Condensateur pour moteur, 60uF - MOTCAP60UF450V
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)
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 9.15€ | 11.07€ |
| 2 - 2 | 8.69€ | 10.51€ |
| 3 - 4 | 8.23€ | 9.96€ |
| 5 - 9 | 7.77€ | 9.40€ |
| 10 - 19 | 7.59€ | 9.18€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 9.15€ | 11.07€ |
| 2 - 2 | 8.69€ | 10.51€ |
| 3 - 4 | 8.23€ | 9.96€ |
| 5 - 9 | 7.77€ | 9.40€ |
| 10 - 19 | 7.59€ | 9.18€ |
Livraison en 2-3 jours, avec suivi postal!
Condensateur pour moteur, 60uF - MOTCAP60UF450V. Condensateur pour moteur, 60uF. Capacité: 60uF. Connecteurs: 4 cosses faston 6.35x0.8mm. Equivalences: W1-11060. Matériau du condensateur: film polypropylène métallisé. Tension alternative VAC: 450V. Dimensions: 50x110mm. RoHS: oui. Montage/installation: à visser. Tolérance: 5%. Température de fonctionnement: -25...+70°C. Fonction: démarrage moteur, filtre interférentiel, fixation par vis M8. 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.