- Se puede considerar una simplificación de los métodos de 1ª
generación
- Está basado en el sistema métrico inglés de origen
antropomórfico.
- La unidad básica de movimiento es el movimiento de un dedo
(pulgada) y los demás son expresados como múltiplos de éste.
- Tiempos medidos en unidades modulares llamadas Mods
calculadas por experimentación a partir de la división de movimientos similares
en diferentes operaciones. Corresponde al movimiento de un dedo.
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)
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13/06/2016 - CPL ayuda a Consum en la medición de los tiempos de tareas