{"id":459,"date":"2026-10-19T14:50:41","date_gmt":"2026-10-19T14:50:41","guid":{"rendered":"https:\/\/www.havintraconsulting.com\/?p=459"},"modified":"2026-10-19T14:50:41","modified_gmt":"2026-10-19T14:50:41","slug":"casino-peaches-comprendre-les-paris-hard-four-au-craps-grace-a-un-exemple-de-reglement","status":"publish","type":"post","link":"https:\/\/www.havintraconsulting.com\/index.php\/2026\/10\/19\/casino-peaches-comprendre-les-paris-hard-four-au-craps-grace-a-un-exemple-de-reglement\/","title":{"rendered":"Casino peaches : comprendre les paris Hard Four au craps gr\u00e2ce \u00e0 un exemple de r\u00e8glement"},"content":{"rendered":"<p>Un pari Hard Four au craps semble simple, mais son r\u00e8glement d\u00e9pend du r\u00e9sultat exact des d\u00e9s et des r\u00e8gles affich\u00e9es avant la mise. Pour les joueurs fran\u00e7ais qui consultent <a href=\"https:\/\/casinopeaches-fr.fr\/\">casino peaches bonus<\/a> ou les autres options de jeu, le bon r\u00e9flexe consiste \u00e0 distinguer le r\u00e9sultat des d\u00e9s, le paiement du pari et le solde r\u00e9ellement retirable. Voici une s\u00e9quence concr\u00e8te pour \u00e9viter les erreurs d\u2019interpr\u00e9tation.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"casino peaches\" border=\"0\" \/><\/p>\n<h2>Casino peaches et le fonctionnement du pari Hard Four<\/h2>\n<p>Au craps, le Hard Four correspond uniquement \u00e0 un total de 4 obtenu avec deux d\u00e9s identiques : 2 et 2. Le mot \u00ab hard \u00bb rappelle que le total est form\u00e9 par une paire. Un r\u00e9sultat 1 et 3 donne aussi 4, mais il s\u2019agit d\u2019un \u00ab easy four \u00bb et il ne gagne pas un pari Hard Four.<\/p>\n<h3>Une mise distincte des autres paris<\/h3>\n<p>Le Hard Four est g\u00e9n\u00e9ralement un pari \u00ab proposition \u00bb. Il porte sur le prochain lancer, et non sur toute la manche. Si les d\u00e9s affichent 2-2, la mise gagne. Si un autre total appara\u00eet, elle est perdue et retir\u00e9e du solde de jeu. Il faut donc v\u00e9rifier la zone de pari, le montant engag\u00e9 et la fen\u00eatre de validation avant de confirmer.<\/p>\n<h3>Pourquoi le r\u00e9sultat exact compte<\/h3>\n<p>Deux d\u00e9s peuvent produire le m\u00eame total de plusieurs fa\u00e7ons. Le 4 poss\u00e8de trois combinaisons possibles : 1-3, 2-2 et 3-1. Une seule est \u00ab hard \u00bb. Cette diff\u00e9rence explique pourquoi le paiement du Hard Four est plus \u00e9lev\u00e9 que celui d\u2019un pari couvrant simplement le total 4. Le tableau suivant r\u00e9sume les r\u00e9sultats utiles dans un exemple.<\/p>\n<table>\n<thead>\n<tr>\n<th>Lancer<\/th>\n<th>Total<\/th>\n<th>Hard Four gagn\u00e9 ?<\/th>\n<th>R\u00e8glement de la mise<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>2 + 2<\/td>\n<td>4<\/td>\n<td>Oui<\/td>\n<td>Gain selon la cote affich\u00e9e<\/td>\n<\/tr>\n<tr>\n<td>1 + 3<\/td>\n<td>4<\/td>\n<td>Non<\/td>\n<td>Mise perdue<\/td>\n<\/tr>\n<tr>\n<td>3 + 1<\/td>\n<td>4<\/td>\n<td>Non<\/td>\n<td>Mise perdue<\/td>\n<\/tr>\n<tr>\n<td>2 + 3<\/td>\n<td>5<\/td>\n<td>Non<\/td>\n<td>Mise perdue<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Une s\u00e9quence de lancers et son r\u00e8glement<\/h2>\n<p>Prenons une mise fictive de 10 \u20ac sur Hard Four, avec une cote affich\u00e9e de 7 contre 1. Cette hypoth\u00e8se sert seulement \u00e0 comprendre le m\u00e9canisme : la cote r\u00e9ellement propos\u00e9e peut varier selon la table. Le gain net serait alors de 70 \u20ac, tandis que le retour total, mise comprise, atteindrait 80 \u20ac.<\/p>\n<h3>Lecture d\u2019un exemple de manche<\/h3>\n<p>Premier lancer : 5-2, soit 7. Le pari Hard Four ne gagne pas et la mise est r\u00e9gl\u00e9e comme perdante. Si le joueur replace ensuite 10 \u20ac, cette nouvelle mise est ind\u00e9pendante de la pr\u00e9c\u00e9dente. Deuxi\u00e8me lancer : 2-2. Le Hard Four est r\u00e9alis\u00e9 ; la plateforme doit alors afficher le gain pr\u00e9vu par la cote, puis actualiser le solde.<\/p>\n<p>Cette s\u00e9paration est essentielle. Une perte pr\u00e9c\u00e9dente ne change pas la valeur du pari suivant, et une victoire ne transforme pas automatiquement les mises futures. Si un bonus est utilis\u00e9, le montant peut aussi rester dans une balance bonus soumise \u00e0 des conditions. Une tentative de retrait avant la fin de ces conditions peut entra\u00eener l\u2019annulation du bonus et des gains associ\u00e9s.<\/p>\n<h2>Contr\u00f4ler le r\u00e8glement avant de jouer sur Casino peaches<\/h2>\n<p>Les joueurs qui comparent les <strong>casino peaches offres<\/strong> doivent lire les conditions propres \u00e0 chaque promotion plut\u00f4t que supposer qu\u2019elles s\u2019appliquent de la m\u00eame mani\u00e8re au craps. La fiche g\u00e9n\u00e9rale indique que les jeux de table et la roulette contribuent \u00e0 hauteur de 10 % pour certains bonus. Cela ne r\u00e9v\u00e8le pas automatiquement le d\u00e9tail d\u2019un pari Hard Four ni sa cote.<\/p>\n<h3>Solde, bonus et retrait<\/h3>\n<p>Le bonus de bienvenue affich\u00e9 est de 250 % jusqu\u2019\u00e0 1 000 \u20ac. Les fonds promotionnels sont s\u00e9par\u00e9s du solde r\u00e9el, et une mise maximale de 5 \u20ac par tour est pr\u00e9vue par les r\u00e8gles g\u00e9n\u00e9rales, sauf indication contraire. Une mise Hard Four de 10 \u20ac pourrait donc d\u00e9passer cette limite lorsqu\u2019un bonus est actif. Il faut v\u00e9rifier la promotion avant de miser, notamment si l\u2019on recherche un casino peaches bonus de d\u00e9p\u00f4t.<\/p>\n<p>Pour un contr\u00f4le rapide, gardez ces points dans le m\u00eame ordre :<\/p>\n<ol>\n<li>Lire la cote et la limite de mise sur la table de craps.<\/li>\n<li>Confirmer que le pari s\u00e9lectionn\u00e9 est bien Hard Four, et non un pari sur le total 4.<\/li>\n<li>V\u00e9rifier le r\u00e9sultat des deux d\u00e9s et l\u2019\u00e9tat \u00ab gagn\u00e9 \u00bb ou \u00ab perdu \u00bb affich\u00e9.<\/li>\n<li>Comparer le solde avant et apr\u00e8s le r\u00e8glement.<\/li>\n<li>Conserver une capture si le r\u00e9sultat ou le paiement semble incorrect.<\/li>\n<\/ol>\n<p>Les paiements suivent aussi des r\u00e8gles pr\u00e9cises. Les d\u00e9p\u00f4ts et retraits doivent utiliser un moyen d\u00e9tenu au m\u00eame nom que le compte. Les retraits vers une carte bancaire de d\u00e9bit sont indiqu\u00e9s comme indisponibles, avec le virement bancaire comme alternative. Les plafonds publi\u00e9s sont de 5 000 \u20ac par jour, 10 000 \u20ac par semaine et 30 000 \u20ac par mois, sauf accord sup\u00e9rieur.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>Valeur publi\u00e9e<\/th>\n<th>Cons\u00e9quence pratique<\/th>\n<th>Point \u00e0 v\u00e9rifier<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Retrait quotidien<\/td>\n<td>5 000 \u20ac<\/td>\n<td>Limite habituelle sur une journ\u00e9e<\/td>\n<td>Accord sup\u00e9rieur \u00e9ventuel<\/td>\n<\/tr>\n<tr>\n<td>Retrait hebdomadaire<\/td>\n<td>10 000 \u20ac<\/td>\n<td>Plafond cumul\u00e9 sur la semaine<\/td>\n<td>Calendrier appliqu\u00e9 par le compte<\/td>\n<\/tr>\n<tr>\n<td>Retrait mensuel<\/td>\n<td>30 000 \u20ac<\/td>\n<td>Plafond du mois civil<\/td>\n<td>Conditions de validation<\/td>\n<\/tr>\n<tr>\n<td>V\u00e9rification renforc\u00e9e<\/td>\n<td>Au-dessus de 1 000 \u20ac<\/td>\n<td>Documents suppl\u00e9mentaires possibles<\/td>\n<td>Identit\u00e9 et moyen de paiement<\/td>\n<\/tr>\n<tr>\n<td>Compte inactif<\/td>\n<td>12 mois sans connexion<\/td>\n<td>Notification annonc\u00e9e 30 jours avant<\/td>\n<td>Adresse e-mail \u00e0 jour<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>La v\u00e9rification d\u2019identit\u00e9 peut demander une pi\u00e8ce d\u2019identit\u00e9, un justificatif de domicile de moins de 3 mois et une preuve du moyen de paiement. En cas de d\u00e9saccord sur un Hard Four, contactez le LiveChat ou l\u2019adresse d\u2019assistance, puis fournissez l\u2019heure, le montant, le r\u00e9sultat des d\u00e9s et l\u2019identifiant de la partie. Cette d\u00e9marche est plus utile qu\u2019une simple contestation li\u00e9e au solde. Elle reste valable que vous utilisiez la casino peaches connexion compte depuis un ordinateur ou que vous cherchiez une casino peaches application iphone : l\u2019historique et les r\u00e8gles affich\u00e9es doivent primer sur l\u2019apparence de l\u2019interface.<\/p>\n<h2>Conclusion : valider chaque d\u00e9tail avant le lancer<\/h2>\n<p>Un Hard Four gagne seulement avec 2-2, m\u00eame si les d\u00e9s peuvent former le total 4 autrement. En suivant la s\u00e9quence, en s\u00e9parant chaque mise et en contr\u00f4lant la cote, le joueur comprend imm\u00e9diatement le r\u00e8glement attendu. Avant toute utilisation d\u2019un bonus, v\u00e9rifiez aussi la contribution des jeux, la mise maximale et les conditions de retrait. En cas d\u2019\u00e9cart, conservez les d\u00e9tails de la partie et demandez une explication pr\u00e9cise au support.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Un pari Hard Four au craps semble simple, mais son r\u00e8glement d\u00e9pend du r\u00e9sultat exact des d\u00e9s et des r\u00e8gles [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[1],"tags":[],"class_list":["post-459","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/www.havintraconsulting.com\/index.php\/wp-json\/wp\/v2\/posts\/459","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.havintraconsulting.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.havintraconsulting.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.havintraconsulting.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.havintraconsulting.com\/index.php\/wp-json\/wp\/v2\/comments?post=459"}],"version-history":[{"count":1,"href":"https:\/\/www.havintraconsulting.com\/index.php\/wp-json\/wp\/v2\/posts\/459\/revisions"}],"predecessor-version":[{"id":460,"href":"https:\/\/www.havintraconsulting.com\/index.php\/wp-json\/wp\/v2\/posts\/459\/revisions\/460"}],"wp:attachment":[{"href":"https:\/\/www.havintraconsulting.com\/index.php\/wp-json\/wp\/v2\/media?parent=459"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.havintraconsulting.com\/index.php\/wp-json\/wp\/v2\/categories?post=459"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.havintraconsulting.com\/index.php\/wp-json\/wp\/v2\/tags?post=459"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}