{"id":2749,"date":"2026-10-12T15:49:52","date_gmt":"2026-10-12T15:49:52","guid":{"rendered":"https:\/\/assisd.net\/?p=2749"},"modified":"2026-10-12T15:49:52","modified_gmt":"2026-10-12T15:49:52","slug":"stake-comprendre-les-plafonds-de-credit-bonus-pour-les-depots-superieurs-au-montant-associe","status":"publish","type":"post","link":"https:\/\/assisd.net\/?p=2749","title":{"rendered":"Stake : comprendre les plafonds de cr\u00e9dit bonus pour les d\u00e9p\u00f4ts sup\u00e9rieurs au montant associ\u00e9"},"content":{"rendered":"<p>Lorsqu\u2019un d\u00e9p\u00f4t d\u00e9passe le montant utilis\u00e9 pour calculer un bonus, le surplus n\u2019est pas automatiquement transform\u00e9 en cr\u00e9dit promotionnel suppl\u00e9mentaire. Sur Stake, il faut v\u00e9rifier l\u2019offre active, son multiplicateur et ses exclusions avant de d\u00e9poser. Ce guide explique comment lire ces r\u00e8gles, comment \u00e9viter un d\u00e9p\u00f4t mal calibr\u00e9 et pourquoi la situation g\u00e9ographique doit \u00eatre contr\u00f4l\u00e9e avant toute utilisation, notamment avec <a href=\"https:\/\/dieppeconservatoire.fr\/\">stake bet<\/a> dans une recherche de service adapt\u00e9.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"stake\" border=\"0\" \/><\/p>\n<h2>Comment fonctionne le cr\u00e9dit bonus Stake quand le d\u00e9p\u00f4t d\u00e9passe le montant associ\u00e9<\/h2>\n<p>Un bonus de d\u00e9p\u00f4t ne doit pas \u00eatre compris comme une remise illimit\u00e9e sur chaque euro vers\u00e9. Le montant du bonus, son \u00e9ventuel plafond et la dur\u00e9e de validit\u00e9 sont fix\u00e9s par les conditions de la campagne. Un d\u00e9p\u00f4t sup\u00e9rieur au montant pris en compte peut donc produire un bonus identique au maximum pr\u00e9vu, et non un cr\u00e9dit proportionnel sans limite.<\/p>\n<h3>V\u00e9rifier le montant r\u00e9ellement pris en compte<\/h3>\n<p>Commencez par ouvrir la page de l\u2019offre dans votre compte et recherchez les mentions relatives au d\u00e9p\u00f4t maximum, au pourcentage du bonus, \u00e0 la devise et \u00e0 la p\u00e9riode de r\u00e9clamation. Le dossier disponible ne donne pas un plafond universel applicable \u00e0 toutes les promotions Stake. Il faut donc traiter le plafond affich\u00e9 dans chaque offre comme la r\u00e8gle d\u00e9terminante.<\/p>\n<p>Le solde bonus reste verrouill\u00e9 tant que la condition de mise n\u2019est pas termin\u00e9e. Les fonds en esp\u00e8ces sont utilis\u00e9s en premier. Si vous d\u00e9sactivez le bonus, cette d\u00e9cision est d\u00e9finitive, et les conditions autorisent une annulation apr\u00e8s la p\u00e9riode de r\u00e9clamation ou au plus tard apr\u00e8s 60 jours, selon la p\u00e9riode la plus courte.<\/p>\n<h3>Calculer la mise avant de d\u00e9poser<\/h3>\n<p>Pour un bonus de d\u00e9p\u00f4t activ\u00e9, le roulement est calcul\u00e9 sur le d\u00e9p\u00f4t et le bonus, puis normalis\u00e9 avec une r\u00e9f\u00e9rence de 4 % d\u2019avantage th\u00e9orique de la maison. Un jeu affichant 1 % d\u2019avantage contribue \u00e0 hauteur de 25 % de la mise, tandis qu\u2019une mise sportive utilise une r\u00e9f\u00e9rence de 3 % et contribue \u00e0 75 %. Le multiplicateur exact de l\u2019offre reste prioritaire.<\/p>\n<p>Ce m\u00e9canisme explique pourquoi un d\u00e9p\u00f4t plus \u00e9lev\u00e9 peut augmenter fortement le montant \u00e0 miser, m\u00eame si le cr\u00e9dit bonus atteint d\u00e9j\u00e0 son maximum. Utilisez ce tableau pour contr\u00f4ler les \u00e9l\u00e9ments essentiels avant de confirmer :<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>R\u00e8gle document\u00e9e<\/th>\n<th>Cons\u00e9quence pratique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Base du roulement<\/td>\n<td>D\u00e9p\u00f4t + bonus<\/td>\n<td>Le d\u00e9p\u00f4t sup\u00e9rieur au montant associ\u00e9 peut augmenter l\u2019obligation de mise<\/td>\n<\/tr>\n<tr>\n<td>R\u00e9f\u00e9rence normalis\u00e9e<\/td>\n<td>4 % d\u2019avantage de la maison<\/td>\n<td>La contribution d\u00e9pend du type de jeu<\/td>\n<\/tr>\n<tr>\n<td>Jeu avec 1 % d\u2019avantage<\/td>\n<td>25 % de la mise compte<\/td>\n<td>Il faut miser davantage pour faire progresser le compteur<\/td>\n<\/tr>\n<tr>\n<td>Pari sportif<\/td>\n<td>75 % de la mise compte, avec une r\u00e9f\u00e9rence de 3 %<\/td>\n<td>Les paris doivent \u00eatre r\u00e9gl\u00e9s pour \u00eatre pris en compte<\/td>\n<\/tr>\n<tr>\n<td>Expiration possible<\/td>\n<td>Au plus tard apr\u00e8s 60 jours si la p\u00e9riode de l\u2019offre est plus longue<\/td>\n<td>Un bonus inactif peut \u00eatre annul\u00e9<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Stake casino online : contr\u00f4ler les limites, les jeux et le paiement<\/h2>\n<p>Le contr\u00f4le ne s\u2019arr\u00eate pas au montant du d\u00e9p\u00f4t. Les conditions peuvent exclure certains jeux ou des catalogues entiers de fournisseurs. Les titres associ\u00e9s \u00e0 100hp, 155, 3 Oaks Gaming et Amusnet figurent parmi les exclusions indiqu\u00e9es pour les r\u00e8gles de roulement. La page de l\u2019offre doit donc \u00eatre consult\u00e9e avant de choisir un jeu.<\/p>\n<h3>Suivre le plafond et la progression sans erreur<\/h3>\n<p>Apr\u00e8s l\u2019activation, ouvrez le portefeuille pour suivre la progression dans la devise concern\u00e9e. Ne supposez pas qu\u2019un d\u00e9p\u00f4t suppl\u00e9mentaire augmente le bonus si le plafond promotionnel est d\u00e9j\u00e0 atteint. S\u00e9parez aussi le solde en esp\u00e8ces du solde bonus : une mise peut utiliser les fonds disponibles en priorit\u00e9, ce qui modifie la lecture de votre balance.<\/p>\n<p>Une v\u00e9rification simple r\u00e9duit le risque d\u2019erreur :<\/p>\n<ol>\n<li>Notez le montant du d\u00e9p\u00f4t, le pourcentage du bonus et le plafond affich\u00e9.<\/li>\n<li>Calculez le bonus th\u00e9orique, puis retenez le montant maximal indiqu\u00e9 par l\u2019offre.<\/li>\n<li>Ajoutez le bonus retenu au d\u00e9p\u00f4t pour estimer la base du roulement.<\/li>\n<li>Contr\u00f4lez les jeux, fournisseurs, dates d\u2019expiration et m\u00e9thodes de d\u00e9p\u00f4t autoris\u00e9s.<\/li>\n<li>D\u00e9posez uniquement le montant n\u00e9cessaire, puis v\u00e9rifiez la progression dans le portefeuille.<\/li>\n<\/ol>\n<p>Les r\u00e8gles de paiement ajoutent une autre limite importante : chaque d\u00e9p\u00f4t doit \u00eatre mis\u00e9 \u00e0 100 % avant un retrait. Pour les paris sportifs, le pari doit \u00eatre r\u00e9gl\u00e9. Les retraits suivent normalement le moyen de paiement utilis\u00e9 et Stake peut demander une v\u00e9rification avant le paiement.<\/p>\n<p>Le tableau suivant regroupe des rep\u00e8res utiles pour \u00e9viter de confondre un plafond de bonus avec une limite de d\u00e9p\u00f4t :<\/p>\n<table>\n<thead>\n<tr>\n<th>Point \u00e0 contr\u00f4ler<\/th>\n<th>Donn\u00e9e pr\u00e9cise<\/th>\n<th>\u00c0 retenir<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Remboursement de mise casino<\/td>\n<td>3,5 % de l\u2019avantage de la maison<\/td>\n<td>Ce cashback est distinct d\u2019un bonus de d\u00e9p\u00f4t<\/td>\n<\/tr>\n<tr>\n<td>Exemple de rakeback<\/td>\n<td>1 BTC \u00d7 2 % \u00d7 3,5 % = 0,0007 BTC<\/td>\n<td>Le r\u00e9sultat d\u00e9pend de la mise et de l\u2019avantage du jeu<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9p\u00f4t en cryptomonnaie<\/td>\n<td>21 actifs couverts par les tableaux bancaires<\/td>\n<td>Le r\u00e9seau doit correspondre \u00e0 l\u2019actif choisi<\/td>\n<\/tr>\n<tr>\n<td>Traitement d\u2019un \u00e9change interne<\/td>\n<td>Jusqu\u2019\u00e0 2 heures<\/td>\n<td>Un swap est trait\u00e9 comme un retrait puis un d\u00e9p\u00f4t<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9p\u00f4t bancaire<\/td>\n<td>Jusqu\u2019\u00e0 24 heures<\/td>\n<td>Un cr\u00e9dit non re\u00e7u apr\u00e8s ce d\u00e9lai doit \u00eatre signal\u00e9<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Conclusion : d\u00e9poser seulement apr\u00e8s avoir confirm\u00e9 le plafond<\/h2>\n<p>Un d\u00e9p\u00f4t sup\u00e9rieur au montant associ\u00e9 ne garantit pas un cr\u00e9dit bonus sup\u00e9rieur. La bonne m\u00e9thode consiste \u00e0 identifier le plafond propre \u00e0 l\u2019offre, \u00e0 calculer le roulement sur le d\u00e9p\u00f4t et le bonus, puis \u00e0 v\u00e9rifier les jeux admissibles et les r\u00e8gles de retrait. Enfin, les conditions d\u2019utilisation indiquent que Stake interdit l\u2019acc\u00e8s aux personnes situ\u00e9es ou r\u00e9sidentes en France. V\u00e9rifiez donc toujours votre \u00e9ligibilit\u00e9 g\u00e9ographique et l\u00e9gale avant toute inscription ou op\u00e9ration.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Lorsqu\u2019un d\u00e9p\u00f4t d\u00e9passe le montant utilis\u00e9 pour calculer un bonus, le surplus n\u2019est pas automatiquement transform\u00e9 en cr\u00e9dit promotionnel suppl\u00e9mentaire. Sur Stake, il faut v\u00e9rifier l\u2019offre active, son multiplicateur et ses exclusions avant de d\u00e9poser. Ce guide explique comment lire ces r\u00e8gles, comment \u00e9viter un d\u00e9p\u00f4t mal calibr\u00e9 et pourquoi la situation g\u00e9ographique doit \u00eatre [&hellip;]<\/p>\n","protected":false},"author":33,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[],"tags":[],"class_list":["post-2749","post","type-post","status-publish","format-standard","hentry"],"_links":{"self":[{"href":"https:\/\/assisd.net\/index.php?rest_route=\/wp\/v2\/posts\/2749","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/assisd.net\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/assisd.net\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/assisd.net\/index.php?rest_route=\/wp\/v2\/users\/33"}],"replies":[{"embeddable":true,"href":"https:\/\/assisd.net\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=2749"}],"version-history":[{"count":1,"href":"https:\/\/assisd.net\/index.php?rest_route=\/wp\/v2\/posts\/2749\/revisions"}],"predecessor-version":[{"id":2750,"href":"https:\/\/assisd.net\/index.php?rest_route=\/wp\/v2\/posts\/2749\/revisions\/2750"}],"wp:attachment":[{"href":"https:\/\/assisd.net\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=2749"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/assisd.net\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=2749"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/assisd.net\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=2749"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}