COL1
VALEUR A CORRIGER
CORRECTION
FindAny
Replace
Rechercher Remplacer mais avec colonne cible passée en paramètre
Rechercher Remplacer mais avec colonne cible passée en paramètre
Entrée
E
AAA
BBB
CCC
1
BAD
TRES BAD
BBB
3
CCC
BAD
TRES BAD
4
TRES BAD
CCC
BAD
89
Fichier source
Fichier source
E Input
Mapping
M
BAD
GOOD
TRES BAD
TRES GOOD
Table de mapping multi colonne
Table de mapping multi colonne
M Input
Mettre à jour la valeur
Sortie
Sortie
Output
Paramètre de contrôle (21)
Cette macro permet de passer la colonne à traiter en paramètre d'entrée. Rien ne change hormis cette entrée.
Uniquement utile si on veut rendre dynamique un Rechercher Remplacer
Attention cela ne fonctionne qu'avec 1 et 1 seule colonne en entrée.
Voir la macro RechercherRemplacerIteratif.yxmc qui la package et lui envoie plusieurs colonnes à la suite via une boucle.
==== Usage ====
Effectue un Rechercher /Remplacer sur la colonne passée en paramètre.
?: Colonne à traiter au format texte. 1 et 1 seule
E: Entrée de donnée sur laquelle on veut appliquer le Rechercher/ Remplacer
M: Table de mapping avec une colonne VALEUR A CORRIGER qui contient les erreurs à corriger et CORRECTION qui contient les corrections à passer pour ces erreurs
Il faut mapper ces 2 colonnes VALEUR A CORRIGER et CORRECTTION aux bonnes colonne de votre table de mapping.
+ celle qui contient la ligne avec le nom de la colonne
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
Rechercher Remplacer unitaire paramétrable
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ControlParam.Paramètre de contrôle (21)
RechercherRemplacerParametrable
Effectue un Rechercher /Remplacer sur la colonne passée en paramètre.
?: Colonne à traiter au format texte. 1 et 1 seule
E: Entrée de donnée sur laquelle on veut appliquer le Rechercher/ Remplacer
M: Table de mapping avec une colonne VALEUR A CORRIGER qui contient les erreurs à corriger et CORRECTION qui contient les corrections à passer pour ces erreurs
Il faut mapper ces 2 colonnes VALEUR A CORRIGER et CORRECTTION aux bonnes colonne de votre table de mapping.
+ celle qui contient la ligne avec le nom de la colonne
Stéphane Portier
NoCondition
(Always Run)
UpdateValue
Simple
4/FieldFind
Tab
Questions
Onglet (8)
MacroInput
Entrée de macro (6)
MacroInput
Entrée de macro (7)
MacroOutput
Sortie de macro (16)
ControlParam
Colonne à traiter
Paramètre de contrôle (21)
Macro
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
AllSame
Paramètre de contrôle (21)
Colonne à traiter