Circuit intégré PGA2310UA
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 20.93€ | 25.12€ |
| 2 - 2 | 19.88€ | 23.86€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 20.93€ | 25.12€ |
| 2 - 2 | 19.88€ | 23.86€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré PGA2310UA. Circuit intégré. Remarque: THD plus Noise--0.0004%. Nombre de connexions: 16. Montage/installation: composant monté en surface (CMS). Boîtier: SO. Boîtier (selon fiche technique): SO-16. Quantité en stock actualisée le 16/01/2025, 06:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.