bro/alu

Name	Kit enc Nova mini Plus Coin EasyDim orientable 3x4,2W 2700K 230V Alu bro/alu
Brand	Paulmann
Sku	PAU92975
EAN-13	4000870929759

Kit enc Nova mini Plus Coin EasyDim orientable 3x4,2W 2700K 230V Alu bro/alu

82,80 € 82,80 € 82.8 EUR Expédié sous 8 jour(s) ouvré(s)

160,28 €

Partagez ce produit

Kit enc Nova mini Plus Coin EasyDim orientable 3x4,2W 2700K 230V Alu bro/alu

82,80 € 82,80 € 82.8 EUR Expédié sous 8 jour(s) ouvré(s)

160,28 €

Specifications for Kit enc Nova mini Plus Coin EasyDim orientable 3x4,2W 2700K 230V Alu bro/alu

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