Circuit intégré OZ964GN
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 7.25€ | 8.70€ |
| 2 - 2 | 6.89€ | 8.27€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 7.25€ | 8.70€ |
| 2 - 2 | 6.89€ | 8.27€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré OZ964GN. Circuit intégré. Nombre de connexions: 20. Montage/installation: composant monté en surface (CMS). Boîtier: SO. Boîtier (selon fiche technique): SO-20. Produit d'origine constructeur O2 Micro. Quantité en stock actualisée le 10/06/2025, 02:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.