{"id":7645,"date":"2026-01-23T14:37:20","date_gmt":"2026-01-23T14:37:20","guid":{"rendered":"https:\/\/anbautoshop.com\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/"},"modified":"2026-01-23T14:37:20","modified_gmt":"2026-01-23T14:37:20","slug":"cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables","status":"publish","type":"post","link":"https:\/\/anbautoshop.com\/en\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/","title":{"rendered":"cbet : comprendre la fr\u00e9quence des gains et les r\u00e9sultats r\u00e9ellement rentables"},"content":{"rendered":"<p>La fr\u00e9quence des gains ne suffit pas \u00e0 juger une plateforme de jeux ou de paris. Il faut distinguer un gain ponctuel d\u2019un r\u00e9sultat r\u00e9ellement profitable apr\u00e8s les mises, les pertes et les conditions de retrait. Cette page aide \u00e0 lire ces notions avec prudence, tout en rappelant le contexte l\u00e9gal fran\u00e7ais. Pour comparer les informations disponibles, vous pouvez consulter <a href=\"https:\/\/cbetcasinoenligne.fr\/\">https:\/\/cbetcasinoenligne.fr\/<\/a> au milieu de votre recherche.<\/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=\"cbet\" border=\"0\" \/><\/p>\n<h2>Mesurer la fr\u00e9quence des gains sur cbet<\/h2>\n<p>Une plateforme peut afficher de nombreux jeux, paris sportifs et contenus en direct sans garantir une fr\u00e9quence de gains pr\u00e9cise. Dans les donn\u00e9es disponibles, cbet est pr\u00e9sent\u00e9 comme une offre r\u00e9unissant casino, casino en direct, paris sportifs, sports virtuels et e-sport. Cette diversit\u00e9 d\u00e9crit le catalogue, pas la probabilit\u00e9 de gagner. Chaque jeu poss\u00e8de ses propres r\u00e8gles, son rythme et son niveau de volatilit\u00e9.<\/p>\n<h3>Un gain n\u2019est pas toujours un r\u00e9sultat rentable<\/h3>\n<p>La fr\u00e9quence de gains correspond au nombre de sessions ou de tours qui se terminent par un retour sup\u00e9rieur \u00e0 z\u00e9ro. La rentabilit\u00e9 demande un calcul plus complet : il faut soustraire toutes les mises engag\u00e9es, les pertes pr\u00e9c\u00e9dentes et les frais \u00e9ventuels. Un joueur peut donc gagner plusieurs petits tours tout en restant d\u00e9ficitaire sur l\u2019ensemble de sa session.<\/p>\n<p>Le m\u00eame principe s\u2019applique aux paris. Une s\u00e9lection gagnante ne signifie pas forc\u00e9ment que la journ\u00e9e est b\u00e9n\u00e9ficiaire. Une mise importante perdue peut effacer plusieurs petits gains. Les cotes, le montant engag\u00e9 et le nombre de paris comptent davantage qu\u2019une simple impression de r\u00e9ussite.<\/p>\n<h3>Pourquoi la volatilit\u00e9 change la perception des gains<\/h3>\n<p>Les machines \u00e0 sous \u00e0 forte volatilit\u00e9 peuvent produire des gains moins fr\u00e9quents, mais parfois plus \u00e9lev\u00e9s. Les jeux \u00e0 volatilit\u00e9 plus faible peuvent donner des retours plus r\u00e9guliers, sans rendre le r\u00e9sultat automatiquement positif. Les pages fran\u00e7aises associ\u00e9es \u00e0 cbet mentionnent des machines classiques, des jeux vid\u00e9o, des jackpots progressifs et des jeux de table, mais elles ne fournissent pas un taux de r\u00e9ussite global v\u00e9rifi\u00e9.<\/p>\n<p>Le nombre de jeux annonc\u00e9 doit aussi \u00eatre lu avec recul : une page secondaire \u00e9voque plus de 5&nbsp;000 titres et une autre plus de 50 studios ou fournisseurs. Ces chiffres ne constituent pas une mesure de la fr\u00e9quence des gains et ne remplacent pas les r\u00e8gles propres \u00e0 chaque jeu.<\/p>\n<h2>Comparer les informations sans confondre promesse et preuve<\/h2>\n<p>Les offres commerciales peuvent influencer la perception d\u2019un r\u00e9sultat. Un bonus augmente parfois le solde affich\u00e9, mais il peut \u00eatre soumis \u00e0 un wagering, \u00e0 une mise minimale ou \u00e0 une limite de retrait. Une promotion ne transforme donc pas un gain comptable en b\u00e9n\u00e9fice disponible. Il faut consulter les conditions applicables avant tout d\u00e9p\u00f4t.<\/p>\n<h3>Les chiffres \u00e0 v\u00e9rifier avant de calculer un b\u00e9n\u00e9fice<\/h3>\n<p>Les informations fran\u00e7aises publi\u00e9es au sujet de cbet ne sont pas toujours coh\u00e9rentes. Une ancienne offre officielle de 2019 indiquait un bonus de 100&nbsp;% jusqu\u2019\u00e0 500&nbsp;\u20ac, tandis que des pages secondaires affichent d\u2019autres formules, dont une offre annonc\u00e9e \u00e0 250&nbsp;% jusqu\u2019\u00e0 14&nbsp;000&nbsp;\u20ac et 300 tours gratuits. Ces montants ne doivent pas \u00eatre fusionn\u00e9s ni pr\u00e9sent\u00e9s comme une offre actuelle confirm\u00e9e.<\/p>\n<p>Le terme <em>cbet promo code no deposit<\/em> peut \u00e9galement attirer l\u2019attention, mais une mention publicitaire ne suffit pas \u00e0 \u00e9tablir l\u2019existence d\u2019un bonus sans d\u00e9p\u00f4t garanti. Il faut v\u00e9rifier le montant, la date d\u2019expiration, les jeux admissibles, le wagering et les conditions de retrait. Une offre dont les r\u00e8gles sont incompl\u00e8tes ne permet pas d\u2019estimer un r\u00e9sultat net fiable.<\/p>\n<p>Voici quelques rep\u00e8res distincts \u00e0 garder en t\u00eate lorsque vous analysez les performances annonc\u00e9es :<\/p>\n<ul>\n<li>Un tour gagnant ne prouve pas que la session est b\u00e9n\u00e9ficiaire.<\/li>\n<li>Un bonus peut augmenter le solde sans \u00eatre imm\u00e9diatement retirable.<\/li>\n<li>Une fr\u00e9quence de gains annonc\u00e9e ne remplace pas les r\u00e8gles du jeu.<\/li>\n<li>Une limite de retrait peut ralentir l\u2019acc\u00e8s \u00e0 un solde positif.<\/li>\n<li>Une donn\u00e9e historique ne d\u00e9crit pas n\u00e9cessairement les conditions actuelles.<\/li>\n<\/ul>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment v\u00e9rifiable<\/th>\n<th>Chiffre ou condition<\/th>\n<th>Ce que cela signifie<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Bonus officiel historique<\/td>\n<td>100&nbsp;% jusqu\u2019\u00e0 500&nbsp;\u20ac<\/td>\n<td>Offre mentionn\u00e9e dans les conditions de 2019, pas une garantie actuelle<\/td>\n<\/tr>\n<tr>\n<td>Wagering d\u2019une offre secondaire<\/td>\n<td>x30<\/td>\n<td>Condition annonc\u00e9e sur une formule \u00e0 v\u00e9rifier avant utilisation<\/td>\n<\/tr>\n<tr>\n<td>Bonus cashback secondaire<\/td>\n<td>10&nbsp;% jusqu\u2019\u00e0 250&nbsp;\u20ac<\/td>\n<td>Promotion annonc\u00e9e sur les pertes nettes, sans confirmation contractuelle actuelle<\/td>\n<\/tr>\n<tr>\n<td>Retrait historique quotidien<\/td>\n<td>1&nbsp;500&nbsp;\u20ac par jour<\/td>\n<td>Limite pr\u00e9vue dans les conditions officielles d\u2019octobre 2019<\/td>\n<\/tr>\n<tr>\n<td>Retrait historique hebdomadaire<\/td>\n<td>2&nbsp;500&nbsp;\u20ac par semaine<\/td>\n<td>R\u00e8gle ancienne, \u00e0 ne pas pr\u00e9senter comme une limite actuelle<\/td>\n<\/tr>\n<tr>\n<td>Retrait historique mensuel<\/td>\n<td>10&nbsp;000&nbsp;\u20ac par mois<\/td>\n<td>Montant historique indiqu\u00e9 pour les retraits<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Rentabilit\u00e9, retraits et contexte l\u00e9gal fran\u00e7ais<\/h2>\n<p>Un calcul s\u00e9rieux doit suivre le solde r\u00e9el, et non le nombre de gains affich\u00e9s. Les anciennes conditions officielles indiquaient qu\u2019un d\u00e9p\u00f4t devait \u00eatre jou\u00e9 au moins une fois avant un retrait et que le traitement pouvait intervenir sous trois jours ouvr\u00e9s apr\u00e8s la demande conforme. Ces r\u00e8gles sont historiques et ne prouvent pas les d\u00e9lais actuels. Elles montrent toutefois pourquoi le retrait fait partie du calcul de rentabilit\u00e9.<\/p>\n<h3>La l\u00e9galit\u00e9 prime sur la fr\u00e9quence des gains<\/h3>\n<p>En France, la question ne se limite pas \u00e0 savoir si un jeu semble rentable. L\u2019Autorit\u00e9 nationale des jeux indique que les casinos en ligne ne sont pas autoris\u00e9s sur le march\u00e9 fran\u00e7ais. Le 20 mai 2021, une d\u00e9cision judiciaire a ordonn\u00e9 le blocage de cbet.gg et l\u2019ANJ a aussi \u00e9voqu\u00e9 un miroir utilis\u00e9 pour contourner ce blocage. cbet ne doit donc pas \u00eatre pr\u00e9sent\u00e9 comme un casino en ligne agr\u00e9\u00e9 par l\u2019ANJ.<\/p>\n<p>Une page en fran\u00e7ais, un bouton <em>cbet login<\/em> ou une interface indiquant cbet en direct ne modifie pas cette situation. De m\u00eame, la recherche cbet licence malte ne constitue pas une preuve de licence maltaise : les informations historiques disponibles mentionnent plut\u00f4t un op\u00e9rateur \u00e9tabli \u00e0 Cura\u00e7ao, avec une licence indiqu\u00e9e dans des conditions d\u2019octobre 2019. Les affirmations actuelles contradictoires doivent \u00eatre v\u00e9rifi\u00e9es aupr\u00e8s d\u2019une source op\u00e9rateur directe.<\/p>\n<h2>Conclusion : \u00e9valuer un r\u00e9sultat avec m\u00e9thode<\/h2>\n<p>La fr\u00e9quence des gains peut aider \u00e0 d\u00e9crire une exp\u00e9rience de jeu, mais elle ne mesure pas la rentabilit\u00e9. Pour obtenir une image plus juste, comparez toutes les mises aux retours r\u00e9ellement retirables, s\u00e9parez les bonus du solde personnel et traitez les chiffres historiques comme tels. Pour les lecteurs en France, le point d\u00e9cisif reste le statut l\u00e9gal : cbet n\u2019est pas un casino en ligne autoris\u00e9 par l\u2019ANJ, m\u00eame si des pages fran\u00e7aises et des produits en direct sont visibles.<\/p>\n<h2>Questions fr\u00e9quentes<\/h2>\n<p>Ces r\u00e9ponses r\u00e9sument les principales pr\u00e9cautions \u00e0 prendre lorsque vous comparez des gains, des bonus et des informations de retrait.<\/p>\n<h3>La fr\u00e9quence des gains garantit-elle un b\u00e9n\u00e9fice avec cbet&nbsp;?<\/h3>\n<p>Non. Une fr\u00e9quence \u00e9lev\u00e9e de petits gains peut rester inf\u00e9rieure au total des mises. Pour mesurer le b\u00e9n\u00e9fice, il faut tenir un relev\u00e9 de toutes les sommes d\u00e9pos\u00e9es, jou\u00e9es, gagn\u00e9es et effectivement retir\u00e9es, sans compter automatiquement la valeur th\u00e9orique d\u2019un bonus.<\/p>\n<h3>Existe-t-il un taux de r\u00e9ussite officiel pour les jeux cbet&nbsp;?<\/h3>\n<p>Aucun taux global v\u00e9rifi\u00e9 ne permet de r\u00e9sumer tous les jeux. Les machines \u00e0 sous, jeux de table et paris sportifs reposent sur des r\u00e8gles diff\u00e9rentes. Les indications de catalogue ou de fournisseurs ne donnent pas la probabilit\u00e9 de gagner sur chaque titre.<\/p>\n<h3>Un code promotionnel sans d\u00e9p\u00f4t est-il forc\u00e9ment disponible&nbsp;?<\/h3>\n<p>Non. Une page peut mentionner un code ou une offre sans d\u00e9p\u00f4t alors que les conditions compl\u00e8tes ne sont pas accessibles. V\u00e9rifiez toujours la date, l\u2019\u00e9ligibilit\u00e9, les tours gratuits, le wagering et les restrictions de retrait avant de consid\u00e9rer cette promotion comme r\u00e9elle.<\/p>\n<h3>Peut-on utiliser cbet l\u00e9galement depuis la France&nbsp;?<\/h3>\n<p>La pr\u00e9sence d\u2019une interface fran\u00e7aise ne signifie pas qu\u2019un site est autoris\u00e9 en France. L\u2019ANJ indique que les casinos en ligne ne sont pas agr\u00e9\u00e9s sur le march\u00e9 fran\u00e7ais et a obtenu le blocage de domaines li\u00e9s \u00e0 cbet. Il faut donc privil\u00e9gier les op\u00e9rateurs autoris\u00e9s par l\u2019ANJ.<\/p>","protected":false},"excerpt":{"rendered":"<p>La fr\u00e9quence des gains ne suffit pas \u00e0 juger une plateforme de jeux ou de paris. Il faut distinguer un gain ponctuel d\u2019un r\u00e9sultat r\u00e9ellement profitable apr\u00e8s les mises, les pertes et les conditions de retrait. Cette page aide \u00e0 lire ces notions avec prudence, tout en rappelant le contexte l\u00e9gal fran\u00e7ais. Pour comparer les [&hellip;]<\/p>\n","protected":false},"author":36,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-7645","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.9 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>cbet : comprendre la fr\u00e9quence des gains et les r\u00e9sultats r\u00e9ellement rentables - A&amp;B AUTOSHOP<\/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:\/\/anbautoshop.com\/en\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"cbet : comprendre la fr\u00e9quence des gains et les r\u00e9sultats r\u00e9ellement rentables - A&amp;B AUTOSHOP\" \/>\n<meta property=\"og:description\" content=\"La fr\u00e9quence des gains ne suffit pas \u00e0 juger une plateforme de jeux ou de paris. Il faut distinguer un gain ponctuel d\u2019un r\u00e9sultat r\u00e9ellement profitable apr\u00e8s les mises, les pertes et les conditions de retrait. Cette page aide \u00e0 lire ces notions avec prudence, tout en rappelant le contexte l\u00e9gal fran\u00e7ais. Pour comparer les [&hellip;]\" \/>\n<meta property=\"og:url\" content=\"https:\/\/anbautoshop.com\/en\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/\" \/>\n<meta property=\"og:site_name\" content=\"A&amp;B AUTOSHOP\" \/>\n<meta property=\"article:published_time\" content=\"2026-01-23T14:37:20+00:00\" \/>\n<meta name=\"author\" content=\"Oz Sharafi\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Written by\" \/>\n\t<meta name=\"twitter:data1\" content=\"Oz Sharafi\" \/>\n\t<meta name=\"twitter:label2\" content=\"Est. reading time\" \/>\n\t<meta name=\"twitter:data2\" content=\"7 minutes\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\\\/\\\/schema.org\",\"@graph\":[{\"@type\":\"Article\",\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\\\/#article\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\\\/\"},\"author\":{\"name\":\"Oz Sharafi\",\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/#\\\/schema\\\/person\\\/f1a32b8dda7c247e0834d37ec114cc7e\"},\"headline\":\"cbet : comprendre la fr\u00e9quence des gains et les r\u00e9sultats r\u00e9ellement rentables\",\"datePublished\":\"2026-01-23T14:37:20+00:00\",\"mainEntityOfPage\":{\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\\\/\"},\"wordCount\":1456,\"commentCount\":0,\"publisher\":{\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/#organization\"},\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"CommentAction\",\"name\":\"Comment\",\"target\":[\"https:\\\/\\\/anbautoshop.com\\\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\\\/#respond\"]}]},{\"@type\":\"WebPage\",\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\\\/\",\"url\":\"https:\\\/\\\/anbautoshop.com\\\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\\\/\",\"name\":\"cbet : comprendre la fr\u00e9quence des gains et les r\u00e9sultats r\u00e9ellement rentables - A&amp;B AUTOSHOP\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/#website\"},\"datePublished\":\"2026-01-23T14:37:20+00:00\",\"breadcrumb\":{\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\\\/#breadcrumb\"},\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\\\/\\\/anbautoshop.com\\\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\\\/\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\\\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"\u05d3\u05e3 \u05d4\u05d1\u05d9\u05ea\",\"item\":\"https:\\\/\\\/anbautoshop.com\\\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"cbet : comprendre la fr\u00e9quence des gains et les r\u00e9sultats r\u00e9ellement rentables\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/#website\",\"url\":\"https:\\\/\\\/anbautoshop.com\\\/\",\"name\":\"A&amp;B AUTOSHOP\",\"description\":\"\u05db\u05dc \u05d7\u05dc\u05e7\u05d9 \u05d4\u05e8\u05db\u05d1\",\"publisher\":{\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/#organization\"},\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\\\/\\\/anbautoshop.com\\\/?s={search_term_string}\"},\"query-input\":{\"@type\":\"PropertyValueSpecification\",\"valueRequired\":true,\"valueName\":\"search_term_string\"}}],\"inLanguage\":\"en-US\"},{\"@type\":\"Organization\",\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/#organization\",\"name\":\"A&amp;B AUTOSHOP\",\"url\":\"https:\\\/\\\/anbautoshop.com\\\/\",\"logo\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/#\\\/schema\\\/logo\\\/image\\\/\",\"url\":\"https:\\\/\\\/anbautoshop.com\\\/wp-content\\\/uploads\\\/2023\\\/08\\\/Copy-of-1-01-1.png\",\"contentUrl\":\"https:\\\/\\\/anbautoshop.com\\\/wp-content\\\/uploads\\\/2023\\\/08\\\/Copy-of-1-01-1.png\",\"width\":719,\"height\":729,\"caption\":\"A&amp;B AUTOSHOP\"},\"image\":{\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/#\\\/schema\\\/logo\\\/image\\\/\"}},{\"@type\":\"Person\",\"@id\":\"https:\\\/\\\/anbautoshop.com\\\/#\\\/schema\\\/person\\\/f1a32b8dda7c247e0834d37ec114cc7e\",\"name\":\"Oz Sharafi\",\"image\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/2cf9866b6ad3a589629fa50aebbb2a505f94bdb293fe52b6f3e19242ceee31e9?s=96&d=mm&r=g\",\"url\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/2cf9866b6ad3a589629fa50aebbb2a505f94bdb293fe52b6f3e19242ceee31e9?s=96&d=mm&r=g\",\"contentUrl\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/2cf9866b6ad3a589629fa50aebbb2a505f94bdb293fe52b6f3e19242ceee31e9?s=96&d=mm&r=g\",\"caption\":\"Oz Sharafi\"},\"url\":\"https:\\\/\\\/anbautoshop.com\\\/en\\\/author\\\/oz\\\/\"}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"cbet : comprendre la fr\u00e9quence des gains et les r\u00e9sultats r\u00e9ellement rentables - A&amp;B AUTOSHOP","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/anbautoshop.com\/en\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/","og_locale":"en_US","og_type":"article","og_title":"cbet : comprendre la fr\u00e9quence des gains et les r\u00e9sultats r\u00e9ellement rentables - A&amp;B AUTOSHOP","og_description":"La fr\u00e9quence des gains ne suffit pas \u00e0 juger une plateforme de jeux ou de paris. Il faut distinguer un gain ponctuel d\u2019un r\u00e9sultat r\u00e9ellement profitable apr\u00e8s les mises, les pertes et les conditions de retrait. Cette page aide \u00e0 lire ces notions avec prudence, tout en rappelant le contexte l\u00e9gal fran\u00e7ais. Pour comparer les [&hellip;]","og_url":"https:\/\/anbautoshop.com\/en\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/","og_site_name":"A&amp;B AUTOSHOP","article_published_time":"2026-01-23T14:37:20+00:00","author":"Oz Sharafi","twitter_card":"summary_large_image","twitter_misc":{"Written by":"Oz Sharafi","Est. reading time":"7 minutes"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"Article","@id":"https:\/\/anbautoshop.com\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/#article","isPartOf":{"@id":"https:\/\/anbautoshop.com\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/"},"author":{"name":"Oz Sharafi","@id":"https:\/\/anbautoshop.com\/#\/schema\/person\/f1a32b8dda7c247e0834d37ec114cc7e"},"headline":"cbet : comprendre la fr\u00e9quence des gains et les r\u00e9sultats r\u00e9ellement rentables","datePublished":"2026-01-23T14:37:20+00:00","mainEntityOfPage":{"@id":"https:\/\/anbautoshop.com\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/"},"wordCount":1456,"commentCount":0,"publisher":{"@id":"https:\/\/anbautoshop.com\/#organization"},"inLanguage":"en-US","potentialAction":[{"@type":"CommentAction","name":"Comment","target":["https:\/\/anbautoshop.com\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/#respond"]}]},{"@type":"WebPage","@id":"https:\/\/anbautoshop.com\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/","url":"https:\/\/anbautoshop.com\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/","name":"cbet : comprendre la fr\u00e9quence des gains et les r\u00e9sultats r\u00e9ellement rentables - A&amp;B AUTOSHOP","isPartOf":{"@id":"https:\/\/anbautoshop.com\/#website"},"datePublished":"2026-01-23T14:37:20+00:00","breadcrumb":{"@id":"https:\/\/anbautoshop.com\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/#breadcrumb"},"inLanguage":"en-US","potentialAction":[{"@type":"ReadAction","target":["https:\/\/anbautoshop.com\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/"]}]},{"@type":"BreadcrumbList","@id":"https:\/\/anbautoshop.com\/cbet-comprendre-la-frequence-des-gains-et-les-resultats-reellement-rentables\/#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"\u05d3\u05e3 \u05d4\u05d1\u05d9\u05ea","item":"https:\/\/anbautoshop.com\/"},{"@type":"ListItem","position":2,"name":"cbet : comprendre la fr\u00e9quence des gains et les r\u00e9sultats r\u00e9ellement rentables"}]},{"@type":"WebSite","@id":"https:\/\/anbautoshop.com\/#website","url":"https:\/\/anbautoshop.com\/","name":"A&amp;B AUTOSHOP","description":"\u05db\u05dc \u05d7\u05dc\u05e7\u05d9 \u05d4\u05e8\u05db\u05d1","publisher":{"@id":"https:\/\/anbautoshop.com\/#organization"},"potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/anbautoshop.com\/?s={search_term_string}"},"query-input":{"@type":"PropertyValueSpecification","valueRequired":true,"valueName":"search_term_string"}}],"inLanguage":"en-US"},{"@type":"Organization","@id":"https:\/\/anbautoshop.com\/#organization","name":"A&amp;B AUTOSHOP","url":"https:\/\/anbautoshop.com\/","logo":{"@type":"ImageObject","inLanguage":"en-US","@id":"https:\/\/anbautoshop.com\/#\/schema\/logo\/image\/","url":"https:\/\/anbautoshop.com\/wp-content\/uploads\/2023\/08\/Copy-of-1-01-1.png","contentUrl":"https:\/\/anbautoshop.com\/wp-content\/uploads\/2023\/08\/Copy-of-1-01-1.png","width":719,"height":729,"caption":"A&amp;B AUTOSHOP"},"image":{"@id":"https:\/\/anbautoshop.com\/#\/schema\/logo\/image\/"}},{"@type":"Person","@id":"https:\/\/anbautoshop.com\/#\/schema\/person\/f1a32b8dda7c247e0834d37ec114cc7e","name":"Oz Sharafi","image":{"@type":"ImageObject","inLanguage":"en-US","@id":"https:\/\/secure.gravatar.com\/avatar\/2cf9866b6ad3a589629fa50aebbb2a505f94bdb293fe52b6f3e19242ceee31e9?s=96&d=mm&r=g","url":"https:\/\/secure.gravatar.com\/avatar\/2cf9866b6ad3a589629fa50aebbb2a505f94bdb293fe52b6f3e19242ceee31e9?s=96&d=mm&r=g","contentUrl":"https:\/\/secure.gravatar.com\/avatar\/2cf9866b6ad3a589629fa50aebbb2a505f94bdb293fe52b6f3e19242ceee31e9?s=96&d=mm&r=g","caption":"Oz Sharafi"},"url":"https:\/\/anbautoshop.com\/en\/author\/oz\/"}]}},"_links":{"self":[{"href":"https:\/\/anbautoshop.com\/en\/wp-json\/wp\/v2\/posts\/7645","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/anbautoshop.com\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/anbautoshop.com\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/anbautoshop.com\/en\/wp-json\/wp\/v2\/users\/36"}],"replies":[{"embeddable":true,"href":"https:\/\/anbautoshop.com\/en\/wp-json\/wp\/v2\/comments?post=7645"}],"version-history":[{"count":0,"href":"https:\/\/anbautoshop.com\/en\/wp-json\/wp\/v2\/posts\/7645\/revisions"}],"wp:attachment":[{"href":"https:\/\/anbautoshop.com\/en\/wp-json\/wp\/v2\/media?parent=7645"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/anbautoshop.com\/en\/wp-json\/wp\/v2\/categories?post=7645"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/anbautoshop.com\/en\/wp-json\/wp\/v2\/tags?post=7645"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}