Circuit intégré OZ9938GN
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 7.53€ | 9.11€ |
| 2 - 2 | 7.16€ | 8.66€ |
| 3 - 4 | 6.78€ | 8.20€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 7.53€ | 9.11€ |
| 2 - 2 | 7.16€ | 8.66€ |
| 3 - 4 | 6.78€ | 8.20€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré OZ9938GN. Circuit intégré. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: SO. Boîtier (selon fiche technique): SO-16. Remarque: Samsung BN81-00499A. Nombre de connexions: 16. Quantité en stock actualisée le 13/01/2025, 03:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.