{"id":8991,"date":"2026-01-02T03:39:34","date_gmt":"2026-01-02T03:39:34","guid":{"rendered":"https:\/\/marabella.net\/?p=8991"},"modified":"2026-10-03T13:34:39","modified_gmt":"2026-10-03T13:34:39","slug":"calcul-des-limites-de-depot-quick-win-apres-une-transaction-remboursee","status":"publish","type":"post","link":"https:\/\/marabella.net\/es\/calcul-des-limites-de-depot-quick-win-apres-une-transaction-remboursee\/","title":{"rendered":"Calcul des limites de d\u00e9p\u00f4t quick win apr\u00e8s une transaction rembours\u00e9e"},"content":{"rendered":"<p>Apr\u00e8s un remboursement, le montant r\u00e9ellement disponible pour un nouveau d\u00e9p\u00f4t quick win peut sembler difficile \u00e0 comprendre. Il faut distinguer le d\u00e9p\u00f4t initial, le remboursement, le turnover exig\u00e9 et les plafonds de paiement publi\u00e9s. Cette m\u00e9thode permet d\u2019\u00e9viter un calcul trop optimiste et de v\u00e9rifier les conditions avant de rejouer. Pour comparer les informations utiles, <a href=\"https:\/\/croix-chretienne.fr\/\">quick win<\/a> doit \u00eatre examin\u00e9 \u00e0 partir des r\u00e8gles de caisse et de bonus, pas seulement du solde affich\u00e9.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"quick win\" border=\"0\" \/><\/p>\n<h2>Comment recalculer un d\u00e9p\u00f4t quick win apr\u00e8s un remboursement<\/h2>\n<p>Un remboursement ne signifie pas automatiquement que la limite de d\u00e9p\u00f4t est r\u00e9initialis\u00e9e. Il faut d\u2019abord identifier la somme qui a r\u00e9ellement \u00e9t\u00e9 revers\u00e9e, le moyen de paiement utilis\u00e9 et le statut de la transaction dans la caisse. Les pages publiques indiquent aussi que les fonds d\u00e9pos\u00e9s doivent g\u00e9n\u00e9ralement \u00eatre mis\u00e9s au moins une fois avant un retrait.<\/p>\n<h3>La formule de base \u00e0 appliquer<\/h3>\n<p>Commencez par noter le d\u00e9p\u00f4t confirm\u00e9, puis soustrayez le montant effectivement rembours\u00e9. Si 200 \u20ac ont \u00e9t\u00e9 d\u00e9pos\u00e9s et que 80 \u20ac ont \u00e9t\u00e9 rembours\u00e9s, le montant net engag\u00e9 est de 120 \u20ac. Ce calcul comptable ne garantit toutefois pas qu\u2019un nouveau bonus sera disponible : un retrait ou un remboursement peut modifier l\u2019\u00e9ligibilit\u00e9 \u00e0 une offre active.<\/p>\n<p>La r\u00e8gle de turnover du d\u00e9p\u00f4t est particuli\u00e8rement importante. Les conditions pr\u00e9voient une mise minimale de 1 fois le d\u00e9p\u00f4t avant un retrait. Si elle n\u2019est pas respect\u00e9e, le site se r\u00e9serve le droit d\u2019annuler certains gains et de retenir 10 % du dernier d\u00e9p\u00f4t, avec un minimum de 0,50 \u20ac. Pour une carte bancaire ou un virement bancaire, le texte mentionne 15 %.<\/p>\n<h3>Ne pas confondre plafond de d\u00e9p\u00f4t et plafond de retrait<\/h3>\n<p>Un plafond de retrait limite la somme envoy\u00e9e au client ; il ne constitue pas n\u00e9cessairement une limite de d\u00e9p\u00f4t. Le niveau VIP 1 affiche par exemple 500 \u20ac par jour et 7 000 \u20ac par mois pour les retraits, tandis que le niveau VIP 5 affiche 1 500 \u20ac par jour et 20 000 \u20ac par mois. Ces montants peuvent d\u00e9pendre du pays, du statut et des contr\u00f4les.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment \u00e0 v\u00e9rifier<\/th>\n<th>R\u00e8gle ou montant publi\u00e9<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Turnover du d\u00e9p\u00f4t<\/td>\n<td>1 fois le d\u00e9p\u00f4t avant retrait<\/td>\n<\/tr>\n<tr>\n<td>Retenue possible en cas de turnover non atteint<\/td>\n<td>10 %, minimum 0,50 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Retenue indiqu\u00e9e pour carte ou virement<\/td>\n<td>15 %<\/td>\n<\/tr>\n<tr>\n<td>Retraits VIP 1<\/td>\n<td>500 \u20ac par jour, 7 000 \u20ac par mois<\/td>\n<\/tr>\n<tr>\n<td>Retraits VIP 3<\/td>\n<td>800 \u20ac par jour, 12 000 \u20ac par mois<\/td>\n<\/tr>\n<tr>\n<td>Retraits VIP 5<\/td>\n<td>1 500 \u20ac par jour, 20 000 \u20ac par mois<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>V\u00e9rifications \u00e0 faire avant de rejouer apr\u00e8s un remboursement<\/h2>\n<p>La meilleure approche consiste \u00e0 traiter le remboursement comme une op\u00e9ration \u00e0 v\u00e9rifier, et non comme un cr\u00e9dit automatiquement r\u00e9utilisable. Les conditions indiquent que les remboursements sont g\u00e9n\u00e9ralement indisponibles une fois le d\u00e9p\u00f4t ou le bonus mis\u00e9. Les cas techniques doivent \u00eatre signal\u00e9s dans les 24 heures et restent soumis aux contr\u00f4les d\u2019identit\u00e9 et d\u2019adresse.<\/p>\n<h3>Checklist pratique pour un calcul fiable<\/h3>\n<p>Avant de confirmer un nouveau d\u00e9p\u00f4t, r\u00e9unissez les informations visibles dans l\u2019historique et dans la section des bonus. Cette v\u00e9rification est utile pour un joueur qui cherche quick win french, quick win paris ou quick win forum, car les discussions externes ne remplacent pas les conditions affich\u00e9es sur le compte.<\/p>\n<ul>\n<li>Confirmez que le remboursement est bien finalis\u00e9, et non encore en attente.<\/li>\n<li>Soustrayez le remboursement re\u00e7u du d\u00e9p\u00f4t concern\u00e9 pour obtenir le montant net.<\/li>\n<li>V\u00e9rifiez si un bonus ou ses gains associ\u00e9s ont \u00e9t\u00e9 annul\u00e9s apr\u00e8s la demande.<\/li>\n<li>Contr\u00f4lez le turnover restant, le moyen de paiement et les limites visibles.<\/li>\n<li>Demandez au support une confirmation \u00e9crite en cas de solde incoh\u00e9rent.<\/li>\n<\/ul>\n<p>Le site indique que les retraits peuvent rester en attente pendant les contr\u00f4les d\u2019identit\u00e9, de solde, de provenance des fonds ou de conformit\u00e9. La page d\u2019aide \u00e9voque g\u00e9n\u00e9ralement 24 \u00e0 48 heures pour la v\u00e9rification apr\u00e8s r\u00e9ception des documents, alors que les conditions g\u00e9n\u00e9rales pr\u00e9voient normalement jusqu\u2019\u00e0 10 jours et parfois davantage.<\/p>\n<h2>Conclusion<\/h2>\n<p>Pour calculer une nouvelle capacit\u00e9 de d\u00e9p\u00f4t apr\u00e8s une transaction rembours\u00e9e, utilisez le montant effectivement retourn\u00e9, puis v\u00e9rifiez s\u00e9par\u00e9ment le turnover, les bonus et les plafonds de caisse. Un remboursement ne recr\u00e9e pas forc\u00e9ment une offre ni une limite disponible. Avant de jouer, consultez l\u2019historique, gardez les preuves de paiement et demandez une r\u00e9ponse au support si les r\u00e8gles affich\u00e9es se contredisent.<\/p>\n<h2>Frequently Asked Questions<\/h2>\n<p>Ces r\u00e9ponses r\u00e9sument les points qui posent le plus souvent probl\u00e8me lorsqu\u2019un remboursement intervient avant un nouveau d\u00e9p\u00f4t.<\/p>\n<h3>Un remboursement r\u00e9initialise-t-il la limite de d\u00e9p\u00f4t quick win ?<\/h3>\n<p>Pas n\u00e9cessairement. Les informations publiques ne confirment pas une r\u00e9initialisation automatique. La limite visible peut d\u00e9pendre du moyen de paiement, du compte, du statut et des contr\u00f4les en cours. Il faut donc distinguer le montant rembours\u00e9 du plafond r\u00e9ellement autoris\u00e9 dans la caisse.<\/p>\n<h3>Que se passe-t-il si je retire avant d\u2019avoir termin\u00e9 le turnover ?<\/h3>\n<p>Le retrait peut annuler le bonus et les gains associ\u00e9s selon l\u2019offre. Pour un d\u00e9p\u00f4t non soumis \u00e0 un bonus, les conditions pr\u00e9voient au moins une mise du d\u00e9p\u00f4t. Si cette exigence n\u2019est pas satisfaite, une retenue peut s\u2019appliquer conform\u00e9ment aux r\u00e8gles bancaires publi\u00e9es.<\/p>\n<h3>Combien de retraits peuvent rester en attente ?<\/h3>\n<p>Le compte peut comporter au maximum trois retraits simultan\u00e9ment en attente. La demande peut ensuite \u00eatre examin\u00e9e sous trois jours ouvr\u00e9s lorsque les conditions et contr\u00f4les sont termin\u00e9s. Le d\u00e9lai d\u2019arriv\u00e9e d\u00e9pend du moyen utilis\u00e9 : quelques instants pour un portefeuille \u00e9lectronique ou trois \u00e0 cinq jours ouvr\u00e9s pour une banque.<\/p>","protected":false},"excerpt":{"rendered":"<p>Apr\u00e8s un remboursement, le montant r\u00e9ellement disponible pour un nouveau d\u00e9p\u00f4t quick win peut sembler difficile \u00e0 comprendre. Il faut distinguer le d\u00e9p\u00f4t initial, le remboursement, le turnover exig\u00e9 et les plafonds de paiement publi\u00e9s. Cette m\u00e9thode permet d\u2019\u00e9viter un calcul trop optimiste et de v\u00e9rifier les conditions avant de rejouer. Pour comparer les informations [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"_jetpack_newsletter_access":"","_jetpack_dont_email_post_to_subs":false,"_jetpack_newsletter_tier_id":0,"_jetpack_memberships_contains_paywalled_content":false,"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[1],"tags":[],"class_list":["post-8991","post","type-post","status-publish","format-standard","hentry","category-blog"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.7 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Calcul des limites de d\u00e9p\u00f4t quick win apr\u00e8s une transaction rembours\u00e9e - Marabella<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/marabella.net\/es\/calcul-des-limites-de-depot-quick-win-apres-une-transaction-remboursee\/\" \/>\n<meta property=\"og:locale\" content=\"es_MX\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Calcul des limites de d\u00e9p\u00f4t quick win apr\u00e8s une transaction rembours\u00e9e - Marabella\" \/>\n<meta property=\"og:description\" content=\"Apr\u00e8s un remboursement, le montant r\u00e9ellement disponible pour un nouveau d\u00e9p\u00f4t quick win peut sembler difficile \u00e0 comprendre. 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