{"id":14975,"date":"2026-10-12T11:24:49","date_gmt":"2026-10-12T11:24:49","guid":{"rendered":"https:\/\/b1studiollc.com\/?p=14975"},"modified":"2026-10-12T11:24:49","modified_gmt":"2026-10-12T11:24:49","slug":"blackjack-classique-jouez-gratuitement-en-ligne","status":"publish","type":"post","link":"https:\/\/b1studiollc.com\/index.php\/2026\/10\/12\/blackjack-classique-jouez-gratuitement-en-ligne\/","title":{"rendered":"Blackjack Classique Jouez Gratuitement en Ligne"},"content":{"rendered":"<h1>Blackjack Classique Jouez Gratuitement en Ligne<\/h1>\n<p>Le comptage de cartes fonctionne-t-il au blackjack en ligne ? Ils suivent les r\u00e8gles standard, affichent un faible avantage de la maison et  constituent la base parfaite pour apprendre la strat\u00e9gie de base avant de s\u2019attaquer aux variantes plus complexes. Les variantes de paiement modifient le ratio de paiement du blackjack, ce qui a un effet dramatique sur l\u2019avantage de la maison.<\/p>\n<div style=\"text-align:center\">\n<iframe loading=\"lazy\" width=\"560\" height=\"310\" src=\"https:\/\/www.youtube.com\/embed\/4gcoXlcyUuQ\" frameborder=\"0\" alt=\"blackjack en ligne\" allowfullscreen><\/iframe>\n<\/div>\n<p>Comprendre la valeur des cartes est la premi\u00e8re \u00e9tape pour jouer au blackjack. Le croupier retourne ensuite sa carte cach\u00e9e et doit suivre des r\u00e8gles fixes \u2014 g\u00e9n\u00e9ralement tirer sur 16 ou moins et rester sur 17 ou plus. Vos cartes sont distribu\u00e9es face visible ; le croupier montre g\u00e9n\u00e9ralement une carte visible (\u00ab la carte ouverte \u00bb) et garde une carte cach\u00e9e (\u00ab la carte cach\u00e9e \u00bb). Chaque tour commence par le placement de votre mise en jetons virtuels. Le blackjack (aussi appel\u00e9 21) est un jeu de cartes dont l\u2019objectif est de battre le croupier en obtenant une main dont la valeur se rapproche le plus de 21 sans la d\u00e9passer. Notre collection de 18 variantes de blackjack couvre tout le spectre \u2014 des r\u00e8gles standard de casino aux versions les plus exotiques que vous ne rencontrerez jamais sur un vrai tapis vert.<\/p>\n<p>\u00c9vitez les paris d\u2019assurance \u2014 ils comportent un avantage de la maison d\u2019environ 7 %, en faisant une option perdante sur le long terme. Vous doublez votre mise et recevez exactement une carte de plus. Le doublement est l\u2019une des actions les plus rentables au blackjack lorsqu\u2019il est utilis\u00e9 \u00e0 bon escient. M\u00e9moriser le tableau complet demande de la pratique, mais les principes fondamentaux sont accessibles et am\u00e9lioreront imm\u00e9diatement vos r\u00e9sultats. Les r\u00e9sultats sont compil\u00e9s dans un tableau de strat\u00e9gie de blackjack couvrant chaque situation possible.<\/p>\n<p>C&#8217;est un simulateur de casino \u00e9ducatif pour apprendre les r\u00e8gles, pratiquer la strat\u00e9gie de base et s&#8217;amuser sans aucun risque financier. Sur 12-16, restez si le croupier montre 2-6 (il risque de d\u00e9passer), tirez sinon. Ton objectif est d\u2019atteindre un score de 21, ou de t\u2019en rapprocher le plus possible, en combinant les valeurs des cartes qui te sont distribu\u00e9es pendant la partie. Notre jeu de blackjack gratuit te met face \u00e0 un croupier virtuel et te met au d\u00e9fi de battre un ordinateur bien d\u00e9cid\u00e9 \u00e0 gagner.<\/p>\n<p>La seule exception est lorsque vous comptez les cartes et avez confirm\u00e9 un vrai compte indiquant que le sabot restant est riche en cartes de valeur 10 \u2014 une situation qui ne s&#8217;applique pas au jeu en ligne. C&#8217;est la version de r\u00e9f\u00e9rence que la plupart des autres variantes modifient en ajoutant ou en changeant des r\u00e8gles sp\u00e9cifiques. Puis-je s\u00e9parer n&#8217;importe quelle paire au Blackjack Classique ?<\/p>\n<p>Appliqu\u00e9e correctement, elle r\u00e9duit l&#8217;avantage de la maison \u00e0 seulement 0,43 % au Blackjack Classique \u00e0 six jeux. La strat\u00e9gie de base est un ensemble math\u00e9matiquement optimal de d\u00e9cisions pour chaque combinaison possible de votre main et de la carte visible du croupier. Le croupier r\u00e9v\u00e8le la carte cach\u00e9e apr\u00e8s que tous les joueurs ont jou\u00e9, et doit tirer jusqu&#8217;\u00e0 atteindre 17 ou plus. Les cartes des joueurs sont distribu\u00e9es face visible ; le croupier re\u00e7oit une carte  face visible et une face cach\u00e9e (la carte cach\u00e9e). Au blackjack en ligne standard, les cartes sont distribu\u00e9es en utilisant le logiciel g\u00e9n\u00e9rateur de nombres al\u00e9atoires.<\/p>\n<p>Retrouvez toutes nos variantes disponibles directement sur la page d\u2019accueil du blackjack gratuit pour vivre l\u2019exp\u00e9rience compl\u00e8te sans blocage. Profitez de cette libert\u00e9 pour exp\u00e9rimenter diff\u00e9rentes actions, observer les r\u00e9sultats et int\u00e9rioriser la strat\u00e9gie optimale par la r\u00e9p\u00e9tition. Le plus grand avantage de jouer au blackjack gratuit en ligne est la possibilit\u00e9 de faire des erreurs sans cons\u00e9quences. La norme que les joueurs devraient toujours rechercher. Free Bet Blackjack \u2014 La maison couvre vos doublements et s\u00e9parations gratuitement. Double Attack Blackjack \u2014 Voyez la carte visible du croupier avant de doubler votre mise.<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"600px\" alt=\"blackjack en ligne\" 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\"><\/p>\n<p>Cette strat\u00e9gie a \u00e9t\u00e9 calcul\u00e9e \u00e0 l\u2019origine en simulant des millions de mains sur ordinateur dans les ann\u00e9es 1960. Elle vous indique l\u2019action optimale \u2014 tirer, rester, doubler, s\u00e9parer ou abandonner \u2014 pour chaque combinaison de votre total de main et de la carte ouverte du croupier. Savoir quand utiliser chaque action est ce qui distingue les joueurs habiles des d\u00e9butants.<\/p>\n<p>Si le croupier a un blackjack, vous perdez non seulement votre mise initiale mais aussi vos mises doubl\u00e9es ou s\u00e9par\u00e9es. En contrepartie, le Blackjack Am\u00e9ricain propose g\u00e9n\u00e9ralement l&#8217;abandon tardif, une option absente du Classique. Fixez une limite de session (par exemple, 20 mises) et ne la d\u00e9passez jamais. Avec six jeux de 52 cartes, la probabilit\u00e9 d&#8217;obtenir un blackjack naturel est d&#8217;environ 4,75 % \u2014 soit environ une fois toutes les 21 mains. VarianteAvantage de la maisonBlackjack \u00e0 un jeu0,15 %Double jeu0,28 %Vegas Strip0,35 %Atlantic City0,36 %Blackjack Classique0,43 %Blackjack Am\u00e9ricain0,45 %<\/p>\n<p>Vous pouvez esp\u00e9rer gagner environ 42 \u00e0 43 % des mains, en perdre 49 \u00e0 50 % et faire \u00e9galit\u00e9 dans 8 \u00e0 9 % des cas. Avec une strat\u00e9gie de base parfaite, l\u2019avantage de la maison varie de 0,15 % \u00e0 2,0 % selon la variante et les r\u00e8gles. Les joueurs qui appliquent la strat\u00e9gie de base perdent bien moins sur la dur\u00e9e que ceux qui jouent \u00e0 l\u2019instinct. Chaque main implique une distribution al\u00e9atoire des cartes, mais vos d\u00e9cisions \u2014 tirer, rester, doubler ou s\u00e9parer \u2014 influencent directement votre esp\u00e9rance de gain.<\/p>\n<p><a href=\"https:\/\/www.gamereactor.fr\/casino-en-ligne\/\">meilleur casino francais<\/a><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Blackjack Classique Jouez Gratuitement en Ligne Le comptage de cartes fonctionne-t-il au blackjack en ligne ? Ils suivent les r\u00e8gles standard, affichent un faible avantage de<span class=\"excerpt-hellip\"> [\u2026]<\/span><\/p>\n","protected":false},"author":7,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/b1studiollc.com\/index.php\/wp-json\/wp\/v2\/posts\/14975"}],"collection":[{"href":"https:\/\/b1studiollc.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/b1studiollc.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/b1studiollc.com\/index.php\/wp-json\/wp\/v2\/users\/7"}],"replies":[{"embeddable":true,"href":"https:\/\/b1studiollc.com\/index.php\/wp-json\/wp\/v2\/comments?post=14975"}],"version-history":[{"count":1,"href":"https:\/\/b1studiollc.com\/index.php\/wp-json\/wp\/v2\/posts\/14975\/revisions"}],"predecessor-version":[{"id":14976,"href":"https:\/\/b1studiollc.com\/index.php\/wp-json\/wp\/v2\/posts\/14975\/revisions\/14976"}],"wp:attachment":[{"href":"https:\/\/b1studiollc.com\/index.php\/wp-json\/wp\/v2\/media?parent=14975"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/b1studiollc.com\/index.php\/wp-json\/wp\/v2\/categories?post=14975"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/b1studiollc.com\/index.php\/wp-json\/wp\/v2\/tags?post=14975"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}