ABM3B-14-7456MHZ-10-1-U-T
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 1.59€ | 1.91€ |
| 5 - 9 | 1.51€ | 1.81€ |
| 10 - 24 | 1.46€ | 1.75€ |
| 25 - 49 | 1.43€ | 1.72€ |
| 50 - 99 | 1.40€ | 1.68€ |
| 100 - 249 | 1.35€ | 1.62€ |
| 250 - 993 | 1.30€ | 1.56€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 1.59€ | 1.91€ |
| 5 - 9 | 1.51€ | 1.81€ |
| 10 - 24 | 1.46€ | 1.75€ |
| 25 - 49 | 1.43€ | 1.72€ |
| 50 - 99 | 1.40€ | 1.68€ |
| 100 - 249 | 1.35€ | 1.62€ |
| 250 - 993 | 1.30€ | 1.56€ |
Livraison en 2-3 jours, avec suivi postal!
ABM3B-14-7456MHZ-10-1-U-T. Fréquence: 14.7456 MHz. Stabilité en tempéraure: 50ppm. Remarque: 4p. Remarque: SMD QUARTZ. Remarque: Marker--ABM3B. Min/max: 7pF...18pF. Nombre de connexions: 4. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier (selon fiche technique): SMD 5.0x3.2x1.1mm. Température de fonctionnement: -10...+60°C. Produit d'origine constructeur Abracon. Quantité en stock actualisée le 08/06/2025, 05:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.