Circuit intégré PIC18F25K80-I-SP
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 8.23€ | 9.88€ |
| 2 - 2 | 7.82€ | 9.38€ |
| 3 - 4 | 7.65€ | 9.18€ |
| 5 - 9 | 7.41€ | 8.89€ |
| 10 - 19 | 7.24€ | 8.69€ |
| 20 - 29 | 6.99€ | 8.39€ |
| 30 - 103 | 6.13€ | 7.36€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 8.23€ | 9.88€ |
| 2 - 2 | 7.82€ | 9.38€ |
| 3 - 4 | 7.65€ | 9.18€ |
| 5 - 9 | 7.41€ | 8.89€ |
| 10 - 19 | 7.24€ | 8.69€ |
| 20 - 29 | 6.99€ | 8.39€ |
| 30 - 103 | 6.13€ | 7.36€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré PIC18F25K80-I-SP. Circuit intégré. Conditionnement: tube en plastique. Unité de conditionnement: 15. Remarque: Flash USB Microcontrollers. Nombre de connexions: 28. Entrées/sorties: 24. RoHS: oui. Distance entre connexions (pas): 7.62mm. Montage/installation: montage traversant pour circuit imprimé. Boîtier: PDIP. Boîtier (selon fiche technique): PDIP-28. Produit d'origine constructeur Microchip. Quantité en stock actualisée le 26/07/2025, 11:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.