{"id":258249,"date":"2026-01-19T06:31:58","date_gmt":"2026-01-19T06:31:58","guid":{"rendered":"https:\/\/cortinadz.com\/?p=258249"},"modified":"2026-09-24T22:09:24","modified_gmt":"2026-09-24T22:09:24","slug":"rtp-et-avantage-de-la-maison-chez-spinbara-comprendre-les-regles-des-jeux","status":"publish","type":"post","link":"https:\/\/cortinadz.com\/index.php\/2026\/01\/19\/rtp-et-avantage-de-la-maison-chez-spinbara-comprendre-les-regles-des-jeux\/","title":{"rendered":"RTP et avantage de la maison chez spinbara : comprendre les r\u00e8gles des jeux"},"content":{"rendered":"<p>Comment savoir si un jeu est r\u00e9ellement int\u00e9ressant chez spinbara ? Le RTP, ou taux de redistribution, donne une premi\u00e8re indication, tandis que l\u2019avantage de la maison mesure la part th\u00e9orique conserv\u00e9e par le casino. Pour avancer sans confondre promotion, hasard et rentabilit\u00e9, nous allons examiner les r\u00e8gles visibles, les contributions aux bonus et les informations qui restent \u00e0 v\u00e9rifier avant de jouer, avec <a href=\"https:\/\/adconfection.fr\/\">spinbara<\/a> plac\u00e9 dans ce contexte pr\u00e9cis.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"spinbara\" border=\"0\" \/><\/p>\n<h2>Que signifient vraiment le RTP et l\u2019avantage de la maison chez spinbara ?<\/h2>\n<p>Le RTP correspond au pourcentage th\u00e9orique revers\u00e9 aux joueurs sur un tr\u00e8s grand nombre de parties. Un jeu affichant 96 % de RTP poss\u00e8de donc un avantage de la maison th\u00e9orique de 4 %. Cette donn\u00e9e ne pr\u00e9dit pas le r\u00e9sultat d\u2019une session courte : une s\u00e9rie de gains ou de pertes peut s\u2019\u00e9carter fortement de la moyenne.<\/p>\n<h3>Le RTP est-il indiqu\u00e9 pour chaque jeu ?<\/h3>\n<p>Les informations disponibles sur la plateforme ne fournissent pas un tableau g\u00e9n\u00e9ral des RTP de tous les titres. Le lobby fran\u00e7ais affiche toutefois 13 482 jeux et 127 entr\u00e9es de fournisseurs. Cette ampleur rend la v\u00e9rification titre par titre essentielle : deux machines \u00e0 sous peuvent avoir des volatilit\u00e9s, des fr\u00e9quences de gains et des taux de redistribution diff\u00e9rents.<\/p>\n<p>Il faut ouvrir la fiche du jeu et consulter ses r\u00e8gles, son aide ou son menu d\u2019information lorsque le RTP y figure. La pr\u00e9sence d\u2019un bouton de d\u00e9monstration en fran\u00e7ais, disponible sur certains jeux, peut aider \u00e0 comprendre les fonctions, mais elle ne transforme pas les r\u00e9sultats en garantie et ne remplace pas la lecture des param\u00e8tres.<\/p>\n<h3>Comment relier RTP, variance et avantage de la maison ?<\/h3>\n<p>Le RTP s\u2019exprime sur la dur\u00e9e, alors que la variance d\u00e9crit la mani\u00e8re dont les gains arrivent. Un jeu \u00e0 variance \u00e9lev\u00e9e peut proposer des paiements rares mais importants ; un jeu \u00e0 variance plus faible peut distribuer des gains plus fr\u00e9quents et plus modestes. Dans les deux cas, l\u2019avantage th\u00e9orique reste distinct du r\u00e9sultat personnel.<\/p>\n<p>Les cat\u00e9gories disponibles donnent une id\u00e9e de la diversit\u00e9 : le catalogue compte 10 585 machines \u00e0 sous, 319 jeux de blackjack, 197 jeux de roulette et 49 jeux t\u00e9l\u00e9vis\u00e9s. Ces nombres ne sont pas des RTP et ne doivent pas \u00eatre additionn\u00e9s, car les rubriques se chevauchent.<\/p>\n<h2>Comment les r\u00e8gles de spinbara modifient-elles la lecture du rendement ?<\/h2>\n<p>Un joueur peut conna\u00eetre le RTP d\u2019un jeu et perdre de vue les conditions qui entourent son d\u00e9p\u00f4t. Chez spinbara, les r\u00e8gles de bonus influencent le montant r\u00e9ellement retirable, le rythme de jeu et le choix des cat\u00e9gories. Elles ne changent pas automatiquement le RTP math\u00e9matique du jeu, mais elles peuvent modifier l\u2019exp\u00e9rience financi\u00e8re de la session.<\/p>\n<h3>Quelle contribution aux conditions de mise faut-il regarder ?<\/h3>\n<p>Les r\u00e8gles publi\u00e9es distinguent les produits. Les machines \u00e0 sous, cartes \u00e0 gratter et jeux de keno contribuent \u00e0 100 % des exigences de mise, sauf exclusions pr\u00e9cises. Les jeux de table et de cartes contribuent \u00e0 0 %, tandis que le vid\u00e9o poker et le Plinko contribuent \u00e0 10 %. Crazy Time, Dream Catcher, Dream Catcher First Person et Monopoly sont indiqu\u00e9s \u00e0 50 %.<\/p>\n<p>Cette distinction est importante : un jeu peut sembler adapt\u00e9 \u00e0 une strat\u00e9gie de bonus, mais compter tr\u00e8s peu dans la progression. Les jackpots, le Slingo et le bingo ne sont pas autoris\u00e9s avec un bonus actif selon les r\u00e8gles g\u00e9n\u00e9rales. Il faut donc v\u00e9rifier la fiche de l\u2019offre avant de choisir une cat\u00e9gorie.<\/p>\n<p>Voici quelques rep\u00e8res publi\u00e9s qui permettent de s\u00e9parer les conditions de mise du rendement th\u00e9orique du jeu :<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>Valeur publi\u00e9e<\/th>\n<th>Ce que cela indique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Catalogue total<\/td>\n<td>13 482 jeux<\/td>\n<td>Le choix est large, mais le RTP doit \u00eatre v\u00e9rifi\u00e9 par titre<\/td>\n<\/tr>\n<tr>\n<td>Fournisseurs<\/td>\n<td>127 entr\u00e9es<\/td>\n<td>Les r\u00e8gles et param\u00e8tres peuvent varier selon le studio<\/td>\n<\/tr>\n<tr>\n<td>Machines \u00e0 sous<\/td>\n<td>10 585<\/td>\n<td>Contribution bonus g\u00e9n\u00e9ralement fix\u00e9e \u00e0 100 %<\/td>\n<\/tr>\n<tr>\n<td>Jeux de blackjack<\/td>\n<td>319<\/td>\n<td>Contribution bonus indiqu\u00e9e \u00e0 0 % pour les jeux de table et de cartes<\/td>\n<\/tr>\n<tr>\n<td>Roulette<\/td>\n<td>197<\/td>\n<td>La contribution ne doit pas \u00eatre d\u00e9duite du seul nom du jeu<\/td>\n<\/tr>\n<tr>\n<td>Vid\u00e9o poker et Plinko<\/td>\n<td>10 %<\/td>\n<td>Contribution r\u00e9duite aux exigences de mise<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h3>Quelles pr\u00e9cautions prendre avant de comparer deux offres ?<\/h3>\n<p>Le bonus de bienvenue casino annonc\u00e9 est de 100 % jusqu\u2019\u00e0 750 dollars canadiens, avec 200 tours gratuits, pour un d\u00e9p\u00f4t admissible minimum de 30 CAD. Les r\u00e8gles indiquent 35 fois le d\u00e9p\u00f4t plus le bonus, une dur\u00e9e de 10 jours et un retrait maximal \u00e9gal \u00e0 10 fois le bonus initial. Ces chiffres d\u00e9crivent une promotion, pas la qualit\u00e9 math\u00e9matique d\u2019un jeu.<\/p>\n<p>Le choix du moyen de paiement peut aussi avoir un effet pratique. Neteller et Skrill sont exclus des principales promotions examin\u00e9es ; cette restriction rend donc une recherche comme spinbara skrill particuli\u00e8rement pertinente avant tout d\u00e9p\u00f4t, sans supposer que ce moyen soit utilisable pour l\u2019offre vis\u00e9e.<\/p>\n<ul>\n<li>Rep\u00e9rer le RTP, la volatilit\u00e9 et les r\u00e8gles propres au jeu.<\/li>\n<li>V\u00e9rifier la contribution de la cat\u00e9gorie au bonus actif.<\/li>\n<li>Contr\u00f4ler la mise maximale, la dur\u00e9e et le plafond de retrait.<\/li>\n<li>Confirmer la devise affich\u00e9e, car la route fran\u00e7aise montre des mises en euros, alors que plusieurs promotions utilisent le CAD, le dollar ou l\u2019USDT.<\/li>\n<li>Lire les conditions de retrait avant de d\u00e9poser.<\/li>\n<\/ul>\n<p>Une spinbara analyse s\u00e9rieuse doit aussi distinguer les faits v\u00e9rifiables des impressions commerciales. La route fran\u00e7aise existe, mais la pr\u00e9sentation n\u2019est pas enti\u00e8rement harmonis\u00e9e avec la France : les prix des jeux sont visibles en euros, tandis que certaines conditions sont exprim\u00e9es en CAD ou en dollars. La question de la licence m\u00e9rite \u00e9galement de la prudence : les informations examin\u00e9es ne nomment pas clairement de pays, de r\u00e9gulateur ou de licence dans la clause r\u00e9glementaire. Une expression comme spinbara licence casino ne doit donc pas \u00eatre interpr\u00e9t\u00e9e comme une preuve \u00e0 elle seule.<\/p>\n<h2>Conclusion : quelle m\u00e9thode adopter avant de jouer ?<\/h2>\n<p>Le RTP reste le meilleur point de d\u00e9part pour comparer des jeux, mais il ne suffit pas. Il faut ensuite examiner la variance, l\u2019avantage th\u00e9orique de la maison, les contributions aux conditions de mise et les limites de retrait. Chez spinbara, l\u2019offre est vaste, avec plusieurs milliers de jeux, mais la taille du catalogue ne remplace pas une fiche de r\u00e8gles claire. Enfin, les \u00e9l\u00e9ments disponibles ne permettent pas de confirmer une pr\u00e9sence spinbara app store : mieux vaut utiliser uniquement un acc\u00e8s officiel et v\u00e9rifier les conditions affich\u00e9es avant toute inscription.<\/p>\n<h2>Questions fr\u00e9quemment pos\u00e9es<\/h2>\n<p>Voici les r\u00e9ponses pratiques aux principales questions sur le RTP, les bonus et la lecture des r\u00e8gles.<\/p>\n<h3>Un RTP \u00e9lev\u00e9 garantit-il un gain chez spinbara ?<\/h3>\n<p>Non. Le RTP est une moyenne th\u00e9orique calcul\u00e9e sur un tr\u00e8s grand nombre de parties. Une session courte peut produire un r\u00e9sultat tr\u00e8s diff\u00e9rent. La volatilit\u00e9, la taille des mises et la dur\u00e9e de jeu influencent l\u2019exp\u00e9rience r\u00e9elle, m\u00eame lorsque le taux de redistribution annonc\u00e9 est \u00e9lev\u00e9.<\/p>\n<h3>Le bonus augmente-t-il le RTP d\u2019un jeu ?<\/h3>\n<p>Non. Le bonus peut ajouter un solde ou des tours gratuits, mais il ne modifie pas n\u00e9cessairement le fonctionnement math\u00e9matique du jeu. En revanche, ses conditions de mise, ses limites de pari et son plafond de retrait d\u00e9terminent la fa\u00e7on dont les gains issus du bonus peuvent \u00eatre utilis\u00e9s.<\/p>\n<h3>Pourquoi v\u00e9rifier la contribution d\u2019un jeu ?<\/h3>\n<p>Une contribution faible ralentit la progression d\u2019une exigence de mise. Les jeux de table et de cartes sont indiqu\u00e9s \u00e0 0 %, tandis que les machines \u00e0 sous contribuent g\u00e9n\u00e9ralement \u00e0 100 %. Cette diff\u00e9rence peut rendre un jeu moins adapt\u00e9 \u00e0 une promotion, m\u00eame si son RTP semble int\u00e9ressant.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Comment savoir si un jeu est r\u00e9ellement int\u00e9ressant chez spinbara ? Le RTP, ou taux de redistribution, donne une premi\u00e8re indication, tandis que l\u2019avantage de la maison mesure la part th\u00e9orique conserv\u00e9e par le casino. Pour avancer sans confondre promotion, hasard et rentabilit\u00e9, nous allons examiner les r\u00e8gles visibles, les contributions aux bonus et les [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_newsletter_access":"","_jetpack_dont_email_post_to_subs":false,"_jetpack_newsletter_tier_id":0,"_jetpack_memberships_contains_paywalled_content":false,"_jetpack_feature_clip_id":0,"_jetpack_memberships_contains_paid_content":false,"footnotes":"","jetpack_post_was_ever_published":false},"categories":[1],"tags":[],"class_list":["post-258249","post","type-post","status-publish","format-standard","hentry","category-blog"],"jetpack_sharing_enabled":true,"jetpack_featured_media_url":"","_links":{"self":[{"href":"https:\/\/cortinadz.com\/index.php\/wp-json\/wp\/v2\/posts\/258249","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/cortinadz.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/cortinadz.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/cortinadz.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/cortinadz.com\/index.php\/wp-json\/wp\/v2\/comments?post=258249"}],"version-history":[{"count":1,"href":"https:\/\/cortinadz.com\/index.php\/wp-json\/wp\/v2\/posts\/258249\/revisions"}],"predecessor-version":[{"id":258250,"href":"https:\/\/cortinadz.com\/index.php\/wp-json\/wp\/v2\/posts\/258249\/revisions\/258250"}],"wp:attachment":[{"href":"https:\/\/cortinadz.com\/index.php\/wp-json\/wp\/v2\/media?parent=258249"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/cortinadz.com\/index.php\/wp-json\/wp\/v2\/categories?post=258249"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/cortinadz.com\/index.php\/wp-json\/wp\/v2\/tags?post=258249"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}