Transfo Sonnerie 12/8V 12/8Va Lexic legrand 092778

0.0 / 5

LEG092778 3245060927783

sh
- shop + 0,02 €

49,56 € 49,56 € 49.56 EUR Délai de livraison 5 jours

+ éco-tax 0,02 €

96,00 €

Cette combinaison n'existe pas.

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Meilleure qualité/prix

Transfo Sonnerie 12/8V 12/8Va Lexic legrand 092778

49,56 € 49,56 € 49.56 EUR Délai de livraison 5 jours

+ éco-tax 0,02 €

96,00 €

Legrand 092778
ean 3245060927783
TRANSFO SONNERIE 12/8V 12/8VA LEXIC
Accepte le passage du peigne d'alimentation
Dimensions: 84 x 36 x 66 mm

Marque	Legrand
Sku	LEG092778
Largeur	66 mm
Hauteur	84 mm
Type de transfo	Transformateur de sonnerie standard
Avec dispositif on/off	Non
Adapté à un montage sur rail	Oui
Longueur	36 mm
Puissance de sortie max.	8w
Largeur dans les unités de partition	2 modules
Protégé contre les courts-circuits	Oui
Tension primaire	230v
Tension secondaire 1	12v
Tension secondaire 2	8v
Intensité de courant secondaire 1	0.66A
Intensité de courant secondaire 2	1A
Protection contre les températures	Oui
Adapté à un montage apparent	Non
Adapté à un montage encastré	Oui

Specifications for Transfo Sonnerie 12/8V 12/8Va Lexic legrand 092778

sh	shop
Name	Transfo Sonnerie 12/8V 12/8Va Lexic legrand 092778
Brand	Legrand
Sku	LEG092778
EAN-13	3245060927783

Transfo Sonnerie 12/8V 12/8Va Lexic legrand 092778

49,56 € 49,56 € 49.56 EUR Délai de livraison 5 jours

96,00 €

Partagez ce produit

Transfo Sonnerie 12/8V 12/8Va Lexic legrand 092778

49,56 € 49,56 € 49.56 EUR Délai de livraison 5 jours

96,00 €

Specifications for Transfo Sonnerie 12/8V 12/8Va Lexic legrand 092778

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