Circuit intégré CR6848T
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 8.47€ | 10.25€ |
| 2 - 2 | 8.04€ | 9.73€ |
| 3 - 4 | 7.62€ | 9.22€ |
| 5 - 9 | 7.20€ | 8.71€ |
| 10 - 19 | 7.03€ | 8.51€ |
| 20 - 29 | 6.86€ | 8.30€ |
| 30+ | 6.60€ | 7.99€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 8.47€ | 10.25€ |
| 2 - 2 | 8.04€ | 9.73€ |
| 3 - 4 | 7.62€ | 9.22€ |
| 5 - 9 | 7.20€ | 8.71€ |
| 10 - 19 | 7.03€ | 8.51€ |
| 20 - 29 | 6.86€ | 8.30€ |
| 30+ | 6.60€ | 7.99€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré CR6848T. Circuit intégré. Nombre de connexions: 8. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-8. Remarque: faible courant de fonctionnement (environ 2 mA). Remarque: courant de démarrage très faible (environ 5 uA). 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.