Interrupteur à levier SW2002-3SM
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JM8/FYeU5c0Tkgc1IDVq70PUrE/vbZio/iXkVRDFWwwIPvXqwqQmvddzzpQlH4kTZplynnWc0OcGSMrSq1TIRuBNE1o7BB2krlTw9p9hLptzZ3JaQqxLgYXzG2kDnPYnP1Art/DerQadbx2X2ciIH77vhj+B6/wD1qyvDXh2GWa5mcMqyEEbeMGr9z4EnlunuLXVHV2wQrrjGBgDI6j6ivmcROrzNM+jXsuVKCO4tLmC7jLxZwDg8dD/KraLjnOaxtF06exhWKbAwg37T8rSdyB27VtoMDFZRba1EyQGlFN6YqQDimIcKcKaKcKYAKdRRimAtFFLigApwFJQWUEKWAJ6DPWgB2KKKKAFpKWkoAr4puDzT6SkAwimkVIRSEUgIyKYRUuKaRzQBCUzTSvHSpyKbt9RTEVylNKc9KtbKQpmmgKTRKwIKjFZt54fsL0HzLdc+oFb3lU7yqpSa1Qmk9zz+88DqCWtpSPY1kv4Y1OB+IfNA/u16wLcHqKkWBR2FdUMbVirXuc88JTl0sczommvb2I8xSrOd20jpWqIGB4rUEK+lHkiuWpJzk5M6IRUYqKKMSN0YVZVOKmEYFLtqLFEQWngU/bS4osAwCnYpcUuKYCYopcUvagBMUuKUUUAGKMdKWigAooooAKKKKAIaKWkxQAmKSnUhoATFJgU7FGKQDMUFRTsUuKYEe2l21JijFADAtKFFPxS4oAQCnAUU6gAxijFLRQAYpMUtFACYpMU6igBuKXFLRQAmKKWigBBS0UUAFFFFABRRRQAUUUUAR0lLRQAmKKWjFACEUmKdiigBuKXFLS0AJijFLRQAUUUtAAKMikIo70AOpaTNLQAUtJRQAtFJRQAtFJRQAUUUUAFFFFAC0lFFABRRRQAUUUUAR0UUUALRRS96AEooooAKKWigBKWijvQAUUGkoAWgUUlADhR3pO9LQAtFIKKAFopD0ooAWiiigApaSjvQAUUd6KACiiigAopKD0oAO9FLTcmgD//Z)
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 1.68€ | 2.02€ |
| 5 - 9 | 1.59€ | 1.91€ |
| 10 - 24 | 1.51€ | 1.81€ |
| 25 - 49 | 1.43€ | 1.72€ |
| 50 - 99 | 1.39€ | 1.67€ |
| 100 - 116 | 1.26€ | 1.51€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 1.68€ | 2.02€ |
| 5 - 9 | 1.59€ | 1.91€ |
| 10 - 24 | 1.51€ | 1.81€ |
| 25 - 49 | 1.43€ | 1.72€ |
| 50 - 99 | 1.39€ | 1.67€ |
| 100 - 116 | 1.26€ | 1.51€ |
Livraison en 2-3 jours, avec suivi postal!
Interrupteur à levier SW2002-3SM. Interrupteur à levier. Mode de commutation: 2x ON-ON. Configuration: ON-ON. Type d'interrupteur: interrupteur à levier. Dimensions: 13.2x12.9x9.5mm. Nombre de contacts: 2. RoHS: oui. Nombre de positions stables: 2. Charge maxi: 6A 125VAC, 3A 250VAC. Famille d'article: interrupteur. Fonction: interrupteur à levier plat, à 2 circuits, 2 positions. Découpe/perçage du panneau: 6.2mm + 2.5mm. Remarque: levier plat. 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.