{"id":7857,"date":"2026-02-25T19:38:52","date_gmt":"2026-02-25T11:38:52","guid":{"rendered":"https:\/\/imah.org.hk\/?p=7857"},"modified":"2026-10-06T19:40:50","modified_gmt":"2026-10-06T11:40:50","slug":"les-paris-annexes-a-la-table-valent-ils-le-risque-sur-amonbet","status":"publish","type":"post","link":"https:\/\/imah.org.hk\/id\/les-paris-annexes-a-la-table-valent-ils-le-risque-sur-amonbet\/","title":{"rendered":"Les paris annexes \u00e0 la table valent-ils le risque sur amonbet&nbsp;?"},"content":{"rendered":"<p>Les paris annexes peuvent rendre une partie de roulette, de blackjack ou de poker plus vari\u00e9e, mais ils comportent souvent une volatilit\u00e9 sup\u00e9rieure au pari principal. Pour les \u00e9valuer sur <a href=\"https:\/\/amonbet-france.fr\/\">amonbet<\/a>, il faut s\u00e9parer le divertissement, la probabilit\u00e9 r\u00e9elle de gain et l\u2019avantage math\u00e9matique du casino. Voici une m\u00e9thode simple pour comprendre ces \u00e9carts sans confondre fr\u00e9quence des gains et rentabilit\u00e9 \u00e0 long terme.<\/p>\n<p><img style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"amonbet\" border=\"0\" \/><\/p>\n<h2>Comprendre l\u2019avantage de la maison sur un pari annexe<\/h2>\n<p>L\u2019avantage de la maison correspond \u00e0 la perte moyenne th\u00e9orique du joueur sur un grand nombre de mises. Un pari peut donc gagner parfois, tout en restant d\u00e9favorable \u00e0 long terme. La formule est simple&nbsp;: avantage du casino = 1 moins le retour th\u00e9orique au joueur. Si un pari rend en moyenne 95&nbsp;% des mises, son avantage th\u00e9orique est de 5&nbsp;%.<\/p>\n<h3>Pourquoi les paris annexes sont souvent plus chers<\/h3>\n<p>Un pari principal couvre g\u00e9n\u00e9ralement une situation plus large. Un pari annexe vise au contraire une combinaison pr\u00e9cise&nbsp;: une paire au blackjack, une couleur, une suite, un nombre particulier ou une s\u00e9quence de cartes. Plus l\u2019\u00e9v\u00e9nement est rare, plus le paiement affich\u00e9 doit \u00eatre compar\u00e9 \u00e0 sa probabilit\u00e9 r\u00e9elle. Le coefficient annonc\u00e9 ne suffit pas \u00e0 mesurer la valeur du pari.<\/p>\n<h3>Fr\u00e9quence de gain et rentabilit\u00e9 ne sont pas la m\u00eame chose<\/h3>\n<p>Un pari annexe peut toucher r\u00e9guli\u00e8rement de petites sommes et rester moins int\u00e9ressant qu\u2019un pari principal. \u00c0 l\u2019inverse, un pari tr\u00e8s rare peut offrir un gain important, mais provoquer une longue s\u00e9rie de pertes. Les tables de r\u00e8gles et les gains potentiels doivent donc \u00eatre lus avec les probabilit\u00e9s, les mises minimales et les conditions propres \u00e0 chaque jeu.<\/p>\n<h2>amonbet jeux en ligne&nbsp;: quels rep\u00e8res v\u00e9rifier avant de miser&nbsp;?<\/h2>\n<p>Le site pr\u00e9sente plus de 10&nbsp;000 jeux, dont plus de 9&nbsp;000 machines \u00e0 sous, ainsi que 135 fournisseurs annonc\u00e9s. Pour les jeux de table en direct, il affiche plus de 70 titres de roulette, pr\u00e8s de 100 titres de blackjack et plus de 30 tables de poker en direct. Ces volumes sont des indications publi\u00e9es, pas un audit ind\u00e9pendant du catalogue.<\/p>\n<table>\n<thead>\n<tr>\n<th>Cat\u00e9gorie annonc\u00e9e<\/th>\n<th>Volume publi\u00e9<\/th>\n<th>Point \u00e0 v\u00e9rifier<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Jeux au total<\/td>\n<td>Plus de 10&nbsp;000<\/td>\n<td>R\u00e8gles et mise minimale du titre choisi<\/td>\n<\/tr>\n<tr>\n<td>Machines \u00e0 sous<\/td>\n<td>Plus de 9&nbsp;000<\/td>\n<td>Contribution \u00e9ventuelle aux promotions<\/td>\n<\/tr>\n<tr>\n<td>Fournisseurs<\/td>\n<td>135<\/td>\n<td>\u00c9diteur et r\u00e8gles du jeu<\/td>\n<\/tr>\n<tr>\n<td>Roulette en direct<\/td>\n<td>Plus de 70 titres<\/td>\n<td>Type de roulette et paris disponibles<\/td>\n<\/tr>\n<tr>\n<td>Blackjack en direct<\/td>\n<td>Pr\u00e8s de 100 titres<\/td>\n<td>R\u00e8gles du croupier et options annexes<\/td>\n<\/tr>\n<tr>\n<td>Poker en direct<\/td>\n<td>Plus de 30 titres<\/td>\n<td>Structure des mises et variantes<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Avant de s&#8217;inscrire, il est utile d\u2019ouvrir la fiche du jeu et de rep\u00e9rer le paiement exact de chaque pari annexe. Les jeux portant la mention \u00ab&nbsp;D\u00c9MO&nbsp;\u00bb ou \u00ab&nbsp;Jouer pour le fun&nbsp;\u00bb permettent parfois de se familiariser avec l\u2019interface sans mise r\u00e9elle. Cela ne remplace pas une analyse statistique, mais limite les erreurs de compr\u00e9hension.<\/p>\n<h2>G\u00e9rer le risque et les conditions de retrait<\/h2>\n<p>Une strat\u00e9gie prudente commence par une mise fixe, ind\u00e9pendante des r\u00e9sultats pr\u00e9c\u00e9dents. Il vaut mieux \u00e9viter d\u2019augmenter une mise apr\u00e8s une perte pour \u00ab&nbsp;se refaire&nbsp;\u00bb&nbsp;: cette m\u00e9thode ne change pas les probabilit\u00e9s et acc\u00e9l\u00e8re les pertes lors d\u2019une mauvaise s\u00e9rie. Les bonus compliquent aussi le calcul, car ils peuvent imposer un wagering et limiter un retrait anticip\u00e9.<\/p>\n<ul>\n<li>Fixer une somme maximale avant la session et ne pas la d\u00e9passer.<\/li>\n<li>Comparer le paiement du pari avec sa probabilit\u00e9, pas seulement avec son gain affich\u00e9.<\/li>\n<li>Ne pas utiliser un bonus comme justification pour miser davantage.<\/li>\n<li>Consulter les r\u00e8gles du jeu avant de placer une mise annexe.<\/li>\n<li>Arr\u00eater la session si la limite pr\u00e9vue est atteinte.<\/li>\n<\/ul>\n<p>Les conditions financi\u00e8res publi\u00e9es donnent aussi un cadre concret. Le d\u00e9p\u00f4t et le retrait minimum annonc\u00e9s dans les conditions g\u00e9n\u00e9rales sont de 20&nbsp;\u20ac. Le retrait standard est plafonn\u00e9 \u00e0 3&nbsp;000&nbsp;\u20ac par semaine et 15&nbsp;000&nbsp;\u20ac par mois. Ces limites ne mesurent pas le risque d\u2019un pari, mais elles comptent lorsqu\u2019un joueur \u00e9value la gestion de son solde.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment publi\u00e9<\/th>\n<th>Valeur<\/th>\n<th>Cons\u00e9quence pratique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>\u00c2ge minimum<\/td>\n<td>18 ans<\/td>\n<td>Acc\u00e8s r\u00e9serv\u00e9 aux adultes<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9p\u00f4t minimum<\/td>\n<td>20&nbsp;\u20ac<\/td>\n<td>Montant minimal annonc\u00e9 \u00e0 la caisse<\/td>\n<\/tr>\n<tr>\n<td>Retrait minimum<\/td>\n<td>20&nbsp;\u20ac<\/td>\n<td>Seuil minimal publi\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Retrait standard hebdomadaire<\/td>\n<td>3&nbsp;000&nbsp;\u20ac<\/td>\n<td>Plafond agr\u00e9g\u00e9 annonc\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Retrait standard mensuel<\/td>\n<td>15&nbsp;000&nbsp;\u20ac<\/td>\n<td>Plafond agr\u00e9g\u00e9 annonc\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Assistance en direct<\/td>\n<td>24 h\/24, 7 j\/7<\/td>\n<td>Canal d\u2019aide disponible selon le site<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Conclusion&nbsp;: les paris annexes sont-ils justifi\u00e9s&nbsp;?<\/h2>\n<p>Les paris annexes peuvent \u00eatre adapt\u00e9s \u00e0 une recherche de vari\u00e9t\u00e9, mais ils ne sont pas automatiquement int\u00e9ressants sur le plan math\u00e9matique. La bonne d\u00e9cision consiste \u00e0 consulter la r\u00e8gle pr\u00e9cise, \u00e0 comparer paiement et probabilit\u00e9, puis \u00e0 fixer une limite ind\u00e9pendante des gains ou des pertes. Sur amonbet, les options de table sont nombreuses, mais cette diversit\u00e9 ne r\u00e9duit pas l\u2019avantage de la maison. Un pari principal simple reste souvent plus facile \u00e0 analyser et \u00e0 contr\u00f4ler.<\/p>\n<div id=\"themify_builder_content-7857\" data-postid=\"7857\" class=\"themify_builder_content themify_builder_content-7857 themify_builder themify_builder_front\">\n\n\t<\/div>\n<!-- \/themify_builder_content -->","protected":false},"excerpt":{"rendered":"<p>Les paris annexes peuvent rendre une partie de roulette, de blackjack ou de poker plus vari\u00e9e, mais ils comportent souvent une volatilit\u00e9 sup\u00e9rieure au pari principal. Pour les \u00e9valuer sur amonbet, il faut s\u00e9parer le divertissement, la probabilit\u00e9 r\u00e9elle de gain et l\u2019avantage math\u00e9matique du casino. Voici une m\u00e9thode simple pour comprendre ces \u00e9carts sans [&hellip;]<\/p>\n","protected":false},"author":22,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/7857"}],"collection":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/users\/22"}],"replies":[{"embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/comments?post=7857"}],"version-history":[{"count":1,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/7857\/revisions"}],"predecessor-version":[{"id":7858,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/7857\/revisions\/7858"}],"wp:attachment":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/media?parent=7857"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/categories?post=7857"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/tags?post=7857"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}