{"id":27549,"date":"2025-05-22T09:45:55","date_gmt":"2025-05-22T01:45:55","guid":{"rendered":"https:\/\/si.secda.info\/tlsm20220140x\/?p=27549"},"modified":"2025-05-25T04:19:22","modified_gmt":"2025-05-24T20:19:22","slug":"1730197829581860341","status":"publish","type":"post","link":"https:\/\/si.secda.info\/tlsm20220140x\/?p=27549","title":{"rendered":"Ma\u00eetrisez Comment Compter Les Cartes Au Blackjack Efficacement"},"content":{"rendered":"<h1>Ma\u00eetrisez Comment Compter Les Cartes Au Blackjack Efficacement<\/h1>\n<p>Le comptage de carte n\u2019est pas ill\u00e9gal mais reste interdit par le on line casino qui peut vous demander de quitter la desk. Pour les joueurs qui ma\u00eetrisent d\u00e9j\u00e0 Hi Lo et Hi Opt I, alors Hi Opt II leur permet d\u2019augmenter encore un peu leurs probabilities de gagner face \u00e0 la maison. Comme mentionn\u00e9 plus haut, cette strat\u00e9gie du blackjack ne comporte pas que des avantages.<\/p>\n<p><!-- more --><\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"308px\" alt=\"Ma\u00eetriser l\u2019Art du Comptage de Cartes au Blackjack\"\/><a href=\"https:\/\/casinos-of-canada.com\/fr\/comment-jouer-blackjack.htm\">Comment Jouer au Blackjack dans un Casino ou en Ligne<\/a><\/p>\n<p>De plus, les croupiers peuvent d\u00e9cider de m\u00e9langer le sabot avant que toutes les cartes soient jou\u00e9es, r\u00e9initialisant ainsi toute progression r\u00e9alis\u00e9e dans le  comptage. Avant d\u2019aborder le comptage des cartes, il est essentiel de saisir les r\u00e8gles fondamentales du blackjack. Mon objectif ici est de vous offrir une compr\u00e9hension claire pour mieux appr\u00e9hender cette approach et \u00e9ventuellement l\u2019exploiter avec succ\u00e8s. Compter les cartes s\u2019av\u00e8re une excellente mani\u00e8re de gagner plus facilement. La fa\u00e7on classique est le Hi-Lo, mais il existe d\u2019autres astuces qui peuvent aussi \u00eatre d\u2019une grande aide.<\/p>\n<p><h2>Faq Sur Le Comptage Des Cartes Au Blackjack<\/h2>\n<\/p>\n<p>Au-del\u00e0 des r\u00e8gles de base, certains joueurs cherchent \u00e0 optimiser leurs chances de victoire en employant des strategies de comptage de cartes d&#8217;une redoutable efficacit\u00e9. Ce billet s&#8217;aventure dans le domaine peu connu du comptage avanc\u00e9, o\u00f9 la pr\u00e9cision et la discipline transforment le jeu en une v\u00e9ritable joute intellectuelle. \u00c0 travers cet expos\u00e9, les m\u00e9thodes les plus sophistiqu\u00e9es seront d\u00e9voil\u00e9es, offrant aux passionn\u00e9s l&#8217;opportunit\u00e9 de d\u00e9couvrir un univers o\u00f9 chaque carte a son poids et chaque tirage son significance. Loin d&#8217;\u00eatre une pratique r\u00e9serv\u00e9e \u00e0 une \u00e9lite, le comptage de cartes est accessible \u00e0 tous ceux pr\u00eats \u00e0 s&#8217;investir dans l&#8217;apprentissage de ces strategies. Armez-vous de patience et de perspicacit\u00e9, automobile ce que vous vous appr\u00eatez \u00e0 lire pourrait bien changer votre mani\u00e8re d&#8217;aborder le blackjack.<\/p>\n<p>Le premier avantage de la strat\u00e9gie de base du blackjack, c\u2019est la&nbsp;r\u00e9duction de l\u2019avantage de la maison. Ce dernier est r\u00e9duit \u00e0 environ 0,5&nbsp;% gr\u00e2ce aux tableaux qui vous indiquent les meilleures actions \u00e0 effectuer. Vous ferez davantage preuve de strat\u00e9gie, ce qui garantit des&nbsp;r\u00e9sultats&nbsp;plus coh\u00e9rents. Il faut noter que la strat\u00e9gie de base du blackjack est relativement simple. Le comptage de cartes, une strat\u00e9gie renomm\u00e9e dans le domaine des jeux de cartes, captive les joueurs depuis des d\u00e9cennies par son attrait et sa controverse.<\/p>\n<p>Le comptage des cartes au Blackjack est une approach qui a fait couler beaucoup d\u2019encre. Consid\u00e9r\u00e9e par beaucoup comme difficile, n\u00e9buleuse, contraignante, elle n\u2019en est que plus fascinante ! En r\u00e9alit\u00e9, le comptage de cartes au Blackjack repose sur des pratiques sp\u00e9cifiques qu\u2019il suffit de comprendre et de ma\u00eetriser, ainsi que sur un entra\u00eenement de longue haleine. Retrouvez ci-dessous notre information consacr\u00e9 au comptage des cartes au blackjack afin de devenir imbattable face aux casinos. De plus, les casinos ont mis en place des mesures pour compliquer le comptage, comme l\u2019usage de multiples jeux de cartes (parfois jusqu&#8217;\u00e0 8), le brassage fr\u00e9quent, et les cam\u00e9ras de surveillance.<\/p>\n<p>Pour mettre en \u0153uvre une telle m\u00e9thode, tu dois apprendre et m\u00e9moriser les valeurs des diff\u00e9rentes cartes auxquelles tu seras confront\u00e9. L\u2019As vaut 1 ou 11 au blackjack selon la valeur qui donne au joueur la meilleure major possible, notamment avec une determine ou un 10. Cela peut donner un total de 21 points, \u00e9galement connu sous le nom de \u00ab&nbsp;black-jack&nbsp;\u00bb. Jouer pendant les heures de pointe, comme les week-ends et les jours f\u00e9ri\u00e9s, peut \u00e9galement permettre aux compteurs de cartes de passer inaper\u00e7us au milieu de la foule.<\/p>\n<p>Sinon il n\u2019est pas ill\u00e9gal mais reste interdit par le on line casino qui peut vous demander de quitter la desk. Cette technique marche si bien qu\u2019\u00e0 partir de cet exploit, beaucoup de joueurs ont cess\u00e9 de parler de hasard pour le blackjack, et en parlent comme d\u2019un jeu d\u2019adresse. Pour appliquer cette m\u00e9thode, le joueur doit juste retenir 4 valeurs diff\u00e9rentes pour des cat\u00e9gories de cartes bien pr\u00e9cises.<\/p>\n<p>Il a pour but de vous aider \u00e0 sortir votre \u00e9pingle du jeu sur les casinos en ligne. N\u00e9anmoins, vous ne pouvez avoir une ma\u00eetrise parfaite de cette strat\u00e9gie en un clin d\u2019\u0153il. Il vous faudra des connaissances th\u00e9oriques et \u00e9videmment beaucoup d\u2019entra\u00eenement.<\/p>\n<ul>\n<li>Il est int\u00e9ressant pour le joueur de compter les cartes afin d\u2019\u00eatre en mesure d\u2019\u00e9valuer la valeur des cartes \u00e0 venir dans le courant de la partie.<\/li>\n<li>Vous pouvez aussi vous exercer en jouant sur des jeux de blackjack gratuit en ligne.<\/li>\n<li>Enfin, la ma\u00eetrise de ces m\u00e9thodes de comptage n\u00e9cessite des heures et des heures d\u2019entra\u00eenement et n\u2019est donc pas accessible aux premiers venus.<\/li>\n<li>Rechercher les bonnes r\u00e8gles de desk est n\u00e9cessaire pour maximiser l\u2019efficacit\u00e9 du comptage de cartes.<\/li>\n<\/ul>\n<p>Pourtant, il suffit d\u2019en conna\u00eetre les principes pour  l\u2019employer avec perfection. Voici un article qui vous donne les explications et les astuces n\u00e9cessaires pour y arriver. Le principe du comptage de cartes repose sur l\u2019id\u00e9e que la distribution des cartes modifie les probabilit\u00e9s. En suivant le compte courant des cartes jou\u00e9es, les joueurs peuvent d\u00e9terminer s\u2019il est avantageux d\u2019augmenter leurs mises ou de jouer de mani\u00e8re plus prudente.<\/p>\n<p>Votre compte doit tenir compte des cartes qui ne sont pas encore jou\u00e9es. Quand le croupier vous donne une autre carte pour lors du double, il est aussi attainable de faire 21 directement. La particularit\u00e9 de la m\u00e9thode Red 7 est que le joueur donne aux 7 une valeur de +1, mais une valeur de 0 aux 7 noirs. Cela peut \u00eatre surprenant, mais c\u2019est aussi ce qui fait l\u2019efficacit\u00e9 de la m\u00e9thode. Les 2, three, four, 5, et 6 valent +1 automobile ils font pencher la partie en votre faveur. Contrairement \u00e0 de nombreux autres syst\u00e8mes qui demandent de convertir un complete en un autre r\u00e9sultat, le KO est d\u2019une grande simplicit\u00e9.<\/p>\n<p>Attisez votre curiosit\u00e9 et laissez-vous guider dans les m\u00e9andres du comptage de cartes, l\u00e0 o\u00f9 science et jeu se rencontrent pour d\u00e9fier le hasard. Le facteur likelihood peut se montrer pr\u00e9pond\u00e9rant, ce qui explique la variabilit\u00e9 des r\u00e9sultats. Notez que les&nbsp;fluctuations&nbsp;\u00e0 courtroom terme peuvent entra\u00eener des pertes importantes.<\/p>\n<p><h3>M\u00e9thode Hello Decide Ii<\/h3>\n<\/p>\n<p>Le &#8220;again counting&#8221;, ou comptage en arri\u00e8re, o\u00f9 un joueur attend en observant le jeu avant de s&#8217;asseoir \u00e0 une table profitable, peut aussi \u00eatre entrav\u00e9 par des restrictions sur l&#8217;entr\u00e9e en jeu. Contrairement aux autres jeux de casino, le blackjack&nbsp;sollicite particuli\u00e8rement la m\u00e9moire des joueurs. Vous devez vous memento des cartes d\u00e9j\u00e0 distribu\u00e9es et jou\u00e9es pour pouvoir \u00e9valuer la probabilit\u00e9 d\u2019avoir des cartes favorables prochainement. Ceux-ci incluent le baccara, l\u2019espagnol 21 et certaines variantes du poker. Quand les casinos ont eu vent de cette strat\u00e9gie, ils ont mis en place des mesures pour contrecarrer les compteurs de cartes, comme par exemple en m\u00e9langeant le jeu plus fr\u00e9quemment. Cependant, compter les cartes reste une comp\u00e9tence largement discut\u00e9e et pratiqu\u00e9e parmi les joueurs passionn\u00e9s.<\/p>\n<p>Donc, si le joueur utilise 2 jeux de cartes, sa valeur de d\u00e9part sera -4. En d\u00e9butant ainsi, il saura facilement \u00e0 quel second la partie tourne \u00e0 son avantage (point pivot). Lorsque qu\u2019il atteint 0, il a un avantage statistique de 1% sur la maison, et il est temps pour lui d\u2019augmenter sa mise. L\u00e9galement, absolument rien ne vous interdit de jouer au black jack en utilisant les techniques de comptage, tant que vous n\u2019utilisez que votre t\u00eate ! Aucune prise de note ni appareil (\u00e9lectronique ou non) ne peut \u00eatre utilis\u00e9 pour vous aider \u00e0 compter. En revanche, il faut garder \u00e0 l\u2019esprit qu\u2019il est \u00e9galement l\u00e9gal pour un on line casino d\u2019interdire l\u2019entr\u00e9e aux joueurs de son choix.<\/p>\n<p>Tommy Hyland est poursuivi en justice par plusieurs casinos am\u00e9ricains. Cela dit, il reste une l\u00e9gende en mati\u00e8re de comptage de cartes au black jack. Un autre joueur se pointerait sur la table au second opportun pour lancer une grosse mise. Gr\u00e2ce au sign fourni par le compteur, il d\u00e9tenait toutes les probabilities de gagner.<\/p>\n<p>Et si vos chances augmentent, inversement celles du croupier deviendront moindres. Le but est d\u2019attribuer une valeur sp\u00e9cifique \u00e0 toutes les cartes du jeu. Il existe plusieurs m\u00e9thodes de comptage des factors au blackjack online, dont les plus c\u00e9l\u00e8bres sont le Hi-Lo et le True Count. En effet, les \u00e9tablissements de jeu adoptent actuellement diff\u00e9rentes mesures visant \u00e0 d\u00e9tecter les tentatives de triche et les joueurs qui essaient d\u2019enfreindre les r\u00e8glements int\u00e9rieurs. Des cam\u00e9ras de surveillance sont install\u00e9es pr\u00e8s des diff\u00e9rentes tables de jeu.<\/p>\n<p><h2>Remark Compter Les Cartes Au Blackjack<\/h2>\n<\/p>\n<p>Tu dois \u00e9galement \u00e9viter de fixer les cartes des yeux pour ne pas attirer l\u2019attention du personnel du casino. La m\u00e9thode de comptage de cartes Omega II est une technique tr\u00e8s semblable \u00e0 celle du Hi-Lo ; mais \u00e0 quelques diff\u00e9rences pr\u00e8s. Ici, les cartes de 4 \u00e0 6 valent +2 alors que les 10, V, D et R, valent -2. D\u2019autres joueurs plus exp\u00e9riment\u00e9s y vont en devinant le nombre de cartes restantes \u00e0 l\u2019\u00e9paisseur. Il leur suffit de regarder le sabot pour savoir quel nombre de cartes s\u2019y trouvent. Que ce soit dans les mains ou dans les sabots, le Croupier garde souvent 5 ou 6 jeux de cartes.<\/p>\n<p>Il est donc tr\u00e8s risqu\u00e9 d\u00e9sormais d\u2019employer cette mani\u00e8re de faire puisque tous les employ\u00e9s de casinos la connaissent et cherchent \u00e0 rep\u00e9rer tous les joueurs qui s\u2019y essaient. Certains joueurs tr\u00e8s audacieux l\u2019essaient quand m\u00eame, mais se limitent beaucoup. Oui, il est l\u00e9gal de compter les cartes au casino tant que vous n\u2019utilisez pas de mat\u00e9riel \u00e9lectronique. Cependant, le casino a le droit de vous interdire de jouer dans leur \u00e9tablissement. L\u2019Omega II est un syst\u00e8me de comptage plus complexe, avec des valeurs telles que +2 pour les cartes four, 5 et 6, et -2 pour les cartes \u00e0 figure.<\/p>\n<p>De plus, ma\u00eetriser le comptage des cartes n\u00e9cessite une compr\u00e9hension approfondie des r\u00e8gles du jeu, des probabilit\u00e9s et des strat\u00e9gies de paris. Les joueurs doivent se tourner vers d\u2019autres strat\u00e9gies qui ne d\u00e9pendent pas de la composition du sabot mais peuvent encore utiliser des principes de jeu strat\u00e9gique pour optimiser leurs probabilities. Les strat\u00e9gies en ligne doivent s\u2019adapter continuellement pour contrecarrer les applied sciences avanc\u00e9es utilis\u00e9es par les casinos pour maintenir l\u2019\u00e9quit\u00e9 et la pr\u00e9visibilit\u00e9 des jeux. Compter les cartes vous donne une longueur d\u2019avance par rapport aux autres joueurs qui, s\u2019ils ne comptent pas, s\u2019en tiendront seulement au hasard ou \u00e0 des intuitions. En analysant les probabilit\u00e9s tel un vrai strat\u00e8ge, en vous repr\u00e9sentant mentalement le jeu, vous obtiendrez un aper\u00e7u bien plus clair des coups \u00e0 venir et des meilleures probabilities de gagner.<\/p>\n<p>La m\u00e9thode Hi-Lo est la plus couramment utilis\u00e9e en raison de sa simplicit\u00e9 et de son efficacit\u00e9. Elle n\u00e9cessite une bonne concentration, car le joueur doit additionner les valeurs des cartes tout en surveillant le jeu. Pour am\u00e9liorer la rapidit\u00e9 de votre comptage, il est conseill\u00e9 de distribuer les cartes deux par deux, ce qui r\u00e9duit le temps d\u2019analyse entre les mains. La ma\u00eetrise de cette technique demande de la pratique, mais elle peut facilement \u00eatre apprise avec une formation ad\u00e9quate. Avec l\u2019essor des jeux de on line casino en ligne, il est essential de noter que le comptage des cartes est moins applicable dans ce contexte.<\/p>\n<p>Le but de compter ses cartes le plus rapidement possible est de ne pas avoir l\u2019air de le faire ! Si vous fixez les cartes d\u2019un air concentr\u00e9, vous paraissez de suite suspicieux. Le however de compter rapidement est de rendre l\u2019action naturelle et imperceptible. Enfin, la ma\u00eetrise de ces m\u00e9thodes de comptage n\u00e9cessite des heures et des heures d\u2019entra\u00eenement et n\u2019est donc pas accessible aux premiers venus. Vous n\u2019avez pas besoin de calculer aussi rapidement qu\u2019une machine, mais presque. En fonction du rating obtenu, le joueur pourra adapter sa strat\u00e9gie de jeu.<\/p>\n<p>\u00c0 l\u2019inverse, si le compte est faible, il est pr\u00e9f\u00e9rable de diminuer vos mises pour limiter les pertes potentielles. Un syst\u00e8me de mise ajustable cadre parfaitement avec le principe de comptage des cartes. Le principe fondamental du comptage des cartes repose sur le fait que certaines cartes sont plus favorables aux joueurs que d\u2019autres. En gardant une hint des cartes d\u00e9j\u00e0 jou\u00e9es, un joueur peut estimer la probabilit\u00e9 que des cartes favorables soient encore pr\u00e9sentes dans le sabot. Cela permet de prendre des d\u00e9cisions plus \u00e9clair\u00e9es concernant les mises et les prochaines actions \u00e0 effectuer.<\/p>\n<p>Avant de vous lancer dans les vraies events dans les casinos, entra\u00eenez-vous d\u2019abord sur internet en vous essayant \u00e0 des jeux de Blackjack gratuits. C\u2019est s\u00fbrement le moyen le plus confortable et le plus adapt\u00e9 pour apprendre \u00e0 compter les cartes. Ma\u00eetriser le comptage des cartes au blackjack peut nettement augmenter vos possibilities de succ\u00e8s.<\/p>\n<p>De plus, les casinos emploient des syst\u00e8mes de surveillance sophistiqu\u00e9s et du personnel form\u00e9 pour d\u00e9tecter et dissuader les compteurs de cartes. Par cons\u00e9quent, r\u00e9ussir \u00e0 compter les cartes n\u00e9cessite souvent discr\u00e9tion et prudence. L\u2019avantage est que le joueur garde toujours une vision globale du jeu. Il est succesful d\u2019analyser la probabilit\u00e9 des cartes restantes et de savoir quand miser ou non. Cette method est vue d\u2019un mauvais \u0153il et certains joueurs l\u2019associent m\u00eame \u00e0 de la triche. En r\u00e9alit\u00e9, tant que l\u2019on ne fait pas appel \u00e0 autre chose que son cerveau, le comptage est l\u00e9gal dans tous les casinos.<\/p>\n<p>Le comptage de cartes au blackjack est une strat\u00e9gie qui permet de suivre la r\u00e9partition des cartes hautes et basses dans le sabot pour obtenir un l\u00e9ger avantage sur le on line casino. Cette m\u00e9thode, bien que l\u00e9gale, est interdite dans les casinos et peut entra\u00eener des sanctions si vous \u00eates pris. Le principe est d\u2019attribuer une valeur aux cartes jou\u00e9es pour estimer la probabilit\u00e9 que les prochaines cartes soient favorables. Au-del\u00e0 du easy comptage des cartes, il existe diverses strat\u00e9gies que vous pouvez appliquer au blackjack pour am\u00e9liorer encore vos possibilities de succ\u00e8s. Par exemple, il est essentiel de ma\u00eetriser les r\u00e8gles du jeu, telles que le doublement, le partage, et l\u2019assurance.<\/p>\n<p>Il vise \u00e0 augmenter la pr\u00e9cision du d\u00e9compte en tenant compte du nombre de sabots en jeu. Le compte vrai se calcule en divisant le compte courant par le nombre de jeux de cartes restants dans le sabot. Pour ajuster le compte vrai, le joueur estime le nombre de jeux de cartes restants en regardant le nombre de cartes d\u00e9fauss\u00e9es et en estimant au paquet le plus proche.<\/p>\n<p>Autrement dit, elle ne prend pas en compte certaines variations de&nbsp;r\u00e8gles&nbsp;qui peuvent affecter la meilleure approche. Cela concerne les r\u00e8gles de l\u2019assurance ou le nombre de jeux de cartes qui varie g\u00e9n\u00e9ralement. Pour finir, cette strat\u00e9gie de base ne tient pas compte de toutes les&nbsp;d\u00e9cisions&nbsp;des autres joueurs ou du croupier, alors qu\u2019elles peuvent aussi influencer le r\u00e9sultat de la partie. Lorsqu\u2019on ma\u00eetrise les techniques de comptage de cartes au blackjack, il devient essentiel de savoir comment \u00e9viter la d\u00e9tection par le personnel du casino.<\/p>\n<p>Lorsque le d\u00e9compte est \u00e9lev\u00e9, par exemple entre +2 et +4, vous avez plus de probability de gagner. Au contraire, vous constatez que le d\u00e9compte est compris entre -1 et -3, alors il est recommand\u00e9 de limiter vos paris. Ensuite, nous l\u2019avons vu, cette pratique n\u2019est pas du tout appr\u00e9ci\u00e9e dans les casinos physiques. Peu de casinos vous poussent vers la sortie, mais le personnel fera tout pour d\u00e9stabiliser votre comptage. La premi\u00e8re chose \u00e0 faire est de d\u00e9terminer le nombre de paquets dans le deck.<\/p>\n<p><h2>Les Meilleures Strat\u00e9gies De Comptage Des Cartes Au Blackjack<\/h2>\n<\/p>\n<p>Pour pratiquer le comptage en dehors de l&#8217;atmosph\u00e8re pressante d&#8217;un on line casino, l&#8217;utilisation d&#8217;un simulateur blackjack se pr\u00e9sente comme un outil didactique particuli\u00e8rement pertinent. En effet, ces programmes reproduisent fid\u00e8lement les circumstances d&#8217;une partie r\u00e9elle, permettant ainsi de s&#8217;entra\u00eener au comptage et d&#8217;affiner sa strat\u00e9gie sans risque financier. En anticipant la proportion de cartes hautes et basses restantes, il devient beaucoup plus facile d\u2019ajuster vos mises et vos d\u00e9cisions de jeu. N\u00e9anmoins, bien qu\u2019efficace, la method du comptage de cartes comporte aussi des risques qui doivent \u00eatre consid\u00e9r\u00e9s par les joueurs. Compter les cartes avec pr\u00e9cision implique d\u2019attribuer une valeur \u00e0 chaque carte et de tenir un d\u00e9compte bas\u00e9 sur les cartes qui ont \u00e9t\u00e9 distribu\u00e9es.<\/p>\n<p>Selon ton profil de joueur, les circumstances de jeu, le casino et plusieurs autres donn\u00e9es, tu pourras choisir celle d\u2019entre elles qui te convient le mieux. Pour s\u2019entra\u00eener efficacement au comptage de cartes, il est crucial de recr\u00e9er chez soi l\u2019atmosph\u00e8re et les conditions de jeu d\u2019un on line casino. Il faut simuler une partie, et pratiquer la distribution des cartes \u00e0 une vitesse similaire \u00e0 celle observ\u00e9e dans les casinos pour s\u2019habituer au rythme du jeu r\u00e9el. Bien que l\u00e9gal, les casinos peuvent mettre en \u0153uvre des mesures pour contrecarrer le comptage de cartes, comme le m\u00e9lange fr\u00e9quent des cartes ou des limitations de mise pour les joueurs suspect\u00e9s. Maintenant, il faut faire la diff\u00e9rence entre interdit et ill\u00e9gal, et dans les casinos au Canada, vous ne risquez rien l\u00e9galement si on vous surprend en prepare de compter les cartes. Dans le pire des cas, un on line casino peut seulement vous demander de quitter la table et de ne plus revenir dans le casino.<\/p>\n<p>Cela affecte les d\u00e9cisions de mises et de jeu, car atteindre le point pivot est un sign fort pour augmenter la mise. Il est donc recommand\u00e9 de compter les cartes le plus discr\u00e8tement potential afin d\u2019\u00e9viter un avertissement du casino pouvant r\u00e9sult\u00e9, dans de tr\u00e8s rare cas, sur une expulsion de l\u2019\u00e9tablissent de jeu. Tous les amateurs de blackjack ont d\u00e9j\u00e0 entendu parler du tr\u00e8s populaire comptage de cartes ayant inspir\u00e9s plusieurs films \u00e0 succ\u00e8s hollywoodiens. Cette m\u00e9thode permet aux joueurs d\u2019augmenter consid\u00e9rablement leurs possibilities de gagner gr\u00e2ce \u00e0 un calcul math\u00e9matique simple \u00e0 r\u00e9aliser. Certains joueurs exp\u00e9riment\u00e9s comptent les cartes en \u00e9quipe pour maximiser leur efficacit\u00e9. Ce mod\u00e8le a \u00e9t\u00e9 popularis\u00e9 par des \u00e9quipes de joueurs c\u00e9l\u00e8bres comme celle du MIT, mais il est tr\u00e8s risqu\u00e9 et n\u00e9cessite une parfaite coordination.<\/p>\n<p>Un joueur attentif peut donc savoir si le sabot contient encore de nombreuses b\u00fbches ou des As. Il a \u00e9galement plus de chances de pouvoir augmenter ses features en doublant. C\u2019est tout le syst\u00e8me financier du casino qui est menac\u00e9 si les joueurs pouvaient librement compter les cartes. C\u2019est une des raisons pour laquelle tant de joueurs pro se tournent vers le on line casino en ligne. Parce que le on line casino n\u2019a pas envie de se faire piller bien s\u00fbr \ud83d\ude00 Plus s\u00e9rieusement, le comptage de cartes est tellement efficace qu\u2019il permet de r\u00e9duire presque totalement l\u2019avantage de la maison. Si on fait le total, on constate qu\u2019il y a 24 factors positifs et 20 n\u00e9gatifs, ce qui rend inutile la conversion du whole.<\/p>\n<p>La plupart des jeux de blackjack en ligne utilisent un g\u00e9n\u00e9rateur de nombres al\u00e9atoires, rendant ainsi le comptage inutile. Cependant, conna\u00eetre les strat\u00e9gies et les concessions du jeu aide \u00e0 rester comp\u00e9titif, m\u00eame dans un environnement virtuel. Vous pouvez consulter des ressources comme ce guide pour des strat\u00e9gies adaptatives. Une strat\u00e9gie pour calculer les cartes qui nous vient de Bryce Carlson, joueur professionnel et auteur de \u00ab&nbsp;Blackjack for Blood&nbsp;\u00bb, un livre tr\u00e8s int\u00e9ressant pour apprendre le comptage de cartes.<\/p>\n<p>Le comptage de cartes Moiti\u00e9s Wong est initi\u00e9 \u00e0 z\u00e9ro et il requiert de maintenir un compte pr\u00e9cis tout au long du jeu en utilisant un vrai compte dans des conditions \u00e0 multiples jeux. Cet article sera votre alli\u00e9 pour comprendre et ma\u00eetriser cette approach r\u00e9put\u00e9e capable d\u2019incliner les cotes en votre faveur. Il d\u00e9voile \u00e9tape par \u00e9tape, de fa\u00e7on concise et claire, remark surveiller le jeu ? Afin de tirer parti du comptage des cartes, il est crucial de pratiquer r\u00e9guli\u00e8rement et d\u2019appliquer les strat\u00e9gies appropri\u00e9es.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Le comptage de carte n\u2019est pas ill\u00e9gal mais reste interdit par le on line casino qui peut vous demander de quitter la desk. Pour les joueurs qui ma\u00eetrisent d\u00e9j\u00e0 Hi Lo et Hi Opt I, alors Hi Opt II leur permet d\u2019augmenter encore un peu leurs probabilities de gagner face \u00e0 la maison. Comme mentionn\u00e9 plus haut, cette strat\u00e9gie du blackjack ne comporte pas que des avantages.<\/p>\n","protected":false},"author":152,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"aside","meta":[],"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=\/wp\/v2\/posts\/27549"}],"collection":[{"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=\/wp\/v2\/users\/152"}],"replies":[{"embeddable":true,"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=27549"}],"version-history":[{"count":1,"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=\/wp\/v2\/posts\/27549\/revisions"}],"predecessor-version":[{"id":27550,"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=\/wp\/v2\/posts\/27549\/revisions\/27550"}],"wp:attachment":[{"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=27549"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=27549"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/si.secda.info\/tlsm20220140x\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=27549"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}