Bonjour,
Notre environnement est le suivant:
- Koxo en utilisation multisite
- Pour chaque collège: 1 serveur fichiers pédagogique + Koxo - 1 serveur de fichiers administratif - 1 contrôleur de domaine
- Tous les serveurs en Windows 2016 Standard en machines virtuelles
- Version 3.9.9.1 de Koxo
Nous avons eu un échec lors de la mise à jour en V 3.9.9.1 (raison inconnue, Koxo n'était pas ouvert), ce qui a résulté à ne nombreux messages d'erreur au démarrage suivant (erreurs de liaison entre les bases, les scripts des groupes primaires étaient version 5 DFS au lieu du modèle multisite 5 bis, paramètres des espaces des lieux de stockage remis par défaut etc...).
J'ai pu manuellement résoudre la plupart des problèmes (plus d'erreur de lien entre les bases, remise en place des bons modèles et script pour chaque groupe primaire, correction des espaces de stockage). Par contre nous nous sommes retrouvés avec le groupe primaire Elèves en double, un avec le script en version multisite 5 bis, et un deuxième en version 5 DFS.
En supprimant le groupe primaire 5DFS, celui en 5 bis s'est retrouvé vidé de toutes le classes et de tous les compte élèves:
[img]data:image/png;base64,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[/img]
L'OU correspondante est bien sûr toujours présente dans l'AD ainsi que tous les comptes élèves.
Comment puis je réimporter les groupes secondaires des classes et les comptes élèves ? dois je faire un nouvel import des élèves depuis un csv de base SIECLE ?
Merci d'avance de votre aide.
Cordialement.