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SmartWatch Samsung Galaxy Watch 6 Classic 47mm Negro (PADN133860)
â‚¡234,800 â‚¡239,900
El precio de este producto incluye IVA.
Descripcion
| Smartwatch Samsung Galaxy Watch 6 Classic 47mm | |
|---|---|
| Stock: | Agotado - 1 unidad disponible. |
| Garantia: | 12 meses. |
| Entrega: | 📦 Recibe tu pedido antes del 2025-08-20 08:00 pm.¡Compra con confianza y recibe a tiempo! 🚀 |
| SKU: | PADN133860 |
| N Parte: | PADN133860 |
| ID: | 7144 |
| Fabricante: | SAMSUNG |
| Especificaciones: | Ver especificaciones detalladas. |
| Familia: | Ecosistema Movil Smartwatch |
| Ultima reposicion: | 2025-02-18 13:29:10 |
| Visualizaciones: | 86 |
