{"id":7716,"date":"2026-02-14T03:59:24","date_gmt":"2026-02-13T19:59:24","guid":{"rendered":"https:\/\/imah.org.hk\/?p=7716"},"modified":"2026-10-06T09:45:02","modified_gmt":"2026-10-06T01:45:02","slug":"minimum-des-depots-et-montants-maximums-du-bonus-de-bienvenue-savaspin","status":"publish","type":"post","link":"https:\/\/imah.org.hk\/id\/minimum-des-depots-et-montants-maximums-du-bonus-de-bienvenue-savaspin\/","title":{"rendered":"Minimum des d\u00e9p\u00f4ts et montants maximums du bonus de bienvenue savaspin"},"content":{"rendered":"<p>Le bonus de bienvenue savaspin repose sur trois premiers d\u00e9p\u00f4ts, avec des conditions diff\u00e9rentes pour chaque \u00e9tape. Pour comprendre ce que vous pouvez r\u00e9ellement obtenir, il faut regarder le d\u00e9p\u00f4t minimum, le plafond du bonus, les tours de mise et la dur\u00e9e de validit\u00e9. Cette analyse, compl\u00e9t\u00e9e par <a href=\"https:\/\/savaspins.fr\/\">https:\/\/savaspins.fr\/<\/a> au milieu de votre v\u00e9rification, vous aide \u00e0 comparer l\u2019offre sans vous limiter au montant affich\u00e9.<\/p>\n<p><img style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"savaspin\" border=\"0\" \/><\/p>\n<h2>Comment fonctionne le bonus de bienvenue savaspin&nbsp;?<\/h2>\n<p>Le forfait casino concerne les trois premiers d\u00e9p\u00f4ts effectu\u00e9s sur le compte. Le site affiche une valeur totale pouvant atteindre 2&nbsp;500&nbsp;\u20ac ainsi que 250 tours gratuits. Toutefois, les conditions d\u00e9taill\u00e9es doivent \u00eatre lues s\u00e9par\u00e9ment, car le pourcentage du premier d\u00e9p\u00f4t n\u2019est pas affich\u00e9 sur la carte fran\u00e7aise et le r\u00e8glement g\u00e9n\u00e9ral pr\u00e9voit normalement un plafond de 500&nbsp;\u20ac par d\u00e9p\u00f4t, sauf offre particuli\u00e8re.<\/p>\n<h3>Quel d\u00e9p\u00f4t minimum faut-il effectuer&nbsp;?<\/h3>\n<p>Pour chacun des trois d\u00e9p\u00f4ts \u00e9ligibles, le minimum indiqu\u00e9 est de 15&nbsp;\u20ac. Il ne suffit pas de cr\u00e9diter le compte&nbsp;: les conditions du bonus doivent \u00eatre respect\u00e9es et l\u2019offre standard doit \u00eatre attribu\u00e9e automatiquement. L\u2019utilisation d\u2019un code promotionnel peut emp\u00eacher l\u2019obtention du forfait de bienvenue classique.<\/p>\n<p>Les trois \u00e9tapes annonc\u00e9es se pr\u00e9sentent ainsi&nbsp;:<\/p>\n<ol>\n<li>Premier d\u00e9p\u00f4t&nbsp;: plafond affich\u00e9 de 1&nbsp;500&nbsp;\u20ac et 150 tours gratuits, mais pourcentage de correspondance non pr\u00e9cis\u00e9 sur la carte.<\/li>\n<li>Deuxi\u00e8me d\u00e9p\u00f4t&nbsp;: 55&nbsp;% jusqu\u2019\u00e0 500&nbsp;\u20ac, avec 100 tours gratuits.<\/li>\n<li>Troisi\u00e8me d\u00e9p\u00f4t&nbsp;: 100&nbsp;% jusqu\u2019\u00e0 500&nbsp;\u20ac, sans tours gratuits mentionn\u00e9s sur la carte.<\/li>\n<\/ol>\n<p>Les tours gratuits du premier d\u00e9p\u00f4t sont distribu\u00e9s \u00e0 raison de 50 par jour pendant trois jours. Ceux du deuxi\u00e8me d\u00e9p\u00f4t suivent le m\u00eame rythme pendant deux jours. Ils doivent \u00eatre activ\u00e9s dans un d\u00e9lai de trois jours, puis leurs r\u00e9sultats restent valables pendant sept jours. Le gain maximal provenant des tours gratuits d\u2019inscription est fix\u00e9 \u00e0 50&nbsp;\u20ac, sauf indication contraire dans une promotion sp\u00e9cifique.<\/p>\n<h3>Quels sont les plafonds et les conditions de mise&nbsp;?<\/h3>\n<p>Le forfait est annonc\u00e9 comme pouvant atteindre 2&nbsp;500&nbsp;\u20ac et 250 tours gratuits. Le deuxi\u00e8me et le troisi\u00e8me d\u00e9p\u00f4t ont des taux clairement publi\u00e9s, mais le premier montant de 1&nbsp;500&nbsp;\u20ac reste une particularit\u00e9 de la carte promotionnelle. Le r\u00e8glement g\u00e9n\u00e9ral indique de son c\u00f4t\u00e9 un bonus maximal par d\u00e9p\u00f4t de 500&nbsp;\u20ac, ce qui cr\u00e9e une diff\u00e9rence \u00e0 v\u00e9rifier avant tout versement important.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>Condition publi\u00e9e<\/th>\n<th>Cons\u00e9quence pratique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>D\u00e9p\u00f4t minimum<\/td>\n<td>15&nbsp;\u20ac par \u00e9tape<\/td>\n<td>Chaque d\u00e9p\u00f4t doit atteindre ce seuil<\/td>\n<\/tr>\n<tr>\n<td>Deuxi\u00e8me d\u00e9p\u00f4t<\/td>\n<td>55&nbsp;% jusqu\u2019\u00e0 500&nbsp;\u20ac<\/td>\n<td>Un d\u00e9p\u00f4t de 500&nbsp;\u20ac donne th\u00e9oriquement 275&nbsp;\u20ac de bonus<\/td>\n<\/tr>\n<tr>\n<td>Troisi\u00e8me d\u00e9p\u00f4t<\/td>\n<td>100&nbsp;% jusqu\u2019\u00e0 500&nbsp;\u20ac<\/td>\n<td>Le bonus ne d\u00e9passe pas 500&nbsp;\u20ac selon la carte<\/td>\n<\/tr>\n<tr>\n<td>Tours gratuits<\/td>\n<td>150 puis 100<\/td>\n<td>Distribution sur trois jours puis deux jours<\/td>\n<\/tr>\n<tr>\n<td>Validit\u00e9 standard<\/td>\n<td>7 jours<\/td>\n<td>Les composantes de bienvenue doivent \u00eatre utilis\u00e9es \u00e0 temps<\/td>\n<\/tr>\n<tr>\n<td>Tours de mise par d\u00e9faut<\/td>\n<td>40 fois<\/td>\n<td>Le bonus et ses gains doivent respecter cette exigence<\/td>\n<\/tr>\n<tr>\n<td>Gain maximal des tours gratuits<\/td>\n<td>50&nbsp;\u20ac<\/td>\n<td>Le plafond reste applicable apr\u00e8s les tours<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Le taux de mise par d\u00e9faut est de 40 fois, sauf si une promotion particuli\u00e8re pr\u00e9voit une autre r\u00e8gle. Les fonds r\u00e9els sont utilis\u00e9s avant les fonds bonus, et les bonus sont d\u00e9crits comme non retirable directement. Un retrait demand\u00e9 avant la fin des tours de mise peut annuler le bonus et les gains issus de celui-ci. Le plafond de mise par tour est g\u00e9n\u00e9ralement de 5&nbsp;\u20ac, y compris pour une fonctionnalit\u00e9 achet\u00e9e.<\/p>\n<h2>Ce qu\u2019il faut v\u00e9rifier avant de r\u00e9clamer l\u2019offre<\/h2>\n<p>Un montant maximum \u00e9lev\u00e9 ne suffit pas pour juger l\u2019int\u00e9r\u00eat d\u2019une promotion. La contribution des jeux, la dur\u00e9e disponible et les r\u00e8gles de retrait changent fortement la valeur r\u00e9elle du bonus. Les machines \u00e0 sous contribuent \u00e0 100&nbsp;% aux exigences de mise, tandis que le blackjack et la roulette en direct ne contribuent qu\u2019\u00e0 10&nbsp;%. Les jeux de table et plusieurs autres jeux ne comptent pas.<\/p>\n<h3>Comment limiter les mauvaises surprises&nbsp;?<\/h3>\n<p>Avant de d\u00e9poser, ouvrez la page de l\u2019offre et comparez-la avec les conditions g\u00e9n\u00e9rales du bonus. Cette \u00e9tape permet de rep\u00e9rer les diff\u00e9rences entre la carte publicitaire et le r\u00e8glement d\u00e9taill\u00e9. Elle aide aussi \u00e0 d\u00e9terminer si l\u2019offre correspond \u00e0 votre mani\u00e8re de jouer, notamment si vous pr\u00e9f\u00e9rez le casino en direct plut\u00f4t que les machines \u00e0 sous.<\/p>\n<ul>\n<li>V\u00e9rifiez le pourcentage et le plafond exacts affich\u00e9s au moment du d\u00e9p\u00f4t.<\/li>\n<li>Confirmez que le d\u00e9p\u00f4t atteint au moins 15&nbsp;\u20ac et que l\u2019offre standard est s\u00e9lectionn\u00e9e.<\/li>\n<li>Contr\u00f4lez la contribution de votre jeu avant de lancer les mises.<\/li>\n<li>Notez la date limite de sept jours et les d\u00e9lais propres aux tours gratuits.<\/li>\n<li>\u00c9vitez de demander un retrait avant la fin des conditions de mise.<\/li>\n<\/ul>\n<p>Le site exige \u00e9galement que les d\u00e9p\u00f4ts atteignent un chiffre d\u2019affaires de trois fois avant un retrait, selon les conditions g\u00e9n\u00e9rales et les conditions des bonus. Une autre page \u00e9voque une seule fois, mais la r\u00e8gle la plus stricte est la plus prudente \u00e0 retenir. Une v\u00e9rification d\u2019identit\u00e9 peut aussi \u00eatre demand\u00e9e avant le paiement, surtout lorsqu\u2019un bonus ou un moyen de paiement doit \u00eatre contr\u00f4l\u00e9.<\/p>\n<p>La r\u00e9putation et les services annexes ne remplacent pas cette lecture. Les recherches sur <strong>savaspin s\u00e9rieux<\/strong>, le <strong>savaspin paiement s\u00e9curis\u00e9<\/strong> ou le <strong>savaspin cashback hebdomadaire<\/strong> peuvent aider \u00e0 examiner l\u2019ensemble du site, mais elles ne modifient pas les r\u00e8gles du bonus de bienvenue. De m\u00eame, un <strong>savaspin bonus sans inscription<\/strong> ne doit pas \u00eatre confondu avec cette offre, qui exige la cr\u00e9ation d\u2019un compte et des d\u00e9p\u00f4ts qualifiants.<\/p>\n<p>Pour les personnes qui souhaitent surtout jouer aux machines \u00e0 sous, la contribution de 100&nbsp;% rend les calculs plus simples. En revanche, les jeux instantan\u00e9s ne comptent qu\u2019\u00e0 5&nbsp;%, tandis que le baccarat, la roulette et le blackjack en direct sont limit\u00e9s \u00e0 10&nbsp;%. Une mise de 20&nbsp;\u20ac sur un jeu contribuant \u00e0 5&nbsp;% ne compte donc que pour 1&nbsp;\u20ac dans le calcul des tours requis.<\/p>\n<h2>Conclusion<\/h2>\n<p>Le bonus de bienvenue savaspin commence \u00e0 15&nbsp;\u20ac par d\u00e9p\u00f4t et s\u2019\u00e9tend sur trois versements. Le deuxi\u00e8me d\u00e9p\u00f4t offre 55&nbsp;% jusqu\u2019\u00e0 500&nbsp;\u20ac, tandis que le troisi\u00e8me annonce 100&nbsp;% jusqu\u2019\u00e0 500&nbsp;\u20ac. Le premier plafond affich\u00e9 \u00e0 1&nbsp;500&nbsp;\u20ac doit \u00eatre v\u00e9rifi\u00e9 avec attention, car il ne correspond pas au plafond g\u00e9n\u00e9ral de 500&nbsp;\u20ac par d\u00e9p\u00f4t. La d\u00e9cision la plus prudente consiste \u00e0 confirmer l\u2019offre active, les 40 fois de mise, la validit\u00e9 de sept jours et la r\u00e8gle de retrait de trois fois avant de d\u00e9poser.<\/p>\n<h2>Foire aux questions<\/h2>\n<p>Voici les r\u00e9ponses aux points qui pr\u00eatent le plus souvent \u00e0 confusion lors de l\u2019utilisation du bonus de bienvenue.<\/p>\n<h3>Le d\u00e9p\u00f4t minimum est-il de 15&nbsp;\u20ac pour les trois bonus&nbsp;?<\/h3>\n<p>Oui. Le r\u00e8glement de l\u2019offre indique un d\u00e9p\u00f4t qualifiant minimum de 15&nbsp;\u20ac pour chacun des trois premiers d\u00e9p\u00f4ts. Le montant doit aussi respecter les conditions du moyen de paiement choisi et \u00eatre effectu\u00e9 alors que l\u2019offre concern\u00e9e est disponible.<\/p>\n<h3>Peut-on retirer l\u2019argent avant la fin des tours de mise&nbsp;?<\/h3>\n<p>Une demande de retrait avant la fin des tours peut annuler le bonus et les gains g\u00e9n\u00e9r\u00e9s par celui-ci. Les fonds r\u00e9els restants peuvent toutefois \u00eatre trait\u00e9s s\u00e9par\u00e9ment. Il est pr\u00e9f\u00e9rable de v\u00e9rifier le solde bonus et les conditions avant toute demande.<\/p>\n<h3>Le premier bonus atteint-il vraiment 1&nbsp;500&nbsp;\u20ac&nbsp;?<\/h3>\n<p>La carte fran\u00e7aise affiche un plafond de 1&nbsp;500&nbsp;\u20ac pour le premier d\u00e9p\u00f4t, mais son pourcentage n\u2019est pas visible. Les conditions g\u00e9n\u00e9rales mentionnent un plafond par d\u00e9faut de 500&nbsp;\u20ac, sauf offre particuli\u00e8re. Il faut donc confirmer le montant appliqu\u00e9 dans le compte avant de d\u00e9poser.<\/p>\n<div id=\"themify_builder_content-7716\" data-postid=\"7716\" class=\"themify_builder_content themify_builder_content-7716 themify_builder themify_builder_front\">\n\n\t<\/div>\n<!-- \/themify_builder_content -->","protected":false},"excerpt":{"rendered":"<p>Le bonus de bienvenue savaspin repose sur trois premiers d\u00e9p\u00f4ts, avec des conditions diff\u00e9rentes pour chaque \u00e9tape. Pour comprendre ce que vous pouvez r\u00e9ellement obtenir, il faut regarder le d\u00e9p\u00f4t minimum, le plafond du bonus, les tours de mise et la dur\u00e9e de validit\u00e9. Cette analyse, compl\u00e9t\u00e9e par https:\/\/savaspins.fr\/ au milieu de votre v\u00e9rification, vous [&hellip;]<\/p>\n","protected":false},"author":22,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/7716"}],"collection":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/users\/22"}],"replies":[{"embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/comments?post=7716"}],"version-history":[{"count":1,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/7716\/revisions"}],"predecessor-version":[{"id":7717,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/7716\/revisions\/7717"}],"wp:attachment":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/media?parent=7716"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/categories?post=7716"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/tags?post=7716"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}