{"id":6858,"date":"2026-03-19T00:57:30","date_gmt":"2026-03-19T00:57:30","guid":{"rendered":"https:\/\/raspllp.com\/?p=6858"},"modified":"2026-09-29T01:19:22","modified_gmt":"2026-09-29T01:19:22","slug":"tikitaka-applique-t-il-une-limite-de-gain-differente-aux-tours-de-free-spins","status":"publish","type":"post","link":"https:\/\/raspllp.com\/index.php\/2026\/03\/19\/tikitaka-applique-t-il-une-limite-de-gain-differente-aux-tours-de-free-spins\/","title":{"rendered":"Tikitaka applique-t-il une limite de gain diff\u00e9rente aux tours de free spins ?"},"content":{"rendered":"<p>La r\u00e9ponse d\u00e9pend de la promotion utilis\u00e9e, du nombre de spins accord\u00e9s et de la version r\u00e9gionale du compte. Pour comprendre les r\u00e8gles de Tikitaka, il faut distinguer la limite de conversion des free spins du plafond li\u00e9 au bonus de d\u00e9p\u00f4t. Les conditions de l\u2019\u00e9dition canadienne francophone indiquent des montants pr\u00e9cis, accessibles depuis <a href=\"https:\/\/tikitakafrance.com\/\">https:\/\/tikitakafrance.com\/<\/a>, mais ils ne doivent pas \u00eatre transpos\u00e9s automatiquement \u00e0 un compte enregistr\u00e9 en France.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"tikitaka\" border=\"0\" \/><\/p>\n<h2>Les limites de gain pr\u00e9vues pour les free spins Tikitaka<\/h2>\n<p>Dans les conditions publi\u00e9es pour la version Canada FR, les gains issus des tours gratuits ne suivent pas exactement la m\u00eame r\u00e8gle que le bonus de d\u00e9p\u00f4t. Le nombre de spins attribu\u00e9s influence directement le plafond de conversion. Cette diff\u00e9rence est essentielle : le solde affich\u00e9 apr\u00e8s les tours gratuits ne correspond pas forc\u00e9ment au montant qui pourra \u00eatre retir\u00e9.<\/p>\n<h3>Un plafond li\u00e9 au nombre de spins<\/h3>\n<p>Pour l\u2019offre de bienvenue \u00e9tudi\u00e9e, le joueur re\u00e7oit 200 free spins apr\u00e8s un d\u00e9p\u00f4t admissible de 30 CAD. Les spins sont distribu\u00e9s \u00e0 raison de 20 par jour pendant 10 jours. Les gains issus de 50 spins ou moins sont convertibles jusqu\u2019\u00e0 75 CAD. Au-del\u00e0 de 50 spins, le plafond passe \u00e0 150 CAD.<\/p>\n<p>Le seuil concerne donc la conversion des gains de free spins, et non une limitation g\u00e9n\u00e9rale de chaque tour. Un gain sup\u00e9rieur au plafond peut appara\u00eetre dans le solde promotionnel, mais la partie d\u00e9passant la limite ne devient pas automatiquement retirable. La r\u00e8gle doit \u00eatre v\u00e9rifi\u00e9e avant d\u2019activer l\u2019offre, surtout si plusieurs r\u00e9compenses sont propos\u00e9es en m\u00eame temps.<\/p>\n<h3>Une r\u00e8gle diff\u00e9rente du bonus de d\u00e9p\u00f4t<\/h3>\n<p>Le bonus de d\u00e9p\u00f4t suit une autre m\u00e9canique. Il est annonc\u00e9 \u00e0 100 % jusqu\u2019\u00e0 750 CAD, avec une exigence de mise de 35 fois le d\u00e9p\u00f4t augment\u00e9 du bonus. Les gains issus des free spins demandent, eux, une mise de 40 fois les gains concern\u00e9s. Le bonus de d\u00e9p\u00f4t poss\u00e8de aussi son propre plafond de retrait, fix\u00e9 \u00e0 10 fois le montant initial du bonus.<\/p>\n<p>Ces r\u00e8gles ne s\u2019additionnent pas librement. Les offres ne sont pas cumulables et l\u2019activation d\u2019une nouvelle promotion peut supprimer la pr\u00e9c\u00e9dente ainsi que ses gains associ\u00e9s. Il faut \u00e9galement activer s\u00e9par\u00e9ment le bonus de d\u00e9p\u00f4t et les free spins dans le profil, avant de miser le d\u00e9p\u00f4t admissible.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment compar\u00e9<\/th>\n<th>Free spins<\/th>\n<th>Bonus de d\u00e9p\u00f4t<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Offre de bienvenue<\/td>\n<td>200 spins<\/td>\n<td>100 % jusqu\u2019\u00e0 750 CAD<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9p\u00f4t minimum<\/td>\n<td>30 CAD<\/td>\n<td>30 CAD<\/td>\n<\/tr>\n<tr>\n<td>Distribution<\/td>\n<td>20 spins par jour pendant 10 jours<\/td>\n<td>Cr\u00e9dit apr\u00e8s activation<\/td>\n<\/tr>\n<tr>\n<td>Mise requise<\/td>\n<td>40 fois les gains des spins<\/td>\n<td>35 fois d\u00e9p\u00f4t plus bonus<\/td>\n<\/tr>\n<tr>\n<td>Plafond de conversion<\/td>\n<td>75 CAD jusqu\u2019\u00e0 50 spins, puis 150 CAD<\/td>\n<td>10 fois le bonus initial<\/td>\n<\/tr>\n<tr>\n<td>Mise maximale avec bonus actif<\/td>\n<td colspan=\"2\">150 CAD par mise<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Cette comparaison montre pourquoi il serait trompeur de parler d\u2019une seule limite de gain. Le plafond d\u00e9pend de la source du gain, tandis que la mise maximale s\u2019applique au compte lorsque le bonus de casino est actif. Les jeux de table et de cartes ne contribuent pas au wagering, alors que les machines \u00e0 sous admissibles contribuent \u00e0 100 %.<\/p>\n<h2>Comment interpr\u00e9ter ces r\u00e8gles avant de jouer sur Tikitaka<\/h2>\n<p>La question de la limite n\u2019est qu\u2019un \u00e9l\u00e9ment de l\u2019\u00e9valuation. Les joueurs doivent aussi examiner la juridiction, la devise du compte, les d\u00e9lais et les conditions de retrait. Les pages francophones ne suffisent pas \u00e0 \u00e9tablir qu\u2019une offre canadienne est valable en France : le dossier distingue explicitement l\u2019\u00e9dition Canada FR de l\u2019\u00e9dition France FR.<\/p>\n<h3>V\u00e9rifier la version r\u00e9gionale et les conditions actives<\/h3>\n<p>Le compte est associ\u00e9 au pays choisi lors de l\u2019inscription et la devise d\u00e9pend de ce choix. Le dossier canadien utilise le dollar canadien, alors que les conditions fran\u00e7aises peuvent pr\u00e9voir d\u2019autres montants ou restrictions. La r\u00e9glementation applicable, l\u2019\u00e2ge l\u00e9gal et les contr\u00f4les d\u2019identit\u00e9 doivent donc \u00eatre examin\u00e9s dans la version destin\u00e9e au pays de r\u00e9sidence.<\/p>\n<p>Avant toute activation, nous recommandons de contr\u00f4ler :<\/p>\n<ul>\n<li>la devise et le pays associ\u00e9s au compte ;<\/li>\n<li>le nombre exact de spins et leur date d\u2019expiration ;<\/li>\n<li>le plafond de conversion applicable \u00e0 cette s\u00e9rie de tours ;<\/li>\n<li>le taux de mise et les jeux qui contribuent r\u00e9ellement ;<\/li>\n<li>les moyens de paiement accept\u00e9s et les r\u00e8gles de retrait.<\/li>\n<\/ul>\n<p>Cette v\u00e9rification permet aussi d\u2019\u00e9viter certains Tikitaka inconv\u00e9nients courants des bonus complexes : expiration rapide, offre remplac\u00e9e par une autre ou retrait demand\u00e9 avant la fin des conditions. Une demande de retrait pendant que le bonus est actif peut supprimer l\u2019\u00e9ligibilit\u00e9 \u00e0 la promotion \u00e9tudi\u00e9e.<\/p>\n<h3>Comparer le gain affich\u00e9 avec le gain retirable<\/h3>\n<p>Un montant visible dans le solde ne repr\u00e9sente pas n\u00e9cessairement un gain d\u00e9finitivement acquis. Les free spins sont d\u2019abord soumis \u00e0 leur exigence de mise, puis \u00e0 leur plafond de conversion. Les retraits font aussi l\u2019objet de contr\u00f4les : la revue peut prendre jusqu\u2019\u00e0 trois jours ouvr\u00e9s, tandis qu\u2019une v\u00e9rification d\u2019identit\u00e9 habituelle peut demander 24 \u00e0 48 heures, avec des contr\u00f4les plus longs dans certains cas.<\/p>\n<p>Si Tikitaka connexion impossible appara\u00eet au moment d\u2019acc\u00e9der au profil, mieux vaut \u00e9viter de multiplier les tentatives ou d\u2019activer une autre offre sans v\u00e9rifier l\u2019\u00e9tat du bonus. Le support est annonc\u00e9 par chat et par e-mail. Il faut conserver les conditions affich\u00e9es, les dates d\u2019activation et l\u2019historique du solde afin de pouvoir demander une explication pr\u00e9cise.<\/p>\n<p>Les jeux disponibles constituent \u00e9galement un crit\u00e8re de comparaison. Le catalogue public indique 126 fournisseurs, avec des cat\u00e9gories comme les nouveaut\u00e9s, les jackpots, les jeux en direct et les Megaways. Cela peut aider \u00e0 rep\u00e9rer les Tikitaka meilleurs jeux, mais la pr\u00e9sence d\u2019un titre ne signifie pas qu\u2019il est admissible \u00e0 une promotion donn\u00e9e.<\/p>\n<p>Pour analyser une offre sans se fier uniquement au montant annonc\u00e9, suivez cette m\u00e9thode :<\/p>\n<ol>\n<li>Identifiez la version r\u00e9gionale et la devise du compte.<\/li>\n<li>Lisez s\u00e9par\u00e9ment les r\u00e8gles des spins et celles du bonus de d\u00e9p\u00f4t.<\/li>\n<li>Calculez la mise exig\u00e9e avant de consid\u00e9rer le gain comme retirable.<\/li>\n<li>V\u00e9rifiez le plafond de conversion et les jeux autoris\u00e9s.<\/li>\n<li>Gardez une copie des conditions au moment de l\u2019activation.<\/li>\n<\/ol>\n<h2>Conclusion : une limite diff\u00e9rente, mais pas une r\u00e8gle universelle<\/h2>\n<p>Oui, Tikitaka applique une limite de conversion sp\u00e9cifique aux gains de free spins dans les conditions Canada FR examin\u00e9es : 75 CAD jusqu\u2019\u00e0 50 spins, puis 150 CAD au-del\u00e0. Cette limite ne remplace pas celle du bonus de d\u00e9p\u00f4t, qui suit ses propres r\u00e8gles de mise et de retrait. Pour un joueur en France, la conclusion pratique est simple : ne vous fiez pas aux montants canadiens et v\u00e9rifiez toujours les conditions rattach\u00e9es \u00e0 votre compte avant de d\u00e9poser.<\/p>\n<h2>Frequently Asked Questions<\/h2>\n<p>Voici les points \u00e0 contr\u00f4ler avant d\u2019utiliser une offre de tours gratuits ou de demander un retrait.<\/p>\n<h3>Le plafond de 150 CAD s\u2019applique-t-il \u00e0 tous les free spins Tikitaka ?<\/h3>\n<p>Non. Le plafond de 150 CAD correspond aux conditions de l\u2019offre de bienvenue Canada FR lorsque plus de 50 spins sont concern\u00e9s. Une autre promotion peut pr\u00e9voir un montant, un nombre de tours ou une r\u00e8gle diff\u00e9rente. Il faut donc lire les conditions propres \u00e0 l\u2019offre active.<\/p>\n<h3>Les free spins doivent-ils \u00eatre utilis\u00e9s imm\u00e9diatement ?<\/h3>\n<p>Les 200 spins de l\u2019offre \u00e9tudi\u00e9e sont distribu\u00e9s en lots de 20 par jour pendant 10 jours. Chaque lot doit \u00eatre r\u00e9clam\u00e9 dans sa fen\u00eatre de 24 heures. Le premier lot est disponible imm\u00e9diatement, mais les suivants ne restent pas n\u00e9cessairement accessibles ind\u00e9finiment.<\/p>\n<h3>Un retrait annule-t-il les gains des free spins ?<\/h3>\n<p>Dans les conditions examin\u00e9es, une demande de retrait avant la r\u00e9clamation ou pendant l\u2019activation du bonus peut supprimer l\u2019\u00e9ligibilit\u00e9 \u00e0 l\u2019offre. La demande peut aussi interrompre le traitement promotionnel. V\u00e9rifiez le statut du bonus avant de lancer un retrait.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>La r\u00e9ponse d\u00e9pend de la promotion utilis\u00e9e, du nombre de spins accord\u00e9s et de la version r\u00e9gionale du compte. Pour comprendre les r\u00e8gles de Tikitaka, il faut distinguer la limite de conversion des free spins du plafond li\u00e9 au bonus de d\u00e9p\u00f4t. Les conditions de l\u2019\u00e9dition canadienne francophone indiquent des montants pr\u00e9cis, accessibles depuis https:\/\/tikitakafrance.com\/, &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/raspllp.com\/index.php\/2026\/03\/19\/tikitaka-applique-t-il-une-limite-de-gain-differente-aux-tours-de-free-spins\/\"> <span class=\"screen-reader-text\">Tikitaka applique-t-il une limite de gain diff\u00e9rente aux tours de free spins ?<\/span> Read More &raquo;<\/a><\/p>\n","protected":false},"author":13,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_uag_custom_page_level_css":"","site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""}},"footnotes":""},"categories":[1],"tags":[],"uagb_featured_image_src":{"full":false,"thumbnail":false,"medium":false,"medium_large":false,"large":false,"1536x1536":false,"2048x2048":false},"uagb_author_info":{"display_name":"kori5959","author_link":"https:\/\/raspllp.com\/index.php\/author\/kori5959\/"},"uagb_comment_info":0,"uagb_excerpt":"La r\u00e9ponse d\u00e9pend de la promotion utilis\u00e9e, du nombre de spins accord\u00e9s et de la version r\u00e9gionale du compte. Pour comprendre les r\u00e8gles de Tikitaka, il faut distinguer la limite de conversion des free spins du plafond li\u00e9 au bonus de d\u00e9p\u00f4t. Les conditions de l\u2019\u00e9dition canadienne francophone indiquent des montants pr\u00e9cis, accessibles depuis https:\/\/tikitakafrance.com\/,&hellip;","_links":{"self":[{"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/posts\/6858"}],"collection":[{"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/users\/13"}],"replies":[{"embeddable":true,"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/comments?post=6858"}],"version-history":[{"count":1,"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/posts\/6858\/revisions"}],"predecessor-version":[{"id":6859,"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/posts\/6858\/revisions\/6859"}],"wp:attachment":[{"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/media?parent=6858"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/categories?post=6858"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/tags?post=6858"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}