{"id":5330,"date":"2026-11-09T20:42:21","date_gmt":"2026-11-09T17:42:21","guid":{"rendered":"https:\/\/alarab.com.sa\/?p=5330"},"modified":"2026-11-09T20:42:21","modified_gmt":"2026-11-09T17:42:21","slug":"simsinos-verifier-une-cascade-a-gains-arrondis-separement-avec-laide-complete","status":"publish","type":"post","link":"https:\/\/alarab.com.sa\/en\/simsinos-verifier-une-cascade-a-gains-arrondis-separement-avec-laide-complete\/","title":{"rendered":"Simsinos : v\u00e9rifier une cascade \u00e0 gains arrondis s\u00e9par\u00e9ment avec l\u2019aide compl\u00e8te"},"content":{"rendered":"<p>Une cascade peut donner un r\u00e9sultat difficile \u00e0 contr\u00f4ler lorsque chaque gain partiel est arrondi avant d\u2019\u00eatre additionn\u00e9. Pour \u00e9viter une conclusion trop rapide, il faut comparer l\u2019exemple hypoth\u00e9tique avec les r\u00e8gles g\u00e9n\u00e9rales, le jeu concern\u00e9 et la fa\u00e7on dont le solde est affich\u00e9. Sur <a href=\"https:\/\/simsinos.eu.com\/\" target=\"_blank\" rel=\"noopener\">simsinos casino<\/a>, cette v\u00e9rification doit aussi tenir compte du mode d\u00e9mo, des bonus actifs et des limites de retrait.<\/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>Comprendre une cascade avant de consulter l\u2019aide Simsinos<\/h2>\n<p>Dans un jeu \u00e0 cascades, une combinaison gagnante dispara\u00eet et de nouveaux symboles prennent sa place. Plusieurs gains peuvent donc se produire pendant le m\u00eame tour. Le point sensible n\u2019est pas seulement le total final : il faut savoir si la plateforme additionne les montants exacts, arrondit chaque composant ou arrondit uniquement le r\u00e9sultat global. Le dossier public ne confirme pas une r\u00e8gle universelle d\u2019arrondi pour toutes les machines.<\/p>\n<h3>Construire un exemple hypoth\u00e9tique propre<\/h3>\n<p>Prenons un tour fictif avec trois gains affich\u00e9s de 1,234 \u20ac, 0,876 \u20ac et 2,445 \u20ac. Si chaque composant est arrondi \u00e0 deux d\u00e9cimales, on obtient 1,23 \u20ac + 0,88 \u20ac + 2,45 \u20ac, soit 4,56 \u20ac. Le calcul exact donne 4,555 \u20ac, qui peut ensuite \u00eatre affich\u00e9 \u00e0 4,56 \u20ac. Ici, les deux m\u00e9thodes aboutissent au m\u00eame affichage, mais ce n\u2019est pas garanti avec d\u2019autres valeurs.<\/p>\n<h3>Diff\u00e9rencier affichage, calcul et solde<\/h3>\n<p>Un montant visible \u00e0 l\u2019\u00e9cran peut \u00eatre arrondi pour la lisibilit\u00e9 alors que le moteur conserve davantage de d\u00e9cimales. Il faut donc comparer le gain annonc\u00e9, la variation du solde et l\u2019historique du tour. Une capture seule ne suffit pas toujours. Notez la mise, le multiplicateur, chaque cascade et le solde avant et apr\u00e8s le tour, sans modifier les chiffres.<\/p>\n<h2>Comparer le sc\u00e9nario aux r\u00e8gles publi\u00e9es par Simsinos<\/h2>\n<p>L\u2019aide et les conditions peuvent expliquer les bonus, les jeux admissibles et les paiements, mais elles ne r\u00e9pondent pas forc\u00e9ment \u00e0 chaque question technique d\u2019un jeu. Le casino annonce plus de 6 000 jeux et 32 enregistrements de fournisseurs dans une configuration publique ; une r\u00e8gle observ\u00e9e sur un titre ne doit donc pas \u00eatre \u00e9tendue \u00e0 tout le catalogue.<\/p>\n<h3>V\u00e9rifier le titre, le fournisseur et le mode de jeu<\/h3>\n<p>Commencez par relever le nom exact du jeu et son fournisseur. Le lobby fran\u00e7ais comprend des machines \u00e0 sous, des jeux en direct, des jeux t\u00e9l\u00e9vis\u00e9s et des cat\u00e9gories Originals. Certains titres visiteurs affichent \u00ab Play for fun \u00bb, ce qui confirme un mode d\u00e9mo au cas par cas. Une anomalie en d\u00e9mo ne prouve pas automatiquement une erreur en argent r\u00e9el.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment \u00e0 relever<\/th>\n<th>Exemple v\u00e9rifiable<\/th>\n<th>Pourquoi il compte<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Nombre de jeux annonc\u00e9<\/td>\n<td>Plus de 6 000<\/td>\n<td>Les r\u00e8gles peuvent varier selon le titre<\/td>\n<\/tr>\n<tr>\n<td>Fournisseurs visibles dans la configuration<\/td>\n<td>32 enregistrements<\/td>\n<td>Le moteur de jeu peut diff\u00e9rer<\/td>\n<\/tr>\n<tr>\n<td>RTP affich\u00e9 le plus \u00e9lev\u00e9 dans l\u2019exemple<\/td>\n<td>99,29 %<\/td>\n<td>Le RTP ne d\u00e9crit pas l\u2019arrondi d\u2019un tour<\/td>\n<\/tr>\n<tr>\n<td>RTP affich\u00e9 le plus bas dans l\u2019exemple<\/td>\n<td>96,6 %<\/td>\n<td>Il s\u2019agit d\u2019une donn\u00e9e th\u00e9orique, pas d\u2019un gain garanti<\/td>\n<\/tr>\n<tr>\n<td>Bonus maximal standard<\/td>\n<td>500 \u20ac sur deux d\u00e9p\u00f4ts<\/td>\n<td>Un bonus actif peut modifier le solde disponible<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Si le tour utilise un bonus, v\u00e9rifiez aussi les conditions de mise. Les bonus standards sont annonc\u00e9s sans exigence de mise, tandis que le bonus crypto demande 40 fois le bonus. Les r\u00e8gles g\u00e9n\u00e9rales limitent normalement la mise \u00e0 5 \u20ac par tour ou par spin, sauf indication contraire de la campagne.<\/p>\n<h2>Contr\u00f4ler le r\u00e9sultat et signaler une diff\u00e9rence<\/h2>\n<p>Une comparaison utile doit rester reproductible. Rejouez uniquement si cela ne risque pas d\u2019effacer l\u2019historique, puis exportez ou photographiez les informations disponibles. Les m\u00e9thodes de paiement Simsinos ne corrigent pas un calcul de jeu : elles interviennent seulement au d\u00e9p\u00f4t ou au retrait. La priorit\u00e9 est donc de conserver la preuve technique du tour.<\/p>\n<h3>Suivre une proc\u00e9dure simple et compl\u00e8te<\/h3>\n<p>Utilisez cette s\u00e9quence pour \u00e9viter les oublis :<\/p>\n<ol>\n<li>Relevez l\u2019heure, le jeu, le fournisseur, la mise et le solde initial.<\/li>\n<li>Calculez s\u00e9par\u00e9ment chaque gain, puis le total exact et le total arrondi.<\/li>\n<li>Comparez ces montants avec le solde final et l\u2019historique du compte.<\/li>\n<li>V\u00e9rifiez si un bonus, une fonction d\u2019achat ou un mode d\u00e9mo \u00e9tait actif.<\/li>\n<li>Envoyez au LiveChat ou \u00e0 support@simsinos.com les captures et le calcul d\u00e9taill\u00e9.<\/li>\n<\/ol>\n<table>\n<thead>\n<tr>\n<th>Point de contr\u00f4le<\/th>\n<th>R\u00e8gle publi\u00e9e utile<\/th>\n<th>Limite \u00e0 garder en t\u00eate<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Retrait g\u00e9n\u00e9ral<\/td>\n<td>Minimum indiqu\u00e9 de 20 \u20ac<\/td>\n<td>Le moyen choisi peut avoir sa propre limite<\/td>\n<\/tr>\n<tr>\n<td>Plafond mensuel<\/td>\n<td>50 000 \u20ac<\/td>\n<td>Des paiements fractionn\u00e9s peuvent \u00eatre utilis\u00e9s<\/td>\n<\/tr>\n<tr>\n<td>V\u00e9rification d\u2019identit\u00e9<\/td>\n<td>Demandable \u00e0 tout moment<\/td>\n<td>Le retrait peut \u00eatre suspendu pendant le contr\u00f4le<\/td>\n<\/tr>\n<tr>\n<td>Inactivit\u00e9<\/td>\n<td>Compte dormant apr\u00e8s 6 mois<\/td>\n<td>Des frais mensuels de 5 \u20ac peuvent ensuite s\u2019appliquer<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Si la r\u00e9ponse reste vague, demandez pr\u00e9cis\u00e9ment quelle valeur a \u00e9t\u00e9 conserv\u00e9e avant l\u2019arrondi, quelle valeur a \u00e9t\u00e9 cr\u00e9dit\u00e9e et quelle r\u00e8gle du jeu s\u2019applique. Cette formulation aide aussi lorsque vous consultez Simsinos roulette ou un autre produit, car chaque interface peut pr\u00e9senter les montants diff\u00e9remment. Pour Simsinos Android, la voie v\u00e9rifi\u00e9e reste le site accessible dans le navigateur : aucune application native publi\u00e9e sur les boutiques n\u2019est confirm\u00e9e dans les informations disponibles.<\/p>\n<h2>Conclusion : v\u00e9rifier avant de conclure \u00e0 une erreur<\/h2>\n<p>Une cascade \u00e0 composants arrondis ne peut pas \u00eatre valid\u00e9e avec le seul total affich\u00e9. Calculez les deux m\u00e9thodes, contr\u00f4lez le jeu et le bonus, puis comparez le r\u00e9sultat au solde et \u00e0 l\u2019historique. Si l\u2019\u00e9cart persiste, transmettez une preuve compl\u00e8te au support. Cette d\u00e9marche transforme un doute technique en demande claire, sans confondre affichage arrondi et erreur de paiement.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Une cascade peut donner un r\u00e9sultat difficile \u00e0 contr\u00f4ler lorsque chaque gain partiel est arrondi avant d\u2019\u00eatre additionn\u00e9. Pour \u00e9viter une conclusion trop rapide, il faut comparer l\u2019exemple hypoth\u00e9tique avec les r\u00e8gles g\u00e9n\u00e9rales, le jeu concern\u00e9 et la fa\u00e7on dont le solde est affich\u00e9. Sur simsinos casino, cette v\u00e9rification doit aussi tenir compte du mode [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"inline_featured_image":false,"footnotes":""},"categories":[1],"tags":[],"class_list":["post-5330","post","type-post","status-publish","format-standard","hentry","category-1"],"acf":[],"_links":{"self":[{"href":"https:\/\/alarab.com.sa\/en\/wp-json\/wp\/v2\/posts\/5330","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/alarab.com.sa\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/alarab.com.sa\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/alarab.com.sa\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/alarab.com.sa\/en\/wp-json\/wp\/v2\/comments?post=5330"}],"version-history":[{"count":1,"href":"https:\/\/alarab.com.sa\/en\/wp-json\/wp\/v2\/posts\/5330\/revisions"}],"predecessor-version":[{"id":5331,"href":"https:\/\/alarab.com.sa\/en\/wp-json\/wp\/v2\/posts\/5330\/revisions\/5331"}],"wp:attachment":[{"href":"https:\/\/alarab.com.sa\/en\/wp-json\/wp\/v2\/media?parent=5330"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/alarab.com.sa\/en\/wp-json\/wp\/v2\/categories?post=5330"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/alarab.com.sa\/en\/wp-json\/wp\/v2\/tags?post=5330"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}