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LAPTOP LENOVO IDEAPAD 3I 14" I5-1135G7 8GB SSD 256GB WINDOWS 11 INGLES PLATINUM GRAY 81X700FVUS - [LAP2410090]
₡221,200 ₡286,600
El precio de este producto incluye IVA.
| LAPTOP LENOVO IDEAPAD 3I 14" I5-1135G7 8GB SSD 256GB WINDOWS 11 INGLES PLATINUM GRAY 81X700FVUS | |
|---|---|
| Stock: | Agotado |
| Garantia: | 12 meses. |
| Entrega: | 📦 Recibe tu pedido antes del 2025-12-06 02:00 pm🚀₡1.000 de credito por retraso. |
| SKU: | LAP2410090 |
| N Parte: | 81X700FVUS |
| GTIN/UPC: | |
| CABYS: | 4522003000000 |
| ID: | IT-0001206 |
| Fabricante: | |
| Especificaciones: | |
| Familia: | Computadoras - Laptops |
| Ultima reposicion: | 2025-11-10 |
| Visualizaciones: |
102 |
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