Dans cet article, nous allons monter comment avec l'aide d'un cplan nous pouvons formater l’ensemble des valeurs d'une colonne affichée dans un Measure Portlet, dans Prodiver et dans NetDiver.
Lors de la déclaration d'un champ somme ou de la création d'un nouveau calcul il est possible d'utiliser l'option format afin d'appliquer un format spécifique à l'ensemble des valeurs de ce champ.
Vous trouverez ci-dessous quelques exemples avec le cplan associé.
![](https://blog.difrance.com/wp-content/uploads/2023/04/image.png)
cplan {
cbase-input "/cbases/formatting.cbase"
take-parameter "format" default="#,#0€"
calc "Valeur formatée" `sum(value("Valeur"))` format="0.00 '%'"
}
![](https://blog.difrance.com/wp-content/uploads/2023/04/image-1.png)
cplan {
cbase-input "/cbases/formatting.cbase"
take-parameter "format" default="#,#0€"
calc "Valeur formatée" `sum(value("Valeur"))` format="#0%"
}
cplan {
cbase-input "/cbases/formatting.cbase"
take-parameter "format" default="#,#0€"
calc "Valeur formatée" `sum(value("Valeur"))` format="#,#,k€"
}
![](https://blog.difrance.com/wp-content/uploads/2023/04/image-2.png)
cplan {
cbase-input "/cbases/formatting.cbase"
take-parameter "format" default="#,#0€"
calc "Valeur formatée" `sum(value("Valeur"))` format="#,#0€"
}
![](https://blog.difrance.com/wp-content/uploads/2023/04/image-3.png)
cplan { cbase-input "/cbases/formatting.cbase" take-parameter "format" default="#,#0€" calc "Valeur formatée" `sum(value("Valeur"))` format="#,#0.00€" }
![](https://blog.difrance.com/wp-content/uploads/2023/04/image-4.png)
cplan { cbase-input "/cbases/formatting.cbase" take-parameter "format" default="#,#0€" calc "Valeur formatée" `sum(value("Valeur"))` format="#,##.##€" }
![](https://blog.difrance.com/wp-content/uploads/2023/04/image-5.png)
cplan {
cbase-input "/cbases/formatting.cbase"
take-parameter "format" default="#,#0€"
calc "Valeur formatée" `sum(value("Valeur"))` format="#,#,,m€"
}
Depuis la version 7.1.34 de Diver Solution, il est également possible d'utiliser les notations scientifique et ingénieur.
![](https://blog.difrance.com/wp-content/uploads/2023/10/image.png)
cplan {
cbase-input "/cbases/formatting.cbase"
take-parameter "format" default="#,#0€"
calc "Valeur formatée" `sum(value("Valeur"))` format="0.#,#,#,#,#E+0"
}
![](https://blog.difrance.com/wp-content/uploads/2023/10/image-2.png)
cplan {
cbase-input "/cbases/formatting.cbase"
take-parameter "format" default="#,#0€"
calc "Valeur formatée" `sum(value("Valeur"))` format="0.0##E+0"
}
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)
cplan {
cbase-input "/cbases/formatting.cbase"
take-parameter "format" default="#,#0€"
calc "Valeur formatée" `sum(value("Valeur"))` format="##0.0##E+0"
}
Depuis la version 7.1.34, il est également possible d'obtenir un formatage conditionnel en fonction de la valeur à afficher.
![](https://blog.difrance.com/wp-content/uploads/2023/10/image-4.png)
cplan {
cbase-input "/cbases/formatting.cbase"
take-parameter "format" default="#,#0€"
calc "Valeur formatée" `sum(value("Valeur"))` format="[>999999999]0.0,,,b;[<-999999999](0.0,,,b);[>999999]0.0,,m;[<-999999](0.0,,m)];[>999]0.0,k;[<-999](0.0,k);0.0"
}
La condition à tester se trouve entre crochets, suivie du formatage à appliquer pour cette condition.