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2TB PCIE 5.0 ADATA LEGEND 970 PRO SLEG-970P-2TCI NEGRO (AM4059)
â‚¡112,700
El precio de este producto incluye IVA.
Descripcion
| HD INTERNO 2TB PCIE 5.0 ADATA LEGEND 970 PRO SLEG-970P-2TCI NEGRO | |
|---|---|
| Stock: | Disponible - 7 unidades disponibles. |
| Garantia: | 12 meses. |
| Entrega: | 📦 Recibe tu pedido antes del 2025-10-05 01:00 am.¡Compra con confianza y recibe a tiempo! 🚀 |
| SKU: | AM4059 |
| N Parte: | SLEG-970P-2TCI |
| ID: | 15003 |
| Fabricante: | |
| Especificaciones: | Ver especificaciones detalladas. |
| Familia: | Componentes Almacenamiento Ssd-m.2 |
| Ultima reposicion: | 2025-09-12 13:34:22 |
| Visualizaciones: | 14 |
