Interrupteur à levier SW2025CS
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)
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 2.58€ | 3.10€ |
| 5 - 9 | 2.45€ | 2.94€ |
| 10 - 24 | 2.32€ | 2.78€ |
| 25 - 26 | 2.19€ | 2.63€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 2.58€ | 3.10€ |
| 5 - 9 | 2.45€ | 2.94€ |
| 10 - 24 | 2.32€ | 2.78€ |
| 25 - 26 | 2.19€ | 2.63€ |
Livraison en 2-3 jours, avec suivi postal!
Interrupteur à levier SW2025CS. Interrupteur à levier. Découpe/perçage du panneau: 12.7mm. Mode de commutation: contact normalement ouvert ('push-ON'). Configuration: OFF-ON. Type d'interrupteur: interrupteur à levier. Nombre de positions stables: 2. Charge maxi: 250VAC/16A. Famille d'article: interrupteur. Nombre de contacts: 2. Remarque: 2 circuits / 2 positions. Remarque: diamètre de perçage pour installation 12.2mm. Remarque: 30x21.5x32mm. Quantité en stock actualisée le 12/01/2025, 14:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.