Circuit intégré OZ960G
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 8.40€ | 10.08€ |
| 2 - 2 | 7.98€ | 9.58€ |
| 3 - 4 | 7.56€ | 9.07€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 8.40€ | 10.08€ |
| 2 - 2 | 7.98€ | 9.58€ |
| 3 - 4 | 7.56€ | 9.07€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré OZ960G. Circuit intégré. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: SO. Boîtier (selon fiche technique): SO-20 (tokméret 12.8x7.5mm). Nombre de connexions: 20. Quantité en stock actualisée le 16/01/2025, 08:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.