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
La Logitech Almohadilla para Ratón Studio Lila (956-000036) es una alfombrilla elegante y funcional, diseñada para optimizar tu espacio de trabajo con estilo y comodidad. Fabricada con materiales sostenibles, ofrece durabilidad y estabilidad, además de un diseño resistente a salpicaduras.
| Categoría | Detalles | Información |
|---|---|---|
| General | Marca | Logitech |
| Modelo | 956-000036 | |
| Especificaciones Técnicas | Material | Poliéster reciclado y caucho natural |
| Superficie | Tela suave con recubrimiento antisalpicaduras | |
| Base | Antideslizante | |
| Dimensiones | 700 x 300 mm | |
| Espesor | 2 mm | |
| Características Adicionales | Durabilidad | Bordes con costuras planas que no se deshilachan |
| Colores Disponibles | Lila, Gris Medio, Rosa Oscuro | |
| En la Caja | Incluye | 1x Almohadilla Logitech Studio Lila |
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