Circuit intégré GLS27SF020-70-3C-NHE
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 7.15€ | 8.58€ |
| 2 - 2 | 6.79€ | 8.15€ |
| 3 - 4 | 6.44€ | 7.73€ |
| 5 - 9 | 6.08€ | 7.30€ |
| 10 - 19 | 5.94€ | 7.13€ |
| 20 - 29 | 5.79€ | 6.95€ |
| 30+ | 5.58€ | 6.70€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 7.15€ | 8.58€ |
| 2 - 2 | 6.79€ | 8.15€ |
| 3 - 4 | 6.44€ | 7.73€ |
| 5 - 9 | 6.08€ | 7.30€ |
| 10 - 19 | 5.94€ | 7.13€ |
| 20 - 29 | 5.79€ | 6.95€ |
| 30+ | 5.58€ | 6.70€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré GLS27SF020-70-3C-NHE. Circuit intégré. Fonction: mémoire Flash programmable plusieurs fois. Remarque: durée de programmation 5.6s (typique). Marquage sur le boîtier: 020-70-3C-NH. Nombre de connexions: 32. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: PLCC. Boîtier (selon fiche technique): PLCC-32. Température de fonctionnement: 0...+70°C. VCC: 4.5...5.5V. Quantité en stock actualisée le 15/01/2025, 00:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.