Pile BAT-CR2354
![[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 | 3.74€ | 4.49€ |
| 5 - 8 | 3.56€ | 4.27€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 3.74€ | 4.49€ |
| 5 - 8 | 3.56€ | 4.27€ |
Livraison en 2-3 jours, avec suivi postal!
Pile BAT-CR2354. Pile. Type: Batterie au lithium. Unité de conditionnement: 1. Tension: 3V. Remarque: pile non rechargeable. Capacité: 560mAh. Equivalences: CR2354, 2354, DL2354, KCR2354, CR-2354EL/1B. Dimensions: 23x5.4mm. Quantité en stock actualisée le 12/01/2025, 13:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.