Circuit intégré MCP2515-I-P
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)
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 5.50€ | 6.66€ |
| 2 - 2 | 5.23€ | 6.33€ |
| 3 - 4 | 5.06€ | 6.12€ |
| 5 - 9 | 4.95€ | 5.99€ |
| 10 - 19 | 4.84€ | 5.86€ |
| 20 - 29 | 4.68€ | 5.66€ |
| 30 - 101 | 4.07€ | 4.92€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 5.50€ | 6.66€ |
| 2 - 2 | 5.23€ | 6.33€ |
| 3 - 4 | 5.06€ | 6.12€ |
| 5 - 9 | 4.95€ | 5.99€ |
| 10 - 19 | 4.84€ | 5.86€ |
| 20 - 29 | 4.68€ | 5.66€ |
| 30 - 101 | 4.07€ | 4.92€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré MCP2515-I-P. Circuit intégré. Remarque: Implements CAN V2.0B at 1 Mb/s--- 0 – 8 byte. Nombre de connexions: 18. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-18. Température de fonctionnement: -40...+85°C. Produit d'origine constructeur Microchip. Quantité en stock actualisée le 24/07/2025, 01:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.