Bonjour à tous,
Je vous expose notre problématique. Nous avons un prélèvement FREE sur le compte Trésor. Celui de Décembre 2023 a été prélevé le 02/01/2024...
J'ai donc saisi l'opération sur 2024 sur le console enregistrement des opérations du compte DFT.
Puis en Ordo pour régulariser la dépense, j'ai indiqué la date de la facture FREE du 29/12/2023.... et du coup cela a comptabilisé la dépense en 2023. (j'aurais sans doute dû indique la date de facture au 02/01/24 pour que tout soit sur le même exercice?)
la régularisation de la dépense est allée jusqu'au bout de la procédure.
Mais en consultant le module "clôture dépenses" en comptable et en ordo, il y a une ligne "Gestion des DAO : contrôle de solde de pièces" consultation des pièces de DAO exercice N-1 - incrémenté de 1
lorsqu'on ouvre cette page, on voit un crédit au 472100.
![[résolu]Op@le : DAO et clôture de dépenses 2023 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)
Quelqu'un sait-il si ceci est-il bloquant pour le compte financier?
Merci d'avance