---
title: "Transformer les valeurs importées dans le mapping des connecteurs"
description: "Configurez des transformations dans le mapping pour normaliser les valeurs importées depuis vos connecteurs."
url: https://support.signitic.com/fr/articles/9561119-transformer-les-valeurs-importees-dans-le-mapping-des-connecteurs
collection: "Connecteurs"
updated: 2026-11-11
language: fr
alternates: [en, de, it, pt]
---

# Transformer les valeurs importées dans le mapping des connecteurs

Configurez des transformations dans le mapping pour normaliser les valeurs importées depuis vos connecteurs.

> **Info:** Les transformateurs de mapping permettent de modifier une valeur venant d'un connecteur avant de l'importer dans Signitic.

## Quand l'utiliser

Utilisez cette option si les données de l'annuaire source ne sont pas au bon format pour vos signatures, par exemple pour passer un service en majuscules ou remplacer une valeur par une autre.

La transformation s'applique dans Signitic uniquement. Elle ne modifie pas la donnée stockée dans Google Workspace, Microsoft 365 ou un autre connecteur.

## Où configurer une transformation

1\. Ouvrez **Paramètres > Connecteurs**. 2. Sélectionnez un connecteur qui possède un onglet **Mapping**. 3. Ouvrez l'onglet **Mapping**. 4. Sur l'attribut concerné, choisissez **Importer et transformer la valeur**. 5. Cliquez sur **Éditer la transformation**.

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)

## Transformations disponibles

Deux types de transformation sont disponibles :

-   **Changer la casse** pour mettre la valeur en minuscules ou en majuscules.
    
-   **Remplacer une valeur** pour remplacer une chaîne précise par une autre.
    
-   Diviser et extraire des valeurs.
    

Vous pouvez enchaîner plusieurs transformations sur une même valeur. Elles sont appliquées dans l'ordre affiché dans la modale.

## Vérifier le résultat

La modale affiche un exemple de résultat avant validation. Utilisez cet aperçu pour vérifier que la valeur importée aura le format attendu dans Signitic.

## Questions fréquentes

Est-ce que la transformation s'applique à un seul utilisateur ?

Non. Elle s'applique au mapping du connecteur et donc à tous les utilisateurs importés par ce mapping.

Pourquoi ma donnée n'est pas transformée ?

Vérifiez que la ligne est en mode **Importer et transformer la valeur**, puis que la transformation a bien été configurée et appliquée.