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Destornillador neumático de 1/4”

No se pudo obtener el video del producto.
  • Herramienta especializada para el ajuste y desajuste rápido
    de piezas
  • Embrague ajustable.
  • Manejo con una sola mano en ambos lados
  • Diseño mejorado del silenciador
  • Empuñadura cómoda

principales_ventajas

<ul> <li>Con embrague de fricción ajustable para un<br />control preciso del torque</li> <li>Velocidad regulable en el gatillo reversible</li> <li>Con un torque máximo de 125 lb/in</li> </ul>

seguridad_manipulacion

<ul> <li>Utilice siempre equipo de seguridad, gafas de seguridad y<br />ropa aprobadas por ANSI cuando use este producto. Estudie,<br />comprenda y siga todas las instrucciones proporcionadas con<br />este producto.</li> <li>Nunca utilice esta herramienta para ninguna otra aplicación<br />que no sea para lo que fue diseñada.</li> <li>Nunca altere ni modifique esta herramienta de ninguna manera.</li> <li>Seleccione siempre los accesorios correctos respecto a tamaño<br />y diseño para el trabajo que está intentado realizar.</li> <li>Trabaje siempre en un área limpia, segura, bien iluminada,<br />organizada y adecuadamente equipada.</li> <li>No comience las reparaciones sin estar seguro de que el<br />vehículo está en una posición segura y no se moverá durante la<br />reparación.</li> <li>La operación y/o mantenimientos incorrectos de la herramienta,<br />la modificación de la herramienta o el uso de la herramienta con<br />accesorios no diseñados para ella pueden resultar en lesiones<br />graves o la muerte.</li> <li>Accesorios no diseñados para ella pueden resultar en lesiones<br />graves o la muerte.</li> </ul>

datos_tecnicos

<p><img 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" 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" /></p>
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