{"id":12460,"date":"2026-10-13T10:49:07","date_gmt":"2026-10-13T07:49:07","guid":{"rendered":"https:\/\/kanr.com.sa\/?p=12460"},"modified":"2026-10-13T10:49:07","modified_gmt":"2026-10-13T07:49:07","slug":"blackjack-au-arlequin-casino-comprendre-les-ratios-de-paiement-avec-une-main-type","status":"publish","type":"post","link":"https:\/\/kanr.com.sa\/en\/blackjack-au-arlequin-casino-comprendre-les-ratios-de-paiement-avec-une-main-type\/","title":{"rendered":"Blackjack au arlequin casino : comprendre les ratios de paiement avec une main type"},"content":{"rendered":"<p>Au blackjack, le ratio de paiement d\u00e9termine directement ce que rapporte une mise gagnante. Pour les joueurs en France, le point essentiel consiste \u00e0 distinguer une victoire ordinaire d\u2019un blackjack naturel, puis \u00e0 v\u00e9rifier la r\u00e8gle appliqu\u00e9e \u00e0 la table choisie. Cet <a href=\"https:\/\/fr.casino-arlequin.com\/\">arlequin casino avis<\/a> montre comment lire une main concr\u00e8te, contr\u00f4ler le montant re\u00e7u et \u00e9viter les conclusions trop rapides sur les offres ou les limites du compte.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"arlequin casino\" border=\"0\" \/><\/p>\n<h2>Pourquoi le ratio de paiement compte au blackjack<\/h2>\n<p>Un ratio de paiement exprime le gain par rapport \u00e0 la mise, sans forc\u00e9ment inclure le retour de la mise initiale. Une victoire 1:1 rapporte donc un gain \u00e9gal \u00e0 la mise, tandis qu\u2019un paiement 3:2 rapporte une fois et demie cette mise. Cette nuance devient visible d\u00e8s qu\u2019une main se termine par un blackjack naturel, c\u2019est-\u00e0-dire un as accompagn\u00e9 d\u2019une carte valant 10.<\/p>\n<h3>Victoire classique et blackjack naturel<\/h3>\n<p>Imaginons une mise de 20 \u20ac. Le joueur re\u00e7oit un 10 et un 7, puis le croupier d\u00e9passe 21. Il s\u2019agit d\u2019une victoire classique : avec un ratio 1:1, le gain est de 20 \u20ac et le retour total atteint 40 \u20ac, mise comprise. Si le joueur re\u00e7oit un as et un roi d\u00e8s les deux premi\u00e8res cartes, le r\u00e9sultat est diff\u00e9rent. Le ratio affich\u00e9 par la table, par exemple 3:2 ou 6:5, devient alors d\u00e9terminant.<\/p>\n<p>Avec un paiement 3:2, une mise de 20 \u20ac produit 30 \u20ac de gain, soit 50 \u20ac rendus au total. Avec un paiement 6:5, la m\u00eame main produit seulement 24 \u20ac de gain, pour un retour total de 44 \u20ac. L\u2019\u00e9cart semble limit\u00e9 sur une main, mais il augmente avec la fr\u00e9quence des blackjacks et le montant des mises.<\/p>\n<h3>Le ratio ne remplace pas les autres r\u00e8gles<\/h3>\n<p>Le paiement d\u2019un blackjack n\u2019est qu\u2019un \u00e9l\u00e9ment de la table. Il faut aussi regarder si le croupier tire sur un  soft 17, si le joueur peut doubler apr\u00e8s une s\u00e9paration, et si un blackjack du croupier rembourse ou annule certaines mises annexes. Ces conditions influencent la valeur pratique du jeu, m\u00eame lorsque le ratio principal para\u00eet favorable.<\/p>\n<p>Les informations disponibles pour arlequin casino confirment une s\u00e9lection de jeux de table et de jeux en direct, mais elles ne publient pas dans le dossier fourni un ratio pr\u00e9cis pour chaque table de blackjack. Il faut donc lire la fiche ou les r\u00e8gles int\u00e9gr\u00e9es au jeu avant de miser, plut\u00f4t que d\u2019attribuer automatiquement un paiement standard \u00e0 toutes les tables.<\/p>\n<h2>Analyser une main type sur arlequin casino<\/h2>\n<p>La bonne m\u00e9thode consiste \u00e0 s\u00e9parer trois montants : la mise initiale, le gain et le retour total. Cette pr\u00e9sentation \u00e9vite de confondre un paiement annonc\u00e9 comme \u00ab 3:2 \u00bb avec une restitution totale de 3,5 fois la mise. Le premier chiffre d\u00e9crit le b\u00e9n\u00e9fice ; la mise est g\u00e9n\u00e9ralement rendue en plus lorsque la main est gagnante.<\/p>\n<h3>Exemple chiffr\u00e9 avec une mise de 20 \u20ac<\/h3>\n<p>Supposons que la table affiche un blackjack pay\u00e9 3:2 et qu\u2019un joueur mise 20 \u20ac. Le blackjack naturel vaut 30 \u20ac de gain. Le compte re\u00e7oit alors 50 \u20ac au total : les 20 \u20ac de mise r\u00e9cup\u00e9r\u00e9s et les 30 \u20ac de gain. Une victoire normale, elle, rapporte 20 \u20ac de gain et 40 \u20ac au total. Si la table affiche 6:5, le blackjack vaut 24 \u20ac de gain, ce qui ram\u00e8ne le total \u00e0 44 \u20ac.<\/p>\n<table>\n<thead>\n<tr>\n<th>R\u00e9sultat<\/th>\n<th>Mise<\/th>\n<th>Ratio de gain<\/th>\n<th>Gain<\/th>\n<th>Retour total<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Victoire classique<\/td>\n<td>20 \u20ac<\/td>\n<td>1:1<\/td>\n<td>20 \u20ac<\/td>\n<td>40 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Blackjack naturel<\/td>\n<td>20 \u20ac<\/td>\n<td>3:2<\/td>\n<td>30 \u20ac<\/td>\n<td>50 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Blackjack naturel<\/td>\n<td>20 \u20ac<\/td>\n<td>6:5<\/td>\n<td>24 \u20ac<\/td>\n<td>44 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>\u00c9galit\u00e9<\/td>\n<td>20 \u20ac<\/td>\n<td>0:1<\/td>\n<td>0 \u20ac<\/td>\n<td>20 \u20ac<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Dans une \u00e9galit\u00e9, appel\u00e9e \u00ab push \u00bb, la mise revient normalement sans gain suppl\u00e9mentaire. Le tableau ci-dessus sert de mod\u00e8le de lecture ; il ne pr\u00e9tend pas fixer les r\u00e8gles d\u2019une table particuli\u00e8re. La r\u00e8gle affich\u00e9e dans l\u2019interface du jeu reste prioritaire.<\/p>\n<h2>V\u00e9rifier les conditions avant de jouer<\/h2>\n<p>Le ratio devient r\u00e9ellement utile seulement apr\u00e8s v\u00e9rification des r\u00e8gles de la table et du fonctionnement du compte. Les joueurs fran\u00e7ais doivent aussi tenir compte des r\u00e8gles de retrait, car un solde affich\u00e9 apr\u00e8s une victoire n\u2019est pas n\u00e9cessairement imm\u00e9diatement disponible si une v\u00e9rification ou une condition de d\u00e9p\u00f4t reste en attente.<\/p>\n<h3>Contr\u00f4les pratiques \u00e0 effectuer<\/h3>\n<p>Avant de confirmer une mise, examinez les \u00e9l\u00e9ments suivants :<\/p>\n<ul>\n<li>le paiement exact du blackjack naturel, pr\u00e9sent\u00e9 comme 3:2, 6:5 ou sous une autre forme ;<\/li>\n<li>le traitement d\u2019une \u00e9galit\u00e9 et d\u2019un blackjack du croupier ;<\/li>\n<li>les r\u00e8gles de doublement, de s\u00e9paration et d\u2019abandon \u00e9ventuel ;<\/li>\n<li>la devise du compte, choisie \u00e0 l\u2019inscription parmi EUR, CAD, CHF et AUD ;<\/li>\n<li>les limites de retrait applicables au compte et \u00e0 la m\u00e9thode utilis\u00e9e.<\/li>\n<\/ul>\n<p>La plateforme indique un d\u00e9p\u00f4t minimum g\u00e9n\u00e9ral de 10 \u20ac, avec une possible exigence sup\u00e9rieure selon le moyen s\u00e9lectionn\u00e9. Les d\u00e9p\u00f4ts doivent \u00eatre mis\u00e9s au moins une fois avant une demande de retrait. Une v\u00e9rification d\u2019identit\u00e9 peut aussi \u00eatre demand\u00e9e avant le paiement.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment bancaire<\/th>\n<th>R\u00e8gle publi\u00e9e<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>D\u00e9p\u00f4t minimum g\u00e9n\u00e9ral<\/td>\n<td>10 \u20ac ou \u00e9quivalent<\/td>\n<\/tr>\n<tr>\n<td>Retrait par virement dans l\u2019UE<\/td>\n<td>Minimum 30 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Retrait par virement hors UE<\/td>\n<td>Minimum 250 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Plafond de retrait hebdomadaire<\/td>\n<td>2 500 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Plafond de retrait mensuel<\/td>\n<td>10 000 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9lai g\u00e9n\u00e9ral d\u2019examen<\/td>\n<td>Jusqu\u2019\u00e0 2 jours ouvr\u00e9s<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Ces donn\u00e9es concernent la gestion du compte, pas le paiement du blackjack. Elles permettent cependant de suivre le parcours complet : comprendre le gain, v\u00e9rifier son inscription au solde en esp\u00e8ces, puis contr\u00f4ler les conditions avant de retirer. Les m\u00e9thodes de paiement disponibles peuvent imposer leurs propres minimums, frais bancaires ou conversions.<\/p>\n<h2>Conclusion : lire la r\u00e8gle avant de regarder le gain<\/h2>\n<p>Un ratio de blackjack ne se r\u00e9sume pas au montant visible apr\u00e8s une main. Il faut distinguer le gain et le retour total, v\u00e9rifier le paiement r\u00e9serv\u00e9 au blackjack naturel et examiner les autres r\u00e8gles de la table. Sur arlequin casino, aucune valeur unique ne peut \u00eatre attribu\u00e9e \u00e0 toutes les tables \u00e0 partir des informations disponibles. La d\u00e9cision la plus prudente consiste donc \u00e0 ouvrir les r\u00e8gles du jeu, calculer la main avec sa mise r\u00e9elle et v\u00e9rifier ensuite les conditions du compte avant tout retrait.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Au blackjack, le ratio de paiement d\u00e9termine directement ce que rapporte une mise gagnante. Pour les joueurs en France, le point essentiel consiste \u00e0 distinguer une victoire ordinaire d\u2019un blackjack naturel, puis \u00e0 v\u00e9rifier la r\u00e8gle appliqu\u00e9e \u00e0 la table choisie. Cet arlequin casino avis montre comment lire une main concr\u00e8te, contr\u00f4ler le montant re\u00e7u [&hellip;]<\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[55],"tags":[],"class_list":["post-12460","post","type-post","status-publish","format-standard","hentry","category-uncategorized-en"],"_links":{"self":[{"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/posts\/12460","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/comments?post=12460"}],"version-history":[{"count":1,"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/posts\/12460\/revisions"}],"predecessor-version":[{"id":12461,"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/posts\/12460\/revisions\/12461"}],"wp:attachment":[{"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/media?parent=12460"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/categories?post=12460"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/tags?post=12460"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}