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Llave especifica apta para extracción de mayoría de rótulas axiales & rótulas de dirección interior (Precaps).
No se pudo obtener el video del producto.
  • Diseñado para la extracción de mayoría de precaps (rótulas axiales o barras de acoplamiento interior), se adapta & desmonta tuercas redondas con dos caras planas, tuercas redondas sin caras planas, tuercas octogonales y uercas hexagonales de diámetros 25 a 55 mm. 
  • Para autos, camionetas y furgonetas europeas, asiáticas, americanas, todo terreno, entre otros.
  • Fabricada en acero al cromo - molibdeno de alta resistencia.
  • Templado y fosfatado para protección contra la corrosión.
  • Ratchet de 1/2?. Para ser utilizada con llave de Cuadrante 1/2?. 
  • Capacidad para bieletas de 22 mm a 55 mm. 
  • Dos anillos endurecidos para firme agarre y altos pares de apriete. 
  • Elemento de sujeción dentado que evita el deslizamiento.
  • Colocar y remueve todo tipo de axiales , incluyendo los brazos redondas (sin planos).

principales_ventajas

<ul> <li>Herramienta de calidad,indispensable para el técnico profesional.</li> <li>Gran comodidad para trabajar sin importar las limitaciones de espacio.</li> <li>Se adapta a la mayoría de los brazos de todo tipo de modelos automotrices.</li> <li>Excelente para espacios reducidos o barras de acoplamiento muy atascadas.</li> <li>Ayuda a economizar tiempo de trabajo ya que no es necesario desmontar</li> </ul>

datos_tecnicos

<p><img 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" alt="" width="329" height="115" /></p>
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