Descripción detallada
KING KOMBO
La escalera Kombo es el pináculo de la tecnología de escaleras, ofreciendo una variedad de características beneficiosas que hacen que su escalera sea más segura y versátil que nunca.
El King Kombo es el ganador del Premio al Nuevo Producto del Año 2019 de OH&S y también es el ganador del Premio a la Innovación pro Tool 2019. En ambos premios, la escalera fue reconocida por su naturaleza de innovación y promoción de la seguridad.
ESCALERA MULTI-POSICIÓN: Esta escalera multi-posición 3 en 1 se convierte fácilmente a configuraciones de marco “A”, extensión e inclinación, dándole la herramienta perfecta para cualquier trabajo.
ALMOHADILLA DE PARED GIRATORIA: La joya de coronación del Rey Kombo es su almohadilla de pared giratoria. Ahora, puede configurar su escalera de forma segura en esquinas interiores y exteriores, paredes y pernos.
PATAS DE DOBLE PROPÓSITO: El lado de escalada de la escalera cuenta con patas acampanadas anchas para una mayor estabilidad de la punta lateral.
El lado de extensión de la escalera tiene patas en línea recta que son lo suficientemente estrechas como para caber entre los pernos. Acceda a espacios de trabajo estrechos entre pernos de pared, cerchas de techo y puertos de acceso de techo o ático.
FIBRA DE VIDRIO VERDE NO CONDUCTORA Y DE ALTA VISIBILIDAD: Es el sueño de un electricista hecho realidad. Hecho de fibra de vidrio liviana y duradera, puede trabajar alrededor de la electricidad sin temor a la conductividad.
El color verde Hi-Viz también promueve una mayor visibilidad para disminuir los golpes en las escaleras.
GROUND CUE: En los modelos King Kombo Industrial y Técnico, puede disfrutar de los beneficios de Ground Cue, el sistema de alerta de peldaño inferior. Desciende la escalera con confianza. V-BAR Las escaleras industriales y técnicas King Kombo también cuentan con una revolucionaria barra en V. Cuando está en su configuración de extensión, la barra en V puede agarrarse dentro y fuera de las esquinas, paredes y pernos.
CALIFICACIÓN: Cumpliendo o excediendo todos los estándares OSHA y ANSI, este tipo de escalera IAA está clasificada para contener 375 libras.
CARACTERISTICAS PRINCIPALES:
Escalera profesional de 5'
ANSI Tipo IAA
Fabricada en fibra de vidrio.
Escalera 3 en 1
Se puede usar como escalera de tijera, extension o de apoyo.
Bloque de bisagra.
Peso Maximo de carga: 375 Libras.
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)