{"id":23418699,"date":"2025-01-02T05:28:23","date_gmt":"2025-01-02T05:28:23","guid":{"rendered":"https:\/\/demo.logicsdesign.com\/sam\/?p=23418699"},"modified":"2025-01-05T20:17:33","modified_gmt":"2025-01-05T20:17:33","slug":"2463054314250584319-2","status":"publish","type":"post","link":"https:\/\/demo.logicsdesign.com\/sam\/2463054314250584319-2\/","title":{"rendered":"Combien De Cartes Au Blackjack : R\u00e8gles, Valeurs Et Methods"},"content":{"rendered":"<h1>Combien De Cartes Au Blackjack : R\u00e8gles, Valeurs Et Methods<\/h1>\n<p>Dans les cas o\u00f9 nous avons 20, nous nous opposons souvent au 20 du croupier ou au blackjack. Mais m\u00eame dans ces situations, nous avons un avantage de 1% sur le on line casino \u00e0 long terme. Pour ce qui est de jouer au blackjack en ligne, la scenario est un peu diff\u00e9rente, car un vrai croupier ne m\u00e9lange pas les cartes et plusieurs jeux sont utilis\u00e9s. Avant d\u2019essayer un syst\u00e8me con\u00e7u pour vous aider \u00e0 am\u00e9liorer vos chances de gagner \u00e0 un jeu de on line casino, il est necessary de s\u2019assurer qu\u2019il s\u2019agit d\u2019un syst\u00e8me l\u00e9gal autoris\u00e9 dans les casinos. Pour \u00eatre clair sur la l\u00e9galit\u00e9 du comptage des cartes, il n\u2019y a aucune loi contre le fait de compter les cartes blackjack au Canada ou ailleurs dans le monde. Il convient de souligner que la strat\u00e9gie de base du blackjack peut \u00e9galement r\u00e9duire l\u2019avantage de la maison, et qu\u2019elle est beaucoup plus facile \u00e0 ma\u00eetriser que le comptage des cartes.<a href=\"https:\/\/casinos-of-canada.com\/fr\/how-to-win-at-blackjack.htm\">https:\/\/www.casinos-of-canada.com\/fr\/how-to-win-at-blackjack.htm<\/a><\/p>\n<p><!-- more --><\/p>\n<p>Mais au-del\u00e0 des movies et des l\u00e9gendes, cette method fonctionne-t-elle vraiment ? Aujourd\u2019hui, nous explorons cette m\u00e9thode avec d\u00e9tail, ses r\u00e9alit\u00e9s, ses limites et ce qu\u2019il faut savoir pour comprendre ses subtilit\u00e9s. Que vous soyez joueur occasionnel ou passionn\u00e9 de strat\u00e9gie, cet article vous dira tout. Un blackjack est obtenu avec un As (valant eleven points) et une carte valant 10 factors (10, Valet, Dame, Roi). Le blackjack est souvent jou\u00e9 avec plusieurs jeux de cartes pour compliquer le comptage, et les r\u00e8gles peuvent l\u00e9g\u00e8rement varier selon les casinos.<\/p>\n<p>Dans un jeu \u00e0 un seul jeu, lorsqu&#8217;un quart du jeu est distribu\u00e9, il nous reste encore trois quarts. Mais un tel comptage prendrait trop de temps pour les personnes normales. Au lieu de cela, nous multiplions d&#8217;abord +4 par four, ce qui donne 16, puis nous divisons three pour obtenir un score de 5,33.<\/p>\n<p>Les cartes basses (2 \u00e0 6 dans n\u2019importe quelle couleur) se voient attribuer une valeur de +1. Si vous aussi vous souhaitez gagner aux casinos en ligne, alors suivez les conseils, les astuces et les m\u00e9thodes de jeu que nous vous donnons gratuitement. Dans le cas o\u00f9 le total est proche de 0, alors le sabot est neutre. Cela veut dire que personne n\u2019a l\u2019avantage, ni le croupier, ni les joueurs. Pour une valeur totale n\u00e9gative, il est conseill\u00e9 de quitter la partie ou de r\u00e9aliser une petite mise, car aucun joueur ne poss\u00e8de l\u2019avantage sur le jeu.<\/p>\n<p>Le 9 est \u00e9gal \u00e0 -1 tandis que le 10 et les figures sont marqu\u00e9s d\u2019un -2. Certains \u00c9tats d\u00e9tectent le comptage des cartes \u00e0 l\u2019aide d\u2019un appareil \u00e9lectronique, tel qu\u2019une utility de comptage des cartes sur smartphone, par exemple, mais pas au Canada. L\u2019\u00c9tat du Nevada est l\u2019un des \u00c9tats qui a mis en place des lois allant contre le comptage des cartes avec une software ou un appareil \u00e9lectronique. Mais utiliser vos propres comp\u00e9tences math\u00e9matiques et compter les cartes dans votre t\u00eate est parfaitement l\u00e9gal. Divisez simplement le compte cumulatif par le nombre de jeux de cartes qui restent \u00e0 jouer.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"Ce Qu\u2019il Faut Savoir sur le Nombre de Cartes au Blackjack\"\/><\/p>\n<p>Donnez aux cartes fortes la valeur sp\u00e9cifique de (-1) et pour les cartes faibles la valeur sp\u00e9cifique de (+1). Ensuite, additionnez les valeurs pour avoir un d\u00e9compte des cartes. Si le ratio de cartes fortes sur cartes faibles est sup\u00e9rieur \u00e0 la normale, le sabot est \u00e0 votre avantage et vous pouvez donc faire des mises plus importantes pour augmenter vos gains. Si les croupiers montrent une carte faible, ils casseront plus fr\u00e9quemment en frappant leur primary sur la desk. Compter les cartes au blackjack est une strat\u00e9gie visant \u00e0 \u00e9valuer si les prochaines cartes tir\u00e9es seront probablement avantageuses pour le joueur ou pour le croupier.<\/p>\n<p><h2>R\u00e9flexions Au Sujet De \u201ccomment Miser Selon Le Vrai Compte (true Rely \/ Tc)\u201d<\/h2>\n<\/p>\n<p>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. Si le sabot est chaud et contient beaucoup de cartes fortes, le joueur a plus de probabilit\u00e9s de l&#8217;emporter face au croupier. Si par contre le jeu est froid, le joueur a plut\u00f4t int\u00e9r\u00eat \u00e0 parier des petites mises ou abandonner s\u2019il a une major moyenne. Pour qu\u2019une strat\u00e9gie de comptage soit efficace, celle-ci doit se faire sur plusieurs excursions automotive le sabot contient en g\u00e9n\u00e9ral 6 jeux de 52 cartes. Durant les premiers tours, la strat\u00e9gie ne permet pas de prendre des d\u00e9cisions strat\u00e9giques. Plus le nombre de tours jou\u00e9s est \u00e9lev\u00e9 et plus le comptage sera un atout pr\u00e9cieux dans la prise de d\u00e9cision du joueur.<\/p>\n<p>Il est tr\u00e8s facile de se fatiguer, ce qui augmente les risques d\u2019erreurs. De plus, la pression psychologique peut \u00eatre intense lorsque le croupier ou les autres joueurs commencent \u00e0 poser des questions. Il faut \u00eatre pr\u00e9par\u00e9 \u00e0 affronter ces situations sans perdre sa concentration. La flexibilit\u00e9 de l\u2019As est un \u00e9l\u00e9ment essentiel de la strat\u00e9gie au blackjack, automotive il peut \u00e9viter un &#8220;bust&#8221; (d\u00e9passement de 21) si une carte suppl\u00e9mentaire est tir\u00e9e.<\/p>\n<p>Utilisez les comptes r\u00e9els, les mains gagnantes et v\u00e9rifiez les jeux de cartes restants. Dans la variante \u00e0 un seul jeu de cartes, vous devriez \u00eatre succesful de compter le jeu entier en deux minutes environ. Plus le compte positif est \u00e9lev\u00e9 et plus le  nombre de cartes jou\u00e9es est \u00e9lev\u00e9, plus son avantage est grand et plus le joueur misera. Si au lieu de cela le compte est n\u00e9gatif, le compteur sait qu\u2019il n\u2019y a pas d\u2019avantage, et il ou elle devrait miser petit durant le prochain tour.<\/p>\n<p>Une deuxi\u00e8me situation possible est que le total de cartes fortes \u00e0 distribuer tourne autour de 0 ou que le jeu ne semble aller dans l\u2019avantage d\u2019aucun joueur pr\u00e9sent \u00e0 la table. En effet, avec cette method, le joueur m\u00e9morise le nombre de cartes d\u00e9j\u00e0 jou\u00e9es (Running Number ou RN) et le consulte \u00e0 chaque immediate dans son cerveau pour d\u00e9cider s\u2019il lui faut miser ou non. Le syst\u00e8me Omega est un syst\u00e8me de comptage de playing cards de niveau interm\u00e9diaire, d\u00e9velopp\u00e9 par Bruce Carlson. C\u2019est aussi un syst\u00e8me \u00e0 plusieurs niveaux o\u00f9 certaines cartes sont compt\u00e9es comme deux points et d\u2019autres sont compt\u00e9es comme un level. En cons\u00e9quence, les cartes 2, three et 7 ont une valeur de +1 tandis que les cartes basses comme 4, 5 et 6 sont +2.<\/p>\n<p>La seule selected est de paraitre le plus naturel potential et d\u2019\u00e9changer de temps \u00e0 autres avec le croupier et les autres joueurs. N\u2019oubliez pas non plus que si le comptage des cartes peut \u00eatre efficace dans un casino physique, la situation est tr\u00e8s diff\u00e9rente dans le cas du blackjack en ligne ou en direct. Les casinos en ligne utilisent des machines \u00e0 m\u00e9lange continu qui m\u00e9langent les cartes \u00e0 chaque tour de jeu, ce qui rend le comptage des cartes inconceivable.<\/p>\n<p>Plus votre exp\u00e9rience du jeu sera grande et plus vos automatismes et votre strat\u00e9gie sera bonne. Avec le temps, vous n\u2019aurez plus besoin d\u2019avoir les yeux riv\u00e9s sur le tableau pour conna\u00eetre le bon choix car vous le ferez naturellement. En cas de Blackjack du joueur \u2013 21 points en deux cartes \u2013 le joueur gagne automatiquement une fois et demie sa mise initiale. Si le croupier r\u00e9alise \u00e9galement un Blackjack, il y a \u00e9galit\u00e9 et le joueur r\u00e9cup\u00e8re sa mise.<\/p>\n<p>Semblable \u00e0 la m\u00e9thode HiLo, les dizaines, les as, les reines, les valets et le roi ont la valeur de -1, tandis que ceux de 2 \u00e0 7 se voient attribuer un +1. Le syst\u00e8me n\u2019est \u00e9videmment pas \u00e9quilibr\u00e9 automotive \u00e0 la fin, apr\u00e8s que toutes les cartes ont \u00e9t\u00e9 distribu\u00e9es, le d\u00e9compte final ne sera pas \u00e9gal \u00e0 0. Plan\u00e8te Casinos est un web site informatif sur le monde des casinos en ligne, le website recense des astuces, des m\u00e9thodes et divers articles en rapport avec les casinos en ligne. Il a pour but de vous aider \u00e0 sortir votre \u00e9pingle du jeu sur les casinos en ligne. Si le r\u00e9sultat est faible, vous devez \u00eatre r\u00e9ticent \u00e0 miser, automotive la probabilit\u00e9 que les cartes fortes soient sorties est \u00e9lev\u00e9e.<\/p>\n<p>Le succ\u00e8s du comptage de cartes au blackjack est n\u00e9 d\u2019une histoire vraie. Le syst\u00e8me de comptage Hi-Lo offre d\u2019excellents r\u00e9sultats, mais on peut trouver d\u2019autres astuces et strat\u00e9gies pour gagner au blackjack. En prenant ce r\u00e9sultat en compte, le joueur peut faire des choix plus strat\u00e9giques. Par exemple, si votre main a une valeur de sixteen et que vous savez qu\u2019il reste beaucoup de cartes basses dans le sabot, tirer une nouvelle carte est moins risqu\u00e9. Plus le sabot contient de cartes hautes, plus vos possibilities de gagner sont importantes. Les cartes basses du sabot avantagent alors le on line casino, automobile si le croupier ne tire que des cartes \u00e0 faible valeur, il a moins de chances de d\u00e9passer 21.<\/p>\n<p>Le comptage de cartes repose sur l\u2019id\u00e9e que les cartes hautes (10, J, Q, K, A) sont favorables aux joueurs, tandis que les cartes basses (2 \u00e0 6) favorisent le croupier. Comme nous l\u2019avons mentionn\u00e9 dans ce guide sur le comptage des cartes, les casinos n\u2019aiment pas que les joueurs utilisent ce syst\u00e8me et le prennent tr\u00e8s au s\u00e9rieux. Lorsque vous distribuez, jouez toutes les mains selon la strat\u00e9gie de base du blackjack (correctement).<\/p>\n<p>Cette m\u00e9thode exige un peu plus de calcul, mais parfois les casinos r\u00e9ussissent \u00e0 bien \u00ab dissimuler \u00bb les jeux de cartes restants. Le comptage de cartes est une approach qui permet aux joueurs de blackjack de savoir quand l\u2019avantage change en leur faveur. Quand cela se produit, les compteurs de cartes vont augmenter leurs mises. Quand l\u2019avantage se d\u00e9place en faveur du croupier, le compteur fera une mise plus petite ou pas de mise du tout en ne jouant pas. Une fois les r\u00e8gles du blackjack ma\u00eetris\u00e9es, il est temps de passer \u00e0 la fa\u00e7on classique de compter les cartes.<\/p>\n<ul>\n<li>Dans un jeu \u00e0 plusieurs jeux de cartes, il faut faire tr\u00e8s attention au nombre de cartes restantes.<\/li>\n<li>Pour savoir compter les cartes, il est primordial de conna\u00eetre certaines bases.<\/li>\n<li>Le comptage de cartes ne s\u2019arr\u00eate pas l\u00e0, m\u00eame si vous misez plus et gagnez plus, vous devez rester concentr\u00e9s et continuer \u00e0 compter et \u00e0 suivre les cartes.<\/li>\n<li>Le comptage de carte n\u2019est pas ill\u00e9gal mais reste interdit par le casino qui peut vous demander de quitter la table.<\/li>\n<li>Il y a aujourd\u2019hui de nombreux \u00e9tablissements qui ne permettent pas aux joueurs de rentrer dans le jeu \u00e0 leur guise.<\/li>\n<li>Essayez d&#8217;estimer le nombre de cartes restantes \u00e0 la fin de chaque partie.<\/li>\n<\/ul>\n<p>Vous pouvez m\u00eame utiliser une antis\u00e8che de strat\u00e9gie de base au lieu de m\u00e9moriser chaque partie de la strat\u00e9gie. Plus necessary encore, l\u2019utilisation de la strat\u00e9gie de base n\u2019est pas d\u00e9sapprouv\u00e9e par les casinos. Comme vous le savez peut-\u00eatre d\u00e9j\u00e0, le blackjack est un jeu d\u2019habilet\u00e9 et de probability, il existe donc des strat\u00e9gies qui peuvent am\u00e9liorer vos chances de gagner. Si vous ne savez pas quoi faire de vos cartes black jack, l\u2019avantage de la maison augmentera consid\u00e9rablement en faveur du on line casino. G\u00e9n\u00e9ralement, les syst\u00e8mes sont positifs, ce qui signifie que plus le d\u00e9compte est \u00e9lev\u00e9, plus le sabot contient de cartes de valeur haute, ce qui vous permet d\u2019obtenir diff\u00e9rents avantages. Pour compter les cartes, la strat\u00e9gie Hi-Lo est une bonne m\u00e9thode pour suivre le ratio entre les cartes fortes et faibles.<\/p>\n<p>Si vous \u00eates novice en mati\u00e8re de comptage des cartes, nous vous recommandons de commencer par ma\u00eetriser la strat\u00e9gie Hi-Lo pour compter les cartes au blackjack en ligne. En moyenne, nous allons&nbsp;gagner environ 44%&nbsp;de toutes les mains jou\u00e9es. Si des cartes hautes sont distribu\u00e9es, le croupier a autant de probabilities d&#8217;obtenir une bonne primary que le joueur. Cependant, le croupier ne peut pas partager ou doubler et il est pay\u00e9 pour un blackjack comme pour une mise \u00e9gale &#8211; c&#8217;est notre avantage de base.<\/p>\n<p>N\u00e9 avec la plume d\u2019un po\u00e8te et l&#8217;esprit d\u2019un strat\u00e8ge, James d\u00e9chiffre les casinos virtuels avec une verve distinctive. D\u00e9couvrez tout de suite les 7 secrets and techniques que vous devez absolument conna\u00eetre pour enfin gagner au casino. Le K.O poss\u00e8de les m\u00eames caract\u00e9ristiques que le Hi-Lo, sauf que dans ce cas, le 7 au lieu d\u2019\u00eatre neutre devient une carte \u00e0 valeur basse. Compter les cartes consiste \u00e0 se concentrer sur les valeurs des cartes qui seront tir\u00e9es par le croupier.<\/p>\n<p><h3>Le \u00ab\u202fVrai Compte\u202f\u00bb<\/h3>\n<\/p>\n<p>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. La pr\u00e9paration doit se faire sur une bonne p\u00e9riode pour que tu puisses int\u00e9grer le mode de fonctionnement et les rouages du comptage de cartes. La plupart des joueurs qui arrivent \u00e0 tirer leur \u00e9pingle du jeu aujourd\u2019hui gr\u00e2ce au comptage de cartes ont suivi chaque \u00e9tape du processus. Lorsque vous utilisez le syst\u00e8me Hi-Lo, vous aurez \u00e0 affecter des valeurs (-1, 0 ou +1) aux cartes \u00e0 jouer.<\/p>\n<p><h3>Les Meilleurs Sites Pour S\u2019entra\u00eener \u00c0 Compter Les Cartes<\/h3>\n<\/p>\n<p>Il vous faudra des connaissances th\u00e9oriques et \u00e9videmment beaucoup d\u2019entra\u00eenement. Seulement apr\u00e8s ces \u00e9tapes, vous serez en mesure de mettre en pratique le comptage des cartes. S\u00e9bastien, 32 ans, skilled en technologie et jeux vid\u00e9o et passionn\u00e9 de casinos en ligne, a suivi une carri\u00e8re universitaire distingu\u00e9e \u00e0 la Sorbonne, se sp\u00e9cialisant en journalisme. En tant que r\u00e9dacteur en chef de la revue universitaire et participant au d\u00e9veloppement de Gameblog sur Twitter, son however est de partager ses connaissances avec vous, lecteurs. Comme nous le savons d\u00e9j\u00e0, les cartes basses sont bonnes pour le croupier, alors pourquoi ont-elles une valeur de +1 ? Parce que d\u00e8s qu&#8217;une telle carte arrive,&nbsp;leur nombre dans le paquet diminue et notre avantage s&#8217;accro\u00eet.<\/p>\n<p>Afin de maximiser vos chances de gagner, il est essential de bien conna\u00eetre les r\u00e8gles de base. D\u00e9couvrez dans cette revue tout ce qu\u2019il faut savoir pour bien joueur au Blackjack. Le blackjack peut \u00e9galement se jouer en ligne, o\u00f9 des variations gratuites vous permettent de pratiquer les r\u00e8gles du black jack et de perfectionner vos comp\u00e9tences sans risque. Il existe aussi des jeux en argent r\u00e9el, qui appliquent les m\u00eames r\u00e8gles que dans un casino physique.<\/p>\n<p>L\u2019As quant \u00e0  lui peut valoir 1 point ou 11 points selon le choix du joueur. Le Blackjack se joue le plus commun\u00e9ment avec 6 jeux de fifty two cartes (3 d\u2019une couleur et three de l\u2019autre). Dans certaines variantes du jeu, il est possible de retrouver eight jeux de 52 cartes. Tu peux t\u2019en servir dans un on line casino que tu ne fr\u00e9quentes pas en te disant que tu es pr\u00eat \u00e0 perdre.<\/p>\n<p><h3>Remark Jouer \u00c0 La Roulette En Direct Comme \u00c0 Vegas ?<\/h3>\n<\/p>\n<p>Dans un jeu \u00e0 plusieurs jeux de cartes, il faut faire tr\u00e8s attention au nombre de cartes restantes. Dans ce cas, vous devez estimer avec pr\u00e9cision le nombre de jeux de cartes. Ainsi, si nous avons d\u00e9pens\u00e9 2 jeux de cartes, il n&#8217;en reste que four (dans la variante \u00e0 six jeux de cartes). Si le seul jeu propos\u00e9 par votre on line casino est le six decks, un jeu avec deux decks de moins, \u00e9conomisez votre argent et allez ailleurs. Mais vous pouvez \u00e9galement rencontrer beaucoup de jeux plus mauvais, comme un jeu \u00e0 deux jeux de cartes avec un jeu retir\u00e9 et une pi\u00e8ce de monnaie.<\/p>\n<p><h2>S\u2019entra\u00eener \u00c0 Bien Compter<\/h2>\n<\/p>\n<p>Eh bien, parce que le croupier a des r\u00e8gles tr\u00e8s strictes pour savoir quand il doit et quand il ne doit pas tirer. Par cons\u00e9quent, pour le croupier, les cartes dont la valeur est inf\u00e9rieure ou \u00e9gale \u00e0 5 sont les plus importantes du jeu. C\u2019est parce qu\u2019\u00e0 partir de sixteen, il ne d\u00e9passera jamais avec aucune d\u2019entre elles. Compter les cartes nous permet de savoir s&amp;rsquo,il reste d&amp;rsquo,autres cartes hautes, ce qui nous permet d&amp;rsquo,augmenter les mises automotive nous avons l&amp;rsquo,avantage sur le on line casino.<\/p>\n<p>Les joueurs recevront plus de cartes fortes et d\u00e9marreront avec des mains de d\u00e9part plus importantes. Imaginons que le sabot contient un nombre important de cartes fortes, le joueur aura tendance \u00e0 parier des montants plus \u00e9lev\u00e9s automobile le dealer aura plus de probabilities de d\u00e9passer 21 points. L\u2019assurance au Blackjack correspond \u00e0 une mise suppl\u00e9mentaire qui permet au joueur de se prot\u00e9ger contre un \u00e9ventuel BlackJack du croupier quand la carte d\u00e9couverte de celui-ci est un As. Pour prendre l\u2019assurance, vous devez miser la moiti\u00e9 de votre mise initiale. Le joueur doit commencer par miser le montant minimum de la table.<\/p>\n<p>La valeur des cartes au Black Jack est donc la base pour savoir quand tirer ou rester. Les cartes de 2 \u00e0 6 ont la valeur +1, celles de 7 \u00e0 9 n\u2019ont pas de valeur tandis que les cartes correspondant \u00e0 10 et les As valent -1. Mais tu dois veiller \u00e0 ne pas augmenter le montant de ta mise de mani\u00e8re drastique. Le comptage last apr\u00e8s la s\u00e9quence de cartes distribu\u00e9es ci-dessus est de +1. Outre l\u2019astuce susmentionn\u00e9e, il en existe d\u2019autres qui peuvent vous aider pour compter les cartes.<\/p>\n<p>Avec ce syst\u00e8me, vous saurez comment compter les cartes d\u00e9j\u00e0 sorties. De ce fait, il est plus facile de d\u00e9terminer quelles sont les possibilit\u00e9s pour que le croupier tire une carte ou une autre apr\u00e8s. Le comptage des cartes vous permet de savoir de cette mani\u00e8re si vous avez un avantage ou non sur les autres. Les casinos peuvent reconna\u00eetre les compteurs de cartes de plusieurs fa\u00e7ons, parfois m\u00eame en employant d\u2019anciens compteurs de cartes pour rep\u00e9rer les signes.<\/p>\n<p>Le however des jeux gratuits est de vous permettre de mieux vous entra\u00eener sur les diff\u00e9rentes techniques dans le but d\u2019\u00eatre plus aguerri une fois au on line casino physique. Par exemple, au blackjack \u00e0 deux jeux de cartes, nous jouons la premi\u00e8re partie. Le d\u00e9compte actuel indique une valeur de +4, mais comme nous avons encore deux jeux moins quelques cartes, nous devons diviser +4 par deux. Nous recommandons cette m\u00e9thode comme \u00e9tant tr\u00e8s adapt\u00e9e pour les d\u00e9buts, alors qu&#8217;en termes d&#8217;efficacit\u00e9, elle se classe parmi les syst\u00e8mes moyens. Ensuite, vous comprendrez et exp\u00e9rimenterez des syst\u00e8mes plus compliqu\u00e9s bien mieux et plus facilement.<\/p>\n<p>En suivant l\u2019exemple pr\u00e9c\u00e9dent, vous misez 10 \u20ac et vous prenez l\u2019assurance \u00e0 5 \u20ac. Si le croupier r\u00e9alise un Blackjack, vous perdez votre mise de 10 \u20ac mais gagnez deux fois le montant de l\u2019assurance, donc 10 \u20ac. En contrepartie, si vous d\u00e9cidez de jouer au Blackjack en ligne, vous pouvez b\u00e9n\u00e9ficier des offres exclusives de bonus casino propos\u00e9es par les casinos en ligne. Retrouvez notre classement des meilleurs websites de casino en ligne offrant les bonus les plus attrayants. Il est tout \u00e0 fait l\u00e9gal de compter les cartes du moment que vous n\u2019utilisez que votre cerveau pour le faire.<\/p>\n<p>Dans de telles situations, il y a le crit\u00e8re de la probabilit\u00e9 qui intervient. Le comptage te permet de prendre de l\u2019avance sur les probabilit\u00e9s en t\u2019octroyant toutes les probabilities de faire des gains. Au d\u00e9part, le on line casino avait un taux de acquire \u00e9valu\u00e9 \u00e0 5 % et avait donc l\u2019avantage sur le joueur.<\/p>\n<p>Il s\u2019agit d\u2019un ensemble de strat\u00e9gies que le joueur met en place pour passer inaper\u00e7u. L\u2019avantage au niveau du blackjack est pass\u00e9 au fil des ann\u00e9es, du casino au joueur. Pour finir, il y a la troisi\u00e8me state of affairs o\u00f9 le whole de cartes fortes \u00e0 distribuer est tr\u00e8s faible. Lorsque le joueur constate que les cartes \u00e0 venir ne seront pas tr\u00e8s grandes et qu\u2019il n\u2019a vraiment pas l\u2019avantage sur le donneur, il peut faire de petites mises ou quitter la table. Il existe un tr\u00e8s grand nombre de m\u00e9thodes avec lesquelles il est potential de compter les cartes au blackjack.<\/p>\n<p>Pour savoir compter les cartes, il est primordial de conna\u00eetre certaines bases. Puis, comptez la carte cach\u00e9e du croupier et ses autres cartes tir\u00e9es. Lorsque le croupier r\u00e9v\u00e8le ses cartes cach\u00e9es, vous devez \u00eatre tr\u00e8s rapide et compter leur valeur. Mais cela ne devrait pas \u00eatre quelque chose de difficile pour un ordinateur plus exp\u00e9riment\u00e9.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Dans les cas o\u00f9 nous avons 20, nous nous opposons souvent au 20 du croupier ou au blackjack. Mais m\u00eame dans ces situations, nous avons un avantage de 1% sur le on line casino \u00e0 long terme. Pour ce qui est de jouer au blackjack en ligne, la scenario est un peu diff\u00e9rente, car un vrai croupier ne m\u00e9lange pas les cartes et plusieurs jeux sont utilis\u00e9s. Avant d\u2019essayer un syst\u00e8me con\u00e7u pour vous aider \u00e0 am\u00e9liorer vos chances de gagner \u00e0 un jeu de on line casino, il est necessary de s\u2019assurer qu\u2019il s\u2019agit d\u2019un syst\u00e8me l\u00e9gal autoris\u00e9 dans les casinos. Pour \u00eatre clair sur la l\u00e9galit\u00e9 du comptage des cartes, il n\u2019y a aucune loi contre le fait de compter les cartes blackjack au Canada ou ailleurs dans le monde. Il convient de souligner que la strat\u00e9gie de base du blackjack peut \u00e9galement r\u00e9duire l\u2019avantage de la maison, et qu\u2019elle est beaucoup plus facile \u00e0 ma\u00eetriser que le comptage des cartes.<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","footnotes":""},"categories":[1],"tags":[],"class_list":["post-23418699","post","type-post","status-publish","format-standard","hentry","category-general"],"_links":{"self":[{"href":"https:\/\/demo.logicsdesign.com\/sam\/wp-json\/wp\/v2\/posts\/23418699","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/demo.logicsdesign.com\/sam\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/demo.logicsdesign.com\/sam\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/demo.logicsdesign.com\/sam\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/demo.logicsdesign.com\/sam\/wp-json\/wp\/v2\/comments?post=23418699"}],"version-history":[{"count":1,"href":"https:\/\/demo.logicsdesign.com\/sam\/wp-json\/wp\/v2\/posts\/23418699\/revisions"}],"predecessor-version":[{"id":23418700,"href":"https:\/\/demo.logicsdesign.com\/sam\/wp-json\/wp\/v2\/posts\/23418699\/revisions\/23418700"}],"wp:attachment":[{"href":"https:\/\/demo.logicsdesign.com\/sam\/wp-json\/wp\/v2\/media?parent=23418699"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/demo.logicsdesign.com\/sam\/wp-json\/wp\/v2\/categories?post=23418699"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/demo.logicsdesign.com\/sam\/wp-json\/wp\/v2\/tags?post=23418699"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}<br />
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