{"id":90251,"date":"2026-01-05T06:03:54","date_gmt":"2026-01-05T06:03:54","guid":{"rendered":"https:\/\/klnpigeon.com\/?p=90251"},"modified":"2026-10-03T13:15:34","modified_gmt":"2026-10-03T13:15:34","slug":"staxino-comment-fonctionnent-les-multiplicateurs-pendant-les-tours-gratuits","status":"publish","type":"post","link":"https:\/\/klnpigeon.com\/index.php\/2026\/01\/05\/staxino-comment-fonctionnent-les-multiplicateurs-pendant-les-tours-gratuits\/","title":{"rendered":"Staxino : comment fonctionnent les multiplicateurs pendant les tours gratuits"},"content":{"rendered":"<p>Les multiplicateurs peuvent augmenter un gain pendant des tours gratuits, mais leur effet d\u00e9pend toujours du jeu et des conditions de la promotion. Sur Staxino, il faut donc distinguer les r\u00e8gles g\u00e9n\u00e9rales des machines \u00e0 sous et les \u00e9l\u00e9ments r\u00e9ellement confirm\u00e9s par l\u2019offre disponible. Pour compl\u00e9ter votre v\u00e9rification, consultez aussi <a href=\"https:\/\/staxino-casino-888.fr\/\">staxino avis<\/a> avant de d\u00e9poser, puis lisez les conditions affich\u00e9es dans votre compte.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"staxino\" border=\"0\" \/><\/p>\n<h2>Comprendre les multiplicateurs pendant les tours gratuits sur Staxino<\/h2>\n<p>Un multiplicateur est un facteur appliqu\u00e9 \u00e0 un gain. Par exemple, un symbole gagnant associ\u00e9 \u00e0 \u00ab x2 \u00bb double le paiement pr\u00e9vu par la combinaison. Avec \u00ab x5 \u00bb, le gain th\u00e9orique est multipli\u00e9 par cinq. Ce calcul ne transforme pas chaque tour en gain : il intervient seulement lorsqu\u2019une combinaison admissible appara\u00eet selon les r\u00e8gles du jeu.<\/p>\n<h3>Le r\u00f4le du jeu choisi<\/h3>\n<p>Le fonctionnement varie selon la machine \u00e0 sous. Certains jeux attribuent un multiplicateur \u00e0 un symbole particulier, d\u2019autres le font progresser pendant la fonctionnalit\u00e9 de tours gratuits. Un multiplicateur peut aussi \u00eatre li\u00e9 \u00e0 un symbole sauvage, \u00e0 une case pr\u00e9cise ou \u00e0 une fonction sp\u00e9ciale. Il n\u2019est donc pas possible de d\u00e9duire son montant en regardant uniquement le nombre de tours offerts.<\/p>\n<p>La page fran\u00e7aise de Staxino annonce plus de 5 000 machines \u00e0 sous, mais ce chiffre correspond \u00e0 la pr\u00e9sentation g\u00e9n\u00e9rale du site et non \u00e0 un catalogue fran\u00e7ais audit\u00e9 manuellement. Les titres mentionn\u00e9s pour les tours gratuits incluent <em>Book of Dead<\/em> et <em>Rise of Merlin<\/em> de Play\u2019n GO, ainsi que <em>Whacked!<\/em> et <em>Little Bounty Hunters<\/em> de Nolimit City. Le jeu s\u00e9lectionn\u00e9 est donc le premier point \u00e0 contr\u00f4ler.<\/p>\n<h3>Ce que les conditions Staxino confirment<\/h3>\n<p>L\u2019offre de bienvenue comprend 300 tours gratuits r\u00e9partis sur les deux premiers d\u00e9p\u00f4ts : 125 apr\u00e8s le premier d\u00e9p\u00f4t, puis 175 apr\u00e8s le second. Le d\u00e9p\u00f4t minimum annonc\u00e9 est de 20 \u20ac, et la plage de d\u00e9p\u00f4t admissible va jusqu\u2019\u00e0 300 \u20ac. Les tours du second d\u00e9p\u00f4t sont distribu\u00e9s par groupes de 25, avec un intervalle de 24 heures entre les s\u00e9ries.<\/p>\n<p>Les conditions disponibles indiquent aussi que les deux bonus de d\u00e9p\u00f4t sont sans exigence de mise. En revanche, les informations fournies ne confirment pas un multiplicateur fixe, une valeur maximale ou une progression automatique applicable \u00e0 tous les tours gratuits. Il serait donc imprudent de promettre un \u00ab x2 \u00bb ou un \u00ab x10 \u00bb sans consulter la fiche du jeu concern\u00e9.<\/p>\n<h2>Lire les gains, les limites et les conditions avant de jouer<\/h2>\n<p>Un tour gratuit n\u2019est pas n\u00e9cessairement identique \u00e0 un tour pay\u00e9. La valeur de la mise, les lignes actives, les symboles concern\u00e9s et les limites de retrait peuvent \u00eatre d\u00e9finis par le jeu ou par la promotion. Le solde promotionnel peut \u00e9galement \u00eatre s\u00e9par\u00e9 du solde en argent r\u00e9el. Ces d\u00e9tails d\u00e9terminent la fa\u00e7on dont un multiplicateur influence le r\u00e9sultat final.<\/p>\n<h3>V\u00e9rifications utiles dans le lobby et le compte<\/h3>\n<p>Avant d\u2019activer vos tours, ouvrez la fiche d\u2019information de la machine. Cherchez les r\u00e8gles des fonctionnalit\u00e9s, la table des paiements, la valeur de chaque tour et la m\u00e9thode de cr\u00e9dit des gains. Notez aussi la date d\u2019expiration \u00e9ventuelle. Les tours du second d\u00e9p\u00f4t \u00e9tant livr\u00e9s en sept s\u00e9ries de 25, il faut v\u00e9rifier si chaque s\u00e9rie doit \u00eatre utilis\u00e9e s\u00e9par\u00e9ment ou si elle rejoint un m\u00eame compteur.<\/p>\n<p>Une lecture attentive \u00e9vite aussi de confondre multiplicateur et montant gagn\u00e9. Un facteur de trois appliqu\u00e9 \u00e0 une petite combinaison peut rester inf\u00e9rieur \u00e0 un gain plus important obtenu sans multiplicateur. La variance du jeu, les symboles disponibles et la fr\u00e9quence des fonctionnalit\u00e9s comptent autant que le facteur affich\u00e9.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment de l\u2019offre<\/th>\n<th>D\u00e9tail confirm\u00e9<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Premier d\u00e9p\u00f4t<\/td>\n<td>100 % jusqu\u2019\u00e0 300 \u20ac et 125 tours gratuits<\/td>\n<\/tr>\n<tr>\n<td>Second d\u00e9p\u00f4t<\/td>\n<td>100 % jusqu\u2019\u00e0 300 \u20ac et 175 tours gratuits<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9p\u00f4t minimum<\/td>\n<td>20 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9p\u00f4t admissible maximum<\/td>\n<td>300 \u20ac ou l\u2019\u00e9quivalent dans une devise accept\u00e9e<\/td>\n<\/tr>\n<tr>\n<td>Livraison du premier lot<\/td>\n<td>125 tours imm\u00e9diatement<\/td>\n<\/tr>\n<tr>\n<td>Livraison du second lot<\/td>\n<td>25 tours toutes les 24 heures, sur 7 s\u00e9ries<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Pour comparer les r\u00e9sultats, gardez une trace du jeu, de la mise affich\u00e9e et du montant cr\u00e9dit\u00e9. Cette m\u00e9thode permet de rep\u00e9rer rapidement la diff\u00e9rence entre un multiplicateur annonc\u00e9 par le jeu et un bonus promotionnel appliqu\u00e9 au compte.<\/p>\n<ul>\n<li>Lire la table des paiements avant d\u2019activer les tours.<\/li>\n<li>V\u00e9rifier si le multiplicateur concerne une combinaison, un symbole ou une fonctionnalit\u00e9.<\/li>\n<li>Contr\u00f4ler la date d\u2019expiration et le rythme de livraison des tours.<\/li>\n<li>Consulter le solde et l\u2019historique apr\u00e8s chaque s\u00e9rie.<\/li>\n<li>Ne pas augmenter sa mise pour compenser une s\u00e9rie sans gain.<\/li>\n<\/ul>\n<h2>Conclusion : une v\u00e9rification indispensable avant les tours gratuits<\/h2>\n<p>Sur Staxino, les tours gratuits de bienvenue sont clairement chiffr\u00e9s, avec 300 tours r\u00e9partis sur deux d\u00e9p\u00f4ts et sans exigence de mise annonc\u00e9e pour les bonus correspondants. Le point moins clair concerne les multiplicateurs : leur pr\u00e9sence et leur valeur d\u00e9pendent du jeu, et aucune r\u00e8gle g\u00e9n\u00e9rale confirm\u00e9e ne permet de les appliquer \u00e0 toute l\u2019offre. V\u00e9rifiez donc la fiche du titre, le solde promotionnel et les conditions affich\u00e9es avant de commencer. Cette prudence vaut aussi pour toute question de retrait : une recherche du type \u00ab staxino retrait refus\u00e9 \u00bb ne remplace pas la lecture des r\u00e8gles de paiement et la demande d\u2019assistance.<\/p>\n<h2>Questions fr\u00e9quentes<\/h2>\n<p>Voici les points pratiques \u00e0 v\u00e9rifier avant d\u2019utiliser les tours gratuits et d\u2019\u00e9valuer un \u00e9ventuel gain.<\/p>\n<h3>Un multiplicateur garantit-il un gain pendant un tour gratuit ?<\/h3>\n<p>Non. Il augmente un paiement uniquement lorsqu\u2019une combinaison admissible est obtenue. Il ne garantit ni symbole gagnant ni r\u00e9sultat positif. Sa valeur et son d\u00e9clenchement d\u00e9pendent des r\u00e8gles de la machine \u00e0 sous choisie.<\/p>\n<h3>Combien de tours gratuits l\u2019offre de bienvenue comprend-elle ?<\/h3>\n<p>L\u2019offre annonc\u00e9e comprend 300 tours gratuits : 125 apr\u00e8s le premier d\u00e9p\u00f4t et 175 apr\u00e8s le second. Le second groupe est distribu\u00e9 en sept s\u00e9ries de 25 tours, espac\u00e9es de 24 heures.<\/p>\n<h3>Les gains des tours gratuits peuvent-ils \u00eatre retir\u00e9s imm\u00e9diatement ?<\/h3>\n<p>Les conditions de l\u2019offre doivent \u00eatre consult\u00e9es avant toute demande. Les bonus de d\u00e9p\u00f4t sont annonc\u00e9s sans exigence de mise, mais les r\u00e8gles du compte, la v\u00e9rification d\u2019identit\u00e9 et les \u00e9ventuelles restrictions du jeu peuvent encore s\u2019appliquer. V\u00e9rifiez l\u2019historique et la caisse.<\/p>\n<h3>Comment fermer d\u00e9finitivement un compte Staxino ?<\/h3>\n<p>La fermeture permanente peut \u00eatre demand\u00e9e au support, par le chat ou \u00e0 l\u2019adresse support@staxino.com. Pour une exclusion permanente, formulez clairement votre demande. Le site propose aussi une pause temporaire et une auto-exclusion de six mois.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Les multiplicateurs peuvent augmenter un gain pendant des tours gratuits, mais leur effet d\u00e9pend toujours du jeu et des conditions de la promotion. Sur Staxino, il faut donc distinguer les r\u00e8gles g\u00e9n\u00e9rales des machines \u00e0 sous et les \u00e9l\u00e9ments r\u00e9ellement confirm\u00e9s par l\u2019offre disponible. Pour compl\u00e9ter votre v\u00e9rification, consultez aussi staxino avis avant de d\u00e9poser,<\/p>\n<div class=\"klb-readmore button\"><a class=\"btn link\" href=\"https:\/\/klnpigeon.com\/index.php\/2026\/01\/05\/staxino-comment-fonctionnent-les-multiplicateurs-pendant-les-tours-gratuits\/\">Read More <i class=\"klbth-icon-right-arrow\"><\/i><\/a><\/div>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[1],"tags":[],"class_list":["post-90251","post","type-post","status-publish","format-standard","hentry","category-blog"],"jetpack_featured_media_url":"","jetpack_sharing_enabled":true,"_links":{"self":[{"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/posts\/90251","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/comments?post=90251"}],"version-history":[{"count":1,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/posts\/90251\/revisions"}],"predecessor-version":[{"id":90252,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/posts\/90251\/revisions\/90252"}],"wp:attachment":[{"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/media?parent=90251"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/categories?post=90251"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/tags?post=90251"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}