- data:image/jpeg;base64,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
MEMORIA PC 16GB DDR4 3200MHZ PATRIOT VIPER STEEL RGB PVSR PVSR416G320C8K V4S (1502087)
â‚¡22,300 â‚¡24,800
El precio de este producto incluye IVA.
Descripcion
| MEMORIA PC 16GB DDR4 3200MHZ PATRIOT VIPER STEEL RGB PVSR PVSR416G320C8K V4S | |
|---|---|
| Stock: | Agotado - 1 unidad disponible. |
| Garantia: | 12 meses. |
| Entrega: | 📦 Recibe tu pedido antes del 2025-08-20 01:00 pm.¡Compra con confianza y recibe a tiempo! 🚀 |
| SKU: | 1502087 |
| N Parte: | PVSR416G320C8K V4S |
| ID: | 2534 |
| Fabricante: | PATRIOT |
| Especificaciones: | Ver especificaciones detalladas. |
| Familia: | Componentes Memorias (ram) Ram Para Laptop |
| Ultima reposicion: | 2024-09-11 16:26:50 |
| Visualizaciones: | 47 |
