{"id":11749,"date":"2026-10-19T17:02:09","date_gmt":"2026-10-19T15:02:09","guid":{"rendered":"https:\/\/imperatotal.com\/?p=11749"},"modified":"2026-10-19T17:02:09","modified_gmt":"2026-10-19T15:02:09","slug":"simsinos-verifier-les-entrees-de-table-de-paiement-avant-dadditionner-deux-gains-affiches","status":"publish","type":"post","link":"https:\/\/imperatotal.com\/index.php\/2026\/10\/19\/simsinos-verifier-les-entrees-de-table-de-paiement-avant-dadditionner-deux-gains-affiches\/","title":{"rendered":"Simsinos : v\u00e9rifier les entr\u00e9es de table de paiement avant d\u2019additionner deux gains affich\u00e9s"},"content":{"rendered":"<p>Sur Simsinos, deux lignes de gains peuvent sembler s\u2019additionner naturellement, alors qu\u2019elles reposent parfois sur des conditions diff\u00e9rentes. Le nombre maximal de symboles, la combinaison gagnante et la r\u00e8gle de paiement doivent \u00eatre lus ensemble. Cette <a href=\"https:\/\/simsinos-casino.eu.com\/\">simsinos bonus<\/a> peut aussi modifier le contexte du calcul, car le solde utilis\u00e9 et les r\u00e8gles de mise influencent le r\u00e9sultat final. Voici une m\u00e9thode simple pour \u00e9viter les totaux trop optimistes.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" src=\"data:image\/webp;base64,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\" alt=\"simsinos\" border=\"0\" \/><\/p>\n<h2>Lire une table de paiement Simsinos sans confondre les lignes<\/h2>\n<p>Une table de paiement d\u00e9crit g\u00e9n\u00e9ralement le gain associ\u00e9 \u00e0 un symbole, \u00e0 une combinaison ou \u00e0 une longueur de r\u00e9sultat. Elle ne garantit pas que toutes les lignes visibles se d\u00e9clenchent en m\u00eame temps. Avant d\u2019additionner deux montants, il faut donc savoir si les entr\u00e9es concernent la m\u00eame s\u00e9quence, des rouleaux distincts ou des conditions mutuellement exclusives.<\/p>\n<h3>Le nombre maximal de symboles fixe la limite du gain<\/h3>\n<p>Une entr\u00e9e peut indiquer un paiement pour trois, quatre ou cinq symboles, puis s\u2019arr\u00eater \u00e0 cinq. Si le jeu affiche davantage de symboles sur une m\u00eame ligne, cela ne signifie pas automatiquement qu\u2019un sixi\u00e8me paiement doit \u00eatre ajout\u00e9. Le maximum indiqu\u00e9 dans la table constitue la borne de cette combinaison, sauf si les r\u00e8gles du jeu pr\u00e9voient explicitement un multiplicateur, une extension ou une fonction sp\u00e9ciale.<\/p>\n<p>Cette distinction est essentielle lorsque deux r\u00e9sultats sont proches. Par exemple, une ligne \u00e0 cinq symboles peut d\u00e9j\u00e0 repr\u00e9senter le paiement maximal pr\u00e9vu pour ce symbole. Une seconde ligne qui d\u00e9crit le m\u00eame symbole, mais avec une autre condition, ne doit pas \u00eatre cumul\u00e9e sans preuve claire. Le joueur doit comparer le sens exact des intitul\u00e9s, et non seulement les montants affich\u00e9s.<\/p>\n<h3>Symbole, ligne gagnante et fonction sp\u00e9ciale ne d\u00e9signent pas la m\u00eame chose<\/h3>\n<p>Un paiement peut d\u00e9pendre d\u2019une ligne classique, d\u2019un nombre de symboles pr\u00e9sents ou d\u2019une fonction comme un bonus, un multiplicateur ou un achat de fonctionnalit\u00e9. Ces m\u00e9canismes peuvent se combiner, mais ils ne se confondent pas. Les jeux pr\u00e9sents sur la plateforme comprennent des machines \u00e0 sous, des titres en direct et des productions originales. Chaque titre peut donc appliquer sa propre logique.<\/p>\n<p>La mention \u00ab Play for fun \u00bb, visible sur de nombreuses cartes de machines \u00e0 sous en mode visiteur, permet parfois d\u2019examiner le fonctionnement d\u2019un titre avant de miser. Elle ne remplace toutefois pas les r\u00e8gles d\u00e9taill\u00e9es du jeu. Il faut v\u00e9rifier si le paiement est accord\u00e9 par ligne, par rouleau, par groupe de symboles ou par une autre condition. Une lecture rapide de la table peut donner un total sup\u00e9rieur \u00e0 celui r\u00e9ellement pr\u00e9vu.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment \u00e0 contr\u00f4ler<\/th>\n<th>Valeur ou r\u00e8gle v\u00e9rifi\u00e9e<\/th>\n<th>Cons\u00e9quence pratique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Catalogue annonc\u00e9<\/td>\n<td>Plus de 6 000 jeux<\/td>\n<td>Les r\u00e8gles peuvent varier fortement d\u2019un titre \u00e0 l\u2019autre.<\/td>\n<\/tr>\n<tr>\n<td>Filtres du casino<\/td>\n<td>8 cat\u00e9gories visibles<\/td>\n<td>Un jeu peut \u00eatre class\u00e9 comme machine \u00e0 sous, original ou achat de bonus.<\/td>\n<\/tr>\n<tr>\n<td>Fournisseurs publi\u00e9s<\/td>\n<td>32 enregistrements visibles dans la configuration publique<\/td>\n<td>Le fournisseur aide \u00e0 retrouver les r\u00e8gles, sans garantir un calcul identique entre jeux.<\/td>\n<\/tr>\n<tr>\n<td>Exemple de RTP affich\u00e9<\/td>\n<td>96,6 % \u00e0 99,29 % dans le panneau observ\u00e9<\/td>\n<td>Le RTP ne donne pas le paiement d\u2019une combinaison pr\u00e9cise.<\/td>\n<\/tr>\n<tr>\n<td>Achat de fonctionnalit\u00e9<\/td>\n<td>Le prix complet compte comme mise<\/td>\n<td>Un achat \u00e0 80 fois la mise de base peut d\u00e9passer la limite de mise de 5 \u20ac d\u2019un bonus.<\/td>\n<\/tr>\n<tr>\n<td>Contribution des machines \u00e0 sous<\/td>\n<td>100 % dans les r\u00e8gles g\u00e9n\u00e9rales, sauf exclusions<\/td>\n<td>La contribution au wagering ne change pas la table de paiement du jeu.<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Comparer les gains affich\u00e9s avec les r\u00e8gles de compte Simsinos<\/h2>\n<p>Une fois la table comprise, il faut encore distinguer le gain th\u00e9orique du montant r\u00e9ellement disponible. Sur Simsinos, les conditions de bonus, le solde utilis\u00e9 et la v\u00e9rification du compte peuvent modifier la possibilit\u00e9 de retirer des fonds. Cette \u00e9tape \u00e9vite de traiter un chiffre affich\u00e9 comme un retrait imm\u00e9diatement garanti.<\/p>\n<h3>V\u00e9rifier la mise, le bonus et le solde avant de calculer<\/h3>\n<p>Les r\u00e8gles g\u00e9n\u00e9rales indiquent que le solde en argent r\u00e9el est utilis\u00e9 en premier. Le solde bonus commence seulement lorsque le solde r\u00e9el est \u00e9puis\u00e9. Les gains issus de mises mixtes sont vers\u00e9s au solde bonus. Le joueur doit donc savoir avec quel solde la combinaison a \u00e9t\u00e9 jou\u00e9e avant d\u2019\u00e9valuer son r\u00e9sultat.<\/p>\n<p>Les bonus actifs comportent aussi des restrictions. La mise maximale par pari ou par tour est normalement de 5 \u20ac, sauf condition diff\u00e9rente de la campagne. Les jeux de table, le casino en direct, les paris sportifs, les jeux crash, le vid\u00e9o poker et les jackpots sont interdits avec un bonus actif selon les r\u00e8gles g\u00e9n\u00e9rales. Une table de paiement correcte ne suffit donc pas si le jeu ou la mise ne respecte pas l\u2019offre.<\/p>\n<p>Le programme d\u2019accueil standard pr\u00e9voit deux bonus de 100 % pouvant atteindre 250 \u20ac chacun, avec 110 puis 140 tours gratuits. Ces bonus en esp\u00e8ces sont annonc\u00e9s sans exigence de mise, mais les tours gratuits ont leurs propres jeux, d\u00e9lais et plafond de retrait. Il faut s\u00e9parer le paiement d\u2019un tour gratuit du paiement obtenu avec le bonus en esp\u00e8ces.<\/p>\n<ul>\n<li>Relever le symbole exact et le nombre maximal indiqu\u00e9 dans la table.<\/li>\n<li>Identifier si le gain vient d\u2019une ligne, d\u2019un groupe, d\u2019un bonus ou d\u2019un multiplicateur.<\/li>\n<li>V\u00e9rifier le solde utilis\u00e9 et la mise appliqu\u00e9e au tour.<\/li>\n<li>Contr\u00f4ler les restrictions de l\u2019offre active avant d\u2019additionner les montants.<\/li>\n<li>Conserver une capture de la table et des conditions si le r\u00e9sultat para\u00eet incoh\u00e9rent.<\/li>\n<\/ul>\n<p>Cette approche rel\u00e8ve de l\u2019analyse Simsinos plut\u00f4t que d\u2019un simple calcul mental. Elle permet aussi de comparer correctement les jeux entre eux. Un RTP de 99,29 % affich\u00e9 pour une table de blackjack ne se compare pas directement au paiement maximal d\u2019une machine \u00e0 sous. Le premier est un indicateur th\u00e9orique de retour, tandis que le second concerne une combinaison particuli\u00e8re.<\/p>\n<p>Les informations de compte demandent la m\u00eame prudence. L\u2019inscription commence avec une adresse \u00e9lectronique et un mot de passe, mais les conditions exigent aussi le nom complet, la date de naissance et l\u2019adresse r\u00e9sidentielle. Simsinos peut demander une pi\u00e8ce d\u2019identit\u00e9, un justificatif de domicile ou des informations sur l\u2019origine des fonds. Une v\u00e9rification en attente peut retarder un retrait, m\u00eame si le gain appara\u00eet bien dans l\u2019historique.<\/p>\n<p>Le choix des moyens de paiement Simsinos doit enfin \u00eatre contr\u00f4l\u00e9 dans la caisse connect\u00e9e. La configuration publique en euros affiche notamment les cartes, Cashlib, MiFinity, les virements, Google Pay, Apple Pay, Revolut, Skrill, Neteller et la cryptomonnaie. Ces limites publiques ne remplacent pas un relev\u00e9 de caisse personnalis\u00e9. Le retrait minimum g\u00e9n\u00e9ral indiqu\u00e9 est de 20 \u20ac, tandis que le plafond mensuel annonc\u00e9 atteint 50 000 \u20ac, avec de possibles exceptions pour les niveaux VIP.<\/p>\n<h2>Conclusion : additionner seulement apr\u00e8s avoir identifi\u00e9 la r\u00e8gle commune<\/h2>\n<p>Une table de paiement ne doit pas \u00eatre lue comme une liste de montants \u00e0 cumuler automatiquement. Commencez par le nombre maximal de symboles, puis v\u00e9rifiez la combinaison, le type de gain et la pr\u00e9sence \u00e9ventuelle d\u2019une fonction sp\u00e9ciale. Comparez ensuite ces \u00e9l\u00e9ments avec la mise, le solde et les conditions du bonus. Cette m\u00e9thode donne une estimation plus r\u00e9aliste et r\u00e9duit les erreurs au moment d\u2019interpr\u00e9ter un r\u00e9sultat ou de pr\u00e9parer un retrait.<\/p>\n<h2>Questions fr\u00e9quemment pos\u00e9es<\/h2>\n<p>Ces r\u00e9ponses r\u00e9sument les contr\u00f4les les plus utiles lorsque deux paiements semblent correspondre au m\u00eame r\u00e9sultat.<\/p>\n<h3>Deux lignes de paiement peuvent-elles toujours \u00eatre additionn\u00e9es ?<\/h3>\n<p>Non. Elles peuvent d\u00e9crire des conditions diff\u00e9rentes ou le m\u00eame r\u00e9sultat sous deux pr\u00e9sentations. Il faut v\u00e9rifier la structure du jeu, le nombre maximal de symboles et les r\u00e8gles de combinaison. Sans indication claire du titre, il vaut mieux retenir le paiement applicable \u00e0 la combinaison reconnue plut\u00f4t qu\u2019un total cumul\u00e9.<\/p>\n<h3>Le RTP permet-il de conna\u00eetre le gain d\u2019une combinaison ?<\/h3>\n<p>Non. Le RTP est une estimation th\u00e9orique du retour sur une longue p\u00e9riode, pas le montant d\u2019un r\u00e9sultat pr\u00e9cis. Une machine peut afficher un RTP \u00e9lev\u00e9 tout en proposant des paiements tr\u00e8s variables. La table du jeu reste la r\u00e9f\u00e9rence pour calculer une combinaison donn\u00e9e.<\/p>\n<h3>Une v\u00e9rification Simsinos peut-elle influencer le retrait ?<\/h3>\n<p>Oui. Simsinos peut demander une pi\u00e8ce d\u2019identit\u00e9, un justificatif d\u2019adresse, des relev\u00e9s bancaires ou des informations sur l\u2019origine des fonds. Les transactions peuvent rester limit\u00e9es pendant le contr\u00f4le. Utiliser un moyen de paiement au nom du titulaire et r\u00e9pondre rapidement aux demandes r\u00e9duit les blocages \u00e9vitables.<\/p>\n<h3>Quelle est la limite de retrait Simsinos annonc\u00e9e ?<\/h3>\n<p>Le plafond mensuel indiqu\u00e9 est de 50 000 \u20ac, avec de possibles limites sup\u00e9rieures pour certains profils VIP. Les m\u00e9thodes de paiement peuvent appliquer leurs propres seuils, et les paiements importants peuvent \u00eatre fractionn\u00e9s. La caisse connect\u00e9e reste donc la meilleure source pour conna\u00eetre la limite applicable au compte.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Sur Simsinos, deux lignes de gains peuvent sembler s\u2019additionner naturellement, alors qu\u2019elles reposent parfois sur des conditions diff\u00e9rentes. Le nombre<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-11749","post","type-post","status-publish","format-standard","hentry","category-sin-categoria"],"_links":{"self":[{"href":"https:\/\/imperatotal.com\/index.php\/wp-json\/wp\/v2\/posts\/11749","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/imperatotal.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/imperatotal.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/imperatotal.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/imperatotal.com\/index.php\/wp-json\/wp\/v2\/comments?post=11749"}],"version-history":[{"count":1,"href":"https:\/\/imperatotal.com\/index.php\/wp-json\/wp\/v2\/posts\/11749\/revisions"}],"predecessor-version":[{"id":11750,"href":"https:\/\/imperatotal.com\/index.php\/wp-json\/wp\/v2\/posts\/11749\/revisions\/11750"}],"wp:attachment":[{"href":"https:\/\/imperatotal.com\/index.php\/wp-json\/wp\/v2\/media?parent=11749"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/imperatotal.com\/index.php\/wp-json\/wp\/v2\/categories?post=11749"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/imperatotal.com\/index.php\/wp-json\/wp\/v2\/tags?post=11749"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}