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<b>Notice</b>:  Function _load_textdomain_just_in_time was called <strong>incorrectly</strong>. Translation loading for the <code>woodmart</code> domain was triggered too early. This is usually an indicator for some code in the plugin or theme running too early. Translations should be loaded at the <code>init</code> action or later. Please see <a href="https://developer.wordpress.org/advanced-administration/debug/debug-wordpress/">Debugging in WordPress</a> for more information. (This message was added in version 6.7.0.) in <b>/home/ustrades/public_html/wp-includes/functions.php</b> on line <b>6170</b><br />
{"id":16809,"date":"2026-10-19T15:05:43","date_gmt":"2026-10-19T15:05:43","guid":{"rendered":"https:\/\/ustradesvision.com\/?p=16809"},"modified":"2026-10-19T15:05:43","modified_gmt":"2026-10-19T15:05:43","slug":"twin-casino-regles-de-commission-au-baccarat-et-exemple-de-reglement","status":"publish","type":"post","link":"https:\/\/ustradesvision.com\/index.php\/2026\/10\/19\/twin-casino-regles-de-commission-au-baccarat-et-exemple-de-reglement\/","title":{"rendered":"Twin casino : r\u00e8gles de commission au baccarat et exemple de r\u00e8glement"},"content":{"rendered":"<p>Au baccarat, une commission peut changer le montant r\u00e9ellement pay\u00e9 apr\u00e8s une victoire. Sur <a href=\"https:\/\/twin-casino-fr.fr\/\">casino twin<\/a>, il faut surtout distinguer le baccarat classique du Bac Bo, un jeu proche mais soumis \u00e0 une r\u00e8gle particuli\u00e8re. Cet article d\u00e9taille les cartes, le d\u00e9roulement d\u2019une manche et le r\u00e8glement document\u00e9, afin de comprendre ce qui est pr\u00e9lev\u00e9, ce qui est vers\u00e9 et ce qu\u2019il faut v\u00e9rifier avant de jouer.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"twin casino\" border=\"0\" \/><\/p>\n<h2>La commission au baccarat : ce que les r\u00e8gles permettent d\u2019affirmer<\/h2>\n<p>Le mot \u00ab commission \u00bb est souvent associ\u00e9 au pari sur la Banque au baccarat. Pourtant, les informations publi\u00e9es par Twin ne donnent pas de taux g\u00e9n\u00e9ral pour une table de baccarat classique. Elles mentionnent pr\u00e9cis\u00e9ment une retenue de 3 % sur les paris gagnants pour Evolution Bac Bo et Bac Bo First Person. Cette nuance est essentielle : on ne doit pas appliquer automatiquement ce pourcentage \u00e0 toutes les tables portant le nom de baccarat.<\/p>\n<h3>Baccarat classique et Bac Bo ne se r\u00e8glent pas de la m\u00eame mani\u00e8re<\/h3>\n<p>Le baccarat oppose habituellement une main Joueur \u00e0 une main Banque. Les cartes sont distribu\u00e9es selon des r\u00e8gles fixes, et la meilleure main est celle qui se rapproche le plus de 9. Bac Bo reprend l\u2019id\u00e9e d\u2019une comparaison entre deux r\u00e9sultats, mais son fonctionnement et son fournisseur peuvent diff\u00e9rer. Sur Twin casino, la pr\u00e9sence d\u2019un taux de 3 % est explicitement li\u00e9e aux deux jeux Evolution cit\u00e9s, pas \u00e0 l\u2019ensemble de la cat\u00e9gorie Live Casino.<\/p>\n<table>\n<thead>\n<tr>\n<th>Jeu ou situation<\/th>\n<th>Information publi\u00e9e<\/th>\n<th>Cons\u00e9quence pratique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Baccarat classique<\/td>\n<td>Aucun taux g\u00e9n\u00e9ral confirm\u00e9 dans les informations disponibles<\/td>\n<td>Lire les r\u00e8gles de la table avant de miser<\/td>\n<\/tr>\n<tr>\n<td>Evolution Bac Bo<\/td>\n<td>3 % sur les paris gagnants<\/td>\n<td>Le gain net doit tenir compte de la retenue<\/td>\n<\/tr>\n<tr>\n<td>Bac Bo First Person<\/td>\n<td>3 % sur les paris gagnants<\/td>\n<td>La m\u00eame v\u00e9rification s\u2019applique<\/td>\n<\/tr>\n<tr>\n<td>Jeu en direct<\/td>\n<td>Les jeux avec croupier n\u2019ont pas de version d\u00e9mo<\/td>\n<td>Les conditions doivent \u00eatre consult\u00e9es avant le jeu r\u00e9el<\/td>\n<\/tr>\n<tr>\n<td>Compte en euros<\/td>\n<td>L\u2019euro fait partie des devises prises en charge<\/td>\n<td>Les mises et r\u00e8glements peuvent \u00eatre suivis en EUR<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h3>Pourquoi le mot \u00ab commission \u00bb m\u00e9rite une v\u00e9rification<\/h3>\n<p>Une commission n\u2019est pas forc\u00e9ment un co\u00fbt s\u00e9par\u00e9 ajout\u00e9 au d\u00e9p\u00f4t ou au retrait. Ici, elle concerne le r\u00e8glement d\u2019un pari gagnant sur certains jeux. Le joueur doit donc regarder le nom exact du titre, le fournisseur affich\u00e9 et l\u2019aide accessible via le bouton \u00ab ? \u00bb du jeu. Cette m\u00e9thode \u00e9vite de confondre le taux d\u2019une table avec une r\u00e8gle g\u00e9n\u00e9rale du site.<\/p>\n<h2>Exemple d\u2019une manche avec cartes et r\u00e8glement<\/h2>\n<p>Voici un exemple p\u00e9dagogique fond\u00e9 sur la r\u00e8gle publi\u00e9e de 3 % pour Evolution Bac Bo. Il ne pr\u00e9tend pas reproduire une manche officielle ni pr\u00e9dire le r\u00e9sultat. Il montre simplement comment calculer un r\u00e8glement lorsque le pari est gagnant. Les cartes et les montants ci-dessous servent \u00e0 rendre le m\u00e9canisme lisible.<\/p>\n<h3>Une mise de 20 \u20ac et un r\u00e9sultat gagnant<\/h3>\n<p>Imaginons une mise de 20 \u20ac sur le c\u00f4t\u00e9 gagnant d\u2019une manche de Bac Bo. Les cartes affich\u00e9es sont les suivantes : la premi\u00e8re main re\u00e7oit un 7 et un 2, soit 9 ; la seconde re\u00e7oit un 5 et un 3, soit 8. Dans cet exemple, la main totalisant 9 l\u2019emporte. Si le pari du joueur porte sur cette main et que le paiement brut est \u00e9quivalent \u00e0 la mise, le gain brut est de 20 \u20ac.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>Calcul<\/th>\n<th>Montant<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Mise initiale<\/td>\n<td>Somme engag\u00e9e<\/td>\n<td>20 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Main gagnante<\/td>\n<td>7 + 2<\/td>\n<td>9 points<\/td>\n<\/tr>\n<tr>\n<td>Main perdante<\/td>\n<td>5 + 3<\/td>\n<td>8 points<\/td>\n<\/tr>\n<tr>\n<td>Gain brut<\/td>\n<td>Paiement \u00e9quivalent \u00e0 la mise<\/td>\n<td>20 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Commission<\/td>\n<td>3 % de 20 \u20ac<\/td>\n<td>0,60 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Gain net<\/td>\n<td>20 \u20ac \u2212 0,60 \u20ac<\/td>\n<td>19,40 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Retour total<\/td>\n<td>Mise rendue + gain net<\/td>\n<td>39,40 \u20ac<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h3>Le calcul \u00e0 retenir avant de confirmer la mise<\/h3>\n<p>Dans ce sc\u00e9nario, la commission se calcule sur le gain de 20 \u20ac, et non sur les 40 \u20ac correspondant \u00e0 la mise additionn\u00e9e au gain. Le joueur r\u00e9cup\u00e8re sa mise et re\u00e7oit 19,40 \u20ac de gain net, pour un retour total de 39,40 \u20ac. Le v\u00e9ritable r\u00e8glement d\u00e9pend toutefois du jeu s\u00e9lectionn\u00e9 et de ses conditions affich\u00e9es au moment de la partie.<\/p>\n<ul>\n<li>V\u00e9rifier le nom exact du jeu et son fournisseur.<\/li>\n<li>Lire le taux indiqu\u00e9 dans les r\u00e8gles de la table.<\/li>\n<li>Contr\u00f4ler si le pourcentage porte sur le gain ou sur le retour total.<\/li>\n<li>Comparer le montant annonc\u00e9 avec le solde apr\u00e8s r\u00e8glement.<\/li>\n<li>Conserver les d\u00e9tails de la manche en cas de question au support.<\/li>\n<\/ul>\n<h2>Comment contr\u00f4ler le r\u00e8glement sur Twin casino<\/h2>\n<p>La v\u00e9rification ne s\u2019arr\u00eate pas au r\u00e9sultat des cartes. Les r\u00e8gles g\u00e9n\u00e9rales indiquent que les paiements peuvent \u00eatre soumis \u00e0 un contr\u00f4le d\u2019identit\u00e9 et \u00e0 des v\u00e9rifications de s\u00e9curit\u00e9. Le support est annonc\u00e9 24 heures sur 24, et l\u2019aide du jeu fournit les instructions propres \u00e0 la table. Cette approche compte davantage qu\u2019un simple label comme twin casino s\u00e9curis\u00e9 ou qu\u2019un twin casino avis trustpilot.<\/p>\n<h3>Lire les conditions avant de jouer<\/h3>\n<p>Avant une premi\u00e8re mise, ouvrez la fiche du jeu, rep\u00e9rez la r\u00e8gle de paiement et v\u00e9rifiez la devise du compte. L\u2019euro est pris en charge, mais les limites et m\u00e9thodes disponibles apparaissent dans la caisse connect\u00e9e. Une twin casino inscription ne remplace pas la lecture des conditions : elle donne acc\u00e8s au compte, pas \u00e0 une garantie de paiement identique pour tous les jeux.<\/p>\n<h2>Conclusion<\/h2>\n<p>La r\u00e8gle la plus s\u00fbre est de s\u00e9parer le baccarat classique du Bac Bo. Le taux document\u00e9 de 3 % concerne Evolution Bac Bo et Bac Bo First Person lorsqu\u2019un pari est gagnant. Dans l\u2019exemple, 20 \u20ac de gain brut deviennent 19,40 \u20ac apr\u00e8s retenue, tandis que la mise revient au joueur. Avant de miser, v\u00e9rifiez toujours le titre, le fournisseur, le taux et le calcul affich\u00e9.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Au baccarat, une commission peut changer le montant r\u00e9ellement pay\u00e9 apr\u00e8s une victoire. Sur casino twin, il faut surtout distinguer<\/p>\n","protected":false},"author":33,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-16809","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/posts\/16809","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/users\/33"}],"replies":[{"embeddable":true,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/comments?post=16809"}],"version-history":[{"count":1,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/posts\/16809\/revisions"}],"predecessor-version":[{"id":16810,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/posts\/16809\/revisions\/16810"}],"wp:attachment":[{"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/media?parent=16809"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/categories?post=16809"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/tags?post=16809"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}