{"id":3006,"date":"2026-02-13T17:47:08","date_gmt":"2026-02-13T16:47:08","guid":{"rendered":"https:\/\/regenerating.dk\/spinbara-comprendre-le-calcul-du-cashback-sur-les-pertes-nettes\/"},"modified":"2026-02-13T17:47:08","modified_gmt":"2026-02-13T16:47:08","slug":"spinbara-comprendre-le-calcul-du-cashback-sur-les-pertes-nettes","status":"publish","type":"post","link":"https:\/\/regenerating.dk\/en\/spinbara-comprendre-le-calcul-du-cashback-sur-les-pertes-nettes\/","title":{"rendered":"Spinbara : comprendre le calcul du cashback sur les pertes nettes"},"content":{"rendered":"<p>Le cashback de Spinbara repose sur une id\u00e9e simple en apparence : une partie des pertes nettes peut \u00eatre revers\u00e9e apr\u00e8s une p\u00e9riode donn\u00e9e. Pourtant, le calcul tient compte des gains, des retraits, des bonus et du solde du compte. Avant de choisir <a href=\"https:\/\/spinbaraonline.fr\/\">spinbara casino<\/a>, il vaut mieux comprendre quelles op\u00e9rations entrent r\u00e9ellement dans le calcul et lesquelles peuvent r\u00e9duire ou supprimer le remboursement.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"spinbara\" border=\"0\" \/><\/p>\n<h2>Spinbara et le calcul des pertes nettes<\/h2>\n<p>Le cashback n\u2019est pas calcul\u00e9 sur toutes les mises cumul\u00e9es. La base annonc\u00e9e correspond aux pertes nettes de casino sur la p\u00e9riode concern\u00e9e. Le r\u00e9sultat d\u00e9pend donc de l\u2019\u00e9cart entre les sommes perdues et les gains r\u00e9alis\u00e9s, avec plusieurs ajustements pr\u00e9vus dans les conditions de l\u2019offre.<\/p>\n<h3>Quels montants sont pris en compte ?<\/h3>\n<p>Pour \u00e9tablir la perte nette, Spinbara d\u00e9duit notamment les gains, les cr\u00e9dits promotionnels et les retraits du montant disponible sur le compte. Les paris encore ouverts peuvent aussi modifier le r\u00e9sultat final. Une perte affich\u00e9e pendant la journ\u00e9e ne garantit donc pas un cashback d\u00e9finitif si un pari ou une session de jeu reste en cours.<\/p>\n<p>Le Daily Cashback fonctionne avec un cycle d\u2019activation de quatre semaines. Le calcul se fait sur une journ\u00e9e d\u00e9finie, de 19 h \u00e0 18 h 59 selon l\u2019heure de r\u00e9f\u00e9rence indiqu\u00e9e par la plateforme. Le cr\u00e9dit est ensuite pr\u00e9vu \u00e0 23 h, apr\u00e8s v\u00e9rification du r\u00e9sultat. Le joueur doit donc v\u00e9rifier les r\u00e8gles du cycle actif plut\u00f4t que de se fier uniquement au solde visible.<\/p>\n<h3>Les taux varient selon le niveau VIP<\/h3>\n<p>Le pourcentage d\u00e9pend du statut VIP. Le niveau 2 pr\u00e9voit 3 % de cashback casino, le niveau 3 5 %, le niveau 4 10 % et le niveau 5 15 %. Le minimum de perte calcul\u00e9e est fix\u00e9 \u00e0 1,50 CAD et le plafond quotidien atteint 600 CAD au niveau 5. Chaque cr\u00e9dit reste soumis \u00e0 une mise de 1\u00d7 avant un retrait.<\/p>\n<p>Le programme Live Cashback suit une logique diff\u00e9rente : il concerne les mises en argent r\u00e9el au casino en direct, apr\u00e8s d\u00e9duction des gains. Le taux affich\u00e9 est de 25 %, avec un minimum et un maximum propres \u00e0 cette promotion. Il ne faut donc pas m\u00e9langer ce m\u00e9canisme avec le cashback quotidien des machines \u00e0 sous.<\/p>\n<h2>Transactions exclues et points \u00e0 v\u00e9rifier sur Spinbara<\/h2>\n<p>La notion de perte nette ne transforme pas toutes les transactions en pertes admissibles. Les bonus, les retraits et certains mouvements de solde peuvent r\u00e9duire le montant retenu. Cette distinction explique pourquoi un joueur peut voir une baisse importante de son solde sans recevoir un cashback \u00e9quivalent.<\/p>\n<h3>Op\u00e9rations qui peuvent r\u00e9duire ou annuler le cashback<\/h3>\n<p>Les conditions pr\u00e9voient une formule qui d\u00e9duit les gains, les cr\u00e9dits bonus, les retraits et le solde courant, y compris les mises ouvertes. Les transactions financ\u00e9es par un bonus ne doivent donc pas \u00eatre assimil\u00e9es automatiquement \u00e0 des pertes en argent r\u00e9el. Une promotion active peut \u00e9galement imposer ses propres r\u00e8gles d\u2019\u00e9ligibilit\u00e9.<\/p>\n<p>Voici les principaux \u00e9l\u00e9ments \u00e0 contr\u00f4ler avant de compter sur un remboursement :<\/p>\n<ul>\n<li>les gains obtenus pendant la p\u00e9riode de calcul ;<\/li>\n<li>les retraits d\u00e9j\u00e0 effectu\u00e9s ou en cours de traitement ;<\/li>\n<li>les cr\u00e9dits promotionnels et les bonus encore actifs ;<\/li>\n<li>les mises ouvertes qui n\u2019ont pas encore \u00e9t\u00e9 r\u00e9gl\u00e9es ;<\/li>\n<li>le minimum de perte et le plafond pr\u00e9vus par le niveau VIP ;<\/li>\n<li>la n\u00e9cessit\u00e9 d\u2019activer le cashback avant son utilisation.<\/li>\n<\/ul>\n<p>Un retrait peut aussi interrompre l\u2019acc\u00e8s \u00e0 une offre de bonus li\u00e9e au compte. Si vous cherchez une information sur un spinbara retrait en attente, il faut distinguer le d\u00e9lai de paiement du calcul du cashback : une demande en cours peut appara\u00eetre dans les ajustements de la formule, sans constituer un nouveau droit au remboursement.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment du programme<\/th>\n<th>R\u00e8gle publi\u00e9e<\/th>\n<th>Cons\u00e9quence pratique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Niveau VIP 2<\/td>\n<td>3 % de cashback casino<\/td>\n<td>Le taux d\u00e9pend du statut actif<\/td>\n<\/tr>\n<tr>\n<td>Niveau VIP 3<\/td>\n<td>5 % de cashback casino<\/td>\n<td>Le remboursement reste li\u00e9 aux pertes nettes<\/td>\n<\/tr>\n<tr>\n<td>Niveau VIP 4<\/td>\n<td>10 % de cashback casino<\/td>\n<td>Les bonus et gains sont d\u00e9duits<\/td>\n<\/tr>\n<tr>\n<td>Niveau VIP 5<\/td>\n<td>15 %, jusqu\u2019\u00e0 600 CAD<\/td>\n<td>Le plafond limite le cr\u00e9dit quotidien<\/td>\n<\/tr>\n<tr>\n<td>Cashback quotidien<\/td>\n<td>Minimum de 1,50 CAD<\/td>\n<td>Une petite perte peut ne rien produire<\/td>\n<\/tr>\n<tr>\n<td>Lib\u00e9ration du cr\u00e9dit<\/td>\n<td>Mise de 1\u00d7<\/td>\n<td>Le cashback doit \u00eatre rejou\u00e9 avant le retrait<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>La plateforme indique aussi que le cashback est une offre r\u00e9serv\u00e9e aux comptes admissibles. Les r\u00e8gles peuvent changer selon la campagne, le produit utilis\u00e9 et le niveau du joueur. Les intitul\u00e9s promotionnels doivent donc \u00eatre lus avec leurs conditions d\u00e9taill\u00e9es, surtout lorsque plusieurs versions d\u2019une m\u00eame offre apparaissent sur le site.<\/p>\n<h2>Conclusion : calculer le cashback avec prudence<\/h2>\n<p>Le cashback de Spinbara ne correspond pas \u00e0 un simple pourcentage de toutes les mises. Il d\u00e9pend des pertes nettes r\u00e9ellement retenues, des gains, des bonus, des retraits et des paris non r\u00e9gl\u00e9s. Le meilleur r\u00e9flexe consiste \u00e0 noter le solde de d\u00e9part, les d\u00e9p\u00f4ts, les gains et les retraits, puis \u00e0 v\u00e9rifier le montant final dans la section des promotions. Cette m\u00e9thode aide aussi \u00e0 rep\u00e9rer les \u00e9carts avant de contacter l\u2019assistance.<\/p>\n<h2>Questions fr\u00e9quentes<\/h2>\n<p>Les r\u00e8gles de cashback peuvent sembler techniques. Ces r\u00e9ponses r\u00e9sument les points les plus utiles avant l\u2019activation d\u2019une offre.<\/p>\n<h3>Le cashback Spinbara est-il calcul\u00e9 sur toutes les mises ?<\/h3>\n<p>Non. Le programme s\u2019appuie sur les pertes nettes admissibles, et non sur le total des mises. Les gains, les bonus, les retraits et les paris ouverts peuvent modifier le r\u00e9sultat. Le casino en direct dispose \u00e9galement d\u2019un m\u00e9canisme s\u00e9par\u00e9 du cashback quotidien.<\/p>\n<h3>Pourquoi une perte visible ne g\u00e9n\u00e8re-t-elle aucun cashback ?<\/h3>\n<p>La perte peut \u00eatre inf\u00e9rieure au minimum requis, compens\u00e9e par un gain ou influenc\u00e9e par un bonus actif. Un retrait ou une mise encore ouverte peut aussi modifier le calcul final. Il faut attendre le r\u00e8glement de la p\u00e9riode et consulter le d\u00e9tail de l\u2019offre.<\/p>\n<h3>Peut-on retirer imm\u00e9diatement un cashback cr\u00e9dit\u00e9 ?<\/h3>\n<p>Pas n\u00e9cessairement. Le cashback doit g\u00e9n\u00e9ralement satisfaire une condition de mise de 1\u00d7 avant le retrait. Le compte peut aussi faire l\u2019objet de contr\u00f4les d\u2019\u00e9ligibilit\u00e9. V\u00e9rifiez toujours le statut du cr\u00e9dit dans votre espace personnel avant de lancer une demande.<\/p>","protected":false},"excerpt":{"rendered":"<p>Le cashback de Spinbara repose sur une id\u00e9e simple en apparence : une partie des pertes nettes peut \u00eatre revers\u00e9e apr\u00e8s une p\u00e9riode donn\u00e9e. Pourtant, le calcul tient compte des gains, des retraits, des bonus et du solde du compte. Avant de choisir spinbara casino, il vaut mieux comprendre quelles op\u00e9rations entrent r\u00e9ellement dans le [&hellip;]<\/p>\n","protected":false},"author":6,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","footnotes":""},"categories":[1],"tags":[],"class_list":["post-3006","post","type-post","status-publish","format-standard","hentry","category-ikke-kategoriseret"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.6 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Spinbara : comprendre le calcul du cashback sur les pertes nettes - ReGenerating<\/title>\n<meta name=\"robots\" content=\"noindex, follow\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Spinbara : comprendre le calcul du cashback sur les pertes nettes - ReGenerating\" \/>\n<meta property=\"og:description\" content=\"Le cashback de Spinbara repose sur une id\u00e9e simple en apparence : une partie des pertes nettes peut \u00eatre revers\u00e9e apr\u00e8s une p\u00e9riode donn\u00e9e. 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