| disparition somme prélèvement | |
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Auteur | Message |
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papin ***
Nombre de messages : 1203 Age : 42 Localisation : Dernière île avant la banquise Date d'inscription : 01/09/2008
| Sujet: disparition somme prélèvement Jeu 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, | |
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Héjonne Gilles Invité
| Sujet: Re: disparition somme prélèvement Jeu 28 Mar 2019 - 13:00 | |
| Regarde dans le détail des opérations de la fiche du débiteur concerné par les prélèvements automatiques. |
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papin ***
Nombre de messages : 1203 Age : 42 Localisation : Dernière île avant la banquise Date d'inscription : 01/09/2008
| Sujet: Re: disparition somme prélèvement Jeu 28 Mar 2019 - 13:46 | |
| Dans la fiche du débiteur la somme est en avance antérieure, je n’arrive pas à la récupérer | |
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Héjonne Gilles Invité
| Sujet: Re: disparition somme prélèvement Jeu 28 Mar 2019 - 13:59 | |
| Si tu as une situation comme ci dessous :
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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. |
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Héjonne Gilles Invité
| Sujet: Re: disparition somme prélèvement Jeu 28 Mar 2019 - 14:01 | |
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Héjonne Gilles Invité
| Sujet: Re: disparition somme prélèvement Jeu 28 Mar 2019 - 14:03 | |
| Si tu as une situation comme ci dessus ( ) 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. |
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papin ***
Nombre de messages : 1203 Age : 42 Localisation : Dernière île avant la banquise Date d'inscription : 01/09/2008
| Sujet: Re: disparition somme prélèvement Jeu 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, | |
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Héjonne Gilles Invité
| Sujet: Re: disparition somme prélèvement Jeu 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 |
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papin ***
Nombre de messages : 1203 Age : 42 Localisation : Dernière île avant la banquise Date d'inscription : 01/09/2008
| Sujet: Re: disparition somme prélèvement Jeu 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 | |
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coffeeman ******
Nombre de messages : 4926 Age : 53 Localisation : Derrière les barreaux... Date d'inscription : 18/05/2006
| Sujet: Re: disparition somme prélèvement Jeu 28 Mar 2019 - 16:13 | |
| C'est pas dans ton encaissement pour ordre? | |
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Winnie Admin
Nombre de messages : 13583 Age : 98 Localisation : La Forêt des Rêves Bleus, ou à la masse, au choix Date d'inscription : 11/03/2008
| Sujet: Re: disparition somme prélèvement Jeu 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 | |
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