{"id":3650,"date":"2026-10-22T11:42:22","date_gmt":"2026-10-22T11:42:22","guid":{"rendered":"https:\/\/impressionpress.hr\/?p=3650"},"modified":"2026-10-22T11:42:22","modified_gmt":"2026-10-22T11:42:22","slug":"gransino-et-les-mises-repetees-au-sic-bo-quelles-zones-exigent-un-calcul-separe-des-gains","status":"publish","type":"post","link":"https:\/\/impressionpress.hr\/en\/gransino-et-les-mises-repetees-au-sic-bo-quelles-zones-exigent-un-calcul-separe-des-gains","title":{"rendered":"gransino et les mises r\u00e9p\u00e9t\u00e9es au Sic Bo : quelles zones exigent un calcul s\u00e9par\u00e9 des gains ?"},"content":{"rendered":"<p>Une mise r\u00e9p\u00e9t\u00e9e au Sic Bo peut sembler simple : reprendre le pari pr\u00e9c\u00e9dent et relancer. Pourtant, chaque zone du tapis poss\u00e8de sa propre cote, ses conditions et parfois une r\u00e8gle de paiement diff\u00e9rente. Pour lire correctement un r\u00e9sultat sur gransino, il faut donc distinguer les mises simples, les combinaisons et les paris li\u00e9s au total des d\u00e9s. Cet article explique comment v\u00e9rifier le ticket, calculer les gains et \u00e9viter les erreurs de lecture, avec <a href=\"https:\/\/gransino-france.com\/\">gransino avis<\/a> plac\u00e9 au c\u0153ur de cette d\u00e9marche.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"gransino\" border=\"0\" \/><\/p>\n<h2>Comment lire une mise r\u00e9p\u00e9t\u00e9e au Sic Bo sur gransino ?<\/h2>\n<p>Que se passe-t-il lorsque le joueur utilise une fonction de r\u00e9p\u00e9tition ? En principe, l\u2019interface reprend les s\u00e9lections et les montants du tour pr\u00e9c\u00e9dent. Elle ne transforme pas les paris en une seule mise globale : chaque zone reste une position distincte. Avant de confirmer, il faut donc regarder le montant total engag\u00e9, les cases s\u00e9lectionn\u00e9es et les \u00e9ventuels changements de mise.<\/p>\n<h3>Pourquoi chaque zone du tapis doit-elle \u00eatre isol\u00e9e ?<\/h3>\n<p>Le Sic Bo repose sur trois d\u00e9s et plusieurs familles de paris. Une mise sur Grand ou Petit d\u00e9pend du total, tandis qu\u2019une mise sur un r\u00e9sultat pr\u00e9cis d\u00e9pend d\u2019une combinaison d\u00e9termin\u00e9e. Les paris sur un triple, une paire ou une combinaison de deux nombres suivent encore une logique diff\u00e9rente. Si plusieurs zones sont r\u00e9p\u00e9t\u00e9es ensemble, le gain de chacune doit \u00eatre calcul\u00e9 s\u00e9par\u00e9ment avant d\u2019additionner les r\u00e9sultats.<\/p>\n<p>Cette s\u00e9paration \u00e9vite une confusion fr\u00e9quente : un pari gagnant ne rend pas automatiquement les autres gagnants. Une mise sur Grand peut perdre alors qu\u2019une mise sur une combinaison de nombres est gagnante, ou l\u2019inverse. Le r\u00e9sultat des d\u00e9s est commun au tour, mais le r\u00e8glement appliqu\u00e9 d\u00e9pend de la zone choisie.<\/p>\n<h3>Que faut-il contr\u00f4ler avant de relancer le pari pr\u00e9c\u00e9dent ?<\/h3>\n<p>La fonction de r\u00e9p\u00e9tition m\u00e9rite une v\u00e9rification visuelle, surtout si le tour pr\u00e9c\u00e9dent contenait plusieurs montants. Contr\u00f4lez la valeur de chaque jeton, le nombre de zones actives et le total affich\u00e9 dans le coupon. Les jeux de casino de gransino reposent sur un g\u00e9n\u00e9rateur de nombres al\u00e9atoires selon ses conditions, mais cette garantie concerne le r\u00e9sultat du jeu, pas l\u2019interpr\u00e9tation de votre s\u00e9lection.<\/p>\n<ul>\n<li>V\u00e9rifier les zones reprises par la fonction de r\u00e9p\u00e9tition.<\/li>\n<li>Comparer le montant de chaque mise avec celui du tour pr\u00e9c\u00e9dent.<\/li>\n<li>Contr\u00f4ler le total engag\u00e9 avant la confirmation.<\/li>\n<li>Lire la cote ou la r\u00e8gle affich\u00e9e pour chaque zone.<\/li>\n<li>Conserver le d\u00e9tail du ticket si plusieurs paris sont actifs.<\/li>\n<\/ul>\n<h2>Quelles mises demandent un calcul de paiement distinct ?<\/h2>\n<p>La question centrale est la suivante : faut-il appliquer une seule cote au total de la mise ? Non. Le montant plac\u00e9 sur chaque zone doit \u00eatre trait\u00e9 selon son propre r\u00e8glement. Le tableau ci-dessous pr\u00e9sente les grandes familles \u00e0 distinguer. Les taux exacts peuvent varier selon la table ou la version du jeu ; la fiche de paiement affich\u00e9e dans l\u2019interface reste la r\u00e9f\u00e9rence au moment de la mise.<\/p>\n<table>\n<thead>\n<tr>\n<th>Zone de pari<\/th>\n<th>\u00c9v\u00e9nement recherch\u00e9<\/th>\n<th>Pourquoi le calcul est s\u00e9par\u00e9<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Grand ou Petit<\/td>\n<td>Total des trois d\u00e9s dans la plage correspondante<\/td>\n<td>Le total doit respecter la r\u00e8gle de la table, et certains triples peuvent \u00eatre exclus<\/td>\n<\/tr>\n<tr>\n<td>Pair ou impair<\/td>\n<td>Parit\u00e9 du total<\/td>\n<td>La condition porte sur le total, pas sur la valeur de chaque d\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Total pr\u00e9cis<\/td>\n<td>Somme d\u00e9termin\u00e9e des trois d\u00e9s<\/td>\n<td>La probabilit\u00e9 change selon le nombre de combinaisons possibles<\/td>\n<\/tr>\n<tr>\n<td>Double sp\u00e9cifique<\/td>\n<td>Deux d\u00e9s affichant le m\u00eame nombre<\/td>\n<td>Le paiement d\u00e9pend de la pr\u00e9sence de cette paire<\/td>\n<\/tr>\n<tr>\n<td>Triple sp\u00e9cifique<\/td>\n<td>Les trois d\u00e9s affichant un m\u00eame nombre<\/td>\n<td>La condition est plus \u00e9troite qu\u2019une paire ou qu\u2019un pari sur le total<\/td>\n<\/tr>\n<tr>\n<td>Combinaison de deux nombres<\/td>\n<td>Deux valeurs pr\u00e9cises apparaissant parmi les d\u00e9s<\/td>\n<td>La mise peut gagner avec une occurrence ou plusieurs, selon le r\u00e8glement<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h3>Comment additionner les gains sans compter deux fois la m\u00eame mise ?<\/h3>\n<p>Supposons qu\u2019un ticket r\u00e9p\u00e9t\u00e9 contienne une mise sur Petit, une mise sur un total pr\u00e9cis et une mise sur une paire. Il faut d\u2019abord identifier les paris gagnants, puis appliquer la r\u00e8gle propre \u00e0 chacun. Le retour affich\u00e9 peut inclure la mise initiale ou seulement le b\u00e9n\u00e9fice, selon la pr\u00e9sentation de la table. Il faut donc distinguer le gain net du montant retourn\u00e9.<\/p>\n<p>Une m\u00e9thode simple consiste \u00e0 \u00e9crire : mise de la zone \u00d7 paiement annonc\u00e9. Ensuite, additionnez les retours des zones gagnantes et soustrayez toutes les mises engag\u00e9es si vous cherchez le r\u00e9sultat net du tour. Ne multipliez jamais le total du coupon par la meilleure cote visible. Cette erreur gonfle artificiellement le calcul et devient plus probable lorsque la r\u00e9p\u00e9tition reprend plusieurs paris.<\/p>\n<p>La m\u00eame prudence vaut pour les limites et les promotions. Les r\u00e8gles g\u00e9n\u00e9rales de casino de gransino indiquent que les jeux peuvent contribuer diff\u00e9remment \u00e0 un bonus ; les jeux de table et de cartes sont indiqu\u00e9s \u00e0 0 % dans certaines conditions de bonus. Une mise r\u00e9p\u00e9t\u00e9e ne change pas cette r\u00e8gle. Elle peut aussi rendre plus difficile le suivi du plafond de mise, notamment lorsqu\u2019un bonus actif limite chaque pari \u00e0 150 CAD.<\/p>\n<h2>Conclusion<\/h2>\n<p>Une mise r\u00e9p\u00e9t\u00e9e au Sic Bo ne doit pas \u00eatre lue comme un pari unique. Chaque zone poss\u00e8de son \u00e9v\u00e9nement gagnant, sa cote et sa m\u00e9thode de calcul. Avant de relancer, v\u00e9rifiez les montants et le total du ticket ; apr\u00e8s le lancer, s\u00e9parez les retours par zone. Cette discipline est encore plus utile lorsqu\u2019un bonus, une limite de mise ou une pr\u00e9sentation multidevise intervient. En cas de doute, le coupon et les r\u00e8gles affich\u00e9es sur la table doivent primer.<\/p>\n<h2>Frequently Asked Questions<\/h2>\n<p>Ces r\u00e9ponses compl\u00e8tent les points essentiels \u00e0 v\u00e9rifier avant d\u2019utiliser une mise r\u00e9p\u00e9t\u00e9e sur une table de Sic Bo.<\/p>\n<h3>La fonction de r\u00e9p\u00e9tition augmente-t-elle automatiquement la mise totale ?<\/h3>\n<p>Elle reprend normalement les s\u00e9lections et les montants du tour pr\u00e9c\u00e9dent, mais l\u2019affichage doit \u00eatre contr\u00f4l\u00e9 avant confirmation. Si le montant d\u2019un jeton a \u00e9t\u00e9 modifi\u00e9 ou si plusieurs zones sont actives, le total peut diff\u00e9rer. Seul le coupon final permet de v\u00e9rifier l\u2019engagement exact.<\/p>\n<h3>Une mise sur Grand et une mise sur un total pr\u00e9cis sont-elles pay\u00e9es ensemble ?<\/h3>\n<p>Elles peuvent toutes deux \u00eatre gagnantes sur le m\u00eame r\u00e9sultat, mais elles restent deux paris distincts. Appliquez la r\u00e8gle de paiement de chaque zone \u00e0 son propre montant. Additionnez ensuite les retours, sans utiliser une seule cote pour l\u2019ensemble du ticket.<\/p>\n<h3>O\u00f9 trouver l\u2019aide si un calcul ou un ticket semble incorrect ?<\/h3>\n<p>Commencez par conserver les d\u00e9tails du tour, l\u2019heure et le coupon de mise. Le service de gransino est annonc\u00e9 comme disponible par chat en direct 24 h\/24 et 7 j\/7, avec une adresse d\u2019assistance d\u00e9di\u00e9e. Pour un probl\u00e8me li\u00e9 \u00e0 un paiement, utilisez les \u00e9l\u00e9ments visibles dans l\u2019historique du compte.<\/p>","protected":false},"excerpt":{"rendered":"<p>Une mise r\u00e9p\u00e9t\u00e9e au Sic Bo peut sembler simple :  [&#8230;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-3650","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/impressionpress.hr\/en\/wp-json\/wp\/v2\/posts\/3650","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/impressionpress.hr\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/impressionpress.hr\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/impressionpress.hr\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/impressionpress.hr\/en\/wp-json\/wp\/v2\/comments?post=3650"}],"version-history":[{"count":1,"href":"https:\/\/impressionpress.hr\/en\/wp-json\/wp\/v2\/posts\/3650\/revisions"}],"predecessor-version":[{"id":3651,"href":"https:\/\/impressionpress.hr\/en\/wp-json\/wp\/v2\/posts\/3650\/revisions\/3651"}],"wp:attachment":[{"href":"https:\/\/impressionpress.hr\/en\/wp-json\/wp\/v2\/media?parent=3650"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/impressionpress.hr\/en\/wp-json\/wp\/v2\/categories?post=3650"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/impressionpress.hr\/en\/wp-json\/wp\/v2\/tags?post=3650"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}