Saltar enlaces
Amoladora angular a batería de 18 Voltios, ligera y compacta. Adecuada para trabajos de mantenimiento, montaje y reparación con discos de hasta 115 mm de diámetro.
No se pudo obtener el video del producto.
  • Ideal para trabajos de ensamble de muebles, reparaciones, etc.
  • Interruptor seguro de doble acción.
  • Bloqueo de Disco.
  • Usa disco estándar de Ø115mm.
  • Larga autonomía por batería de litio con indicador de carga.
  • Ligera y ergonómica.
  • Empuñadura soft grip. Menos vibraciones y mejor agarre durante su uso, incluso con una sola mano.

restricciones_uso

<ul> <li>Nunca utilice las máquinas Würth con baterías de otras marcas.</li> <li>Nunca utilice baterías con voltaje diferente a las indicadas para dicha máquina.</li> </ul>

principales_ventajas

<ul> <li>Ergonómica y compacta.</li> <li>Batería 18 V 4 Ah Li-Ion.</li> <li>Agarre ?Soft-grip?.</li> </ul> <p><strong>¿Cuál es la ventaja de una batería con mayor amperaje?</strong></p> <ul> <li>Cuanto mayor sea el amperaje, mayor será el tiempo de trabajo con una sola carga. Más perforaciones y atornillamientos sin tener que cambiar la batería. Menor amperaje = menor autonomía, mayor frecuencia de recarga Mayor amperaje = mayor autonomía = PRODUCTIVIDAD</li> </ul>

seguridad_manipulacion

<ul> <li>Proteja la batería contra calor, fuego y humedad.</li> <li>Siempre utilice la herramienta tomandola de la empuñadura de goma y utilizando los guantes adecuados al realizar trabajos donde existan riesgos de contacto con cables eléctricos.</li> <li>Fijar la pieza a trabajar utilizando un dispositivo tipo morsa.</li> <li>Nunca abra la batería, puede causar un corto-circuito.</li> </ul>

condiciones_almacenamiento

<ul> <li>Cuando no utilice la herramienta, mantengala en su embalaje original protegida del sol, calor y humedad.</li> </ul>

datos_tecnicos

<p><img src="data:image/png;base64,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" alt="" width="392" height="150" /></p>

informacion_adicional

<p>Batería con tecnología de iones de Litio</p> <ul> <li>Sin efecto memoria: las baterías con iones de Litio pueden ser cargadas en cualquier momento o tener procesos de carga interrumpida sin que su vida útil se vea reducida.</li> <li>Eficiencia energética: las baterías con iones de Litio poseen gran capacidad para almacenar energía sin perder carga por un largo período de tiempo, aumentando su vida útil.</li> </ul>

incluye

<ul> <li>Empuñadura lateral.</li> <li>Guarda de protección.</li> <li>2 batería de 4.0 Ah y cargador</li> </ul>
[mostrar_productos_con_pdf]
REF: 0702312008
AMOLADORA A BTRY 4 1/2 18V 4 AH

$4,199,629

0
Gastar $11,800 más para obtener envío CO gratis
¡Tu carrito está vacío!

Parece que todavía no has agregado ningún artículo a tu carrito.

Buscar productos

PAGOS APP Y SUCURSAL VIRTUAL BANCOLOMBIA

Sigue los pasos para realizar tu pago de manera fácil y efectiva

Pagos QR Bancolombia

MÉTODOS DE PAGO WURTH

Wurth Colombia trae para ti soluciones para que realices tus pagos de manera segura y sin salir de casa.

Cuenta corriente

21500274353

Cuenta corriente

6390005504

Convenio

1309

Ahorros

4-0850-3-01106-8

Cuenta corriente

23776940139

Convenio

31299