{"id":8573,"date":"2026-10-09T03:38:55","date_gmt":"2026-10-08T19:38:55","guid":{"rendered":"https:\/\/imah.org.hk\/?p=8573"},"modified":"2026-10-09T03:38:55","modified_gmt":"2026-10-08T19:38:55","slug":"comment-winaura-casino-calcule-les-exigences-de-mise-multiplicateurs-et-bases-de-calcul","status":"publish","type":"post","link":"https:\/\/imah.org.hk\/id\/comment-winaura-casino-calcule-les-exigences-de-mise-multiplicateurs-et-bases-de-calcul\/","title":{"rendered":"Comment Winaura casino calcule les exigences de mise : multiplicateurs et bases de calcul"},"content":{"rendered":"<p>Comprendre les exigences de mise permet d\u2019\u00e9valuer le co\u00fbt r\u00e9el d\u2019un bonus avant de d\u00e9poser. Sur Winaura casino, le multiplicateur, le montant de r\u00e9f\u00e9rence, la contribution des jeux et les d\u00e9lais d\u00e9terminent la somme \u00e0 jouer avant un retrait. Pour <a href=\"https:\/\/winaura-france.fr\/\">poursuivre vos recherches<\/a>, il faut donc lire les conditions dans leur ensemble, plut\u00f4t que de retenir uniquement le montant affich\u00e9 sur la promotion.<\/p>\n<p><img style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"winaura casino\" border=\"0\" \/><\/p>\n<h2>Winaura casino : quel montant sert de base au calcul ?<\/h2>\n<p>La r\u00e8gle publi\u00e9e pour l\u2019offre casino indique g\u00e9n\u00e9ralement une exigence de 35 fois. Le point essentiel consiste \u00e0 identifier la base retenue : selon les conditions, le bonus et les gains associ\u00e9s sont soumis \u00e0 cette exigence, tandis que la pr\u00e9sentation commerciale peut mettre en avant un d\u00e9p\u00f4t, un bonus ou des tours gratuits. Une lecture attentive du solde bonus est donc indispensable avant de commencer \u00e0 jouer.<\/p>\n<h3>Le multiplicateur de 35 fois<\/h3>\n<p>Un multiplicateur de 35 fois signifie qu\u2019un montant admissible doit \u00eatre mis\u00e9 35 fois. Par exemple, un bonus de 100 \u20ac associ\u00e9 \u00e0 cette r\u00e8gle donne une exigence th\u00e9orique de 3 500 \u20ac. Ce calcul ne correspond pas \u00e0 une perte automatique, mais il expose le joueur \u00e0 une p\u00e9riode de jeu prolong\u00e9e. Les conditions pr\u00e9voient aussi une mise maximale de 5 \u20ac par tour, fonctionnalit\u00e9s achet\u00e9es comprises.<\/p>\n<p>Les offres sont indiqu\u00e9es comme \u00ab sticky \u00bb : le bonus ne devient pas imm\u00e9diatement un solde retir able. Les fonds r\u00e9els sont utilis\u00e9s en premier, et un retrait anticip\u00e9 peut entra\u00eener la perte du bonus ainsi que des gains li\u00e9s. Cette m\u00e9canique change la fa\u00e7on d\u2019\u00e9valuer un bonus, m\u00eame lorsque le montant annonc\u00e9 semble \u00e9lev\u00e9.<\/p>\n<h3>Les limites qui r\u00e9duisent la valeur pratique<\/h3>\n<p>La r\u00e8gle pr\u00e9voit un plafond de gains fix\u00e9 \u00e0 dix fois le bonus. Une prime de 100 \u20ac ne permet donc pas n\u00e9cessairement de retirer tous les gains accumul\u00e9s pendant la mise : le plafond publi\u00e9 peut limiter le r\u00e9sultat \u00e0 1 000 \u20ac, selon les conditions applicables. Les offres ne sont pas cumulables et une seule promotion peut \u00eatre utilis\u00e9e par personne, foyer, adresse, appareil ou moyen de paiement.<\/p>\n<p>La p\u00e9riode compte \u00e9galement. Les conditions g\u00e9n\u00e9rales mentionnent sept jours, tandis que les tours gratuits du premier d\u00e9p\u00f4t doivent \u00eatre activ\u00e9s sous trois jours et jou\u00e9s, avec leurs r\u00e9sultats, sous sept jours. Une exigence respect\u00e9e trop tard peut perdre sa validit\u00e9, m\u00eame si le joueur a encore un solde.<\/p>\n<h2>Comment les jeux contribuent-ils aux exigences de mise ?<\/h2>\n<p>Tous les jeux ne font pas progresser le compteur au m\u00eame rythme. Les machines \u00e0 sous contribuent \u00e0 100 %, alors que les jeux en direct et certains jeux instantan\u00e9s offrent une contribution partielle. Les conditions signalent aussi des restrictions propres aux jeux bonus : il faut consulter la liste publi\u00e9e avant de consid\u00e9rer une session comme admissible.<\/p>\n<table>\n<thead>\n<tr>\n<th>Type de jeu<\/th>\n<th>Contribution annonc\u00e9e<\/th>\n<th>Cons\u00e9quence pratique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Machines \u00e0 sous<\/td>\n<td>100 %<\/td>\n<td>La mise compl\u00e8te compte dans l\u2019exigence<\/td>\n<\/tr>\n<tr>\n<td>Achat de fonctionnalit\u00e9<\/td>\n<td>50 %<\/td>\n<td>Une mise de 20 \u20ac ajoute 10 \u20ac au compteur<\/td>\n<\/tr>\n<tr>\n<td>Roulette et blackjack en direct<\/td>\n<td>10 %<\/td>\n<td>Une mise de 100 \u20ac ajoute 10 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Jeux instantan\u00e9s<\/td>\n<td>5 %<\/td>\n<td>Une mise de 100 \u20ac ajoute 5 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Jeux de table, grattage et jeux en direct selon la clause d\u2019exclusion<\/td>\n<td>0 %<\/td>\n<td>La mise peut ne pas \u00eatre prise en compte<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Le tableau montre pourquoi une strat\u00e9gie fond\u00e9e sur un jeu \u00e0 contribution faible peut rallonger fortement le parcours. Une mise de 100 \u20ac sur une machine \u00e0 sous ajoute 100 \u20ac \u00e0 l\u2019exigence, alors que la m\u00eame somme sur un jeu instantan\u00e9 n\u2019en ajoute que 5 \u20ac. Les clauses se contredisent toutefois sur certains jeux en direct : la liste d\u00e9taill\u00e9e des conditions doit primer sur une interpr\u00e9tation g\u00e9n\u00e9rale.<\/p>\n<ol>\n<li>Notez le montant exact du bonus cr\u00e9dit\u00e9.<\/li>\n<li>Multipliez ce montant par 35, sauf indication diff\u00e9rente de l\u2019offre.<\/li>\n<li>V\u00e9rifiez la contribution du jeu choisi et les titres exclus.<\/li>\n<li>Contr\u00f4lez le d\u00e9lai, la mise maximale et le plafond de gains avant de miser.<\/li>\n<\/ol>\n<h2>Winaura casino et les autres promotions : quelles r\u00e8gles comparer ?<\/h2>\n<p>Le bonus de bienvenue n\u2019est pas la seule formule propos\u00e9e. Les cartes publi\u00e9es mentionnent notamment une offre allant jusqu\u2019\u00e0 1 500 \u20ac et 150 tours gratuits, une deuxi\u00e8me \u00e9tape \u00e0 55 % jusqu\u2019\u00e0 500 \u20ac avec 100 tours, puis une troisi\u00e8me \u00e0 100 % jusqu\u2019\u00e0 500 \u20ac. Les r\u00e8gles d\u00e9taill\u00e9es indiquent cependant un minimum de d\u00e9p\u00f4t de 20 \u20ac et un plafond de 150 \u20ac par d\u00e9p\u00f4t, ce qui cr\u00e9e un \u00e9cart \u00e0 v\u00e9rifier avant toute activation.<\/p>\n<p>La promotion \u00ab cashback \u00bb hebdomadaire peut atteindre 25 %, mais son calcul d\u00e9pend des d\u00e9p\u00f4ts et des pertes de la semaine pr\u00e9c\u00e9dente. Il s\u2019agit d\u2019un maximum annonc\u00e9, pas d\u2019un taux garanti pour chaque compte. Le Highroller demande un d\u00e9p\u00f4t minimum de 300 \u20ac et reprend le multiplicateur de 35 fois. Ces \u00e9l\u00e9ments sont plus utiles que le seul intitul\u00e9 d\u2019une <strong>Winaura casino promo<\/strong>.<\/p>\n<ul>\n<li>Une promotion sans d\u00e9p\u00f4t ou avec tours gratuits peut rester soumise \u00e0 un plafond de retrait de 50 \u20ac apr\u00e8s mise.<\/li>\n<li>Le retrait anticip\u00e9 peut annuler le bonus et les gains qui lui sont li\u00e9s.<\/li>\n<li>Le d\u00e9p\u00f4t doit g\u00e9n\u00e9ralement \u00eatre jou\u00e9 trois fois avant un retrait selon les conditions financi\u00e8res publi\u00e9es.<\/li>\n<li>Le retrait minimum annonc\u00e9 est de 50 \u20ac, tandis que le traitement casino peut prendre jusqu\u2019\u00e0 72 heures.<\/li>\n<\/ul>\n<p>Les informations commerciales sur un bonus nouveaux joueurs ne suffisent donc pas \u00e0 mesurer sa valeur. Une recherche du type <strong>Winaura casino bonus nouveaux joueurs<\/strong> doit mener aux conditions compl\u00e8tes : multiplicateur, base de calcul, contribution, exclusions et d\u00e9lai. Les recherches comme <strong>Winaura casino sans d\u00e9p\u00f4t<\/strong> exigent la m\u00eame prudence, car \u00ab sans d\u00e9p\u00f4t \u00bb ne signifie pas automatiquement retrait libre.<\/p>\n<h2>Conclusion : v\u00e9rifier le compteur avant de jouer<\/h2>\n<p>Le calcul est simple en apparence : montant admissible multipli\u00e9 par 35, puis progression ajust\u00e9e selon le jeu utilis\u00e9. En pratique, les restrictions changent le r\u00e9sultat : mise maximale de 5 \u20ac, plafond de gains \u00e0 dix fois le bonus, contribution variable et \u00e9ch\u00e9ances courtes. Avant de choisir une offre Winaura casino, conservez les conditions, calculez le montant cible et v\u00e9rifiez les r\u00e8gles de retrait. Un forum, m\u00eame utile pour comparer des exp\u00e9riences, ne remplace pas le texte contractuel de l\u2019op\u00e9rateur.<\/p>\n<h2>Foire aux questions<\/h2>\n<p>Ces r\u00e9ponses r\u00e9sument les points qui pr\u00eatent le plus souvent \u00e0 confusion lorsque l\u2019on compare une offre et son exigence de mise.<\/p>\n<h3>Que signifie une exigence de mise de 35 fois ?<\/h3>\n<p>Elle signifie que la base pr\u00e9vue par l\u2019offre doit \u00eatre rejou\u00e9e 35 fois. Pour un bonus de 100 \u20ac, le calcul donne 3 500 \u20ac de mises admissibles. La progression r\u00e9elle d\u00e9pend ensuite de la contribution du jeu : une machine \u00e0 sous compte davantage qu\u2019un jeu instantan\u00e9 ou qu\u2019un jeu en direct.<\/p>\n<h3>Les d\u00e9p\u00f4ts comptent-ils toujours dans le wagering ?<\/h3>\n<p>Non. Les conditions financi\u00e8res publi\u00e9es indiquent un turnover de d\u00e9p\u00f4t de 3 fois avant retrait, tandis qu\u2019une autre clause de confidentialit\u00e9 mentionne 1 fois. Cette contradiction doit \u00eatre clarifi\u00e9e aupr\u00e8s du support avant le d\u00e9p\u00f4t. Le wagering du bonus et celui du d\u00e9p\u00f4t sont deux exigences distinctes.<\/p>\n<h3>Peut-on retirer pendant que le bonus est actif ?<\/h3>\n<p>Un retrait anticip\u00e9 peut entra\u00eener la confiscation du bonus et des gains associ\u00e9s. Il faut aussi atteindre le minimum de retrait de 50 \u20ac et terminer les \u00e9ventuelles v\u00e9rifications d\u2019identit\u00e9. Le traitement par le casino peut aller jusqu\u2019\u00e0 72 heures, sans compter le d\u00e9lai du prestataire de paiement.<\/p>\n<h3>O\u00f9 v\u00e9rifier les jeux qui comptent pour le bonus ?<\/h3>\n<p>Consultez la liste d\u00e9di\u00e9e aux jeux restreints dans les conditions du bonus. Elle cite notamment certains titres de BGaming, Playson, BetSoft et d\u2019autres fournisseurs. Cette liste n\u2019est pas exhaustive dans les exemples publi\u00e9s : un jeu pr\u00e9sent dans le casino peut donc rester exclu du wagering bonus.<\/p>\n<div id=\"themify_builder_content-8573\" data-postid=\"8573\" class=\"themify_builder_content themify_builder_content-8573 themify_builder themify_builder_front\">\n\n\t<\/div>\n<!-- \/themify_builder_content -->","protected":false},"excerpt":{"rendered":"<p>Comprendre les exigences de mise permet d\u2019\u00e9valuer le co\u00fbt r\u00e9el d\u2019un bonus avant de d\u00e9poser. Sur Winaura casino, le multiplicateur, le montant de r\u00e9f\u00e9rence, la contribution des jeux et les d\u00e9lais d\u00e9terminent la somme \u00e0 jouer avant un retrait. Pour poursuivre vos recherches, il faut donc lire les conditions dans leur ensemble, plut\u00f4t que de [&hellip;]<\/p>\n","protected":false},"author":22,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/8573"}],"collection":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/users\/22"}],"replies":[{"embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/comments?post=8573"}],"version-history":[{"count":1,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/8573\/revisions"}],"predecessor-version":[{"id":8574,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/8573\/revisions\/8574"}],"wp:attachment":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/media?parent=8573"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/categories?post=8573"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/tags?post=8573"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}