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<b>Notice</b>:  Function _load_textdomain_just_in_time was called <strong>incorrectly</strong>. Translation loading for the <code>woodmart</code> domain was triggered too early. This is usually an indicator for some code in the plugin or theme running too early. Translations should be loaded at the <code>init</code> action or later. Please see <a href="https://developer.wordpress.org/advanced-administration/debug/debug-wordpress/">Debugging in WordPress</a> for more information. (This message was added in version 6.7.0.) in <b>/home/ustrades/public_html/wp-includes/functions.php</b> on line <b>6170</b><br />
{"id":16747,"date":"2026-10-15T12:26:01","date_gmt":"2026-10-15T12:26:01","guid":{"rendered":"https:\/\/ustradesvision.com\/?p=16747"},"modified":"2026-10-15T12:26:01","modified_gmt":"2026-10-15T12:26:01","slug":"only-spins-comparer-les-rtp-de-jeux-avec-paris-annexes-sans-prevoir-un-benefice","status":"publish","type":"post","link":"https:\/\/ustradesvision.com\/index.php\/2026\/10\/15\/only-spins-comparer-les-rtp-de-jeux-avec-paris-annexes-sans-prevoir-un-benefice\/","title":{"rendered":"only spins : comparer les RTP de jeux avec paris annexes sans pr\u00e9voir un b\u00e9n\u00e9fice"},"content":{"rendered":"<p>Comparer le RTP de jeux propos\u00e9s par only spins demande une m\u00e9thode stricte, surtout lorsque les paris annexes utilisent des tableaux de paiements diff\u00e9rents. Les donn\u00e9es disponibles d\u00e9crivent un ancien catalogue et ne fournissent pas de RTP v\u00e9rifi\u00e9s pour chaque jeu ou chaque pari. Nous pouvons donc expliquer comment poser les hypoth\u00e8ses, s\u00e9parer le jeu principal des options annexes et pr\u00e9senter une comparaison honn\u00eate, sans transformer un pourcentage th\u00e9orique en promesse de gain. Pour replacer l\u2019analyse dans son contexte, consultez aussi <a href=\"https:\/\/onlyspinscasino-fr.fr\/\">only spins casino<\/a> avant toute only spins inscription.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"only spins\" border=\"0\" \/><\/p>\n<h2>Comment \u00e9tablir une base fiable pour only spins<\/h2>\n<p>Le RTP, ou taux de retour th\u00e9orique au joueur, repr\u00e9sente une moyenne math\u00e9matique calcul\u00e9e sur un tr\u00e8s grand nombre de parties. Il ne d\u00e9crit ni le r\u00e9sultat d\u2019une session ni le montant qu\u2019un joueur r\u00e9cup\u00e9rera. Pour only spins, cette distinction est essentielle : le dossier historique mentionne un vaste catalogue, mais il ne donne pas de fiche technique v\u00e9rifi\u00e9e pour les RTP des jeux et de leurs paris annexes.<\/p>\n<h3>Distinguer le jeu principal du pari annexe<\/h3>\n<p>Un jeu peut afficher un RTP pour sa fonction de base et un autre pour une option secondaire. Une mise sur une combinaison suppl\u00e9mentaire, un multiplicateur ou un jackpot peut avoir son propre tableau de paiements. Il faut donc \u00e9viter une phrase globale comme \u00ab ce jeu retourne X % \u00bb si X concerne uniquement le mode principal.<\/p>\n<p>La bonne pratique consiste \u00e0 nommer s\u00e9par\u00e9ment chaque composant : mise principale, pari annexe, mise minimale \u00e9ventuelle et fr\u00e9quence d\u2019activation. Si le fournisseur ne publie pas le RTP du pari secondaire, il faut l\u2019indiquer clairement. Un tableau de gains ne suffit pas toujours \u00e0 calculer le RTP : il faut aussi conna\u00eetre la probabilit\u00e9 de chaque r\u00e9sultat, les r\u00e8gles exactes et les conditions de d\u00e9clenchement.<\/p>\n<h3>Ne pas confondre catalogue et donn\u00e9es math\u00e9matiques<\/h3>\n<p>Le catalogue historique d\u2019OnlySpins \u00e9tait pr\u00e9sent\u00e9 comme comprenant plus de 12 000 jeux provenant de plus de 120 fournisseurs. La section live annon\u00e7ait plus de 600 tables, tandis que l\u2019espace jackpots regroupait plus de 1 300 titres. Ces chiffres d\u00e9crivent l\u2019ampleur de l\u2019offre, pas sa qualit\u00e9 math\u00e9matique ni la valeur d\u2019un pari annexe.<\/p>\n<p>Le tableau suivant aide \u00e0 s\u00e9parer les informations de disponibilit\u00e9 des informations n\u00e9cessaires \u00e0 une comparaison statistique.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment document\u00e9<\/th>\n<th>Chiffre historique<\/th>\n<th>Ce que cela permet de dire<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Catalogue de casino<\/td>\n<td>12 000+ jeux<\/td>\n<td>Le catalogue \u00e9tait pr\u00e9sent\u00e9 comme tr\u00e8s large<\/td>\n<\/tr>\n<tr>\n<td>Fournisseurs<\/td>\n<td>120+<\/td>\n<td>Les r\u00e8gles et fiches RTP peuvent varier selon le studio<\/td>\n<\/tr>\n<tr>\n<td>Tables de casino en direct<\/td>\n<td>600+<\/td>\n<td>Le chiffre concerne les tables, pas un RTP unique<\/td>\n<\/tr>\n<tr>\n<td>Titres jackpots<\/td>\n<td>1 300+<\/td>\n<td>Les m\u00e9canismes de jackpot doivent \u00eatre \u00e9tudi\u00e9s s\u00e9par\u00e9ment<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>RTP et paris annexes : une comparaison qui reste lisible<\/h2>\n<p>Une comparaison utile ne m\u00e9lange pas des pourcentages calcul\u00e9s sur des bases diff\u00e9rentes. Si le jeu principal poss\u00e8de un RTP publi\u00e9, il faut pr\u00e9ciser s\u2019il s\u2019applique \u00e0 la mise totale, \u00e0 la mise de base ou \u00e0 une configuration particuli\u00e8re. Le m\u00eame soin est n\u00e9cessaire pour un pari annexe, dont la contribution peut modifier le co\u00fbt th\u00e9orique de la session.<\/p>\n<h3>Pr\u00e9senter les hypoth\u00e8ses avant les chiffres<\/h3>\n<p>Chaque analyse devrait commencer par une courte fiche d\u2019hypoth\u00e8ses. Elle peut pr\u00e9ciser la mise par tour, la part consacr\u00e9e au jeu principal, la part consacr\u00e9e au pari annexe, le nombre de tours \u00e9tudi\u00e9 et le fait que les bonus sont exclus. Sans ces \u00e9l\u00e9ments, deux comparaisons peuvent afficher des r\u00e9sultats diff\u00e9rents tout en utilisant les m\u00eames tableaux de paiements.<\/p>\n<p>Il faut aussi signaler la volatilit\u00e9. Deux jeux peuvent avoir un RTP th\u00e9orique proche, mais produire des s\u00e9ries de r\u00e9sultats tr\u00e8s diff\u00e9rentes. Un jeu peut distribuer de petits gains fr\u00e9quents, tandis qu\u2019un autre concentre une grande partie de son retour dans des \u00e9v\u00e9nements rares. Le RTP ne mesure donc pas le confort d\u2019une session, la fr\u00e9quence des gains ou le risque de perdre rapidement sa mise.<\/p>\n<p>Pour une publication fran\u00e7aise sur only spins, la formulation la plus s\u00fbre serait : \u00ab Le RTP affich\u00e9 doit \u00eatre v\u00e9rifi\u00e9 dans les r\u00e8gles du jeu concern\u00e9. Aucun chiffre de RTP propre \u00e0 ce titre ou \u00e0 son pari annexe n\u2019a \u00e9t\u00e9 confirm\u00e9 dans les informations disponibles. \u00bb Cette phrase prot\u00e8ge contre une fausse pr\u00e9cision et aide le lecteur \u00e0 comprendre la limite de l\u2019analyse.<\/p>\n<h2>Les informations \u00e0 v\u00e9rifier avant de tirer une conclusion<\/h2>\n<p>Les anciennes pages d\u00e9crivaient des jeux accessibles sur navigateur mobile, avec une recherche par titre, fournisseur ou cat\u00e9gorie et un mode d\u00e9mo signal\u00e9 pour le lobby. Ces fonctions pouvaient aider \u00e0 lire les r\u00e8gles, mais elles ne remplacent pas une fiche officielle. Le site a ensuite affich\u00e9 un avis indiquant qu\u2019il n\u2019\u00e9tait plus accessible et que les remboursements seraient trait\u00e9s, lorsque cela \u00e9tait possible, par le moyen de d\u00e9p\u00f4t d\u2019origine.<\/p>\n<p>Avant de reprendre un RTP ou un tableau de paiements, utilisez une v\u00e9rification en plusieurs \u00e9tapes :<\/p>\n<ol>\n<li>Identifiez le titre exact, le fournisseur et la version du jeu.<\/li>\n<li>Notez le RTP du jeu principal et celui de chaque pari annexe s\u00e9par\u00e9ment.<\/li>\n<li>V\u00e9rifiez les probabilit\u00e9s, les limites de mise, les conditions de d\u00e9clenchement et les r\u00e8gles du jackpot.<\/li>\n<li>Indiquez si le calcul exclut les bonus, les tours gratuits et les promotions.<\/li>\n<li>Pr\u00e9sentez le r\u00e9sultat comme une moyenne th\u00e9orique, jamais comme une estimation du gain personnel.<\/li>\n<\/ol>\n<p>Les promotions rendent cette lecture encore plus importante. L\u2019ancienne offre casino mentionnait 100 % jusqu\u2019\u00e0 500 \u20ac, 200 tours gratuits, un d\u00e9p\u00f4t minimal de 20 \u20ac et une exigence de 35 fois le d\u00e9p\u00f4t plus le bonus. Les gains des tours gratuits \u00e9taient associ\u00e9s \u00e0 une exigence de 40 fois. Ces conditions concernaient une promotion historique, pas le RTP intrins\u00e8que d\u2019un jeu.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment promotionnel historique<\/th>\n<th>Valeur rapport\u00e9e<\/th>\n<th>Pourquoi il ne faut pas l\u2019int\u00e9grer au RTP<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Bonus casino<\/td>\n<td>100 % jusqu\u2019\u00e0 500 \u20ac<\/td>\n<td>Il s\u2019agit d\u2019un cr\u00e9dit promotionnel, non d\u2019une propri\u00e9t\u00e9 du jeu<\/td>\n<\/tr>\n<tr>\n<td>Tours gratuits<\/td>\n<td>200<\/td>\n<td>Leur valeur d\u00e9pend des r\u00e8gles et du jeu s\u00e9lectionn\u00e9<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9p\u00f4t minimal<\/td>\n<td>20 \u20ac<\/td>\n<td>Il d\u00e9finit l\u2019acc\u00e8s \u00e0 l\u2019offre, pas le retour math\u00e9matique<\/td>\n<\/tr>\n<tr>\n<td>Exigence sur d\u00e9p\u00f4t et bonus<\/td>\n<td>35\u00d7<\/td>\n<td>Elle concerne le wagering avant retrait \u00e9ventuel<\/td>\n<\/tr>\n<tr>\n<td>Exigence sur gains de tours gratuits<\/td>\n<td>40\u00d7<\/td>\n<td>Elle modifie l\u2019utilisation du bonus, pas le RTP affich\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Dur\u00e9e d\u2019activation<\/td>\n<td>10 jours<\/td>\n<td>Une \u00e9ch\u00e9ance promotionnelle n\u2019est pas une donn\u00e9e statistique<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Conclusion : une comparaison prudente vaut mieux qu\u2019un chiffre s\u00e9duisant<\/h2>\n<p>Pour analyser only spins, il faut traiter les RTP comme des donn\u00e9es techniques \u00e0 v\u00e9rifier jeu par jeu. Un pari annexe ne doit jamais \u00eatre fondu dans le chiffre du jeu principal sans conna\u00eetre sa mise, ses probabilit\u00e9s et son tableau de paiements. Les donn\u00e9es historiques disponibles confirment surtout l\u2019ampleur annonc\u00e9e du catalogue et les anciennes r\u00e8gles promotionnelles, pas un RTP actuel.<\/p>\n<p>Une bonne only spins \u00e9valuation distingue donc trois niveaux : les faits v\u00e9rifiables, les hypoth\u00e8ses de calcul et les limites de la comparaison. Cette m\u00e9thode est plus utile qu\u2019une pr\u00e9diction de profit et reste valable pour les commentaires, une only spins retour d&#8217;exp\u00e9rience ou toute analyse future publi\u00e9e lorsque des fiches officielles seront de nouveau accessibles.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Comparer le RTP de jeux propos\u00e9s par only spins demande une m\u00e9thode stricte, surtout lorsque les paris annexes utilisent des<\/p>\n","protected":false},"author":33,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-16747","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/posts\/16747","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/users\/33"}],"replies":[{"embeddable":true,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/comments?post=16747"}],"version-history":[{"count":1,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/posts\/16747\/revisions"}],"predecessor-version":[{"id":16748,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/posts\/16747\/revisions\/16748"}],"wp:attachment":[{"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/media?parent=16747"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/categories?post=16747"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/tags?post=16747"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}