Circuit intégré PIC16F636-I-SL
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)
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 3.99€ | 4.83€ |
| 5 - 9 | 3.86€ | 4.67€ |
| 10 - 24 | 3.76€ | 4.55€ |
| 25 - 49 | 3.37€ | 4.08€ |
| 50 - 99 | 3.30€ | 3.99€ |
| 100 - 714 | 2.96€ | 3.58€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 3.99€ | 4.83€ |
| 5 - 9 | 3.86€ | 4.67€ |
| 10 - 24 | 3.76€ | 4.55€ |
| 25 - 49 | 3.37€ | 4.08€ |
| 50 - 99 | 3.30€ | 3.99€ |
| 100 - 714 | 2.96€ | 3.58€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré PIC16F636-I-SL. Circuit intégré. Remarque: Mémoire 'FLASH'. Remarque: mémoire de données (128 SRAM, 256 EEPROM). Equivalences: PIC16F636T-I/SL. Nombre de connexions: 14. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: SO. Boîtier (selon fiche technique): SOIC-14. Produit d'origine constructeur Microchip. Quantité en stock actualisée le 23/07/2025, 14:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.