{"id":20117,"date":"2026-10-12T15:53:43","date_gmt":"2026-10-12T15:53:43","guid":{"rendered":"https:\/\/gasmester.com\/index.php\/2026\/10\/12\/stake-comprendre-les-combinaisons-possibles-et-les-gains-garantis-affiches\/"},"modified":"2026-10-12T15:53:43","modified_gmt":"2026-10-12T15:53:43","slug":"stake-comprendre-les-combinaisons-possibles-et-les-gains-garantis-affiches","status":"publish","type":"post","link":"https:\/\/gasmester.com\/index.php\/2026\/10\/12\/stake-comprendre-les-combinaisons-possibles-et-les-gains-garantis-affiches\/","title":{"rendered":"Stake : comprendre les combinaisons possibles et les gains garantis affich\u00e9s"},"content":{"rendered":"<p>Sur Stake, les affichages de gains peuvent sembler simples, mais ils ne promettent pas tous la m\u00eame chose. Une combinaison peut seulement ouvrir une possibilit\u00e9 de gain, tandis qu\u2019un montant annonc\u00e9 peut d\u00e9pendre d\u2019une condition pr\u00e9cise. Ce guide explique comment lire ces informations, distinguer un r\u00e9sultat possible d\u2019un gain garanti et utiliser les donn\u00e9es d\u2019un jeu sans confondre rendement th\u00e9orique et argent assur\u00e9. Pour comparer l\u2019exp\u00e9rience et les informations disponibles, <a href=\"https:\/\/delpappas.fr\/\">https:\/\/delpappas.fr\/<\/a> peut aussi servir de point de d\u00e9part.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"stake\" border=\"0\" \/><\/p>\n<h2>Lire les affichages de gains sur Stake<\/h2>\n<p>Les interfaces de Stake indiquent souvent le multiplicateur, le montant de la mise et le gain potentiel. Le mot \u00ab potentiel \u00bb est essentiel : il d\u00e9crit ce qui peut arriver si la combinaison ou la fonctionnalit\u00e9 requise se produit. Il ne transforme pas une chance en r\u00e9sultat certain. Les r\u00e8gles compl\u00e8tes apparaissent normalement dans la fiche du jeu, avec le rendement th\u00e9orique, les limites et les fonctions sp\u00e9ciales.<\/p>\n<h3>Combinaisons possibles et multiplicateurs<\/h3>\n<p>Dans une machine \u00e0 sous, plusieurs symboles peuvent former une combinaison gagnante. Dans un jeu comme Plinko, le r\u00e9sultat d\u00e9pend de la case atteinte. Le multiplicateur affich\u00e9 indique alors combien la mise pourrait \u00eatre multipli\u00e9e. Un maximum de 10 000\u00d7 dans Plinko est une limite annonc\u00e9e, pas un gain que chaque partie doit atteindre.<\/p>\n<p>Les jeux de Stake Originals, comme Dice, Mines, Crash, Keno ou Limbo, utilisent aussi des r\u00e9sultats variables. Certains affichent un r\u00e9sultat v\u00e9rifiable gr\u00e2ce \u00e0 un syst\u00e8me qui combine une donn\u00e9e hach\u00e9e de l\u2019op\u00e9rateur et une entr\u00e9e du joueur. Cette v\u00e9rification aide \u00e0 contr\u00f4ler le r\u00e9sultat apr\u00e8s coup, mais elle ne garantit pas une combinaison gagnante.<\/p>\n<h3>Pourquoi un gain possible n\u2019est jamais assur\u00e9<\/h3>\n<p>Le rendement th\u00e9orique, ou RTP, repr\u00e9sente une moyenne calcul\u00e9e sur un grand nombre de parties. Plinko affiche un RTP de 99 %, soit un avantage math\u00e9matique de 1 % pour la maison. Cette donn\u00e9e ne pr\u00e9dit pas la prochaine partie : une courte session peut produire un gain, une perte ou une s\u00e9rie de r\u00e9sultats identiques.<\/p>\n<ul>\n<li>Un multiplicateur indique un montant potentiel, pas un paiement automatique.<\/li>\n<li>Un RTP est une moyenne th\u00e9orique, pas une promesse individuelle.<\/li>\n<li>La volatilit\u00e9 d\u00e9crit la fr\u00e9quence et la taille possibles des gains.<\/li>\n<li>Une fonctionnalit\u00e9 bonus reste soumise aux conditions propres au jeu.<\/li>\n<\/ul>\n<h2>V\u00e9rifier les conditions avant de jouer<\/h2>\n<p>La meilleure m\u00e9thode consiste \u00e0 ouvrir la fiche du jeu avant de miser. Stake y pr\u00e9sente notamment les statistiques, la description, les d\u00e9fis, le RTP et les \u00e9tiquettes de fonctionnalit\u00e9s. Cette \u00e9tape permet de savoir si une combinaison exige des symboles particuliers, une mise minimale ou un d\u00e9clenchement al\u00e9atoire.<\/p>\n<h3>Comparer RTP, mise et gain maximal<\/h3>\n<p>Les chiffres doivent \u00eatre lus ensemble. Gates of Olympus 1000 affiche un RTP de 96,50 %, une volatilit\u00e9 \u00e9lev\u00e9e et un gain maximal de 15 000\u00d7. Sa mise publi\u00e9e va de 0,20 \u00e0 125 unit\u00e9s mon\u00e9taires du jeu. Le gain maximal est donc une borne du jeu, non un niveau normal ou garanti.<\/p>\n<table>\n<thead>\n<tr>\n<th>Jeu ou fonctionnalit\u00e9<\/th>\n<th>Donn\u00e9e affich\u00e9e<\/th>\n<th>Ce que cela signifie<\/th>\n<th>Point \u00e0 v\u00e9rifier<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Plinko<\/td>\n<td>RTP de 99 %<\/td>\n<td>Avantage th\u00e9orique de 1 % pour la maison<\/td>\n<td>Risque choisi : facile \u00e0 expert<\/td>\n<\/tr>\n<tr>\n<td>Plinko<\/td>\n<td>8 \u00e0 16 rang\u00e9es<\/td>\n<td>Le parcours change selon la configuration<\/td>\n<td>R\u00e9glage avant la mise<\/td>\n<\/tr>\n<tr>\n<td>Plinko<\/td>\n<td>Multiplicateur maximal de 10 000\u00d7<\/td>\n<td>Gain sup\u00e9rieur possible dans une issue pr\u00e9cise<\/td>\n<td>La probabilit\u00e9 r\u00e9elle du r\u00e9sultat<\/td>\n<\/tr>\n<tr>\n<td>Gates of Olympus 1000<\/td>\n<td>RTP de 96,50 %<\/td>\n<td>Moyenne th\u00e9orique \u00e0 long terme<\/td>\n<td>Volatilit\u00e9 \u00e9lev\u00e9e<\/td>\n<\/tr>\n<tr>\n<td>Gates of Olympus 1000<\/td>\n<td>Bonus Buy \u00e0 100\u00d7 la mise<\/td>\n<td>Acc\u00e8s payant \u00e0 une fonction particuli\u00e8re<\/td>\n<td>Conditions et co\u00fbt avant confirmation<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Les affichages de Stake ne doivent pas \u00eatre confondus avec les offres promotionnelles. Un bonus peut imposer un retraitement de mise, parfois calcul\u00e9 sur le d\u00e9p\u00f4t et le bonus. La progression et les restrictions doivent \u00eatre consult\u00e9es avant d\u2019utiliser une r\u00e9compense.<\/p>\n<h2>\u00c9viter les confusions entre r\u00e9compense et garantie<\/h2>\n<p>Les promotions, le programme VIP et le rakeback peuvent apporter des r\u00e9compenses selon des conditions mesurables. Ils ne garantissent toutefois pas un b\u00e9n\u00e9fice global. Le rakeback casino correspond \u00e0 3,5 % de l\u2019avantage de la maison, et non \u00e0 3,5 % de chaque mise. Il peut donc r\u00e9duire une perte th\u00e9orique, sans l\u2019annuler.<\/p>\n<h3>Contr\u00f4ler les r\u00e8gles d\u2019une offre<\/h3>\n<p>Chaque campagne peut fixer une mise minimale, une p\u00e9riode, un jeu admissible ou une limite de paiement. Une offre annonc\u00e9e \u00e0 20 000 dollars, par exemple, peut \u00eatre partag\u00e9e entre les qualifi\u00e9s et vers\u00e9e apr\u00e8s v\u00e9rification. Le chiffre pr\u00e9sent\u00e9 ne signifie pas que chaque participant recevra cette somme.<\/p>\n<ol>\n<li>Lire la p\u00e9riode et la date limite de r\u00e9clamation.<\/li>\n<li>V\u00e9rifier le jeu, le march\u00e9 et la mise minimale concern\u00e9s.<\/li>\n<li>Regarder si les mises annul\u00e9es ou encaiss\u00e9es sont exclues.<\/li>\n<li>Contr\u00f4ler le d\u00e9lai de paiement et les \u00e9ventuelles v\u00e9rifications.<\/li>\n<\/ol>\n<p>Ces pr\u00e9cautions sont plus utiles qu\u2019une recherche de Stake avantages isol\u00e9s. Elles permettent aussi de distinguer une r\u00e9compense conditionnelle d\u2019un paiement d\u00fb imm\u00e9diatement. Les m\u00eames r\u00e9flexes s\u2019appliquent aux informations sur les Stake methodes de paiement : la disponibilit\u00e9 et les d\u00e9lais d\u00e9pendent du pays, de la devise et du moyen choisi.<\/p>\n<h2>Conclusion<\/h2>\n<p>Un affichage de gain sur Stake doit \u00eatre lu comme une information de sc\u00e9nario, sauf si les r\u00e8gles indiquent clairement qu\u2019une r\u00e9compense est d\u00e9j\u00e0 acquise. Les combinaisons, multiplicateurs et jackpots d\u00e9crivent des possibilit\u00e9s soumises au hasard ou \u00e0 des conditions. V\u00e9rifiez toujours le RTP, la volatilit\u00e9, la mise, les exclusions et le d\u00e9lai de paiement. Les personnes situ\u00e9es en France doivent aussi savoir que la plateforme indique interdire son utilisation depuis la France.<\/p>\n<h2>Foire aux questions<\/h2>\n<p>Ces r\u00e9ponses r\u00e9sument les points \u00e0 v\u00e9rifier avant d\u2019interpr\u00e9ter un gain affich\u00e9 ou une r\u00e9compense.<\/p>\n<h3>Un multiplicateur \u00e9lev\u00e9 garantit-il un gain sur Stake ?<\/h3>\n<p>Non. Un multiplicateur \u00e9lev\u00e9 indique seulement qu\u2019un r\u00e9sultat pr\u00e9cis peut produire un gain important. Il ne garantit ni la fr\u00e9quence de ce r\u00e9sultat ni son apparition pendant votre session. Consultez la fiche du jeu et consid\u00e9rez la mise comme expos\u00e9e \u00e0 un risque de perte.<\/p>\n<h3>Le RTP permet-il de pr\u00e9voir la prochaine partie ?<\/h3>\n<p>Non. Le RTP est une moyenne th\u00e9orique calcul\u00e9e sur un grand nombre de parties. Il ne pr\u00e9voit pas l\u2019issue d\u2019un tour pr\u00e9cis. Un jeu affichant 99 % de RTP peut produire plusieurs pertes cons\u00e9cutives, comme un jeu au RTP inf\u00e9rieur peut conna\u00eetre un gain imm\u00e9diat.<\/p>\n<h3>Que faire si une information de Stake semble bloqu\u00e9e ?<\/h3>\n<p>V\u00e9rifiez d\u2019abord la connexion, la devise s\u00e9lectionn\u00e9e et les r\u00e8gles de l\u2019offre. Si une r\u00e9compense ou un retrait reste en attente, consultez l\u2019aide officielle et contactez le support. Une recherche comme \u00ab Stake connexion impossible \u00bb ne remplace pas la v\u00e9rification du statut du compte ou des exigences d\u2019identit\u00e9.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Sur Stake, les affichages de gains peuvent sembler simples, mais ils ne promettent pas tous la m\u00eame chose. Une combinaison peut seulement ouvrir une possibilit\u00e9 de gain, tandis qu\u2019un montant annonc\u00e9 peut d\u00e9pendre d\u2019une condition pr\u00e9cise. Ce guide explique comment lire ces informations, distinguer un r\u00e9sultat possible d\u2019un gain garanti et utiliser les donn\u00e9es d\u2019un [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-20117","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v24.7 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Stake : comprendre les combinaisons possibles et les gains garantis affich\u00e9s - Gasmester.com - Tommy Nielsen<\/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:\/\/gasmester.com\/index.php\/2026\/10\/12\/stake-comprendre-les-combinaisons-possibles-et-les-gains-garantis-affiches\/\" \/>\n<meta property=\"og:locale\" content=\"da_DK\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Stake : comprendre les combinaisons possibles et les gains garantis affich\u00e9s - Gasmester.com - Tommy Nielsen\" \/>\n<meta property=\"og:description\" content=\"Sur Stake, les affichages de gains peuvent sembler simples, mais ils ne promettent pas tous la m\u00eame chose. 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