{"id":13667,"date":"2026-10-19T14:39:00","date_gmt":"2026-10-19T14:39:00","guid":{"rendered":"https:\/\/sensormedica.de\/en\/arlequin-casino-en-france-calculer-les-multiplicateurs-de-gains-et-les-retours-en-euros\/"},"modified":"2026-10-19T14:39:00","modified_gmt":"2026-10-19T14:39:00","slug":"arlequin-casino-en-france-calculer-les-multiplicateurs-de-gains-et-les-retours-en-euros","status":"publish","type":"post","link":"https:\/\/sensormedica.de\/en\/arlequin-casino-en-france-calculer-les-multiplicateurs-de-gains-et-les-retours-en-euros\/","title":{"rendered":"Arlequin casino en France : calculer les multiplicateurs de gains et les retours en euros"},"content":{"rendered":"<p>Pour obtenir un calcul valable chez <a href=\"https:\/\/fr.casino-arlequin.com\/\">arlequin casino<\/a>, il faut relier correctement la mise, le gain affich\u00e9, la devise et les r\u00e8gles de la promotion concern\u00e9e. Un multiplicateur seul ne suffit pas \u00e0 conna\u00eetre le montant r\u00e9ellement encaissable. Voici les donn\u00e9es \u00e0 r\u00e9unir, les formules \u00e0 appliquer et les limites \u00e0 v\u00e9rifier avant d\u2019interpr\u00e9ter un retour en euros.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"arlequin casino\" border=\"0\" \/><\/p>\n<h2>Les donn\u00e9es indispensables pour un calcul Arlequin casino fiable<\/h2>\n<p>Un r\u00e9sultat pr\u00e9cis commence par une s\u00e9paration nette entre la mise en argent r\u00e9el, le gain brut et les fonds promotionnels. Les r\u00e8gles peuvent modifier la valeur disponible, m\u00eame lorsque le jeu affiche un multiplicateur \u00e9lev\u00e9. Chez Arlequin casino, une mise de 0,20 \u20ac est notamment le seuil de plusieurs missions et tournois, tandis que le d\u00e9p\u00f4t g\u00e9n\u00e9ral commence \u00e0 10 \u20ac.<\/p>\n<h3>Multiplier la mise ne signifie pas toujours retirer le m\u00eame montant<\/h3>\n<p>Dans un jeu classique, la formule de base est simple : retour brut = mise \u00d7 multiplicateur. Une mise de 2 \u20ac associ\u00e9e \u00e0 un gain de 25\u00d7 produit donc 50 \u20ac brut. Le b\u00e9n\u00e9fice th\u00e9orique est de 48 \u20ac, avant toute r\u00e8gle de bonus ou autre condition. Il faut aussi v\u00e9rifier si le multiplicateur concerne le gain total, une ligne, un symbole ou un score de tournoi.<\/p>\n<p>Les r\u00e8gles de Joutes V\u00e9nitiennes illustrent cette diff\u00e9rence : un gain de 25\u00d7 rapporte 50 points, tandis qu\u2019un gain de 100\u00d7 en rapporte 200. Ces points servent au classement et ne repr\u00e9sentent pas directement des euros. Le calcul financier et le calcul de tournoi doivent donc rester s\u00e9par\u00e9s.<\/p>\n<h3>Les \u00e9l\u00e9ments \u00e0 noter avant de poser la formule<\/h3>\n<p>Pour \u00e9viter une estimation trompeuse, relevez le montant exact de la mise, la devise du compte, le multiplicateur, le type de solde utilis\u00e9 et le statut du gain. Le compte peut \u00eatre configur\u00e9 en EUR, CAD, CHF ou AUD, avec l\u2019euro comme devise par d\u00e9faut. Une conversion \u00e9ventuelle peut aussi entra\u00eener des frais de change \u00e0 la charge du joueur.<\/p>\n<ul>\n<li>Montant engag\u00e9 sur le tour ou la fonctionnalit\u00e9 ;<\/li>\n<li>Multiplicateur affich\u00e9 et base de calcul utilis\u00e9e ;<\/li>\n<li>Solde cash ou solde bonus mobilis\u00e9 ;<\/li>\n<li>Devise du compte et \u00e9ventuel taux de conversion ;<\/li>\n<li>Plafond, expiration et condition de retrait applicables.<\/li>\n<\/ul>\n<h2>Arlequin casino mise requise : distinguer jeu, bonus et tournoi<\/h2>\n<p>La mise requise d\u00e9pend du produit utilis\u00e9. Une mise minimale peut d\u00e9terminer l\u2019\u00e9ligibilit\u00e9 \u00e0 une mission sans garantir un gain. Pour le Carnaval de Spins, les paris cash d\u2019au moins 0,20 \u20ac comptent ; les paris bonus sont exclus. Les missions peuvent demander 100 tours, 100 \u20ac ou 750 \u20ac mis\u00e9s, selon le niveau de r\u00e9compense.<\/p>\n<h3>Comment calculer un retour en euros avec un bonus<\/h3>\n<p>Le mod\u00e8le de bonus sans condition de mise s\u00e9pare le solde cash du solde bonus. Le bonus initial reste non retirable, mais la part des gains qui d\u00e9passe ce montant passe en cash. Si 100 \u20ac de bonus produisent 140 \u20ac de gains, le montant th\u00e9oriquement transf\u00e9r\u00e9 en cash est de 40 \u20ac, sous r\u00e9serve des autres r\u00e8gles. Un retrait annule le solde bonus restant et les tours gratuits inutilis\u00e9s.<\/p>\n<p>Le bonus de bienvenue propose soit 100 % jusqu\u2019\u00e0 300 \u20ac avec 10 tours gratuits, soit 150 tours gratuits sur Harlequin Carnival. Le premier d\u00e9p\u00f4t doit \u00eatre d\u2019au moins 10 \u20ac. Une seule option peut \u00eatre choisie, et les tours gratuits de bienvenue doivent normalement \u00eatre utilis\u00e9s sous 48 heures.<\/p>\n<p>Le tableau suivant r\u00e9sume les donn\u00e9es qui changent directement le calcul ou son interpr\u00e9tation.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>Valeur publi\u00e9e<\/th>\n<th>Effet sur le calcul<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>D\u00e9p\u00f4t minimum de bienvenue<\/td>\n<td>10 \u20ac<\/td>\n<td>Seuil pour activer l\u2019offre<\/td>\n<\/tr>\n<tr>\n<td>Bonus classique<\/td>\n<td>100 % jusqu\u2019\u00e0 300 \u20ac<\/td>\n<td>Bonus initial non retirable<\/td>\n<\/tr>\n<tr>\n<td>Plafond de mise avec bonus<\/td>\n<td>5 \u20ac<\/td>\n<td>Limite par mise ou tour<\/td>\n<\/tr>\n<tr>\n<td>Expiration du bonus de bienvenue<\/td>\n<td>20 jours<\/td>\n<td>Solde restant supprim\u00e9 \u00e0 l\u2019\u00e9ch\u00e9ance<\/td>\n<\/tr>\n<tr>\n<td>Validit\u00e9 g\u00e9n\u00e9rale des tours gratuits<\/td>\n<td>48 heures<\/td>\n<td>Utilisation dans la fen\u00eatre pr\u00e9vue<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Convertir le gain en euros et v\u00e9rifier le montant retirable<\/h2>\n<p>Une estimation utile doit aller au-del\u00e0 du gain brut. Apr\u00e8s le calcul de la mise multipli\u00e9e, v\u00e9rifiez la nature des fonds, les limites de retrait et les conditions de paiement. Les retraits sont g\u00e9n\u00e9ralement plafonn\u00e9s \u00e0 2 500 \u20ac par semaine et 10 000 \u20ac par mois. Une demande de 10 000 \u20ac ou plus peut \u00eatre vers\u00e9e en plusieurs fois, sans int\u00e9r\u00eats.<\/p>\n<h3>La formule finale doit inclure les plafonds et la v\u00e9rification<\/h3>\n<p>La s\u00e9quence recommand\u00e9e est la suivante : retour brut = mise \u00d7 multiplicateur ; gain promotionnel retirable = retour brut moins le bonus principal non retirable ; montant payable = gain retirable limit\u00e9 par les r\u00e8gles du compte. Cette derni\u00e8re \u00e9tape suppose aussi que le d\u00e9p\u00f4t a \u00e9t\u00e9 mis\u00e9 au moins une fois et que les contr\u00f4les d\u2019identit\u00e9 sont accept\u00e9s.<\/p>\n<p>Pour un compte v\u00e9rifi\u00e9, l\u2019examen g\u00e9n\u00e9ral d\u2019une demande est annonc\u00e9 sous deux jours ouvr\u00e9s, lorsque les documents n\u00e9cessaires sont fournis. Une v\u00e9rification peut demander une pi\u00e8ce d\u2019identit\u00e9, un justificatif de domicile de moins de trois mois et un relev\u00e9 bancaire comportant notamment l\u2019IBAN et le BIC. Les d\u00e9lais peuvent augmenter si une enqu\u00eate est n\u00e9cessaire.<\/p>\n<p>Voici les principaux rep\u00e8res financiers \u00e0 int\u00e9grer dans une simulation.<\/p>\n<table>\n<thead>\n<tr>\n<th>Param\u00e8tre<\/th>\n<th>Montant ou d\u00e9lai<\/th>\n<th>Cons\u00e9quence pratique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Retrait hebdomadaire standard<\/td>\n<td>2 500 \u20ac<\/td>\n<td>Plafond sur sept jours<\/td>\n<\/tr>\n<tr>\n<td>Retrait mensuel standard<\/td>\n<td>10 000 \u20ac<\/td>\n<td>Plafond sur le mois<\/td>\n<\/tr>\n<tr>\n<td>Virement bancaire UE<\/td>\n<td>30 \u20ac minimum<\/td>\n<td>Seuil de demande applicable<\/td>\n<\/tr>\n<tr>\n<td>Virement bancaire hors UE<\/td>\n<td>250 \u20ac minimum<\/td>\n<td>Seuil plus \u00e9lev\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Contr\u00f4le g\u00e9n\u00e9ral<\/td>\n<td>Deux jours ouvr\u00e9s<\/td>\n<td>D\u00e9lai indicatif apr\u00e8s r\u00e9ception des justificatifs<\/td>\n<\/tr>\n<tr>\n<td>Contr\u00f4le VIP annonc\u00e9<\/td>\n<td>24 heures<\/td>\n<td>Approbation plus rapide selon le statut<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Conclusion : une estimation valable repose sur plusieurs entr\u00e9es<\/h2>\n<p>Pour calculer un retour en euros chez Arlequin casino, ne retenez pas uniquement le multiplicateur affich\u00e9. Notez la mise, la devise, le type de solde, le caract\u00e8re promotionnel du gain, l\u2019\u00e9ch\u00e9ance et les plafonds de retrait. Cette m\u00e9thode distingue clairement le gain th\u00e9orique du montant r\u00e9ellement disponible et limite les mauvaises interpr\u00e9tations d\u2019une arlequin casino promo.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Pour obtenir un calcul valable chez arlequin casino, il faut relier correctement la mise, le gain affich\u00e9, la devise et les r\u00e8gles de la promotion concern\u00e9e. Un multiplicateur seul ne suffit pas \u00e0 conna\u00eetre le montant r\u00e9ellement encaissable. Voici les donn\u00e9es \u00e0 r\u00e9unir, les formules \u00e0 appliquer et les limites \u00e0 v\u00e9rifier avant d\u2019interpr\u00e9ter un &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/sensormedica.de\/en\/arlequin-casino-en-france-calculer-les-multiplicateurs-de-gains-et-les-retours-en-euros\/\"> <span class=\"screen-reader-text\">Arlequin casino en France : calculer les multiplicateurs de gains et les retours en euros<\/span> Read More &raquo;<\/a><\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","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":"","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":"","footnotes":""},"categories":[1],"tags":[],"class_list":["post-13667","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v21.6 (Yoast SEO v23.7) - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Arlequin casino en France : calculer les multiplicateurs de gains et les retours en euros - Sensor Medica<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/sensormedica.de\/en\/arlequin-casino-en-france-calculer-les-multiplicateurs-de-gains-et-les-retours-en-euros\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Arlequin casino en France : calculer les multiplicateurs de gains et les retours en euros\" \/>\n<meta property=\"og:description\" content=\"Pour obtenir un calcul valable chez arlequin casino, il faut relier correctement la mise, le gain affich\u00e9, la devise et les r\u00e8gles de la promotion concern\u00e9e. 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Un multiplicateur seul ne suffit pas \u00e0 conna\u00eetre le montant r\u00e9ellement encaissable. 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