{"id":2960,"date":"2026-01-13T17:05:40","date_gmt":"2026-01-13T16:05:40","guid":{"rendered":"https:\/\/regenerating.dk\/incognito-casino-avis-sur-le-sic-bo-les-mises-totales-et-les-combinaisons-precises\/"},"modified":"2026-01-13T17:05:40","modified_gmt":"2026-01-13T16:05:40","slug":"incognito-casino-avis-sur-le-sic-bo-les-mises-totales-et-les-combinaisons-precises","status":"publish","type":"post","link":"https:\/\/regenerating.dk\/en\/incognito-casino-avis-sur-le-sic-bo-les-mises-totales-et-les-combinaisons-precises\/","title":{"rendered":"Incognito Casino : avis sur le Sic Bo, les mises totales et les combinaisons pr\u00e9cises"},"content":{"rendered":"<p>Le Sic Bo s\u00e9duit par ses r\u00e8gles simples, mais les diff\u00e9rentes combinaisons et leurs paiements peuvent vite pr\u00eater \u00e0 confusion. Cette revue d\u2019Incognito Casino explique comment lire la table, calculer une mise totale et choisir un pari adapt\u00e9 \u00e0 votre budget. Vous pouvez aussi consulter <a href=\"https:\/\/incognitocasino1.fr\/\">https:\/\/incognitocasino1.fr\/<\/a> pour retrouver les informations utiles sur la plateforme avant de jouer.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"incognito casino\" border=\"0\" \/><\/p>\n<h2>Comprendre le Sic Bo sur Incognito Casino<\/h2>\n<p>Le Sic Bo est un jeu de d\u00e9s fond\u00e9 sur trois d\u00e9s lanc\u00e9s ensemble. Le r\u00e9sultat peut \u00eatre analys\u00e9 de plusieurs fa\u00e7ons : somme totale, valeur haute ou basse, paire, triple ou combinaison pr\u00e9cise. La premi\u00e8re \u00e9tape consiste \u00e0 distinguer les mises simples des paris plus sp\u00e9ciaux, car leur risque et leur paiement ne sont pas les m\u00eames.<\/p>\n<h3>Les mises sur la somme totale<\/h3>\n<p>La somme des trois d\u00e9s va de 3 \u00e0 18. Les paris \u00ab petit \u00bb couvrent g\u00e9n\u00e9ralement les totaux de 4 \u00e0 10, tandis que les paris \u00ab grand \u00bb couvrent ceux de 11 \u00e0 17. Un triple est souvent exclu de ces deux cat\u00e9gories. Les mises sur un total pr\u00e9cis sont plus cibl\u00e9es : elles gagnent seulement si la somme choisie appara\u00eet.<\/p>\n<p>Par exemple, une mise sur 8 d\u00e9pend de plusieurs arrangements possibles, alors qu\u2019une mise sur 3 ne peut \u00eatre gagnante qu\u2019avec trois d\u00e9s affichant 1. Les r\u00e8gles et coefficients peuvent varier selon la table. V\u00e9rifiez toujours le panneau de paiement avant de confirmer votre choix.<\/p>\n<h3>Les combinaisons de d\u00e9s \u00e0 rep\u00e9rer<\/h3>\n<p>Les paris sur une paire ou sur un triple se basent sur les faces obtenues. Une paire sp\u00e9cifique demande deux d\u00e9s identiques, alors qu\u2019un triple sp\u00e9cifique exige trois faces identiques. Une combinaison pr\u00e9cise, comme 1-2-3, est encore plus restrictive. Plus le r\u00e9sultat est rare, plus le paiement potentiel est \u00e9lev\u00e9, mais la probabilit\u00e9 de r\u00e9ussite baisse aussi.<\/p>\n<ul>\n<li>La mise haute ou basse vise une famille de sommes.<\/li>\n<li>La mise sur un total vise une valeur pr\u00e9cise.<\/li>\n<li>La paire porte sur deux d\u00e9s de m\u00eame valeur.<\/li>\n<li>Le triple ou la combinaison pr\u00e9cise demande un r\u00e9sultat beaucoup plus particulier.<\/li>\n<\/ul>\n<h2>Calculer une mise totale et g\u00e9rer son budget<\/h2>\n<p>Une mise totale correspond \u00e0 l\u2019argent engag\u00e9 sur un lancer, toutes s\u00e9lections confondues. Si vous placez 2 \u20ac sur \u00ab petit \u00bb, 1 \u20ac sur une paire et 1 \u20ac sur le total 9, votre mise totale est de 4 \u20ac. Ce calcul reste valable m\u00eame si plusieurs paris portent sur le m\u00eame r\u00e9sultat.<\/p>\n<h3>\u00c9viter les mises qui se chevauchent sans contr\u00f4le<\/h3>\n<p>Deux paris peuvent gagner sur un m\u00eame lancer, mais ils peuvent aussi se contredire ou produire une perte globale. Avant chaque tour, additionnez les montants et demandez-vous combien vous acceptez r\u00e9ellement de perdre. Une approche prudente consiste \u00e0 utiliser une petite unit\u00e9 fixe plut\u00f4t qu\u2019\u00e0 augmenter la mise apr\u00e8s chaque \u00e9chec.<\/p>\n<p>Sur Incognito Casino, le d\u00e9p\u00f4t minimum indiqu\u00e9 est de 20 \u20ac. Cela ne signifie pas que vous devez engager cette somme au Sic Bo. Votre budget de jeu doit rester s\u00e9par\u00e9 des d\u00e9penses courantes, et une limite de session aide \u00e0 arr\u00eater sans d\u00e9cision pr\u00e9cipit\u00e9e.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>Information disponible<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>D\u00e9p\u00f4t minimum<\/td>\n<td>20 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Retrait minimum<\/td>\n<td>25 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Traitement annonc\u00e9 d\u2019un retrait<\/td>\n<td>Environ 24 heures ou moins<\/td>\n<\/tr>\n<tr>\n<td>Plafond de retrait quotidien<\/td>\n<td>4 000 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Plafond de retrait hebdomadaire<\/td>\n<td>10 000 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Plafond de retrait mensuel<\/td>\n<td>20 000 \u20ac<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Incognito Casino : paiements, promotions et points \u00e0 v\u00e9rifier<\/h2>\n<p>La plateforme propose un catalogue de plus de 2 000 jeux provenant de plus de 50 fournisseurs, avec une section casino en direct. Le Sic Bo peut donc s\u2019inscrire dans une offre plus large, mais il faut v\u00e9rifier les r\u00e8gles propres \u00e0 la table choisie. Les limites de paiement, les conditions de bonus et la proc\u00e9dure de v\u00e9rification comptent autant que le jeu lui-m\u00eame.<\/p>\n<h3>Bonus, retraits et assistance<\/h3>\n<p>Le bonus de bienvenue peut atteindre 1 000 \u20ac avec 100 tours gratuits, sous r\u00e9serve d\u2019un premier d\u00e9p\u00f4t d\u2019au moins 20 \u20ac. Les conditions indiquent un wagering de 35 fois et une p\u00e9riode de r\u00e9alisation de 7 jours. Un bonus ne doit pas \u00eatre consid\u00e9r\u00e9 comme de l\u2019argent imm\u00e9diatement disponible : lisez les restrictions avant de l\u2019utiliser au Sic Bo.<\/p>\n<p>Les d\u00e9p\u00f4ts annonc\u00e9s incluent Visa, Mastercard et le virement bancaire. Les retraits sont indiqu\u00e9s par virement bancaire, avec une v\u00e9rification d\u2019identit\u00e9 avant le paiement. L\u2019assistance est annonc\u00e9e 24 heures sur 24, 7 jours sur 7. Ces \u00e9l\u00e9ments peuvent aider \u00e0 r\u00e9pondre \u00e0 la question \u00ab Incognito Casino est-il fiable \u00bb, mais il reste essentiel de consulter les conditions actuelles et de conserver les confirmations de transaction.<\/p>\n<ol>\n<li>Ouvrez les r\u00e8gles de la table avant de miser.<\/li>\n<li>Notez la mise totale, et non seulement chaque pari s\u00e9par\u00e9.<\/li>\n<li>Fixez une limite de perte et une dur\u00e9e de session.<\/li>\n<li>V\u00e9rifiez les conditions du bonus avant tout d\u00e9p\u00f4t qualifiant.<\/li>\n<li>Gardez une trace des d\u00e9p\u00f4ts, retraits et demandes de v\u00e9rification.<\/li>\n<\/ol>\n<h2>Conclusion : jouer au Sic Bo avec une m\u00e9thode claire<\/h2>\n<p>Le Sic Bo devient plus lisible lorsque vous s\u00e9parez les sommes totales, les paires, les triples et les combinaisons pr\u00e9cises. Le point le plus important reste le calcul de la mise totale : additionnez chaque s\u00e9lection avant de lancer les d\u00e9s. Incognito Casino pr\u00e9sente des moyens de paiement connus, des limites de retrait d\u00e9finies et une assistance permanente, mais les r\u00e8gles de la table et des promotions doivent toujours guider votre d\u00e9cision.<\/p>\n<h2>Foire aux questions<\/h2>\n<p>Ces r\u00e9ponses couvrent les v\u00e9rifications les plus utiles avant une premi\u00e8re session de Sic Bo sur Incognito Casino.<\/p>\n<h3>Le Sic Bo est-il un jeu de hasard ?<\/h3>\n<p>Oui. Le r\u00e9sultat d\u00e9pend du lancer de trois d\u00e9s et ne peut pas \u00eatre pr\u00e9dit de mani\u00e8re fiable. Les statistiques peuvent expliquer la fr\u00e9quence th\u00e9orique des combinaisons, mais elles ne garantissent pas le prochain r\u00e9sultat. Une mise raisonnable et une limite de perte restent les meilleurs rep\u00e8res pratiques.<\/p>\n<h3>Quelle est la diff\u00e9rence entre une mise totale et une mise simple ?<\/h3>\n<p>Une mise simple d\u00e9signe un pari pr\u00e9cis, comme \u00ab grand \u00bb ou une somme donn\u00e9e. La mise totale additionne tous les paris plac\u00e9s sur le m\u00eame lancer. Plusieurs mises simples peuvent donc former une mise totale plus \u00e9lev\u00e9e, m\u00eame si chacune para\u00eet modeste.<\/p>\n<h3>Peut-on utiliser une Mastercard sur Incognito Casino ?<\/h3>\n<p>Les informations de paiement indiquent Visa et Mastercard parmi les moyens de d\u00e9p\u00f4t disponibles. La disponibilit\u00e9 peut d\u00e9pendre de la banque, du compte et des contr\u00f4les appliqu\u00e9s. V\u00e9rifiez les options affich\u00e9es dans votre espace avant de confirmer le d\u00e9p\u00f4t, puis conservez le re\u00e7u de l\u2019op\u00e9ration.<\/p>\n<h3>Le cashback d\u2019Incognito Casino s\u2019applique-t-il automatiquement au Sic Bo ?<\/h3>\n<p>Une offre de cashback de 10 % des pertes hebdomadaires est mentionn\u00e9e, mais son application exacte d\u00e9pend des conditions de la promotion. Ne supposez pas qu\u2019elle couvre automatiquement le Sic Bo. Consultez les r\u00e8gles concern\u00e9es, notamment les jeux admissibles, le calcul et les d\u00e9lais de cr\u00e9dit.<\/p>","protected":false},"excerpt":{"rendered":"<p>Le Sic Bo s\u00e9duit par ses r\u00e8gles simples, mais les diff\u00e9rentes combinaisons et leurs paiements peuvent vite pr\u00eater \u00e0 confusion. Cette revue d\u2019Incognito Casino explique comment lire la table, calculer une mise totale et choisir un pari adapt\u00e9 \u00e0 votre budget. Vous pouvez aussi consulter https:\/\/incognitocasino1.fr\/ pour retrouver les informations utiles sur la plateforme avant [&hellip;]<\/p>\n","protected":false},"author":6,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","footnotes":""},"categories":[1],"tags":[],"class_list":["post-2960","post","type-post","status-publish","format-standard","hentry","category-ikke-kategoriseret"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.6 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Incognito Casino : avis sur le Sic Bo, les mises totales et les combinaisons pr\u00e9cises - ReGenerating<\/title>\n<meta name=\"robots\" content=\"noindex, follow\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Incognito Casino : avis sur le Sic Bo, les mises totales et les combinaisons pr\u00e9cises - ReGenerating\" \/>\n<meta property=\"og:description\" content=\"Le Sic Bo s\u00e9duit par ses r\u00e8gles simples, mais les diff\u00e9rentes combinaisons et leurs paiements peuvent vite pr\u00eater \u00e0 confusion. 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