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Probador adecuado para medir el porcentaje de humedad y determinar la calidad del líquido de frenos.
No se pudo obtener el video del producto.
  • Ideal para la mayoría de coches de pasajeros, camiones ligeros, motocicletas transporte público y camiones.
  • Desarrollado para el uso en talleres automotrices y en el servicio profesional. 
  • Mide el contenido de humedad en el líquido de frenos 
  • El porcentaje de humedad en el líquido de frenos se indican mediante cinco LEDs. 
  • Adecuado para líquidos de frenos DOT3, DOT4, DOT5.1
  • Funciona con una pila de 1,5 V AAA (no incluida).

principales_ventajas

<ul> <li> Diseño tipo lapicero facil de guardar. </li> <li>Alta precisión y fiabilidad.</li> <li>Fácil de utilizar.</li> </ul>

modo_de_uso

<ul> <li> Limpiar la tapa y depósito del líquido de frenos para evitar que entren contaminantes. </li> <li>Desenrosque la tapa el depósito de líquido de frenos. </li> <li>Retire la tapa del probador de líquido de frenos. </li> <li>Prenda el probador de líquido de freno (se indicara con luz verde) </li> <li>Sumerja las sondas de prueba en el líquido de frenos hasta el borde de plástico del dispositivo</li> </ul>

datos_tecnicos

<p><img 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