Forum des gestionnaires d’EPLE
Bienvenue dans le forum des gestionnaires et personnels d'intendance des EPLE !
Forum des gestionnaires d’EPLE
Bienvenue dans le forum des gestionnaires et personnels d'intendance des EPLE !
Forum des gestionnaires d’EPLE
Vous souhaitez réagir à ce message ? Créez un compte en quelques clics ou connectez-vous pour continuer.
Forum des gestionnaires d’EPLE


 
AccueilAccueil  PortailPortail  RechercherRechercher  S'enregistrerS'enregistrer  Connexion  
Le Deal du moment : -28%
Précommande : Smartphone Google Pixel 8a 5G ...
Voir le deal
389 €

Poster un nouveau sujet   Répondre au sujet
 

 disparition somme prélèvement

Aller en bas 
3 participants
AuteurMessage
papin
***
***
papin


Nombre de messages : 1200
Age : 41
Localisation : Dernière île avant la banquise
Date d'inscription : 01/09/2008

disparition somme prélèvement  Empty
MessageSujet: disparition somme prélèvement    disparition somme prélèvement  Icon_minitimeJeu 28 Mar 2019 - 12:42

Bonjour,

Lors de mon ajustement, je n'ai pas remboursé une famille qui avait été trop prélevé (100 euros) car elle me devait une créance de voyage.
J'ai donc cocher non lorsqu'il a fallu rembourser.

Seulement, la somme de 100 euros est bien dans la créance antérieure mais elle a disparu de mon état de solde de compte; je ne la retrouve pas.

Est ce que quelqu'un a déjà eu ce problème et aurait une astuce à me donner.
Cordialement,
Revenir en haut Aller en bas
Héjonne Gilles
Invité




disparition somme prélèvement  Empty
MessageSujet: Re: disparition somme prélèvement    disparition somme prélèvement  Icon_minitimeJeu 28 Mar 2019 - 13:00

Regarde dans le détail des opérations de la fiche du débiteur concerné par les prélèvements automatiques.
Revenir en haut Aller en bas
papin
***
***
papin


Nombre de messages : 1200
Age : 41
Localisation : Dernière île avant la banquise
Date d'inscription : 01/09/2008

disparition somme prélèvement  Empty
MessageSujet: Re: disparition somme prélèvement    disparition somme prélèvement  Icon_minitimeJeu 28 Mar 2019 - 13:46

Dans la fiche du débiteur la somme est en avance antérieure, je n’arrive pas à la récupérer
Revenir en haut Aller en bas
Héjonne Gilles
Invité




disparition somme prélèvement  Empty
MessageSujet: Re: disparition somme prélèvement    disparition somme prélèvement  Icon_minitimeJeu 28 Mar 2019 - 13:59

Si tu as une situation comme ci dessous :

[img]data:image/png;base64,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[/img]

Il te suffit de saisir 100 dans "Sommes dégagées" ou de mettre à zéro "Avances Ex. Ant." et puis de passer les écritures manuelles en compta. D4191/C581 puis FQE pour ordre sur la créance.
Revenir en haut Aller en bas
Héjonne Gilles
Invité




disparition somme prélèvement  Empty
MessageSujet: Re: disparition somme prélèvement    disparition somme prélèvement  Icon_minitimeJeu 28 Mar 2019 - 14:01

disparition somme prélèvement  +ZmCgsAAAAAElFTkSuQmCC
Revenir en haut Aller en bas
Héjonne Gilles
Invité




disparition somme prélèvement  Empty
MessageSujet: Re: disparition somme prélèvement    disparition somme prélèvement  Icon_minitimeJeu 28 Mar 2019 - 14:03

Si tu as une situation comme ci dessus ( Embarassed )

Il te suffit de saisir 100 dans "Sommes dégagées" ou de mettre à zéro "Avances Ex. Ant." et puis de passer les écritures manuelles en compta. D4191/C581 puis FQE pour ordre sur la créance.
Revenir en haut Aller en bas
papin
***
***
papin


Nombre de messages : 1200
Age : 41
Localisation : Dernière île avant la banquise
Date d'inscription : 01/09/2008

disparition somme prélèvement  Empty
MessageSujet: Re: disparition somme prélèvement    disparition somme prélèvement  Icon_minitimeJeu 28 Mar 2019 - 14:39

je vous remercie,

j'ai bien 100 euros à avance exercice ant mais si je fais d 4191 et c581, je me retrouve avec le compte 4191 en débit car je n'ai pas la somme de 100 euros au crédit du compte ?

J'avoue être perplexe.


J'ai un solde d'avance de 100 que je ne retrouve pas dans les comptes alors que lon m'a bien demandé de le rembourser à la famille. j'ai mis non, souhaitant le retrouver sur ma classe 4 pour m'en servir.



En fait, lorsque l'on indique non lors de l'ajustement lorsque l'on vous demande de rembourser les familles; j'aimerai savoir comment fait on pour retrouver la somme qui se trouve en avant ex ant sur la classe 4 car je ne l'ai pas où elle devrait être; c'est à dire au crédit du 4191




Cordialement,
Revenir en haut Aller en bas
Héjonne Gilles
Invité




disparition somme prélèvement  Empty
MessageSujet: Re: disparition somme prélèvement    disparition somme prélèvement  Icon_minitimeJeu 28 Mar 2019 - 14:59

soit la somme de 100eur est dans la case "solde avances" entourée en vert sur l'image dans le précédent post et donc elle est au 4191, soit elle a été remboursée et alors elle est au 4664 ou partie vraiment par le 5159 puis le 5151 il faut suivre les écritures et pointer le détail des opérations à chaque étape
Revenir en haut Aller en bas
papin
***
***
papin


Nombre de messages : 1200
Age : 41
Localisation : Dernière île avant la banquise
Date d'inscription : 01/09/2008

disparition somme prélèvement  Empty
MessageSujet: Re: disparition somme prélèvement    disparition somme prélèvement  Icon_minitimeJeu 28 Mar 2019 - 15:26

Ah...

je viens de m'apercevoir que j'ai fait l'écriture manuellement l'année dernière et comme j'ai pas décoché l'avance sur le logiciel de prélèvement, je le retrouve cette année!!!!!!!

le truc, c'est que si on ne recoche pas le prélèvement à l'ajustement, l'encaissement pour ordre ne se fait pas automatiquement.


Dernière édition par papin le Jeu 28 Mar 2019 - 16:34, édité 2 fois
Revenir en haut Aller en bas
coffeeman
******
******
coffeeman


Nombre de messages : 4896
Age : 53
Localisation : Derrière les barreaux...
Date d'inscription : 18/05/2006

disparition somme prélèvement  Empty
MessageSujet: Re: disparition somme prélèvement    disparition somme prélèvement  Icon_minitimeJeu 28 Mar 2019 - 16:13

C'est pas dans ton encaissement pour ordre?
Revenir en haut Aller en bas
http://www.espaceple.org
Winnie
Admin
Admin
Winnie


Nombre de messages : 13576
Age : 97
Localisation : La Forêt des Rêves Bleus, ou à la masse, au choix
Date d'inscription : 11/03/2008

disparition somme prélèvement  Empty
MessageSujet: Re: disparition somme prélèvement    disparition somme prélèvement  Icon_minitimeJeu 28 Mar 2019 - 23:04

Le total de la liste des avances éditée dans le suivi des débiteurs correspond bien au solde du 4191 où se trouvent les avances de prélèvement ?

_________________
Je préfére que l'on dise de moi "il est ch...t, mais c'est un bon" que "il est sympa, mais un peu juste." (©️ N@n@rd )
La confiance n'exclut pas le contrôle, elle s'en nourrit. (©️ Hippos, 15/12/2010)
.

Temps de travail des personnels Etat
Revenir en haut Aller en bas
Contenu sponsorisé





disparition somme prélèvement  Empty
MessageSujet: Re: disparition somme prélèvement    disparition somme prélèvement  Icon_minitime

Revenir en haut Aller en bas
 
disparition somme prélèvement
Revenir en haut 
Page 1 sur 1
 Sujets similaires
-
» Arrêté à la somme de:...
» Écritures 131X-139
» COFI ET SOMME A DETERMINER
» Sconet: pas d'avis quand somme due = 0 ?
» SOMME PERCUE A TORT

Permission de ce forum:Vous pouvez répondre aux sujets dans ce forum
Forum des gestionnaires d’EPLE :: Gestionnaires d'EPLE :: Gestion budgétaire et comptable.-
Poster un nouveau sujet   Répondre au sujetSauter vers: