Forum Entraide Surendettement

procédure de surendettement / Commission de Surendettement / autres litiges judiciaires => dossier de surendettement recevable => mesure imposée avec ou sans effacement partiel => Discussion démarrée par: lolocambrai le 16 Décembre 2020 à 18:55:41

Titre: Mesures imposées par la comission
Posté par: lolocambrai le 16 Décembre 2020 à 18:55:41
Bonjour à tous,
J'ai eu une recevabilité en Décembre 2019.
Une proposition de plan en Septembre 2019 que j'ai refusé car notre situation a changé du fait que mon épouse est en invalidité et ne travail plus.
Je viens de recevoir un courrier avec mesures imposées et je ne comprends pas tout.
Total crédit 364713 €
24 mois de avec mensualité 1400 €
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)
Reste 331061 € à la fin des 24 mois

Je comprends que je suis obligé de vendre ma maison et qu'à la fin des 24 mois je n'aurais plus aucun crédit ?
Titre: Mesures imposées par la comission
Posté par: lolocambrai le 16 Décembre 2020 à 18:59:55
J'avais mis une copie d'écran d'un partie du courrier mais il s'efface Je le réécrie ci-dessous :
"La commission préconise que les présentes mesures soient subordonnées à la vente amiable du bien immobilier, au prix du marché local, d'une valeur estimée et déclarée à 230000€. Dans tous les cas, le produit de la vente devra désintéresser en priorité les créanciers bénéficiant de privilèges et ou sureté de biens. Les autres dettes du dossier seront réglées selon l'ordre prévu par les mesures. Des mandats de vente devront être fournis aux créanciers qui en feront la demande.
Titre: Mesures imposées par la comission
Posté par: noirkate le 16 Décembre 2020 à 21:29:27
en fait, vous avez 2 ans pour vendre votre bien immobilier ..Pendant ces 2 ans vous devez payer 1400 € par mois aux créanciers indiqués sur les mesures imposées ..

 si vous vendez votre bien avant ces 2 ans, c'est à la suite de cette vente que vous devrez redéposer un dossier 

Ce nouveau dépôt entrainera une nouvelle recevabilité et de nouvelles mesures imposées pour rembourser le reliquat de vos dettes .

Si au bout des 2 ans le bien n'est pas vendu, vous devrez aussi redéposer et donner les justificatifs de vos actions menées pour vendre ...  La maison partira sans doute en vente aux enchères, d'où la nécessité de tout mettre en oeuvre pour vendre vous même cette maison..
Titre: Mesures imposées par la comission
Posté par: bisane le 17 Décembre 2020 à 20:14:45
Bonjour !


Une petite précision technique :

Citation de: lolocambrai le 16 Décembre 2020 à 18:59:55J'avais mis une copie d'écran d'un partie du courrier mais il s'efface
Non, elle ne s'est pas effacée. On ne peut pas joindre une image au sein d'un message.
Il faut cliquer sur Fichiers joints et autres options, puis joindre le fichier.
Titre: Mesures imposées par la comission
Posté par: lolocambrai le 18 Décembre 2020 à 09:36:54
Bonjour,
Merci pour vos réponses même si j'espérais qu'au terme des 2 ans de remboursement et vente de mon bien immobilier le restant soit effacé. 
Comment ce se passe si je réussis à vendre mon bien dans les 2 ans ? Car je dois me reloger et louer et par conséquent les 1400 € de remboursement plus le loyer ça risque d'être intenable.
Après les 2 ans et ventes comment est calculé la mensualité du solde restant en fonction du coût de mon loyer ?
Titre: Mesures imposées par la comission
Posté par: noirkate le 18 Décembre 2020 à 09:51:50
Comme déjà dit, à l'issue de la vente, vous redéposez un dossier et la commission étudie ce nouveau dossier en prenant en compte vos nouvelles charges et les dettes qu'il vous reste à rembourser .
Titre: Mesures imposées par la comission
Posté par: Ulysse2013 le 18 Décembre 2020 à 11:35:21
Pouuriez vous nous donner les dates exactes de votre dossier?

Avez-vous bien reçu un plan provisoire? Dans l'affirmative, est-il prévu des mensualités de remboursement pendant le plan provisoire?

Pourriez-vous remplir le tableau résumant la situation financière? (https://forum-entraide-surendettement.fr/index.php?topic=2945.msg59051#msg59051)
Titre: Mesures imposées par la comission
Posté par: lolocambrai le 18 Décembre 2020 à 15:17:52
Vous ne pouvez pas voir les fichiers joints de cette section.
Titre: Mesures imposées par la comission
Posté par: lolocambrai le 18 Décembre 2020 à 15:26:39
Vous ne pouvez pas voir les fichiers joints de cette section.
Titre: Mesures imposées par la comission
Posté par: lolocambrai le 18 Décembre 2020 à 15:43:43
Vous ne pouvez pas voir les fichiers joints de cette section.
Titre: Mesures imposées par la comission
Posté par: lolocambrai le 18 Décembre 2020 à 15:46:59
Bonjour,
J'ai joint ci-dessus le courrier reçu cette semaine.
Même si vous m'avez déjà bien éclairé Si vous pouviez m'aider à y voir plus clair se serait gentil..

Merci d'avance.
Titre: Mesures imposées par la comission
Posté par: Ulysse2013 le 18 Décembre 2020 à 15:57:21
Donc, comme dit par Noirkate, vous devrez redéposer un dossier à l'issue de votre plan provisoire et sous réserve que vous ayez vendu votre bien, un nouveau plan sera établi. Votre bien servira à payer vos créancier en partie et une nouvelle mensualité sera calculée afin d'apurer le restant de vos dettes. Si vous ne pouvez pas apurer la totalité de vos dettes en 60 mois (84 mois en tout moins les deux ans de plan provisoire), vous bénéficierez d'un effacement en fin de plan.
Titre: Mesures imposées par la comission
Posté par: bisane le 18 Décembre 2020 à 18:30:15
J'ai enlevé 2 de vos PJ qui n'étaient pas (complètement) anonymisées ! !!-!!


Qu'est-ce qui ne vous paraît pas clair ?
Titre: Mesures imposées par la comission
Posté par: lolocambrai le 20 Décembre 2020 à 09:32:08
Merci pour les suppressions.
Ce qui n'est pas clair c'est 
Comment ça se passe si je vends ma maison avant les 24 mois (exemple 12 mois) pour continuer à rembourser 1400€ et payer un nouveau loyer.
Est -ce qu'après les 24 mois et vente de ma maison il me restera bien 60 mois car dans mes crédits j'ai un crédit immobilier et il me semblait avoir compris que la durée pouvait dans ce cas être allongée ?
Si on en est sur 60 mois je n'arriverais pas à rembourser le restant (environ 100 000 €) avec un loyer et donc est ce que je serais limité en montant pour ma location.
Je me demande si le fait d'être "fiché" me laissera la possibilité de trouver un propriétaire qui veut bien me louer une maison ?
Titre: Mesures imposées par la comission
Posté par: noirkate le 20 Décembre 2020 à 09:51:01
vous redéposerez dès la vente de la maison réalisée, donc au bout d'un an si la maison est vendue au bout d'un  an .

La vente de la maison remboursera d'abord le crédit immobilier

Si en fin de plan, tout n'est pas remboursé, vous aurez un effacement partiel de dettes

Le nouveau plan prendra en compte votre loyer, qui bien sur devra correspondre à la moyenne des loyers de votre ville.

Le fait d'être en surendettement ne regarde absolument aucun bailleur qui ne peut consulter pour vous le fichier banque de France, et n'a pas le droit de vous réclamer des extraits de compte bancaire