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En los Custom report de tipo S.L.A. se muestra el tiempo en número, no en dias
#1
Hola,

Al visualizar los reports de tipo SLA, en la tabla "Global Time" se muestran todos los valores temporales en número. Además, no se indica la unidad de medida de esos valores.

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[/img]

Antes esos valores se mostraban en formato "x days y hours z minutes w seconds"

Versión de Pandora FMS instalada: PC200504

Muchas gracias por la ayuda.


Attached Files


.png   Screenshot 2021-01-15 110122.png (Size: 26.28 KB / Downloads: 2)
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#2
Buenas,

Lo que nos has mandado como versión no es un indicativo fiable de lo que tienes instalado. Por favor, podrías mandarnos toda la información que encuentres en el footer de la consola? Seria algo parecido a esto: "Pandora FMS v7.0NG.751 - Build 210113 - MR 44".

Además, podrías revisar la lista de servidores y decirnos que versión indican que tienes? Para acceder a la lista de servidores clica en el icono de la parte superior derecha que se asemeja a una torre de ordenador. Por favor, muéstranos todos los datos que veas, si te resulta mas cómodo puedes mandarnos una captura.

Saludos
Diego
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