Circuit intégré FA5510P
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 9.55€ | 11.46€ |
| 2 - 2 | 9.07€ | 10.88€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 9.55€ | 11.46€ |
| 2 - 2 | 9.07€ | 10.88€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré FA5510P. Circuit intégré. Nombre de connexions: 8. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-8. Produit d'origine constructeur Fuji Electric. Quantité en stock actualisée le 07/06/2025, 23:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.