{"id":9650,"date":"2026-02-09T12:33:53","date_gmt":"2026-02-09T12:33:53","guid":{"rendered":"https:\/\/istaprq-arts.com\/?p=9650"},"modified":"2026-10-09T16:52:45","modified_gmt":"2026-10-09T16:52:45","slug":"stake-et-la-roulette-a-multiplicateurs-paiements-standards-et-fonctions-des-tours-speciaux","status":"publish","type":"post","link":"https:\/\/istaprq-arts.com\/ar\/stake-et-la-roulette-a-multiplicateurs-paiements-standards-et-fonctions-des-tours-speciaux\/","title":{"rendered":"Stake et la roulette \u00e0 multiplicateurs : paiements standards et fonctions des tours sp\u00e9ciaux"},"content":{"rendered":"<p>La roulette \u00e0 multiplicateurs associe les mises classiques de la roulette \u00e0 des gains potentiellement augment\u00e9s sur certains num\u00e9ros. Sur <a href=\"https:\/\/testcasino1.com\/\">stake<\/a>, il faut distinguer les paiements habituels des fonctions propres \u00e0 chaque jeu, car les r\u00e8gles peuvent varier selon le fournisseur. Ce guide pr\u00e9sente les montants standards, les caract\u00e9ristiques \u00e0 v\u00e9rifier et les limites d\u2019acc\u00e8s applicables aux joueurs situ\u00e9s en France.<\/p>\n<p><img decoding=\"async\" class=\"lazyload\" style=\"margin-left: auto;margin-right: auto\" src=\"data:image\/gif;base64,R0lGODlhAQABAIAAAAAAAP\/\/\/yH5BAEAAAAALAAAAAABAAEAAAIBRAA7\" 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\" 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\" alt=\"stake\" border=\"0\" \/><\/noscript><\/p>\n<h2>Paiements standards de la roulette sur Stake<\/h2>\n<p>La roulette repose sur des paiements d\u00e9finis \u00e0 l\u2019avance. La roulette europ\u00e9enne utilise g\u00e9n\u00e9ralement 37 cases, de 0 \u00e0 36, tandis que la roulette am\u00e9ricaine en compte 38 avec 0 et 00. Le nombre de cases influence l\u2019avantage math\u00e9matique de la maison : il est habituellement plus faible avec une seule case z\u00e9ro.<\/p>\n<h3>Les gains selon le type de mise<\/h3>\n<p>Les mises int\u00e9rieures portent sur un ou plusieurs num\u00e9ros pr\u00e9cis. Une mise pleine sur un seul num\u00e9ro paie normalement 35 fois la mise, b\u00e9n\u00e9fice compris. Les mises ext\u00e9rieures couvrent des groupes plus larges, comme rouge ou noir, pair ou impair, ou une douzaine, avec des paiements plus faibles mais une fr\u00e9quence de r\u00e9ussite diff\u00e9rente.<\/p>\n<table>\n<thead>\n<tr>\n<th>Type de mise<\/th>\n<th>Cases couvertes<\/th>\n<th>Paiement standard<\/th>\n<th>Exemple avec 10 \u20ac<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Num\u00e9ro plein<\/td>\n<td>1<\/td>\n<td>35 contre 1<\/td>\n<td>350 \u20ac de gain, plus la mise<\/td>\n<\/tr>\n<tr>\n<td>Cheval<\/td>\n<td>2<\/td>\n<td>17 contre 1<\/td>\n<td>170 \u20ac de gain, plus la mise<\/td>\n<\/tr>\n<tr>\n<td>Transversale<\/td>\n<td>3<\/td>\n<td>11 contre 1<\/td>\n<td>110 \u20ac de gain, plus la mise<\/td>\n<\/tr>\n<tr>\n<td>Carr\u00e9<\/td>\n<td>4<\/td>\n<td>8 contre 1<\/td>\n<td>80 \u20ac de gain, plus la mise<\/td>\n<\/tr>\n<tr>\n<td>Douzaine ou colonne<\/td>\n<td>12<\/td>\n<td>2 contre 1<\/td>\n<td>20 \u20ac de gain, plus la mise<\/td>\n<\/tr>\n<tr>\n<td>Rouge, noir, pair ou impair<\/td>\n<td>18<\/td>\n<td>1 contre 1<\/td>\n<td>10 \u20ac de gain, plus la mise<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Ces montants d\u00e9crivent le bar\u00e8me courant, mais l\u2019\u00e9cran du jeu reste la r\u00e9f\u00e9rence pour la table choisie. La pr\u00e9sence du z\u00e9ro signifie qu\u2019une mise ext\u00e9rieure ne gagne pas sur toutes les cases couvertes. Il est donc utile de v\u00e9rifier le type de roulette, la limite minimale et la limite maximale avant de confirmer une mise.<\/p>\n<h3>Ce qu\u2019il faut v\u00e9rifier avant de jouer<\/h3>\n<p>Une interface claire doit afficher le montant de la mise, le paiement attendu et les r\u00e8gles de la table. Les pages de jeu de Stake indiquent aussi des informations comme le RTP et les fonctionnalit\u00e9s disponibles. Les tables en direct peuvent proposer des studios haute d\u00e9finition et fonctionner 24 heures sur 24, mais la disponibilit\u00e9 d\u00e9pend du jeu et de la juridiction.<\/p>\n<ul>\n<li>V\u00e9rifier le nombre de cases et la pr\u00e9sence d\u2019un ou de deux z\u00e9ros.<\/li>\n<li>Lire le paiement associ\u00e9 \u00e0 chaque mise avant le lancement du tour.<\/li>\n<li>Contr\u00f4ler la mise minimale, la mise maximale et la devise affich\u00e9e.<\/li>\n<li>Consulter les conditions de la promotion lorsqu\u2019un bonus est li\u00e9 au jeu.<\/li>\n<\/ul>\n<h2>Fonctions sp\u00e9ciales et acc\u00e8s depuis la France<\/h2>\n<p>Les jeux de roulette avec multiplicateurs peuvent ajouter des valeurs sp\u00e9ciales \u00e0 certains num\u00e9ros ou proposer des tours distincts. Toutefois, le dossier disponible confirme surtout la pr\u00e9sence de jeux comme Lightning Roulette et Mega Roulette dans le catalogue de casino en direct ; il ne fournit pas un bar\u00e8me propre \u00e0 une table pr\u00e9cise. Il faut donc \u00e9viter de pr\u00e9senter un multiplicateur donn\u00e9 comme garanti sur toutes les versions.<\/p>\n<h3>Comment fonctionnent les tours \u00e0 multiplicateurs<\/h3>\n<p>Dans une roulette \u00e0 multiplicateurs, un num\u00e9ro s\u00e9lectionn\u00e9 peut recevoir une valeur sup\u00e9rieure \u00e0 son paiement standard lorsqu\u2019un \u00e9v\u00e9nement sp\u00e9cial le d\u00e9signe. La r\u00e8gle essentielle est de v\u00e9rifier si cette valeur s\u2019applique \u00e0 toutes les mises li\u00e9es au num\u00e9ro, \u00e0 une combinaison pr\u00e9cise ou uniquement \u00e0 une mise pleine. Certaines tables peuvent aussi modifier la pr\u00e9sentation du r\u00e9sultat sans changer les paiements de base.<\/p>\n<p>Le catalogue Stake comprend plus de 150 jeux avec croupier en direct et des titres de studios comme Evolution et Pragmatic Play. Cette diversit\u00e9 explique pourquoi les r\u00e8gles, les limites et les options peuvent diff\u00e9rer d\u2019une table \u00e0 l\u2019autre. Les expressions comme stake bitcoin, stake argent r\u00e9el ou stake cashback quotidien ne remplacent pas la lecture des r\u00e8gles du jeu concern\u00e9.<\/p>\n<h3>Restrictions importantes pour les joueurs fran\u00e7ais<\/h3>\n<p>Le service indique que les personnes situ\u00e9es en France ou r\u00e9sidentes en France ne sont pas autoris\u00e9es \u00e0 l\u2019utiliser. Cette restriction concerne l\u2019\u00e9dition internationale, m\u00eame lorsque des menus en fran\u00e7ais sont disponibles. Il ne faut donc pas ouvrir ou financer un compte depuis la France dans le but d\u2019acc\u00e9der \u00e0 la roulette ou \u00e0 ses tours sp\u00e9ciaux.<\/p>\n<ol>\n<li>V\u00e9rifier d\u2019abord si le service est autoris\u00e9 dans votre pays de r\u00e9sidence.<\/li>\n<li>Lire les conditions de la table et le bar\u00e8me affich\u00e9 dans le jeu.<\/li>\n<li>D\u00e9finir une limite de pertes ou de mises avant toute session autoris\u00e9e.<\/li>\n<li>Ne pas contourner une restriction g\u00e9ographique ou une demande de v\u00e9rification.<\/li>\n<\/ol>\n<p>Les outils de contr\u00f4le annonc\u00e9s comprennent des limites quotidiennes, hebdomadaires ou mensuelles, ainsi que des pauses de jeu d\u2019un jour \u00e0 trois mois. Une auto-exclusion ind\u00e9finie doit durer au moins six mois. Ces fonctions n\u2019annulent pas les restrictions l\u00e9gales locales, mais elles peuvent aider \u00e0 encadrer l\u2019usage lorsqu\u2019un service est accessible l\u00e9galement.<\/p>\n<h2>Conclusion<\/h2>\n<p>La roulette \u00e0 multiplicateurs conserve les paiements classiques des mises int\u00e9rieures et ext\u00e9rieures, auxquels peuvent s\u2019ajouter des valeurs sp\u00e9ciales selon la table. Le point le plus important est de lire les r\u00e8gles propres au jeu, plut\u00f4t que de supposer qu\u2019un multiplicateur fonctionne partout. Pour les lecteurs en France, la restriction g\u00e9ographique indiqu\u00e9e par Stake doit \u00eatre v\u00e9rifi\u00e9e et respect\u00e9e avant toute tentative d\u2019acc\u00e8s.<\/p>\n<h2>Frequently Asked Questions<\/h2>\n<p>Ces r\u00e9ponses pr\u00e9cisent les points pratiques \u00e0 contr\u00f4ler avant de comparer une roulette standard \u00e0 une version dot\u00e9e de fonctions sp\u00e9ciales.<\/p>\n<h3>Quel est le paiement d\u2019un num\u00e9ro plein \u00e0 la roulette ?<\/h3>\n<p>Un num\u00e9ro plein paie g\u00e9n\u00e9ralement 35 contre 1, ce qui repr\u00e9sente 350 \u20ac de gain pour une mise de 10 \u20ac, auxquels la mise initiale peut s\u2019ajouter. Le paiement exact doit toujours \u00eatre confirm\u00e9 dans l\u2019interface de la table s\u00e9lectionn\u00e9e.<\/p>\n<h3>Les multiplicateurs s\u2019appliquent-ils \u00e0 toutes les mises ?<\/h3>\n<p>Pas n\u00e9cessairement. Une r\u00e8gle peut limiter le multiplicateur \u00e0 un num\u00e9ro pr\u00e9cis, \u00e0 une mise pleine ou \u00e0 certaines combinaisons. La fiche de r\u00e8gles du jeu indique normalement les mises concern\u00e9es, la fr\u00e9quence des tours sp\u00e9ciaux et les \u00e9ventuelles limites.<\/p>\n<h3>Stake est-il accessible aux joueurs situ\u00e9s en France ?<\/h3>\n<p>Non, les informations disponibles indiquent que Stake interdit l\u2019utilisation par les personnes situ\u00e9es en France ou r\u00e9sidentes en France. Une interface fran\u00e7aise ne signifie pas que le service est autoris\u00e9 dans le pays. Il faut respecter la r\u00e9glementation applicable \u00e0 son lieu de r\u00e9sidence.<\/p>\n<h3>La roulette en direct fonctionne-t-elle en permanence ?<\/h3>\n<p>Les studios en direct mentionn\u00e9s dans le catalogue peuvent fonctionner 24 heures sur 24, mais la disponibilit\u00e9 d\u2019une table d\u00e9pend du jeu, du compte et de la juridiction. Les limites et les conditions peuvent aussi changer selon la table choisie.<\/p>","protected":false},"excerpt":{"rendered":"<p>La roulette \u00e0 multiplicateurs associe les mises classiques de la roulette \u00e0 des gains potentiellement augment\u00e9s sur certains num\u00e9ros. Sur stake, il faut distinguer les paiements habituels des fonctions propres \u00e0 chaque jeu, car les r\u00e8gles peuvent varier selon le fournisseur. Ce guide pr\u00e9sente les montants standards, les caract\u00e9ristiques \u00e0 v\u00e9rifier et les limites d\u2019acc\u00e8s [&hellip;]<\/p>","protected":false},"author":3,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/istaprq-arts.com\/ar\/wp-json\/wp\/v2\/posts\/9650"}],"collection":[{"href":"https:\/\/istaprq-arts.com\/ar\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/istaprq-arts.com\/ar\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/istaprq-arts.com\/ar\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/istaprq-arts.com\/ar\/wp-json\/wp\/v2\/comments?post=9650"}],"version-history":[{"count":1,"href":"https:\/\/istaprq-arts.com\/ar\/wp-json\/wp\/v2\/posts\/9650\/revisions"}],"predecessor-version":[{"id":9651,"href":"https:\/\/istaprq-arts.com\/ar\/wp-json\/wp\/v2\/posts\/9650\/revisions\/9651"}],"wp:attachment":[{"href":"https:\/\/istaprq-arts.com\/ar\/wp-json\/wp\/v2\/media?parent=9650"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/istaprq-arts.com\/ar\/wp-json\/wp\/v2\/categories?post=9650"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/istaprq-arts.com\/ar\/wp-json\/wp\/v2\/tags?post=9650"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}