Interrupteur à bascule SW2172-W
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 1.66€ | 1.99€ |
| 5 - 9 | 1.58€ | 1.90€ |
| 10 - 24 | 1.50€ | 1.80€ |
| 25 - 49 | 1.41€ | 1.69€ |
| 50 - 99 | 1.38€ | 1.66€ |
| 100 - 234 | 1.26€ | 1.51€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 1.66€ | 1.99€ |
| 5 - 9 | 1.58€ | 1.90€ |
| 10 - 24 | 1.50€ | 1.80€ |
| 25 - 49 | 1.41€ | 1.69€ |
| 50 - 99 | 1.38€ | 1.66€ |
| 100 - 234 | 1.26€ | 1.51€ |
Livraison en 2-3 jours, avec suivi postal!
Interrupteur à bascule SW2172-W. Interrupteur à bascule. Diamètre: 22.5mm. Découpe/perçage du panneau: diamètre 20.2mm. Brochage: 2 cosses faston 4.8x0.8mm. Mode de commutation: SPST (OFF-ON). Configuration: OFF-ON. Type d'interrupteur: interrupteur à bascule. Taille de l'actionneur: blanc. RoHS: oui. Nombre de positions stables: 2. Charge maxi: 250VAC/10A. Famille d'article: interrupteurs à bascule pour secteur. Température de fonctionnement: -20...+85°C. Source lumineuse: non. Quantité en stock actualisée le 12/01/2025, 19:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.