{"id":581,"date":"2026-10-22T11:38:56","date_gmt":"2026-10-22T11:38:56","guid":{"rendered":"https:\/\/tenderlybeloved.com\/?p=581"},"modified":"2026-10-22T11:38:56","modified_gmt":"2026-10-22T11:38:56","slug":"calculer-le-cout-complet-dun-tour-accepte-sur-brutal-casino","status":"publish","type":"post","link":"https:\/\/tenderlybeloved.com\/index.php\/2026\/10\/22\/calculer-le-cout-complet-dun-tour-accepte-sur-brutal-casino\/","title":{"rendered":"Calculer le co\u00fbt complet d\u2019un tour accept\u00e9 sur Brutal casino"},"content":{"rendered":"<p>Un jeu instantan\u00e9 avec s\u00e9lecteur de grille peut sembler simple : choisir une taille, une mise, puis accepter un tour. Pourtant, le co\u00fbt r\u00e9el d\u00e9pend aussi du d\u00e9p\u00f4t, du retrait, du bonus et des \u00e9ventuels frais de paiement. Sur <a href=\"https:\/\/brutal-casino-24.fr\/\">brutal casino<\/a>, une analyse utile consiste donc \u00e0 s\u00e9parer le prix du tour des conditions qui peuvent augmenter le montant r\u00e9ellement engag\u00e9.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"brutal casino\" border=\"0\" \/><\/p>\n<h2>D\u00e9composer le co\u00fbt d\u2019un tour sur Brutal casino<\/h2>\n<p>Le premier calcul est direct : co\u00fbt du tour = mise affich\u00e9e \u00d7 nombre de parties accept\u00e9es. La grille ne doit pas \u00eatre trait\u00e9e comme un d\u00e9tail visuel. Si elle modifie le nombre de lignes, de cases actives ou de combinaisons jou\u00e9es, elle peut changer le prix d\u2019une seule validation. Il faut donc relever le montant final pr\u00e9sent\u00e9 avant de confirmer, plut\u00f4t que se fier au prix d\u2019une partie minimale.<\/p>\n<h3>La grille et la mise ne repr\u00e9sentent pas toujours la m\u00eame chose<\/h3>\n<p>Un s\u00e9lecteur de grille peut proposer plusieurs configurations. Pour comparer deux options, gardez la m\u00eame mise par tour lorsque l\u2019interface le permet, puis notez le co\u00fbt total affich\u00e9. Une grille plus large peut offrir davantage de possibilit\u00e9s de jeu, mais cela ne prouve ni un meilleur rendement ni une probabilit\u00e9 sup\u00e9rieure de gain. La comparaison porte d\u2019abord sur le montant d\u00e9bit\u00e9.<\/p>\n<p>Le co\u00fbt attendu sur une courte session se calcule ainsi : co\u00fbt des tours accept\u00e9s moins les gains effectivement cr\u00e9dit\u00e9s. Ce r\u00e9sultat n\u2019est pas une pr\u00e9diction de gain ; c\u2019est une mesure apr\u00e8s coup. Les jeux du casino utilisent des g\u00e9n\u00e9rateurs de nombres al\u00e9atoires, et aucune taille de grille ne transforme une session en r\u00e9sultat garanti.<\/p>\n<h3>Ajouter le d\u00e9p\u00f4t, le retrait et le bonus au calcul<\/h3>\n<p>Le tour n\u2019est qu\u2019une partie de l\u2019exposition financi\u00e8re. Le d\u00e9p\u00f4t doit \u00eatre jou\u00e9 au moins une fois avant une demande de retrait. La m\u00e9thode choisie peut aussi imposer un minimum, un plafond ou un d\u00e9lai. Le <strong>Brutal casino bonus de bienvenue<\/strong> est annonc\u00e9 comme un compl\u00e9ment de 100 % jusqu\u2019\u00e0 300 \u20ac, avec un d\u00e9p\u00f4t minimal de 20 \u20ac et sans exigence de mise. Toutefois, le bonus lui-m\u00eame reste bloqu\u00e9 : seuls les gains g\u00e9n\u00e9r\u00e9s peuvent \u00eatre retir\u00e9s.<\/p>\n<p>Pour obtenir le co\u00fbt complet, utilisez cette formule : d\u00e9p\u00f4t r\u00e9ellement vers\u00e9 + frais \u00e9ventuels + pertes nettes des tours \u2212 gains retir\u00e9s. Les frais ne sont pas n\u00e9cessairement visibles dans le montant du jeu. Les conditions indiquent aussi que des frais de casino ou de banque peuvent d\u00e9pendre de la m\u00e9thode. Un paiement pr\u00e9sent\u00e9 comme gratuit dans le tableau peut donc demander une v\u00e9rification dans la caisse du compte.<\/p>\n<h2>Comparer les m\u00e9thodes avant d\u2019accepter le tour<\/h2>\n<p>Le choix du moyen de paiement influence surtout le capital immobilis\u00e9 et la sortie des fonds. Les cartes de cr\u00e9dit, MiFinity et Cashlib affichent un d\u00e9p\u00f4t instantan\u00e9 compris entre 20 \u20ac et 1 750 \u20ac. Les cryptomonnaies indiqu\u00e9es dans le tableau montent jusqu\u2019\u00e0 5 000 \u20ac en d\u00e9p\u00f4t, mais leur usage ajoute un risque de r\u00e9seau et de conversion. Pour l\u2019ETH, le minimum contractuel est de 0,01 ETH ; un d\u00e9p\u00f4t inf\u00e9rieur peut \u00eatre perdu.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>Valeur publi\u00e9e<\/th>\n<th>Cons\u00e9quence pour le calcul<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>D\u00e9p\u00f4t minimal affich\u00e9<\/td>\n<td>20 \u20ac<\/td>\n<td>Capital d\u2019entr\u00e9e avant le premier tour<\/td>\n<\/tr>\n<tr>\n<td>Retrait bancaire minimal<\/td>\n<td>50 \u20ac<\/td>\n<td>Les petits gains peuvent rester sur le compte<\/td>\n<\/tr>\n<tr>\n<td>Retrait par MiFinity<\/td>\n<td>20 \u20ac \u00e0 1 750 \u20ac<\/td>\n<td>Plafond par op\u00e9ration \u00e0 int\u00e9grer<\/td>\n<\/tr>\n<tr>\n<td>Plafond standard hebdomadaire<\/td>\n<td>6 000 \u20ac<\/td>\n<td>Limite globale, distincte du plafond d\u2019une m\u00e9thode<\/td>\n<\/tr>\n<tr>\n<td>Plafond standard mensuel<\/td>\n<td>24 000 \u20ac<\/td>\n<td>Une session rentable ne garantit pas un retrait imm\u00e9diat<\/td>\n<\/tr>\n<tr>\n<td>Revue d\u2019un retrait<\/td>\n<td>Jusqu\u2019\u00e0 12 heures ouvr\u00e9es<\/td>\n<td>D\u00e9lai interne, diff\u00e9rent du d\u00e9lai bancaire<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Une m\u00e9thode affich\u00e9e comme instantan\u00e9e ne signifie donc pas que l\u2019argent arrive instantan\u00e9ment. Le tableau distingue la vitesse du prestataire, tandis que les conditions pr\u00e9voient une v\u00e9rification interne pouvant aller jusqu\u2019\u00e0 12 heures ouvr\u00e9es. Les contr\u00f4les d\u2019identit\u00e9 peuvent aussi concerner les retraits, notamment au-del\u00e0 de 1 000 \u20ac, mais des demandes peuvent intervenir sous ce seuil.<\/p>\n<h3>La m\u00e9thode pratique pour \u00e9viter un co\u00fbt sous-estim\u00e9<\/h3>\n<p>Avant une session, notez le solde initial, la mise totale d\u2019une validation et la grille choisie. Apr\u00e8s la session, comparez le solde final avec les d\u00e9p\u00f4ts et retraits r\u00e9ellement effectu\u00e9s. Cette m\u00e9thode est plus fiable qu\u2019une estimation bas\u00e9e sur le nombre de clics.<\/p>\n<ol>\n<li>V\u00e9rifiez le co\u00fbt total affich\u00e9 pour une grille et une mise donn\u00e9es.<\/li>\n<li>Calculez le nombre maximal de tours compatible avec votre budget.<\/li>\n<li>Contr\u00f4lez le minimum de retrait et les limites de la m\u00e9thode s\u00e9lectionn\u00e9e.<\/li>\n<li>Consignez les gains, pertes, frais et bonus s\u00e9par\u00e9ment.<\/li>\n<li>Arr\u00eatez la session lorsque la limite pr\u00e9vue est atteinte.<\/li>\n<\/ol>\n<p>Cette discipline aide aussi \u00e0 distinguer un probl\u00e8me de paiement d\u2019un probl\u00e8me de jeu. Une recherche comme <strong>brutal casino paypal<\/strong> ne suffit pas \u00e0 confirmer qu\u2019un moyen est disponible pour chaque compte fran\u00e7ais : la caisse peut varier selon le march\u00e9 et le profil.<\/p>\n<h2>Conclusion : mesurer avant de multiplier les tours<\/h2>\n<p>Le co\u00fbt d\u2019un tour accept\u00e9 ne se limite pas \u00e0 la mise visible. La grille, le d\u00e9p\u00f4t minimal, le turnover, les limites de retrait et les d\u00e9lais forment une cha\u00eene financi\u00e8re compl\u00e8te. Avant de jouer, fixez un montant total, v\u00e9rifiez la caisse et gardez une trace des op\u00e9rations. En cas de difficult\u00e9, contactez le support ; si vous devez <strong>Brutal casino bloquer compte<\/strong>, la fermeture se demande par \u00e9crit au service client.<\/p>\n<h2>Frequently Asked Questions<\/h2>\n<p>Ces r\u00e9ponses pr\u00e9cisent les points qui cr\u00e9ent le plus souvent une diff\u00e9rence entre le prix affich\u00e9 et le co\u00fbt r\u00e9el.<\/p>\n<h3>Le bonus de Brutal casino r\u00e9duit-il le prix de chaque tour ?<\/h3>\n<p>Pas directement. Le bonus de premier d\u00e9p\u00f4t peut atteindre 300 \u20ac et ne demande pas de mise, mais son capital reste non retirable. Il peut produire des gains retirables, sans devenir pour autant une r\u00e9duction garantie du co\u00fbt de chaque tour.<\/p>\n<h3>Un retrait instantan\u00e9 est-il r\u00e9ellement imm\u00e9diat ?<\/h3>\n<p>Non. \u00ab Instantan\u00e9 \u00bb d\u00e9crit la ligne de la m\u00e9thode dans le tableau. La plateforme peut d\u2019abord examiner la demande jusqu\u2019\u00e0 12 heures ouvr\u00e9es, puis le prestataire applique son propre d\u00e9lai. Une v\u00e9rification d\u2019identit\u00e9 peut aussi retarder le paiement.<\/p>\n<h3>Quel montant faut-il pr\u00e9voir pour commencer ?<\/h3>\n<p>Le d\u00e9p\u00f4t affich\u00e9 commence \u00e0 20 \u20ac pour plusieurs m\u00e9thodes, mais ce montant n\u2019est pas un budget conseill\u00e9. Il faut ajouter le co\u00fbt pr\u00e9vu des tours, respecter la limite personnelle choisie et tenir compte du minimum de retrait, qui peut \u00eatre de 50 \u20ac par virement bancaire.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Un jeu instantan\u00e9 avec s\u00e9lecteur de grille peut sembler simple : choisir une taille, une mise, puis accepter un tour. Pourtant, le co\u00fbt r\u00e9el d\u00e9pend aussi du d\u00e9p\u00f4t, du retrait, du bonus et des \u00e9ventuels frais de paiement. Sur brutal casino, une analyse utile consiste donc \u00e0 s\u00e9parer le prix du tour des conditions qui [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[4],"tags":[],"class_list":["post-581","post","type-post","status-publish","format-standard","hentry","category-poems"],"_links":{"self":[{"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/posts\/581","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/comments?post=581"}],"version-history":[{"count":1,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/posts\/581\/revisions"}],"predecessor-version":[{"id":582,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/posts\/581\/revisions\/582"}],"wp:attachment":[{"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/media?parent=581"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/categories?post=581"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/tags?post=581"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}