{"id":1417,"date":"2026-10-22T19:46:50","date_gmt":"2026-10-22T11:46:50","guid":{"rendered":"https:\/\/totoya.cn\/?p=1417"},"modified":"2026-10-22T19:46:50","modified_gmt":"2026-10-22T11:46:50","slug":"simsinos-comprendre-les-reglages-de-mise-par-main-et-le-retour-potentiel-dun-tour","status":"publish","type":"post","link":"https:\/\/totoya.cn\/index.php\/2026\/10\/22\/simsinos-comprendre-les-reglages-de-mise-par-main-et-le-retour-potentiel-dun-tour\/","title":{"rendered":"Simsinos : comprendre les r\u00e9glages de mise par main et le retour potentiel d\u2019un tour"},"content":{"rendered":"<p>Sur <a href=\"https:\/\/simsinos-casino.eu.com\/\">simsinos<\/a>, l\u2019expression \u00ab coins par main \u00bb peut pr\u00eater \u00e0 confusion : elle concerne g\u00e9n\u00e9ralement la fa\u00e7on dont une mise totale est r\u00e9partie sur les lignes ou combinaisons d\u2019un jeu, et non une promesse de gain. Pour \u00e9valuer correctement une main, il faut distinguer le montant engag\u00e9, le nombre de coins, la valeur de chaque coin, le r\u00e9sultat affich\u00e9 et les r\u00e8gles du bonus actif. Cette m\u00e9thode permet de comparer un tour r\u00e9el avec son rendement potentiel sans surestimer le retour.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"simsinos\" border=\"0\" \/><\/p>\n<h2>Comment lire un r\u00e9glage de coins par main sur Simsinos<\/h2>\n<p>Un r\u00e9glage de coins par main sert d\u2019abord \u00e0 d\u00e9finir la structure de la mise. Dans un jeu \u00e0 plusieurs lignes, le nombre de coins peut modifier la mise totale, m\u00eame si la valeur unitaire reste identique. Le joueur doit donc regarder le co\u00fbt complet du tour, et pas seulement le chiffre plac\u00e9 pr\u00e8s d\u2019une ligne ou d\u2019une combinaison.<\/p>\n<h3>Diff\u00e9rencier coins, lignes et mise totale<\/h3>\n<p>Un coin est une unit\u00e9 de mise. Sa valeur peut \u00eatre r\u00e9gl\u00e9e s\u00e9par\u00e9ment, tandis que le nombre de coins indique combien d\u2019unit\u00e9s sont engag\u00e9es sur une main. La formule utile est simple : <strong>mise totale = valeur d\u2019un coin \u00d7 nombre de coins effectivement jou\u00e9s<\/strong>. Si plusieurs lignes sont concern\u00e9es, il faut \u00e9galement v\u00e9rifier si le jeu multiplie cette somme par le nombre de lignes actives.<\/p>\n<p>Cette distinction est essentielle lorsque l\u2019interface affiche un bouton de mise rapide ou une option \u00ab par main \u00bb. Deux r\u00e9glages qui semblent proches peuvent produire des d\u00e9penses tr\u00e8s diff\u00e9rentes. Une main \u00e0 20 coins ne signifie pas forc\u00e9ment une mise de 20 euros : tout d\u00e9pend de la valeur choisie pour chaque coin et de la devise du compte.<\/p>\n<p>Le compte en euros est la configuration publique principale de la version fran\u00e7aise de Simsinos. La plateforme affiche aussi les devises AUD, USD, CAD, NOK et NZD, mais les m\u00e9thodes et les limites peuvent varier dans la caisse selon le pays. Avant de lancer un tour, il faut donc contr\u00f4ler la devise, le montant par coin et le co\u00fbt total pr\u00e9sent\u00e9 par le jeu.<\/p>\n<h3>Calculer le retour potentiel sans le confondre avec un gain<\/h3>\n<p>Le retour potentiel d\u2019une main correspond au paiement pr\u00e9vu par la table des gains si une combinaison donn\u00e9e appara\u00eet. Il ne s\u2019agit pas d\u2019un rendement garanti. Pour l\u2019interpr\u00e9ter, on compare le paiement affich\u00e9 avec la mise totale : <strong>retour relatif = paiement potentiel \u00f7 mise totale<\/strong>. Un paiement de 10 fois la mise peut sembler \u00e9lev\u00e9, mais il ne devient int\u00e9ressant que si la combinaison a une probabilit\u00e9 coh\u00e9rente avec ce niveau de paiement.<\/p>\n<p>Les exemples de rendement publi\u00e9s dans le lobby fran\u00e7ais montrent des valeurs affich\u00e9es allant de 96,6 % \u00e0 99,29 % sur cinq jeux pr\u00e9sent\u00e9s dans une zone \u00ab meilleur RTP \u00bb. Ces chiffres d\u00e9crivent un rendement th\u00e9orique \u00e0 long terme, pas le r\u00e9sultat d\u2019une main pr\u00e9cise. Une session courte peut produire un gain important, une perte rapide ou une s\u00e9rie de r\u00e9sultats irr\u00e9guliers.<\/p>\n<p>Les cat\u00e9gories de jeux jouent aussi sur la comparaison. Simsinos annonce plus de 6 000 jeux, avec des machines \u00e0 sous, du casino en direct, des jeux t\u00e9l\u00e9vis\u00e9s et des titres originaux. Le RTP, la volatilit\u00e9, les limites de mise et le nombre de lignes ne sont pas identiques d\u2019un titre \u00e0 l\u2019autre. Il faut donc lire la fiche du jeu choisi plut\u00f4t que d\u2019appliquer le taux d\u2019un autre titre.<\/p>\n<h2>\u00c9valuer une main, les bonus et le r\u00e9sultat r\u00e9ellement retirable<\/h2>\n<p>Une main isol\u00e9e ne suffit pas pour juger le rendement d\u2019une offre. Le solde r\u00e9el, le solde bonus et les conditions de retrait peuvent modifier la valeur pratique du r\u00e9sultat. Simsinos indique que le solde r\u00e9el est utilis\u00e9 en premier, puis que le solde bonus intervient lorsque le solde r\u00e9el atteint z\u00e9ro. Cette r\u00e8gle rend le suivi du montant engag\u00e9 particuli\u00e8rement important.<\/p>\n<h3>Exemple de lecture et contr\u00f4les avant un retrait<\/h3>\n<p>Supposons qu\u2019un jeu affiche une mise de 0,20 \u20ac par coin et que 10 coins soient s\u00e9lectionn\u00e9s. La mise de la main est alors de 2 \u20ac, avant toute multiplication \u00e9ventuelle li\u00e9e aux lignes. Si la table pr\u00e9voit un paiement de 8 fois la mise pour une combinaison, le retour affich\u00e9 serait de 16 \u20ac. Ce calcul indique un paiement possible, pas un r\u00e9sultat attendu \u00e0 chaque tour.<\/p>\n<p>Pour analyser cet exemple, v\u00e9rifiez dans cet ordre :<\/p>\n<ol>\n<li>la valeur d\u2019un coin et le nombre de coins r\u00e9ellement actifs ;<\/li>\n<li>la mise totale affich\u00e9e avant la confirmation du tour ;<\/li>\n<li>la combinaison concern\u00e9e et le multiplicateur indiqu\u00e9 dans la table des gains ;<\/li>\n<li>le RTP et la volatilit\u00e9 du jeu, lorsqu\u2019ils sont publi\u00e9s ;<\/li>\n<li>l\u2019effet d\u2019un bonus, d\u2019une mise maximale ou d\u2019un jeu exclu ;<\/li>\n<li>le montant disponible apr\u00e8s le tour et les conditions applicables au retrait.<\/li>\n<\/ol>\n<p>Le bonus standard de bienvenue comprend deux d\u00e9p\u00f4ts avec une offre de 100 % jusqu\u2019\u00e0 250 \u20ac par \u00e9tape, ainsi que 110 puis 140 tours gratuits. Les bonus en esp\u00e8ces sont annonc\u00e9s sans exigence de mise, mais les gains des tours gratuits ont un retrait maximal de 100 \u20ac sauf indication contraire. Une mise par main ne doit donc pas \u00eatre \u00e9valu\u00e9e sans v\u00e9rifier l\u2019offre attach\u00e9e au compte.<\/p>\n<p>Les r\u00e8gles g\u00e9n\u00e9rales imposent aussi une mise minimale par d\u00e9faut de 20 \u20ac pour un d\u00e9p\u00f4t \u00e9ligible, un d\u00e9lai de 30 jours pour les bonus en esp\u00e8ces actifs et une mise maximale de 5 \u20ac par tour ou par spin, sauf conditions sp\u00e9cifiques. Les jeux de casino en direct, les tables, les jackpots, le sport et plusieurs autres cat\u00e9gories peuvent \u00eatre exclus lorsqu\u2019un bonus est actif. Un achat de fonctionnalit\u00e9 doit lui aussi \u00eatre contr\u00f4l\u00e9 : son prix complet peut compter comme mise.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment \u00e0 contr\u00f4ler<\/th>\n<th>Donn\u00e9e publi\u00e9e ou exemple<\/th>\n<th>Cons\u00e9quence pratique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Jeux annonc\u00e9s<\/td>\n<td>Plus de 6 000<\/td>\n<td>Le RTP et les r\u00e8gles varient selon le titre<\/td>\n<\/tr>\n<tr>\n<td>RTP visible dans cinq exemples<\/td>\n<td>96,6 % \u00e0 99,29 %<\/td>\n<td>Indication th\u00e9orique, sans garantie sur une session<\/td>\n<\/tr>\n<tr>\n<td>Bonus standard, d\u00e9p\u00f4t 1<\/td>\n<td>100 % jusqu\u2019\u00e0 250 \u20ac et 110 tours gratuits<\/td>\n<td>Conditions s\u00e9par\u00e9es pour le bonus et les tours<\/td>\n<\/tr>\n<tr>\n<td>Bonus standard, d\u00e9p\u00f4t 2<\/td>\n<td>100 % jusqu\u2019\u00e0 250 \u20ac et 140 tours gratuits<\/td>\n<td>Les tours sont distribu\u00e9s selon un calendrier indiqu\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Mise maximale g\u00e9n\u00e9rale avec bonus<\/td>\n<td>5 \u20ac par tour ou spin<\/td>\n<td>Une mise sup\u00e9rieure peut compromettre l\u2019offre<\/td>\n<\/tr>\n<tr>\n<td>Plafond mensuel de retrait<\/td>\n<td>50 000 \u20ac<\/td>\n<td>Des paiements fractionn\u00e9s peuvent \u00eatre appliqu\u00e9s<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Le r\u00e9sultat affich\u00e9 n\u2019est pas encore n\u00e9cessairement disponible. Simsinos indique que les d\u00e9p\u00f4ts doivent \u00eatre mis\u00e9s \u00e0 100 % avant un retrait et qu\u2019une v\u00e9rification peut \u00eatre demand\u00e9e \u00e0 tout moment. Une demande peut inclure une pi\u00e8ce d\u2019identit\u00e9, un justificatif de domicile ou des documents sur l\u2019origine des fonds. La <strong>simsinos v\u00e9rification identit\u00e9<\/strong> peut donc retarder l\u2019examen d\u2019un retrait, m\u00eame si la main gagnante est d\u00e9j\u00e0 visible.<\/p>\n<p>La plateforme annonce l\u2019absence de frais de retrait de son c\u00f4t\u00e9, mais la banque ou le prestataire peut appliquer ses propres frais. Le retrait g\u00e9n\u00e9ral minimum annonc\u00e9 est de 20 \u20ac, tandis que certains moyens affichent des seuils diff\u00e9rents. L\u2019expression <strong>simsinos retrait rapide<\/strong> doit donc \u00eatre comprise avec prudence : la vitesse d\u00e9pend de la v\u00e9rification, du moyen choisi et du traitement du prestataire, pas uniquement du jeu.<\/p>\n<h2>Conclusion : une m\u00e9thode simple pour juger le rendement d\u2019une main<\/h2>\n<p>Pour interpr\u00e9ter un r\u00e9glage de coins par main sur Simsinos, commencez par calculer la mise totale, puis comparez le paiement possible avec cette mise. Regardez ensuite le RTP, la volatilit\u00e9 et les exclusions du jeu. Enfin, v\u00e9rifiez le solde bonus, la r\u00e8gle de mise du bonus et les exigences de retrait. La <strong>simsinos connexion<\/strong> permet d\u2019acc\u00e9der \u00e0 la caisse et aux informations du compte, mais seule la fiche du jeu et le r\u00e8glement affich\u00e9 peuvent confirmer les conditions applicables.<\/p>\n<p>Cette approche s\u00e9pare clairement trois \u00e9l\u00e9ments : le co\u00fbt d\u2019un tour, son paiement th\u00e9orique et la somme r\u00e9ellement retirable. Les <strong>simsinos promotions<\/strong> peuvent augmenter la valeur apparente d\u2019une offre gr\u00e2ce aux tours gratuits ou au bonus, mais elles ajoutent aussi des limites et des d\u00e9lais. Une comparaison utile repose donc sur les r\u00e8gles compl\u00e8tes, et non sur le seul montant pr\u00e9sent\u00e9 dans une banni\u00e8re.<\/p>\n<h2>Questions fr\u00e9quemment pos\u00e9es<\/h2>\n<p>Voici les points pratiques \u00e0 v\u00e9rifier avant d\u2019utiliser un r\u00e9glage de coins par main ou de demander un paiement.<\/p>\n<h3>Le nombre de coins garantit-il un gain plus \u00e9lev\u00e9 ?<\/h3>\n<p>Non. Un nombre plus \u00e9lev\u00e9 de coins augmente g\u00e9n\u00e9ralement la mise engag\u00e9e et peut accro\u00eetre le paiement si une combinaison gagnante appara\u00eet. Il augmente aussi l\u2019exposition aux pertes. Le r\u00e9sultat d\u00e9pend de la table des gains, de la combinaison obtenue et des r\u00e8gles propres au jeu.<\/p>\n<h3>Le RTP permet-il de pr\u00e9voir le r\u00e9sultat d\u2019une main Simsinos ?<\/h3>\n<p>Non. Le RTP est une moyenne th\u00e9orique calcul\u00e9e sur un tr\u00e8s grand nombre de tours. Il ne pr\u00e9dit pas le r\u00e9sultat d\u2019une main ni d\u2019une courte session. Un jeu affichant un RTP \u00e9lev\u00e9 peut tout de m\u00eame produire plusieurs pertes cons\u00e9cutives.<\/p>\n<h3>Pourquoi un retrait peut-il \u00eatre contr\u00f4l\u00e9 apr\u00e8s une main gagnante ?<\/h3>\n<p>Un retrait peut rester soumis \u00e0 la v\u00e9rification d\u2019identit\u00e9, au contr\u00f4le du moyen de paiement, \u00e0 la mise du d\u00e9p\u00f4t et aux r\u00e8gles d\u2019un bonus. Simsinos peut aussi examiner l\u2019activit\u00e9 du compte avant le paiement. Le montant visible dans le solde ne suffit donc pas \u00e0 confirmer le retrait.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Sur simsinos, l\u2019expression \u00ab coins par main \u00bb peut pr\u00eater \u00e0 confusion : elle concerne g\u00e9n\u00e9ralement la fa\u00e7on dont une mise totale est r\u00e9partie sur les lignes ou combinaisons d\u2019un jeu, et non une promesse de gain. Pour \u00e9valuer correctement une main, il faut distinguer le montant engag\u00e9, le nombre de coins, la valeur de [&hellip;]<\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/totoya.cn\/index.php\/wp-json\/wp\/v2\/posts\/1417"}],"collection":[{"href":"https:\/\/totoya.cn\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/totoya.cn\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/totoya.cn\/index.php\/wp-json\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/totoya.cn\/index.php\/wp-json\/wp\/v2\/comments?post=1417"}],"version-history":[{"count":1,"href":"https:\/\/totoya.cn\/index.php\/wp-json\/wp\/v2\/posts\/1417\/revisions"}],"predecessor-version":[{"id":1418,"href":"https:\/\/totoya.cn\/index.php\/wp-json\/wp\/v2\/posts\/1417\/revisions\/1418"}],"wp:attachment":[{"href":"https:\/\/totoya.cn\/index.php\/wp-json\/wp\/v2\/media?parent=1417"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/totoya.cn\/index.php\/wp-json\/wp\/v2\/categories?post=1417"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/totoya.cn\/index.php\/wp-json\/wp\/v2\/tags?post=1417"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}