{"id":57981,"date":"2026-03-23T13:16:25","date_gmt":"2026-03-23T13:16:25","guid":{"rendered":"https:\/\/klnpigeon.com\/?p=57981"},"modified":"2026-09-24T22:08:36","modified_gmt":"2026-09-24T22:08:36","slug":"spinbara-comment-fonctionnent-les-machines-a-sous-eligibles-aux-tours-gratuits","status":"publish","type":"post","link":"https:\/\/klnpigeon.com\/index.php\/2026\/03\/23\/spinbara-comment-fonctionnent-les-machines-a-sous-eligibles-aux-tours-gratuits\/","title":{"rendered":"Spinbara : comment fonctionnent les machines \u00e0 sous \u00e9ligibles aux tours gratuits"},"content":{"rendered":"<p>Sur Spinbara, les tours gratuits ne s\u2019appliquent pas \u00e0 toutes les machines \u00e0 sous. Le jeu attribu\u00e9, la mise minimale, la p\u00e9riode d\u2019utilisation et les conditions de retrait peuvent changer selon l\u2019offre choisie. Pour \u00e9viter une mauvaise surprise, il faut v\u00e9rifier les r\u00e8gles avant de d\u00e9poser. Dans ce guide, nous expliquons comment rep\u00e9rer les jeux admissibles, calculer la mise requise et comprendre les limites, avec <a href=\"https:\/\/adconfection.fr\/\">spinbara<\/a> int\u00e9gr\u00e9 \u00e0 notre analyse.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"spinbara\" border=\"0\" \/><\/p>\n<h2>Spinbara et les r\u00e8gles des tours gratuits<\/h2>\n<p>Les promotions de Spinbara distinguent g\u00e9n\u00e9ralement les tours gratuits du bonus en argent. Les gains issus des tours doivent souvent \u00eatre rejou\u00e9s avant de pouvoir rejoindre le solde r\u00e9el. Le casino affiche les jeux concern\u00e9s dans la promotion ou attribue directement les tours \u00e0 une machine pr\u00e9cise. Il est donc pr\u00e9f\u00e9rable de lire les conditions de l\u2019offre active plut\u00f4t que de se fier au seul catalogue g\u00e9n\u00e9ral.<\/p>\n<h3>Quels jeux peuvent recevoir des tours gratuits ?<\/h3>\n<p>Les offres examin\u00e9es pr\u00e9voient des tours sur une machine \u00e0 sous s\u00e9lectionn\u00e9e, souvent jou\u00e9e \u00e0 la mise minimale. Les jeux de casino classiques, comme la roulette ou le blackjack, ne servent pas \u00e0 utiliser ces tours. Les jackpots, le Slingo et le bingo sont aussi exclus de plusieurs promotions lorsque le joueur utilise un bonus. Le catalogue fran\u00e7ais comprend 10 585 machines \u00e0 sous, mais cela ne signifie pas qu\u2019elles sont toutes \u00e9ligibles.<\/p>\n<h3>Quelle mise requise pour lib\u00e9rer les gains ?<\/h3>\n<p>Les gains des tours gratuits sont soumis \u00e0 une condition de mise de 40\u00d7 dans les offres consult\u00e9es. La p\u00e9riode habituelle est de 10 jours pour terminer cette exigence, tandis que les tours eux-m\u00eames peuvent expirer sous 7 jours. Certaines r\u00e9compenses du Shop limitent aussi le montant transf\u00e9rable au solde r\u00e9el \u00e0 75 CAD ou 120 CAD selon l\u2019offre. Cette diff\u00e9rence entre dur\u00e9e d\u2019utilisation, mise requise et plafond de gains m\u00e9rite une v\u00e9rification attentive.<\/p>\n<ul>\n<li>V\u00e9rifiez le jeu attribu\u00e9 et sa mise autoris\u00e9e.<\/li>\n<li>Contr\u00f4lez la date limite d\u2019utilisation des tours.<\/li>\n<li>Lisez le multiplicateur appliqu\u00e9 aux gains.<\/li>\n<li>Rep\u00e9rez le plafond de retrait ou de transfert.<\/li>\n<li>\u00c9vitez d\u2019activer une autre promotion avant la fin de la premi\u00e8re.<\/li>\n<\/ul>\n<h2>Conditions pratiques avant de jouer aux tours gratuits<\/h2>\n<p>Les tours gratuits ne fonctionnent pas isol\u00e9ment : ils d\u00e9pendent souvent d\u2019un d\u00e9p\u00f4t qualifiant, d\u2019une activation manuelle et de l\u2019\u00e9tat du compte. Spinbara propose un vaste espace de jeux, mais la pr\u00e9sentation fran\u00e7aise utilise parfois le dollar canadien, le dollar am\u00e9ricain ou l\u2019USDT. Pour un joueur en France, cette conversion peut rendre le co\u00fbt r\u00e9el moins \u00e9vident au moment de choisir une offre.<\/p>\n<h3>Offres, d\u00e9lais et limites \u00e0 conna\u00eetre<\/h3>\n<p>Le bonus de bienvenue casino comprend 200 tours gratuits, distribu\u00e9s \u00e0 raison de 20 par jour pendant 10 jours. Le d\u00e9p\u00f4t minimal indiqu\u00e9 est de 30 CAD, et les gains des tours demandent une mise de 40\u00d7. L\u2019offre du week-end ajoute 50 tours \u00e0 partir d\u2019un d\u00e9p\u00f4t de 75 CAD, alors que l\u2019offre crypto du week-end propose 100 tours avec un d\u00e9p\u00f4t minimal de 75 USDT. Les tours doivent \u00eatre activ\u00e9s dans le d\u00e9lai pr\u00e9vu par chaque promotion.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>Condition v\u00e9rifi\u00e9e<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Bonus de bienvenue<\/td>\n<td>200 tours gratuits, 20 par jour pendant 10 jours<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9p\u00f4t minimal classique<\/td>\n<td>30 CAD<\/td>\n<\/tr>\n<tr>\n<td>Bonus du week-end<\/td>\n<td>50 tours \u00e0 partir de 75 CAD<\/td>\n<\/tr>\n<tr>\n<td>Bonus crypto du week-end<\/td>\n<td>100 tours, d\u00e9p\u00f4t minimal de 75 USDT<\/td>\n<\/tr>\n<tr>\n<td>Mise des gains de tours<\/td>\n<td>40\u00d7, g\u00e9n\u00e9ralement \u00e0 terminer sous 10 jours<\/td>\n<\/tr>\n<tr>\n<td>R\u00e9compenses du Shop<\/td>\n<td>Utilisation des tours sous 7 jours<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Un retrait effectu\u00e9 avant la r\u00e9clamation d\u2019un bonus ou pendant une promotion active peut annuler l\u2019\u00e9ligibilit\u00e9 et les gains associ\u00e9s. Les offres ne se cumulent pas toujours : l\u2019activation d\u2019une nouvelle promotion peut supprimer la pr\u00e9c\u00e9dente. La prudence est donc plus utile qu\u2019une succession de d\u00e9p\u00f4ts destin\u00e9s \u00e0 obtenir davantage de tours.<\/p>\n<h2>Conclusion : faut-il utiliser les tours gratuits de Spinbara ?<\/h2>\n<p>Les tours gratuits de Spinbara peuvent \u00eatre int\u00e9ressants pour tester une machine \u00e0 sous sans miser chaque tour avec son propre solde. Leur valeur d\u00e9pend toutefois des conditions : jeu impos\u00e9, expiration rapide, mise de 40\u00d7 et \u00e9ventuel plafond de retrait. Avant toute activation, comparez le d\u00e9p\u00f4t demand\u00e9, la devise affich\u00e9e et les r\u00e8gles de retrait. Cette m\u00e9thode permet aussi d\u2019\u00e9viter une situation de type spinbara bloquer compte apr\u00e8s une contestation li\u00e9e \u00e0 une promotion ou \u00e0 une v\u00e9rification.<\/p>\n<h2>Foire aux questions<\/h2>\n<p>Voici les points pratiques \u00e0 v\u00e9rifier avant d\u2019utiliser une offre de tours gratuits sur le site.<\/p>\n<h3>Les tours gratuits sont-ils disponibles sur toutes les machines \u00e0 sous ?<\/h3>\n<p>Non. Ils sont g\u00e9n\u00e9ralement li\u00e9s \u00e0 une machine pr\u00e9cise ou \u00e0 une liste d\u00e9finie dans les conditions de l\u2019offre. Le nombre total de jeux disponibles ne suffit pas \u00e0 confirmer l\u2019\u00e9ligibilit\u00e9. Consultez la promotion active et le jeu indiqu\u00e9 avant de lancer les tours.<\/p>\n<h3>Que signifie une mise de 40\u00d7 sur les gains ?<\/h3>\n<p>Une mise de 40\u00d7 signifie que les gains issus des tours doivent \u00eatre rejou\u00e9s quarante fois avant une demande de retrait, selon les r\u00e8gles de l\u2019offre. Le calcul peut aussi \u00eatre soumis \u00e0 une limite de temps et \u00e0 un plafond de gains transf\u00e9rables.<\/p>\n<h3>Spinbara est-il aussi un bookmaker ?<\/h3>\n<p>Oui, Spinbara propose \u00e9galement des paris sportifs et des paris en direct. Les promotions sportives suivent toutefois d\u2019autres r\u00e8gles : les bonus peuvent avoir une dur\u00e9e de 30 jours, des cotes minimales et des conditions de mise diff\u00e9rentes de celles des tours gratuits du casino.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Sur Spinbara, les tours gratuits ne s\u2019appliquent pas \u00e0 toutes les machines \u00e0 sous. Le jeu attribu\u00e9, la mise minimale, la p\u00e9riode d\u2019utilisation et les conditions de retrait peuvent changer selon l\u2019offre choisie. Pour \u00e9viter une mauvaise surprise, il faut v\u00e9rifier les r\u00e8gles avant de d\u00e9poser. Dans ce guide, nous expliquons comment rep\u00e9rer les jeux<\/p>\n<div class=\"klb-readmore button\"><a class=\"btn link\" href=\"https:\/\/klnpigeon.com\/index.php\/2026\/03\/23\/spinbara-comment-fonctionnent-les-machines-a-sous-eligibles-aux-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-57981","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\/57981","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=57981"}],"version-history":[{"count":1,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/posts\/57981\/revisions"}],"predecessor-version":[{"id":57982,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/posts\/57981\/revisions\/57982"}],"wp:attachment":[{"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/media?parent=57981"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/categories?post=57981"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/tags?post=57981"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}