{"id":8031,"date":"2026-10-15T12:13:26","date_gmt":"2026-10-15T12:13:26","guid":{"rendered":"https:\/\/raspllp.com\/?p=8031"},"modified":"2026-10-15T12:13:26","modified_gmt":"2026-10-15T12:13:26","slug":"hit-frequency-chez-felixspin-comprendre-ce-que-revele-un-petit-exemple-en-euros","status":"publish","type":"post","link":"https:\/\/raspllp.com\/index.php\/2026\/10\/15\/hit-frequency-chez-felixspin-comprendre-ce-que-revele-un-petit-exemple-en-euros\/","title":{"rendered":"Hit Frequency chez felixspin : comprendre ce que r\u00e9v\u00e8le un petit exemple en euros"},"content":{"rendered":"<p>Les chiffres de fr\u00e9quence de gain chez felixspin peuvent sembler simples, surtout lorsqu\u2019un exemple porte sur quelques euros. Pourtant, un taux de r\u00e9ussite ne dit pas combien le joueur gagne r\u00e9ellement. Il faut distinguer fr\u00e9quence des coups gagnants, montant moyen, volatilit\u00e9 et conditions de mise. Cette lecture aide \u00e0 \u00e9valuer les jeux avec m\u00e9thode, sans transformer une statistique isol\u00e9e en promesse de r\u00e9sultat. Pour situer l\u2019offre, <a href=\"https:\/\/felixspin-fr.fr\/\">felixspin<\/a> pr\u00e9sente un vaste catalogue, des jeux de casino en direct et des paris sportifs.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"felixspin\" border=\"0\" \/><\/p>\n<h2>Pourquoi une fr\u00e9quence de gain peut tromper<\/h2>\n<p>Une hit frequency indique la proportion de tours qui d\u00e9clenchent un gain, et non le b\u00e9n\u00e9fice final du joueur. Un jeu peut afficher de nombreux petits retours tout en restant d\u00e9favorable sur une longue s\u00e9rie. \u00c0 l\u2019inverse, un jeu plus volatil peut payer rarement, mais proposer des gains plus \u00e9lev\u00e9s lorsqu\u2019un \u00e9v\u00e9nement favorable survient.<\/p>\n<h3>Un exemple de 10 \u20ac ne mesure pas la rentabilit\u00e9<\/h3>\n<p>Supposons une mise de 0,20 \u20ac sur 50 tours, soit 10 \u20ac engag\u00e9s. Si 20 tours rendent une somme, la fr\u00e9quence de gain atteint 40 %. Ce r\u00e9sultat ne pr\u00e9cise pas la valeur de ces retours. Dix-neuf gains de 0,10 \u20ac et un gain de 3 \u20ac donnent 4,90 \u20ac r\u00e9cup\u00e9r\u00e9s, avant toute autre condition. Le joueur a alors perdu 5,10 \u20ac, malgr\u00e9 une fr\u00e9quence apparemment \u00e9lev\u00e9e.<\/p>\n<p>Le m\u00eame taux peut produire un r\u00e9sultat tr\u00e8s diff\u00e9rent. Vingt gains totalisant 12 \u20ac sur les m\u00eames 10 \u20ac mis\u00e9s donnent un r\u00e9sultat brut positif de 2 \u20ac. La fr\u00e9quence est identique, mais la distribution des paiements change compl\u00e8tement l\u2019interpr\u00e9tation. C\u2019est pourquoi il faut examiner le montant retourn\u00e9 et non seulement le nombre de coups gagnants.<\/p>\n<h3>Fr\u00e9quence, RTP et volatilit\u00e9 ne d\u00e9signent pas la m\u00eame chose<\/h3>\n<p>Le RTP th\u00e9orique d\u00e9crit le retour moyen attendu sur un tr\u00e8s grand nombre de mises, tandis que la volatilit\u00e9 d\u00e9crit la r\u00e9gularit\u00e9 des paiements. La fr\u00e9quence de gain se limite au nombre de tours qui produisent un retour selon la d\u00e9finition retenue par le jeu. Ces indicateurs se compl\u00e8tent, mais aucun ne garantit le r\u00e9sultat d\u2019une session individuelle.<\/p>\n<table>\n<thead>\n<tr>\n<th>Indicateur<\/th>\n<th>Ce qu\u2019il mesure<\/th>\n<th>Ce qu\u2019il ne garantit pas<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Fr\u00e9quence de gain<\/td>\n<td>La part des tours avec un retour<\/td>\n<td>Un b\u00e9n\u00e9fice sur la session<\/td>\n<\/tr>\n<tr>\n<td>RTP th\u00e9orique<\/td>\n<td>Un retour moyen sur le long terme<\/td>\n<td>Le r\u00e9sultat d\u2019une courte s\u00e9rie<\/td>\n<\/tr>\n<tr>\n<td>Volatilit\u00e9<\/td>\n<td>L\u2019ampleur et la r\u00e9gularit\u00e9 des paiements<\/td>\n<td>La fr\u00e9quence exacte des gains<\/td>\n<\/tr>\n<tr>\n<td>Mise<\/td>\n<td>Le montant engag\u00e9 par tour<\/td>\n<td>La probabilit\u00e9 de gagner<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Lire les chiffres de felixspin dans leur contexte<\/h2>\n<p>La pr\u00e9sentation de felixspin annonce plus de 6 000 jeux, avec des machines \u00e0 sous, des jackpots progressifs et des jeux en direct. Cette largeur ne permet pas de d\u00e9duire une fr\u00e9quence moyenne pour toute la plateforme. Chaque titre poss\u00e8de ses propres r\u00e8gles, sa structure de paiement et son niveau de volatilit\u00e9. Les collections affich\u00e9es servent surtout \u00e0 naviguer entre les cat\u00e9gories.<\/p>\n<h3>Le fournisseur et le type de jeu comptent<\/h3>\n<p>Les lobby affichent des titres associ\u00e9s \u00e0 Pragmatic Play, Novomatic, Playson, BGaming, Endorphina, Evolution et d\u2019autres fournisseurs. Cette diversit\u00e9 rend une comparaison globale peu fiable. Deux jeux peuvent avoir une mise minimale similaire, mais des rythmes de paiement tr\u00e8s diff\u00e9rents. Les jeux en direct ob\u00e9issent aussi \u00e0 des r\u00e8gles distinctes : la fr\u00e9quence d\u2019un gain d\u00e9pend du march\u00e9 choisi, de la cote et de l\u2019issue de la manche.<\/p>\n<p>La page d\u00e9di\u00e9e \u00e0 l\u2019\u00e9quit\u00e9 indique que les jeux non live utilisent un g\u00e9n\u00e9rateur de nombres al\u00e9atoires. Cette information explique le m\u00e9canisme g\u00e9n\u00e9ral, mais elle ne fournit pas une fr\u00e9quence personnalis\u00e9e pour chaque titre. Il faut donc consulter les r\u00e8gles et les informations visibles dans le jeu concern\u00e9, sans confondre une mention g\u00e9n\u00e9rale avec un audit d\u00e9taill\u00e9.<\/p>\n<h2>D\u00e9poser, miser et comparer sans fausse pr\u00e9cision<\/h2>\n<p>Le <strong>felixspin d\u00e9p\u00f4t minimum<\/strong> annonc\u00e9 est g\u00e9n\u00e9ralement de 20 \u20ac, avec des exceptions possibles selon le moyen de paiement. Ce montant ne doit pas \u00eatre confondu avec une bankroll adapt\u00e9e \u00e0 une strat\u00e9gie. Un d\u00e9p\u00f4t fixe ne change ni la probabilit\u00e9 d\u2019un symbole ni la fr\u00e9quence math\u00e9matique d\u2019un jeu.<\/p>\n<h3>Une m\u00e9thode pratique pour analyser une session<\/h3>\n<p>Pour \u00e9viter les conclusions h\u00e2tives, consignez la mise, le nombre de tours et le total retourn\u00e9. Limitez ensuite la comparaison \u00e0 des jeux pr\u00e9sentant des conditions clairement disponibles. Cette m\u00e9thode ne pr\u00e9dit pas le prochain r\u00e9sultat, mais elle s\u00e9pare les faits observ\u00e9s des impressions cr\u00e9\u00e9es par une courte s\u00e9rie.<\/p>\n<ol>\n<li>Notez la mise par tour et le budget total fix\u00e9 avant de jouer.<\/li>\n<li>Relevez le nombre de tours, les retours et le montant cumul\u00e9.<\/li>\n<li>Calculez la fr\u00e9quence s\u00e9par\u00e9ment du r\u00e9sultat financier.<\/li>\n<li>Comparez uniquement des jeux et des mises r\u00e9ellement comparables.<\/li>\n<li>Arr\u00eatez l\u2019analyse si les conditions ou les donn\u00e9es du titre restent floues.<\/li>\n<\/ol>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment \u00e0 relever<\/th>\n<th>Exemple chiffr\u00e9<\/th>\n<th>Interpr\u00e9tation correcte<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Budget<\/td>\n<td>10 \u20ac<\/td>\n<td>Somme engag\u00e9e, pas un gain attendu<\/td>\n<\/tr>\n<tr>\n<td>Mise unitaire<\/td>\n<td>0,20 \u20ac<\/td>\n<td>Permet de calculer 50 tours possibles<\/td>\n<\/tr>\n<tr>\n<td>Tours gagnants<\/td>\n<td>20 sur 50<\/td>\n<td>Fr\u00e9quence de 40 %<\/td>\n<\/tr>\n<tr>\n<td>Retours cumul\u00e9s<\/td>\n<td>4,90 \u20ac<\/td>\n<td>R\u00e9sultat inf\u00e9rieur aux 10 \u20ac engag\u00e9s<\/td>\n<\/tr>\n<tr>\n<td>\u00c9cart brut<\/td>\n<td>-5,10 \u20ac<\/td>\n<td>Perte de la session dans cet exemple<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Conclusion : retenir la valeur des retours<\/h2>\n<p>Un petit exemple en euros montre pourquoi la hit frequency ne suffit pas \u00e0 juger un jeu. Chez felixspin, la diversit\u00e9 des fournisseurs et des cat\u00e9gories impose une lecture titre par titre. V\u00e9rifiez la mise, les r\u00e8gles, le rythme des paiements et le montant total retourn\u00e9. Une fr\u00e9quence \u00e9lev\u00e9e peut accompagner une perte, tandis qu\u2019une s\u00e9rie courte ne permet jamais d\u2019\u00e9tablir une performance durable.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Les chiffres de fr\u00e9quence de gain chez felixspin peuvent sembler simples, surtout lorsqu\u2019un exemple porte sur quelques euros. Pourtant, un taux de r\u00e9ussite ne dit pas combien le joueur gagne r\u00e9ellement. Il faut distinguer fr\u00e9quence des coups gagnants, montant moyen, volatilit\u00e9 et conditions de mise. Cette lecture aide \u00e0 \u00e9valuer les jeux avec m\u00e9thode, sans &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/raspllp.com\/index.php\/2026\/10\/15\/hit-frequency-chez-felixspin-comprendre-ce-que-revele-un-petit-exemple-en-euros\/\"> <span class=\"screen-reader-text\">Hit Frequency chez felixspin : comprendre ce que r\u00e9v\u00e8le un petit exemple en euros<\/span> Read More &raquo;<\/a><\/p>\n","protected":false},"author":13,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_uag_custom_page_level_css":"","site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""}},"footnotes":""},"categories":[1],"tags":[],"uagb_featured_image_src":{"full":false,"thumbnail":false,"medium":false,"medium_large":false,"large":false,"1536x1536":false,"2048x2048":false},"uagb_author_info":{"display_name":"kori5959","author_link":"https:\/\/raspllp.com\/index.php\/author\/kori5959\/"},"uagb_comment_info":0,"uagb_excerpt":"Les chiffres de fr\u00e9quence de gain chez felixspin peuvent sembler simples, surtout lorsqu\u2019un exemple porte sur quelques euros. Pourtant, un taux de r\u00e9ussite ne dit pas combien le joueur gagne r\u00e9ellement. Il faut distinguer fr\u00e9quence des coups gagnants, montant moyen, volatilit\u00e9 et conditions de mise. Cette lecture aide \u00e0 \u00e9valuer les jeux avec m\u00e9thode, sans&hellip;","_links":{"self":[{"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/posts\/8031"}],"collection":[{"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/users\/13"}],"replies":[{"embeddable":true,"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/comments?post=8031"}],"version-history":[{"count":1,"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/posts\/8031\/revisions"}],"predecessor-version":[{"id":8032,"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/posts\/8031\/revisions\/8032"}],"wp:attachment":[{"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/media?parent=8031"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/categories?post=8031"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/raspllp.com\/index.php\/wp-json\/wp\/v2\/tags?post=8031"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}