Circuit intégré PIC16F877-20-P
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 16.79€ | 20.15€ |
| 2 - 2 | 15.95€ | 19.14€ |
| 3 - 4 | 15.62€ | 18.74€ |
| 5 - 9 | 15.11€ | 18.13€ |
| 10 - 14 | 14.78€ | 17.74€ |
| 15 - 19 | 14.27€ | 17.12€ |
| 20+ | 13.77€ | 16.52€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 16.79€ | 20.15€ |
| 2 - 2 | 15.95€ | 19.14€ |
| 3 - 4 | 15.62€ | 18.74€ |
| 5 - 9 | 15.11€ | 18.13€ |
| 10 - 14 | 14.78€ | 17.74€ |
| 15 - 19 | 14.27€ | 17.12€ |
| 20+ | 13.77€ | 16.52€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré PIC16F877-20-P. Circuit intégré. Remarque: Mémoire 'FLASH'. Remarque: mémoire de programme 8Kx14. Nombre de connexions: 40. Signal d'horloge: 20 MHz. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-40. Produit d'origine constructeur Microchip. Quantité en stock actualisée le 25/07/2025, 13:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.