Diode Transil P6KE200A
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 9 | 0.24€ | 0.29€ |
| 10 - 24 | 0.23€ | 0.28€ |
| 25 - 49 | 0.21€ | 0.25€ |
| 50 - 99 | 0.20€ | 0.24€ |
| 100 - 249 | 0.19€ | 0.23€ |
| 250 - 499 | 0.17€ | 0.21€ |
| 500 - 2915 | 0.16€ | 0.19€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 9 | 0.24€ | 0.29€ |
| 10 - 24 | 0.23€ | 0.28€ |
| 25 - 49 | 0.21€ | 0.25€ |
| 50 - 99 | 0.20€ | 0.24€ |
| 100 - 249 | 0.19€ | 0.23€ |
| 250 - 499 | 0.17€ | 0.21€ |
| 500 - 2915 | 0.16€ | 0.19€ |
Livraison en 2-3 jours, avec suivi postal!
Diode Transil P6KE200A. Diode Transil. Structure diélectrique: unidirectionnel. Boîtier: DO-15. Tension de claquage: 200V. Puissance: 600W. Tension de maintien du sens de fermeture [V]: 171V. Quantité en stock actualisée le 13/01/2025, 00:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.