{"id":9375,"date":"2026-10-08T11:51:24","date_gmt":"2026-10-08T11:51:24","guid":{"rendered":"https:\/\/marabella.net\/?p=9375"},"modified":"2026-10-08T11:51:24","modified_gmt":"2026-10-08T11:51:24","slug":"felixspin-comprendre-les-multiplicateurs-lies-a-la-position-dans-un-replay-de-tour","status":"publish","type":"post","link":"https:\/\/marabella.net\/es\/felixspin-comprendre-les-multiplicateurs-lies-a-la-position-dans-un-replay-de-tour\/","title":{"rendered":"Felixspin : comprendre les multiplicateurs li\u00e9s \u00e0 la position dans un replay de tour"},"content":{"rendered":"<p>Un replay de machine \u00e0 sous peut donner l\u2019impression qu\u2019un m\u00eame gain est compt\u00e9 plusieurs fois, surtout lorsqu\u2019un symbole Wild re\u00e7oit un multiplicateur selon sa position. Pour lire le r\u00e9sultat correctement sur felixspin, il faut s\u00e9parer le gain de base, les symboles concern\u00e9s et le total final. Cette m\u00e9thode aide aussi \u00e0 v\u00e9rifier un bonus, un historique de partie ou un affichage qui semble inhabituel, avant de contacter le support depuis la <a href=\"https:\/\/felixspin-fr.fr\/\">felixspin connexion<\/a>.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"felixspin\" border=\"0\" \/><\/p>\n<h2>Lire un Wild \u00e0 multiplicateur positionnel sur felixspin<\/h2>\n<p>Un Wild remplace souvent certains symboles pour former une combinaison gagnante. Dans quelques jeux, il peut aussi porter un multiplicateur. La position du Wild devient alors importante : le jeu peut appliquer sa valeur \u00e0 une combinaison pr\u00e9cise, \u00e0 plusieurs gains successifs ou \u00e0 un total d\u00e9fini par ses r\u00e8gles. Le replay doit \u00eatre lu comme une suite d\u2019\u00e9tapes, et non comme une simple addition de tous les nombres visibles.<\/p>\n<h3>Diff\u00e9rencier le gain de base et le multiplicateur<\/h3>\n<p>Commencez par rep\u00e9rer la combinaison gagnante avant de regarder le chiffre final. Si une ligne rapporte 2 \u20ac et qu\u2019un Wild affiche \u00d73, le calcul attendu peut \u00eatre 2 \u20ac \u00d7 3, soit 6 \u20ac. Le montant de 2 \u20ac n\u2019est donc pas un second paiement ind\u00e9pendant. Il s\u2019agit de la valeur utilis\u00e9e pour calculer le r\u00e9sultat multipli\u00e9.<\/p>\n<p>Cette distinction devient essentielle quand plusieurs Wilds apparaissent. Selon le jeu, les multiplicateurs peuvent s\u2019additionner, se multiplier entre eux ou s\u2019appliquer \u00e0 des gains s\u00e9par\u00e9s. Il ne faut pas choisir une formule au hasard : le r\u00e8glement, l\u2019\u00e9cran d\u2019aide du jeu et l\u2019animation du tour doivent confirmer la logique utilis\u00e9e.<\/p>\n<h3>Suivre la position avant de suivre le total<\/h3>\n<p>Notez la colonne, la ligne et la combinaison touch\u00e9e par chaque Wild. Un symbole plac\u00e9 sur une combinaison horizontale ne contribue pas forc\u00e9ment \u00e0 une autre combinaison diagonale. Un replay clair montre normalement les symboles, le gain de chaque \u00e9tape et le total du tour. Si une animation revient sur le m\u00eame symbole, cela peut signaler une pr\u00e9sentation progressive plut\u00f4t qu\u2019un nouveau cr\u00e9dit.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment affich\u00e9<\/th>\n<th>Question \u00e0 v\u00e9rifier<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Gain de combinaison<\/td>\n<td>Est-ce le montant avant multiplication ?<\/td>\n<\/tr>\n<tr>\n<td>Symbole Wild<\/td>\n<td>Remplace-t-il les symboles requis ?<\/td>\n<\/tr>\n<tr>\n<td>Multiplicateur<\/td>\n<td>S\u2019applique-t-il \u00e0 une ligne ou au tour ?<\/td>\n<\/tr>\n<tr>\n<td>Total du tour<\/td>\n<td>Inclut-il d\u00e9j\u00e0 les gains pr\u00e9c\u00e9dents ?<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>\u00c9viter de compter deux fois le m\u00eame award<\/h2>\n<p>Le risque de double comptage appara\u00eet lorsque le replay affiche d\u2019abord un gain interm\u00e9diaire, puis le total final. Cette pr\u00e9sentation est fr\u00e9quente dans les jeux \u00e0 cascades, les tours gratuits et certaines fonctionnalit\u00e9s Wild. Le montant cr\u00e9dit\u00e9 dans le solde est la r\u00e9f\u00e9rence pratique ; les montants affich\u00e9s pendant l\u2019animation servent souvent \u00e0 expliquer comment ce total a \u00e9t\u00e9 obtenu.<\/p>\n<h3>Reconstituer le calcul avec une m\u00e9thode simple<\/h3>\n<p>Relevez d\u2019abord le solde avant le tour, puis le solde apr\u00e8s le tour. Ensuite, classez les affichages dans trois cat\u00e9gories : gains de base, multiplicateurs et total final. Ne r\u00e9unissez pas dans une m\u00eame addition un gain d\u00e9j\u00e0 multipli\u00e9 et le total qui le reprend. Si le solde augmente de 12 \u20ac, mais que le replay montre 4 \u20ac, puis 8 \u20ac, puis 12 \u20ac, le cr\u00e9dit probable est de 12 \u20ac, pas de 24 \u20ac.<\/p>\n<ol>\n<li>Notez la mise et le solde avant le tour.<\/li>\n<li>Identifiez chaque combinaison ou \u00e9tape distincte.<\/li>\n<li>Marquez les valeurs d\u00e9j\u00e0 multipli\u00e9es.<\/li>\n<li>Comparez le total affich\u00e9 avec la variation r\u00e9elle du solde.<\/li>\n<li>Conservez une capture si l\u2019\u00e9cart persiste.<\/li>\n<\/ol>\n<p>Cette v\u00e9rification est particuli\u00e8rement utile avec des free spins. L\u2019offre de bienvenue annonc\u00e9e par Felixspin mentionne jusqu\u2019\u00e0 350 tours gratuits, mais les clauses d\u00e9taill\u00e9es visibles d\u00e9crivent 150 tours apr\u00e8s le premier d\u00e9p\u00f4t et 100 apr\u00e8s le deuxi\u00e8me. Il ne faut pas transformer automatiquement l\u2019animation d\u2019un tour gratuit en preuve d\u2019un paiement suppl\u00e9mentaire ; les conditions du jeu et du bonus restent d\u00e9terminantes.<\/p>\n<h2>Contr\u00f4ler le replay, le solde et les conditions du jeu<\/h2>\n<p>Un replay ne remplace pas l\u2019historique de transactions. Pour v\u00e9rifier un r\u00e9sultat, comparez l\u2019historique du jeu, le solde r\u00e9el et les r\u00e8gles de la fonctionnalit\u00e9. Felixspin indique une offre de plus de 6 000 jeux et utilise un g\u00e9n\u00e9rateur de nombres al\u00e9atoires pour les jeux non diffus\u00e9s en direct. Cela explique le mode de production des r\u00e9sultats, mais ne permet pas de d\u00e9duire la formule d\u2019un Wild sans consulter l\u2019aide du titre concern\u00e9.<\/p>\n<h3>Que faire si le montant semble incorrect ?<\/h3>\n<p>Conservez le nom du jeu, l\u2019heure, la mise, l\u2019identifiant du tour s\u2019il est disponible et les captures du replay. V\u00e9rifiez aussi si le montant concerne des fonds r\u00e9els ou un solde bonus. Les r\u00e8gles g\u00e9n\u00e9rales indiquent un wagering par d\u00e9faut de 40 fois pour certains bonus, avec une mise maximale de 5 \u20ac par tour ; ces r\u00e8gles peuvent influencer l\u2019utilisation d\u2019un gain, mais elles ne changent pas n\u00e9cessairement le calcul du Wild.<\/p>\n<table>\n<thead>\n<tr>\n<th>Point de contr\u00f4le<\/th>\n<th>Valeur publi\u00e9e<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Catalogue annonc\u00e9<\/td>\n<td>Plus de 6 000 jeux<\/td>\n<\/tr>\n<tr>\n<td>\u00c2ge minimum<\/td>\n<td>18 ans<\/td>\n<\/tr>\n<tr>\n<td>Wagering g\u00e9n\u00e9ral indiqu\u00e9<\/td>\n<td>40 fois le bonus<\/td>\n<\/tr>\n<tr>\n<td>Mise maximale li\u00e9e au bonus<\/td>\n<td>5 \u20ac par tour<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9lai de traitement casino d\u2019un retrait<\/td>\n<td>Jusqu\u2019\u00e0 72 heures<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Si l\u2019\u00e9cart concerne le cr\u00e9dit lui-m\u00eame, contactez l\u2019assistance par chat ou par e-mail, annonc\u00e9e comme disponible 24 h\/24 et 7 j\/7. Pr\u00e9sentez les faits sans additionner les \u00e9tapes du replay. Cette approche facilite l\u2019examen du tour et \u00e9vite de confondre un montant explicatif avec une r\u00e9compense ind\u00e9pendante.<\/p>\n<h2>Conclusion : une lecture par \u00e9tapes, pas une addition automatique<\/h2>\n<p>Pour analyser un Wild \u00e0 multiplicateur positionnel, partez de la combinaison, rep\u00e9rez la position du symbole, appliquez la formule indiqu\u00e9e par le jeu, puis comparez le total au changement r\u00e9el du solde. Le gain interm\u00e9diaire et le total final ne sont pas forc\u00e9ment deux awards. En cas de doute, l\u2019historique, les r\u00e8gles du titre et une capture compl\u00e8te offrent une base plus fiable qu\u2019une simple lecture de l\u2019animation.<\/p>","protected":false},"excerpt":{"rendered":"<p>Un replay de machine \u00e0 sous peut donner l\u2019impression qu\u2019un m\u00eame gain est compt\u00e9 plusieurs fois, surtout lorsqu\u2019un symbole Wild re\u00e7oit un multiplicateur selon sa position. Pour lire le r\u00e9sultat correctement sur felixspin, il faut s\u00e9parer le gain de base, les symboles concern\u00e9s et le total final. Cette m\u00e9thode aide aussi \u00e0 v\u00e9rifier un bonus, [&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-9375","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>Felixspin : comprendre les multiplicateurs li\u00e9s \u00e0 la position dans un replay de tour - 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\/felixspin-comprendre-les-multiplicateurs-lies-a-la-position-dans-un-replay-de-tour\/\" \/>\n<meta property=\"og:locale\" content=\"es_MX\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Felixspin : comprendre les multiplicateurs li\u00e9s \u00e0 la position dans un replay de tour - Marabella\" \/>\n<meta property=\"og:description\" content=\"Un replay de machine \u00e0 sous peut donner l\u2019impression qu\u2019un m\u00eame gain est compt\u00e9 plusieurs fois, surtout lorsqu\u2019un symbole Wild re\u00e7oit un multiplicateur selon sa position. 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