Circuit intégré PIC16F870-I-SP
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 8.89€ | 10.76€ |
| 2 - 2 | 8.45€ | 10.22€ |
| 3 - 4 | 8.00€ | 9.68€ |
| 5 - 9 | 7.56€ | 9.15€ |
| 10 - 19 | 7.38€ | 8.93€ |
| 20 - 20 | 7.20€ | 8.71€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 8.89€ | 10.76€ |
| 2 - 2 | 8.45€ | 10.22€ |
| 3 - 4 | 8.00€ | 9.68€ |
| 5 - 9 | 7.56€ | 9.15€ |
| 10 - 19 | 7.38€ | 8.93€ |
| 20 - 20 | 7.20€ | 8.71€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré PIC16F870-I-SP. Circuit intégré. Remarque: Mémoire 'FLASH'. Remarque: mémoire de programme 4K x 14, 10 ports d'entrées/sorties. Nombre de connexions: 28. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-28. Quantité en stock actualisée le 13/01/2025, 01:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.