- data:image/jpeg;base64,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
MEMORIA RAM PARA LAPTOP 16GB KINGSTON KVR56S46BS8-16 DDR5 5600MHZ CL46 1.1V - [AM8051]
₡51,500 ₡52,400
El precio de este producto incluye IVA.
| MEMORIA RAM PARA LAPTOP 16GB KINGSTON KVR56S46BS8-16 DDR5 5600MHZ CL46 1.1V | |
|---|---|
| Stock: | Disponible - mas 5 unidades. |
| Garantia: | 12 meses. |
| Entrega: | 📦 Recibe tu pedido antes del 2025-12-05 02:00 pm🚀₡1.000 de credito por retraso. |
| SKU: | AM8051 |
| N Parte: | KVR56S46BS8-16 |
| GTIN/UPC: | |
| CABYS: | 4526900000000 |
| ID: | IT-0014252 |
| Fabricante: | |
| Especificaciones: | |
| Familia: | Componentes - Memorias Ram - Ram Para Laptop |
| Ultima reposicion: | 2025-11-12 |
| Visualizaciones: |
16 |
Productos Recomendados