{"id":4399,"date":"2026-11-02T15:17:01","date_gmt":"2026-11-02T15:17:01","guid":{"rendered":"https:\/\/newyost.thebitsol.com\/?p=4399"},"modified":"2026-11-02T15:17:01","modified_gmt":"2026-11-02T15:17:01","slug":"casino-hermes-distinguer-les-multiplicateurs-intermediaires-du-gain-final","status":"publish","type":"post","link":"https:\/\/newyost.thebitsol.com\/index.php\/2026\/11\/02\/casino-hermes-distinguer-les-multiplicateurs-intermediaires-du-gain-final\/","title":{"rendered":"Casino Hermes : distinguer les multiplicateurs interm\u00e9diaires du gain final"},"content":{"rendered":"<p>Sur <a href=\"https:\/\/fr.hermescasino.net\/\">hermes casino<\/a>, un multiplicateur affich\u00e9 pendant une partie ne repr\u00e9sente pas toujours le montant qui sera finalement cr\u00e9dit\u00e9. Une animation peut montrer une \u00e9tape, un symbole en attente ou une combinaison provisoire. Pour lire correctement le r\u00e9sultat, il faut suivre le calcul jusqu\u2019\u00e0 la fin du tour, v\u00e9rifier le solde r\u00e9el et consulter les r\u00e8gles du jeu concern\u00e9. Cette m\u00e9thode limite les malentendus, surtout lorsqu\u2019un bonus est actif.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"casino hermes\" border=\"0\" \/><\/p>\n<h2>Comment lire un multiplicateur dans Casino Hermes<\/h2>\n<p>Un tour de machine \u00e0 sous peut se d\u00e9rouler en plusieurs temps : d\u00e9clenchement d\u2019une combinaison, ajout d\u2019un symbole, nouvelle chute, puis paiement. L\u2019\u00e9cran peut afficher un multiplicateur \u00e0 chaque \u00e9tape. Ce chiffre sert alors \u00e0 d\u00e9crire l\u2019animation en cours, et non n\u00e9cessairement la somme d\u00e9finitive. Le r\u00e9sultat opposable est celui qui appara\u00eet lorsque le tour est termin\u00e9 et que le solde a \u00e9t\u00e9 mis \u00e0 jour.<\/p>\n<h3>Animation, gain provisoire et paiement confirm\u00e9<\/h3>\n<p>Imaginons une combinaison qui rapporte 2 \u20ac. Une fonction sp\u00e9ciale peut afficher \u00ab x2 \u00bb, puis ajouter une seconde combinaison avant de montrer un total cumul\u00e9. Il serait risqu\u00e9 de multiplier chaque montant affich\u00e9 entre eux : le jeu peut additionner les gains, appliquer un seul multiplicateur final ou utiliser une r\u00e8gle propre \u00e0 la fonctionnalit\u00e9. Le titre s\u00e9lectionn\u00e9 et son tableau des paiements restent la r\u00e9f\u00e9rence.<\/p>\n<p>Notez le montant avant le tour, le gain annonc\u00e9 pendant l\u2019animation et le solde apr\u00e8s sa disparition. Une capture d\u2019\u00e9cran peut aider en cas de contestation, mais elle ne remplace pas l\u2019historique de jeu. Sur la plateforme, chaque jeu poss\u00e8de ses propres r\u00e8gles et son propre tableau des gains. Le nombre affich\u00e9 au milieu d\u2019une s\u00e9quence ne suffit donc pas \u00e0 \u00e9tablir un paiement.<\/p>\n<h3>Les indices qui indiquent la fin du tour<\/h3>\n<p>La fin est g\u00e9n\u00e9ralement signal\u00e9e par l\u2019arr\u00eat de tous les rouleaux, la disparition de l\u2019\u00e9cran de r\u00e9sultat et le retour \u00e0 l\u2019interface de mise. Le solde peut aussi changer seulement apr\u00e8s quelques secondes. Une connexion instable ou une animation interrompue ne prouve pas qu\u2019un gain a \u00e9t\u00e9 perdu. Attendez la mise \u00e0 jour compl\u00e8te avant de relancer une partie.<\/p>\n<p>Le catalogue fran\u00e7ais de Casino Hermes comprend 4 421 entr\u00e9es et 52 labels de fournisseurs. Cette diversit\u00e9 explique pourquoi les multiplicateurs ne se lisent pas de fa\u00e7on uniforme. Voici quelques cat\u00e9gories publi\u00e9es, sans additionner leurs volumes, car elles se chevauchent.<\/p>\n<table>\n<thead>\n<tr>\n<th>Cat\u00e9gorie<\/th>\n<th>Entr\u00e9es publi\u00e9es<\/th>\n<th>Exemple<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Machines \u00e0 sous<\/td>\n<td>4 091<\/td>\n<td>Flame Fruits Frenzy<\/td>\n<\/tr>\n<tr>\n<td>Bonus Buy<\/td>\n<td>1 121<\/td>\n<td>Starlight Princess Super Scatter<\/td>\n<\/tr>\n<tr>\n<td>Jackpot<\/td>\n<td>190<\/td>\n<td>All Aboard Go West<\/td>\n<\/tr>\n<tr>\n<td>Megaways<\/td>\n<td>77<\/td>\n<td>Legend of Cleopatra MegaWays<\/td>\n<\/tr>\n<tr>\n<td>Croupier en direct<\/td>\n<td>104<\/td>\n<td>AutoRoulette Lounge<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Quand le bonus change l\u2019interpr\u00e9tation du gain<\/h2>\n<p>Un multiplicateur visuel ne permet pas, \u00e0 lui seul, de conna\u00eetre le montant retirable. Les conditions du <strong>casino hermes bonus<\/strong> peuvent imposer une mise minimale, une contribution diff\u00e9rente selon le jeu et un plafond sur les gains. Il faut s\u00e9parer trois \u00e9l\u00e9ments : le gain montr\u00e9 par le jeu, le montant cr\u00e9dit\u00e9 au compte et le montant \u00e9ventuellement disponible apr\u00e8s les exigences de mise.<\/p>\n<h3>Wagering, contribution et limites \u00e0 v\u00e9rifier<\/h3>\n<p>Le bonus standard sur les machines \u00e0 sous est soumis \u00e0 un wagering de 50 fois le montant du bonus, et non du d\u00e9p\u00f4t additionn\u00e9 au bonus. Les jeux Pragmatic concern\u00e9s par les coupons de promotion contribuent \u00e0 hauteur de 10 % de chaque mise. Une animation spectaculaire ne r\u00e9duit pas ces obligations. La r\u00e8gle de mise doit \u00eatre relue avant de consid\u00e9rer un gain comme encaissable.<\/p>\n<ul>\n<li>V\u00e9rifiez le montant du bonus r\u00e9ellement cr\u00e9dit\u00e9 apr\u00e8s le d\u00e9p\u00f4t.<\/li>\n<li>Contr\u00f4lez le wagering restant dans le compte, et non seulement le multiplicateur affich\u00e9.<\/li>\n<li>\u00c9vitez la roulette pendant un bonus gratuit, car elle est exclue du jeu admissible.<\/li>\n<li>N\u2019achetez pas de fonctionnalit\u00e9 Bonus Buy avec un d\u00e9p\u00f4t accompagn\u00e9 d\u2019un bonus.<\/li>\n<li>Comparez le gain final avec le plafond applicable avant de demander un retrait.<\/li>\n<\/ul>\n<p>Les mises \u00e9gales ou sup\u00e9rieures \u00e0 30 % du dernier d\u00e9p\u00f4t, du bonus gratuit ou du cashback sont interdites par les r\u00e8gles g\u00e9n\u00e9rales. Pour un exemple de d\u00e9p\u00f4t de 25 \u20ac, le plafond indiqu\u00e9 est de 7,49 \u20ac. Les gains provenant d\u2019un bonus de d\u00e9p\u00f4t peuvent aussi \u00eatre plafonn\u00e9s \u00e0 20 fois le d\u00e9p\u00f4t. Ces limites sont distinctes du multiplicateur pr\u00e9sent\u00e9 \u00e0 l\u2019\u00e9cran.<\/p>\n<table>\n<thead>\n<tr>\n<th>R\u00e8gle<\/th>\n<th>Valeur publi\u00e9e<\/th>\n<th>Effet pratique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Wagering d\u2019un bonus de machine \u00e0 sous<\/td>\n<td>50\u00d7 le bonus<\/td>\n<td>Le bonus doit \u00eatre mis\u00e9 avant le retrait<\/td>\n<\/tr>\n<tr>\n<td>Contribution Pragmatic pour certains coupons<\/td>\n<td>10 %<\/td>\n<td>Le wagering progresse plus lentement<\/td>\n<\/tr>\n<tr>\n<td>Plafond des gains issus d\u2019un bonus de d\u00e9p\u00f4t<\/td>\n<td>20\u00d7 le d\u00e9p\u00f4t<\/td>\n<td>Une limite suppl\u00e9mentaire peut s\u2019appliquer<\/td>\n<\/tr>\n<tr>\n<td>Mise maximale dans l\u2019exemple de 25 \u20ac<\/td>\n<td>7,49 \u20ac<\/td>\n<td>\u00c9vite une mise interdite pendant le bonus<\/td>\n<\/tr>\n<tr>\n<td>Cashout d\u2019un bonus gratuit<\/td>\n<td>3\u00d7 le bonus<\/td>\n<td>Le retrait est limit\u00e9 apr\u00e8s le wagering<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Que faire si le montant final semble incorrect ?<\/h2>\n<p>Commencez par laisser la partie se terminer, puis relevez l\u2019heure, le nom du jeu, la mise et le solde avant et apr\u00e8s le tour. Consultez ensuite l\u2019historique de compte et les r\u00e8gles du titre. Cette d\u00e9marche est plus solide qu\u2019une interpr\u00e9tation fond\u00e9e sur une seule image de l\u2019animation. Elle aide aussi le service client \u00e0 retrouver la session concern\u00e9e.<\/p>\n<h3>V\u00e9rifications avant de contacter l\u2019assistance<\/h3>\n<p>Contr\u00f4lez si le tour comportait des chutes, des tours gratuits ou plusieurs \u00e9tapes. Regardez aussi si un bonus actif modifiait la contribution, la mise maximale ou le plafond de retrait. Le support est annonc\u00e9 par chat en direct 24 h\/24, avec un d\u00e9lai de r\u00e9ponse affich\u00e9 de 1 \u00e0 5 minutes, et par courriel dans les 24 heures. Demandez une explication pr\u00e9cise du calcul plut\u00f4t qu\u2019une estimation.<\/p>\n<p>Un <em>casino hermes t\u00e9moignage<\/em> trouv\u00e9 en ligne peut d\u00e9crire une exp\u00e9rience personnelle, mais il ne remplace pas l\u2019historique officiel du compte. De m\u00eame, le terme <em>casino hermes t\u00e9l\u00e9phone<\/em> peut induire en erreur : les coordonn\u00e9es publi\u00e9es mettent surtout en avant le chat et le courriel. Gardez vos propres donn\u00e9es de session pour comparer les faits.<\/p>\n<p>Si une demande de retrait suit le tour, la v\u00e9rification d\u2019identit\u00e9 peut encore \u00eatre requise. Le casino indique notamment pouvoir demander une pi\u00e8ce d\u2019identit\u00e9, une preuve de paiement et un justificatif de domicile datant de moins de 90 jours. Un paiement peut donc rester en attente m\u00eame si le gain final est correctement calcul\u00e9.<\/p>\n<h2>Conclusion : retenir le r\u00e9sultat confirm\u00e9, pas le chiffre anim\u00e9<\/h2>\n<p>Pour analyser un multiplicateur dans Casino Hermes, observez toute la s\u00e9quence, attendez la mise \u00e0 jour du solde et lisez les r\u00e8gles du jeu. S\u00e9parez toujours l\u2019affichage interm\u00e9diaire du gain final, puis du montant r\u00e9ellement retirable apr\u00e8s bonus, wagering et plafonds. En cas d\u2019\u00e9cart, l\u2019historique, les conditions applicables et une demande \u00e9crite au support offrent la base la plus claire pour obtenir une r\u00e9ponse v\u00e9rifiable.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Sur hermes casino, un multiplicateur affich\u00e9 pendant une partie ne repr\u00e9sente pas toujours le montant qui sera finalement cr\u00e9dit\u00e9. Une animation peut montrer une \u00e9tape, un symbole en attente ou une combinaison provisoire. Pour lire correctement le r\u00e9sultat, il faut suivre le calcul jusqu\u2019\u00e0 la fin du tour, v\u00e9rifier le solde r\u00e9el et consulter les [&hellip;]<\/p>\n","protected":false},"author":5,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-4399","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/newyost.thebitsol.com\/index.php\/wp-json\/wp\/v2\/posts\/4399","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/newyost.thebitsol.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/newyost.thebitsol.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/newyost.thebitsol.com\/index.php\/wp-json\/wp\/v2\/users\/5"}],"replies":[{"embeddable":true,"href":"https:\/\/newyost.thebitsol.com\/index.php\/wp-json\/wp\/v2\/comments?post=4399"}],"version-history":[{"count":1,"href":"https:\/\/newyost.thebitsol.com\/index.php\/wp-json\/wp\/v2\/posts\/4399\/revisions"}],"predecessor-version":[{"id":4400,"href":"https:\/\/newyost.thebitsol.com\/index.php\/wp-json\/wp\/v2\/posts\/4399\/revisions\/4400"}],"wp:attachment":[{"href":"https:\/\/newyost.thebitsol.com\/index.php\/wp-json\/wp\/v2\/media?parent=4399"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/newyost.thebitsol.com\/index.php\/wp-json\/wp\/v2\/categories?post=4399"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/newyost.thebitsol.com\/index.php\/wp-json\/wp\/v2\/tags?post=4399"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}