{"id":8965,"date":"2026-02-22T22:17:50","date_gmt":"2026-02-22T22:17:50","guid":{"rendered":"https:\/\/marabella.net\/?p=8965"},"modified":"2026-10-03T13:26:37","modified_gmt":"2026-10-03T13:26:37","slug":"comment-fonctionnent-les-fonctionnalites-multiplicatrices-dans-les-machines-a-sous-winningz","status":"publish","type":"post","link":"https:\/\/marabella.net\/es\/comment-fonctionnent-les-fonctionnalites-multiplicatrices-dans-les-machines-a-sous-winningz\/","title":{"rendered":"Comment fonctionnent les fonctionnalit\u00e9s multiplicatrices dans les machines \u00e0 sous winningz&nbsp;?"},"content":{"rendered":"<p>Les multiplicateurs peuvent transformer une combinaison gagnante en gain plus \u00e9lev\u00e9, mais leur fonctionnement d\u00e9pend toujours du jeu choisi et de ses r\u00e8gles propres. Sur <a href=\"https:\/\/restaurant-lamaisondeleclusier.fr\/\">winningz<\/a>, il faut donc regarder le mode de d\u00e9clenchement, la valeur affich\u00e9e et les limites \u00e9ventuelles avant de lancer une partie. Voici comment lire ces fonctions, comment les bonus influencent les mises et quels contr\u00f4les garder en t\u00eate.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"winningz\" border=\"0\" \/><\/p>\n<h2>Comprendre les multiplicateurs dans les slots winningz<\/h2>\n<p>Un multiplicateur est g\u00e9n\u00e9ralement pr\u00e9sent\u00e9 sous la forme \u00ab&nbsp;2x&nbsp;\u00bb, \u00ab&nbsp;10x&nbsp;\u00bb ou davantage. Il applique un coefficient \u00e0 un gain pr\u00e9vu par le jeu. Si une combinaison vaut 2&nbsp;\u20ac, un multiplicateur de 5x porte ce gain \u00e0 10&nbsp;\u20ac, avant toute r\u00e8gle particuli\u00e8re du titre. Cette op\u00e9ration para\u00eet simple, mais le moment o\u00f9 le coefficient intervient change beaucoup le r\u00e9sultat.<\/p>\n<h3>Les principales fa\u00e7ons de d\u00e9clencher un coefficient<\/h3>\n<p>Selon la machine, le multiplicateur peut appara\u00eetre sur un symbole, pendant un tour gratuit, apr\u00e8s une cascade ou dans une fonction sp\u00e9ciale. Certains jeux additionnent plusieurs coefficients, tandis que d\u2019autres retiennent uniquement le plus \u00e9lev\u00e9. Le jeu peut aussi limiter le multiplicateur \u00e0 une ligne, \u00e0 une combinaison ou \u00e0 une s\u00e9rie de tours.<\/p>\n<p>Les cat\u00e9gories Achat de bonus et Megaways facilitent la recherche de fonctions sp\u00e9ciales, mais elles ne garantissent pas la pr\u00e9sence d\u2019un multiplicateur. Le catalogue mentionne notamment des titres comme Big Bass Crash, Spaceman et Ox Coin x100000. Chaque fiche de jeu reste la r\u00e9f\u00e9rence pour conna\u00eetre les symboles, les d\u00e9clencheurs et le plafond de paiement.<\/p>\n<h3>Pourquoi le symbole de multiplication ne suffit pas<\/h3>\n<p>Un coefficient \u00e9lev\u00e9 attire l\u2019\u0153il, mais sa fr\u00e9quence et ses conditions comptent tout autant. Un multiplicateur peut n\u00e9cessiter plusieurs symboles, un tour bonus ou une combinaison rare. Il peut aussi s\u2019appliquer au gain de base plut\u00f4t qu\u2019\u00e0 la mise totale. La volatilit\u00e9, le taux de retour th\u00e9orique et le gain maximal doivent donc \u00eatre lus dans les r\u00e8gles du jeu.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment \u00e0 v\u00e9rifier<\/th>\n<th>Ce qu\u2019il indique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Valeur du multiplicateur<\/td>\n<td>Le coefficient appliqu\u00e9 au gain concern\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Mode de d\u00e9clenchement<\/td>\n<td>Symbole, cascade, tour gratuit ou fonction sp\u00e9ciale<\/td>\n<\/tr>\n<tr>\n<td>Zone d\u2019application<\/td>\n<td>Une combinaison, une ligne ou un tour complet<\/td>\n<\/tr>\n<tr>\n<td>Gain maximal<\/td>\n<td>La limite pr\u00e9vue par les r\u00e8gles du jeu<\/td>\n<\/tr>\n<tr>\n<td>Jeu achet\u00e9<\/td>\n<td>La pr\u00e9sence \u00e9ventuelle d\u2019une fonction Achat de bonus<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Multiplier et bonus&nbsp;: une combinaison \u00e0 surveiller<\/h2>\n<p>Les multiplicateurs deviennent plus d\u00e9licats \u00e0 interpr\u00e9ter lorsqu\u2019un bonus est actif. Les conditions de winningz pr\u00e9voient une mise maximale de 5&nbsp;\u20ac par pari pendant l\u2019utilisation d\u2019un bonus, sauf indication contraire de l\u2019offre. Les tours achet\u00e9s et les mises qui doublent automatiquement sont inclus dans cette limite.<\/p>\n<h3>Ce que changent les r\u00e8gles de mise<\/h3>\n<p>Le bonus d\u2019accueil couvre les trois premiers d\u00e9p\u00f4ts, avec un d\u00e9p\u00f4t minimum de 20&nbsp;\u20ac. Les montants annonc\u00e9s sont de 100&nbsp;% jusqu\u2019\u00e0 1&nbsp;000&nbsp;\u20ac au premier d\u00e9p\u00f4t, 75&nbsp;% jusqu\u2019\u00e0 1&nbsp;500&nbsp;\u20ac au deuxi\u00e8me et 50&nbsp;% jusqu\u2019\u00e0 2&nbsp;500&nbsp;\u20ac au troisi\u00e8me. Les fonds bonus et les gains des tours gratuits sont soumis \u00e0 45x de mise, sauf condition sp\u00e9ciale.<\/p>\n<p>Les machines \u00e0 sous \u00e9ligibles contribuent \u00e0 100&nbsp;% du wagering, alors que les jeux de table, les slots classiques et le vid\u00e9o poker contribuent \u00e0 5&nbsp;%. Les jeux de casino en direct ne contribuent pas. Un multiplicateur spectaculaire ne r\u00e9duit donc pas, \u00e0 lui seul, la mise exig\u00e9e avant un retrait.<\/p>\n<ul>\n<li>V\u00e9rifiez si le multiplicateur appartient au jeu ou \u00e0 une promotion.<\/li>\n<li>Contr\u00f4lez la mise maximale autoris\u00e9e avant de lancer une fonction bonus.<\/li>\n<li>Lisez la contribution du jeu au wagering.<\/li>\n<li>Rep\u00e9rez le plafond de retrait li\u00e9 \u00e0 l\u2019offre.<\/li>\n<li>\u00c9vitez de demander un retrait avant la fin des conditions, car le bonus actif peut \u00eatre annul\u00e9.<\/li>\n<\/ul>\n<h2>Lire les limites et mesurer la valeur r\u00e9elle d\u2019un gain<\/h2>\n<p>La winningz exp\u00e9rience d\u00e9pend autant de la clart\u00e9 des r\u00e8gles que de l\u2019animation \u00e0 l\u2019\u00e9cran. Les conditions indiquent que chaque jeu peut avoir son propre gain maximal. Les limites de retrait et les plafonds de gains du casino sont deux notions distinctes&nbsp;: elles doivent \u00eatre examin\u00e9es s\u00e9par\u00e9ment avant de consid\u00e9rer un gros multiplicateur comme enti\u00e8rement disponible.<\/p>\n<p>Pour un client standard, le plafond cumul\u00e9 des gains de casino sur une p\u00e9riode glissante de 24&nbsp;heures est de 10&nbsp;000&nbsp;\u20ac. Il passe \u00e0 25&nbsp;000&nbsp;\u20ac pour la cat\u00e9gorie interm\u00e9diaire et \u00e0 100&nbsp;000&nbsp;\u20ac pour un membre VIP. Les jackpots progressifs sont exclus de ces plafonds selon les conditions g\u00e9n\u00e9rales.<\/p>\n<table>\n<thead>\n<tr>\n<th>Situation<\/th>\n<th>Limite ou d\u00e9lai<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>D\u00e9p\u00f4t minimum<\/td>\n<td>20&nbsp;\u20ac<\/td>\n<\/tr>\n<tr>\n<td>Retrait minimum<\/td>\n<td>25&nbsp;\u20ac<\/td>\n<\/tr>\n<tr>\n<td>Plafond de retrait quotidien par d\u00e9faut<\/td>\n<td>2&nbsp;500&nbsp;\u20ac<\/td>\n<\/tr>\n<tr>\n<td>Plafond de retrait hebdomadaire par d\u00e9faut<\/td>\n<td>5&nbsp;000&nbsp;\u20ac<\/td>\n<\/tr>\n<tr>\n<td>Plafond de retrait mensuel par d\u00e9faut<\/td>\n<td>10&nbsp;000&nbsp;\u20ac<\/td>\n<\/tr>\n<tr>\n<td>Arriv\u00e9e bancaire apr\u00e8s approbation<\/td>\n<td>Jusqu\u2019\u00e0 5 jours ouvr\u00e9s<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h3>Une lecture prudente avant de jouer<\/h3>\n<p>Avant de miser, prenez quelques secondes pour ouvrir les r\u00e8gles du slot, contr\u00f4ler le plafond et distinguer les fonds r\u00e9els des fonds bonus. Cette m\u00e9thode aide \u00e0 r\u00e9pondre \u00e0 la question \u00ab&nbsp;winningz est-il fiable&nbsp;?&nbsp;\u00bb sans se limiter \u00e0 l\u2019apparence d\u2019un coefficient. La plateforme indique aussi que ses jeux sont test\u00e9s par des laboratoires ind\u00e9pendants, notamment pour le g\u00e9n\u00e9rateur de nombres al\u00e9atoires et le RTP.<\/p>\n<h2>Conclusion&nbsp;: regarder le m\u00e9canisme avant le multiplicateur<\/h2>\n<p>Un multiplicateur est int\u00e9ressant seulement si son d\u00e9clenchement, son calcul et ses limites sont compris. Sur winningz, examinez d\u2019abord les r\u00e8gles du slot, puis les conditions du bonus et enfin les plafonds applicables. Cette approche convient davantage \u00e0 une analyse winningz pro qu\u2019\u00e0 une d\u00e9cision fond\u00e9e sur le seul chiffre affich\u00e9. Les multiplicateurs peuvent enrichir une partie, mais ils ne changent ni le risque ni les conditions de retrait.<\/p>","protected":false},"excerpt":{"rendered":"<p>Les multiplicateurs peuvent transformer une combinaison gagnante en gain plus \u00e9lev\u00e9, mais leur fonctionnement d\u00e9pend toujours du jeu choisi et de ses r\u00e8gles propres. Sur winningz, il faut donc regarder le mode de d\u00e9clenchement, la valeur affich\u00e9e et les limites \u00e9ventuelles avant de lancer une partie. Voici comment lire ces fonctions, comment les bonus influencent [&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-8965","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>Comment fonctionnent les fonctionnalit\u00e9s multiplicatrices dans les machines \u00e0 sous winningz&nbsp;? - 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\/comment-fonctionnent-les-fonctionnalites-multiplicatrices-dans-les-machines-a-sous-winningz\/\" \/>\n<meta property=\"og:locale\" content=\"es_MX\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Comment fonctionnent les fonctionnalit\u00e9s multiplicatrices dans les machines \u00e0 sous winningz&nbsp;? - Marabella\" \/>\n<meta property=\"og:description\" content=\"Les multiplicateurs peuvent transformer une combinaison gagnante en gain plus \u00e9lev\u00e9, mais leur fonctionnement d\u00e9pend toujours du jeu choisi et de ses r\u00e8gles propres. 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