Circuit intégré PGA2311UA
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 19.99€ | 24.19€ |
| 2 - 2 | 18.99€ | 22.98€ |
| 3 - 4 | 18.59€ | 22.49€ |
| 5 - 5 | 17.99€ | 21.77€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 19.99€ | 24.19€ |
| 2 - 2 | 18.99€ | 22.98€ |
| 3 - 4 | 18.59€ | 22.49€ |
| 5 - 5 | 17.99€ | 21.77€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré PGA2311UA. Circuit intégré. Remarque: 0.0002% THD+N @ 1kHz. Nombre de connexions: 16. Montage/installation: composant monté en surface (CMS). Boîtier: SO. Boîtier (selon fiche technique): SO-16. Produit d'origine constructeur Burr-Brown by Texas. Quantité en stock actualisée le 26/07/2025, 12:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.