Moteur électrique 28BYJ-48
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)
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qMFFWQV8RUrz56juxaKKWmYiU3cd2KdSYFMBSeKTrQeaKACm0p6UhoASilpDQAVKD8o+lQmpV+6PpQBDmiiikMXNLTaWgQGlFJRQMWjikFLQIWikoFMBaKKWgBK8q+ODf8SPT1/6bE/pXqteR/HEn+y9N/wCup/lSewHioOWHrUNw26QmpI/vCoZvvmgbGxjLjir6DNUYfvitawUPeQKwyC6gj8aYj6a8Eab/AGV4P0y2Iw/khn/3m5P866Go4FCwoqjAAwBUnagBc0lFFIBaTvRRTAKKKKQCGkNKaSmAlFFJQApqQfdH0qGpV+6PpSA//9k=)
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)
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EVMRPnqO7FopKKoxFpm85xTqTHNAC54pM5pSKTpTAKSlNNoAKKKSgBaTNBpOaADNGaQUUhi5pabTqBAaAaKSgY7NJSUtAhaKSlpgGaWm06gAry743N/xTdmvrcf0r1GvJ/jgT/Ydh/wBdz/Kk9gPEAcsKiuG3PT4/vCop/vmgbGIMsKvoM1Ri++K07YBpUB5BIBpiPpj4f6b/AGX4L02EjDvEJX+rfN/WunqC0RY7SFFACqgAA7Cp+1ABmiikpALSd6WkpgLRRRSAaetIaU0lMApM0tJQAGkpKKQH/9k=)
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)
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 10.36€ | 12.43€ |
| 2 - 2 | 9.84€ | 11.81€ |
| 3 - 4 | 9.32€ | 11.18€ |
| 5 - 9 | 8.81€ | 10.57€ |
| 10 - 19 | 8.60€ | 10.32€ |
| 20 - 21 | 8.39€ | 10.07€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 10.36€ | 12.43€ |
| 2 - 2 | 9.84€ | 11.81€ |
| 3 - 4 | 9.32€ | 11.18€ |
| 5 - 9 | 8.81€ | 10.57€ |
| 10 - 19 | 8.60€ | 10.32€ |
| 20 - 21 | 8.39€ | 10.07€ |
Livraison en 2-3 jours, avec suivi postal!
Moteur électrique 28BYJ-48. Moteur électrique. Entrée: Connecteur JST-XH 5 broches. Tension: 5V. Fonction: moteur pas à pas. Montage/installation: à visser. Axe: axe avec méplat. Dimensions: boîtier 28x20mm, axe 5x9mm. Remarque: 513 pas par tour. Poids: 37g. Spec info: moteur pas à pas unipolaire. Bobine: 42 Ohms. Quantité en stock actualisée le 12/01/2025, 12:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.