Optique Pur Niloe legrand 664779

0.0 / 5

LEG664779 3245066647791

sh
- shop

41,84 € 41,84 € 41.84 EUR Expédié sous 5 jour(s) ouvré(s)

81,10 €

Cette combinaison n'existe pas.

Ajouter au panier Acheter maintenant

Did you find this item for less?

Yes

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

Partagez ce produit

Meilleure qualité/prix

Optique Pur Niloe legrand 664779

41,84 € 41,84 € 41.84 EUR Expédié sous 5 jour(s) ouvré(s)

81,10 €

Ajouter au chariot Acheter maintenant

Legrand 664779
ean 3245066647791
Prise optique Niloé 2 traversées SC/APC simplex avec volet de protection Pur

Legrand 664779
EAN13 : 3245066647791
Legrand - Prise optique Niloé - 2 traversées SC/APC simplex avec volet de protection - Pur

Specifications for Optique Pur Niloe legrand 664779

sh	shop
Name	Optique Pur Niloe legrand 664779
Brand	Legrand
Sku	LEG664779
EAN-13	3245066647791

Optique Pur Niloe legrand 664779

41,84 € 41,84 € 41.84 EUR Expédié sous 5 jour(s) ouvré(s)

81,10 €

Partagez ce produit

Optique Pur Niloe legrand 664779

41,84 € 41,84 € 41.84 EUR Expédié sous 5 jour(s) ouvré(s)

81,10 €

Specifications for Optique Pur Niloe legrand 664779

SERVICE CLIENTS

FEREYRA.COM

NEWSLETTER