Circuit intégré A3955SB-T
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)
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 6.37€ | 7.71€ |
| 2 - 2 | 6.05€ | 7.32€ |
| 3 - 4 | 5.73€ | 6.93€ |
| 5 - 9 | 5.41€ | 6.55€ |
| 10 - 19 | 5.29€ | 6.40€ |
| 20 - 29 | 5.16€ | 6.24€ |
| 30 - 56 | 4.97€ | 6.01€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 6.37€ | 7.71€ |
| 2 - 2 | 6.05€ | 7.32€ |
| 3 - 4 | 5.73€ | 6.93€ |
| 5 - 9 | 5.41€ | 6.55€ |
| 10 - 19 | 5.29€ | 6.40€ |
| 20 - 29 | 5.16€ | 6.24€ |
| 30 - 56 | 4.97€ | 6.01€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré A3955SB-T. Circuit intégré. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-16B. Remarque: tension d'alimentation logique, 7.0V. Nombre de connexions: 16. Remarque: VBB 50V, Iout +/-1.5A. Quantité en stock actualisée le 12/01/2025, 15:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.