V-0060065R
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)
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)
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)
| Qnéuantità | Iva esclusa | IVA incl. |
|---|---|---|
| 1 - 4 | 3.07€ | 3.75€ |
| 5 - 9 | 2.91€ | 3.55€ |
| 10 - 24 | 2.76€ | 3.37€ |
| 25 - 40 | 2.61€ | 3.18€ |
| Qnéuantità | U.P | |
|---|---|---|
| 1 - 4 | 3.07€ | 3.75€ |
| 5 - 9 | 2.91€ | 3.55€ |
| 10 - 24 | 2.76€ | 3.37€ |
| 25 - 40 | 2.61€ | 3.18€ |
Consegna in 2-3 giorni, con tracciabilità postale!
V-0060065R. Nota: guida di supporto del modulo (supporto PCB). Configurazione: fissaggio con 2 viti M3. Altezza/spessore: 65mm. Assemblaggio/installazione: Avvitato. Spec info: con chiusura finale. Quantità in stock aggiornata il 12/01/2025, 13:25.
Informazioni e aiuto tecnico
Pagamento e consegna
Consegna in 2-3 giorni, con tracciabilità postale!
Tutti i diritti riservati, RPtronics, 2024.