Bargraphe LED DC-10GWA
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 3.21€ | 3.88€ |
| 5 - 9 | 3.05€ | 3.69€ |
| 10 - 24 | 2.96€ | 3.58€ |
| 25 - 49 | 2.89€ | 3.50€ |
| 50 - 99 | 2.83€ | 3.42€ |
| 100 - 239 | 2.56€ | 3.10€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 3.21€ | 3.88€ |
| 5 - 9 | 3.05€ | 3.69€ |
| 10 - 24 | 2.96€ | 3.58€ |
| 25 - 49 | 2.89€ | 3.50€ |
| 50 - 99 | 2.83€ | 3.42€ |
| 100 - 239 | 2.56€ | 3.10€ |
Livraison en 2-3 jours, avec suivi postal!
Bargraphe LED DC-10GWA. Bargraphe LED. Couleur: vert. Type: bargraphe à LEDs. Nombre de LED: 10. Brightness mcd /mA: 9.5mcd/10mA. Tension de seuil typique: 2.2V/20mA. Courant direct: 20mA. Longueur d'onde dominante: 568nm. Longueur d'onde centrale: 565nm. Boîtier: 25.4x10x8mm. Montage: THT. Série: DC10. Produit d'origine constructeur Kingbright. Quantité en stock actualisée le 26/07/2025, 08:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.