{"id":813197,"date":"2026-03-09T04:41:33","date_gmt":"2026-03-08T20:41:33","guid":{"rendered":"https:\/\/theeesgroup.com\/?p=813197"},"modified":"2026-10-03T19:52:27","modified_gmt":"2026-10-03T11:52:27","slug":"stake-calcul-du-cashback-selon-les-pertes-nettes-et-les-transactions-exclues","status":"publish","type":"post","link":"https:\/\/theeesgroup.com\/id\/stake-calcul-du-cashback-selon-les-pertes-nettes-et-les-transactions-exclues\/","title":{"rendered":"Stake : calcul du cashback selon les pertes nettes et les transactions exclues"},"content":{"rendered":"<p>Le cashback de Stake correspond surtout au rakeback, calcul\u00e9 \u00e0 partir de l\u2019avantage math\u00e9matique du casino plut\u00f4t qu\u2019\u00e0 partir de la perte r\u00e9elle d\u2019une session. Cette distinction change le r\u00e9sultat attendu et aide \u00e0 interpr\u00e9ter un Stake remboursement avec prudence. Nous expliquons la formule, les op\u00e9rations exclues et les v\u00e9rifications utiles, tout en rappelant que la plateforme interdit son utilisation aux personnes situ\u00e9es ou r\u00e9sidentes en France. Pour consulter <a href=\"https:\/\/dieppeconservatoire.fr\/\">www.dieppeconservatoire.fr<\/a> au milieu d\u2019une autre recherche, ne remplace pas cette v\u00e9rification r\u00e9glementaire.<\/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>Comment Stake calcule le cashback<\/h2>\n<p>Le rakeback annonc\u00e9 est de 3,5 % de l\u2019avantage de la maison sur les mises de casino. Il ne s\u2019agit donc pas d\u2019un remboursement direct de la somme perdue. Une session gagnante peut produire du rakeback, tandis qu\u2019une session perdante peut en produire peu si l\u2019avantage th\u00e9orique du jeu est faible.<\/p>\n<h3>La formule fond\u00e9e sur l\u2019avantage de la maison<\/h3>\n<p>Le calcul de base est simple : mise \u00d7 avantage de la maison \u00d7 3,5 %. Par exemple, une mise totale de 1 BTC sur un jeu pr\u00e9sentant un avantage de 2 % donne 0,0007 BTC de rakeback. Le r\u00e9sultat d\u00e9pend de l\u2019action th\u00e9orique du jeu, pas du solde final de la session.<\/p>\n<p>Cette m\u00e9thode explique pourquoi le terme \u00ab pertes nettes \u00bb peut pr\u00eater \u00e0 confusion. Stake ne soustrait pas simplement les gains des pertes pour verser 3,5 % du d\u00e9ficit. Le calcul porte sur les mises admissibles et l\u2019avantage associ\u00e9. Les jeux, les r\u00e8gles promotionnelles et le statut du compte peuvent toutefois modifier le r\u00e9sultat disponible.<\/p>\n<h3>Acc\u00e8s et retrait du rakeback<\/h3>\n<p>Le rakeback doit \u00eatre r\u00e9clam\u00e9 dans l\u2019espace VIP, sous la rubrique \u00ab Rakeback \u00bb. Une offre de bienvenue peut l\u2019activer si un code d\u2019affiliation ou de parrainage valide est saisi dans les 24 heures suivant la cr\u00e9ation du compte. Il est aussi accessible \u00e0 partir du rang Bronze.<\/p>\n<ul>\n<li>V\u00e9rifier l\u2019\u00e9ligibilit\u00e9 affich\u00e9e dans l\u2019espace VIP.<\/li>\n<li>Contr\u00f4ler le montant avant de le r\u00e9clamer.<\/li>\n<li>Lire les conditions propres \u00e0 la promotion active.<\/li>\n<li>V\u00e9rifier la devise et les exigences de retrait.<\/li>\n<\/ul>\n<h2>Transactions exclues et conditions des bonus<\/h2>\n<p>Le rakeback n\u2019est pas la seule r\u00e8gle \u00e0 examiner. Les bonus de d\u00e9p\u00f4t utilisent une logique diff\u00e9rente : le rollover porte sur le d\u00e9p\u00f4t et le bonus, avec une normalisation \u00e0 4 % d\u2019avantage de la maison. La devise du bonus reste bloqu\u00e9e jusqu\u2019\u00e0 la r\u00e9alisation de l\u2019exigence ou \u00e0 l\u2019\u00e9puisement du solde sans pari actif.<\/p>\n<h3>Paris et soldes qui ne comptent pas de la m\u00eame fa\u00e7on<\/h3>\n<p>Pour les paris sportifs, le calcul du rakeback mentionne un avantage th\u00e9orique de 3 %. Les paris annul\u00e9s et encaiss\u00e9s avant leur r\u00e8glement sont exclus. Pour un bonus de d\u00e9p\u00f4t, les paris sportifs peuvent contribuer \u00e0 hauteur de 75 %, selon les conditions de l\u2019offre. Un jeu avec un avantage de 1 % peut, lui, contribuer \u00e0 25 % de la mise.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>R\u00e8gle publi\u00e9e<\/th>\n<th>Effet pratique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Rakeback casino<\/td>\n<td>3,5 % de l\u2019avantage de la maison<\/td>\n<td>Calcul\u00e9 sur l\u2019avantage th\u00e9orique<\/td>\n<\/tr>\n<tr>\n<td>Rakeback poker<\/td>\n<td>3,5 % du rake<\/td>\n<td>Fond\u00e9 sur les frais de poker<\/td>\n<\/tr>\n<tr>\n<td>Avantage sportif th\u00e9orique<\/td>\n<td>3 %<\/td>\n<td>Pari annul\u00e9 ou encaiss\u00e9 exclu<\/td>\n<\/tr>\n<tr>\n<td>Rollover d\u2019un bonus de d\u00e9p\u00f4t<\/td>\n<td>D\u00e9p\u00f4t + bonus<\/td>\n<td>Le montant reste soumis aux conditions de l\u2019offre<\/td>\n<\/tr>\n<tr>\n<td>Jeu avec 1 % d\u2019avantage<\/td>\n<td>Contribution de 25 % au rollover<\/td>\n<td>Applicable \u00e0 certaines offres de d\u00e9p\u00f4t<\/td>\n<\/tr>\n<tr>\n<td>Pari sportif dans ce rollover<\/td>\n<td>Contribution de 75 %<\/td>\n<td>Selon les r\u00e8gles du bonus concern\u00e9<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Les exclusions peuvent aussi viser des catalogues entiers de fournisseurs. Le dossier de conditions cite notamment 100hp, 155, 3 Oaks Gaming et Amusnet. Il faut donc ouvrir la liste d\u2019exclusion li\u00e9e \u00e0 l\u2019offre plut\u00f4t que supposer qu\u2019une mise sur un jeu de casino sera toujours prise en compte.<\/p>\n<h2>V\u00e9rifier un montant avant de consid\u00e9rer Stake cashback<\/h2>\n<p>Une v\u00e9rification s\u00e9rieuse commence par l\u2019offre pr\u00e9cise, sa p\u00e9riode et son mode de calcul. Les campagnes peuvent changer, tandis que le compte affiche les informations applicables au moment de la demande. Les d\u00e9p\u00f4ts doivent aussi \u00eatre mis\u00e9s \u00e0 100 % avant un retrait, et la progression appara\u00eet sur l\u2019\u00e9cran de retrait.<\/p>\n<h3>Contr\u00f4les utiles avant toute r\u00e9clamation<\/h3>\n<p>Un \u00e9cart entre une estimation personnelle et le montant affich\u00e9 ne prouve pas n\u00e9cessairement une erreur. Il peut venir d\u2019un pari exclu, d\u2019un avantage diff\u00e9rent, d\u2019une devise convertie ou d\u2019une condition non remplie. Les r\u00e8gles du compte doivent primer sur une discussion lue dans un Stake forum ou sur un Stake avis retrait.<\/p>\n<ol>\n<li>Noter la p\u00e9riode, la devise et le type de r\u00e9compense.<\/li>\n<li>S\u00e9parer les mises de casino, de poker et de sport.<\/li>\n<li>Retirer les paris annul\u00e9s, encaiss\u00e9s ou non admissibles.<\/li>\n<li>Comparer les jeux avec la liste d\u2019exclusion de l\u2019offre.<\/li>\n<li>Conserver les identifiants de transaction en cas de demande au support.<\/li>\n<\/ol>\n<p>La plateforme indique que le support est disponible 24 heures sur 24, par chat et par e-mail. Une demande claire doit pr\u00e9ciser le montant attendu, la p\u00e9riode examin\u00e9e et la transaction concern\u00e9e, sans envoyer plusieurs fois les m\u00eames informations sensibles.<\/p>\n<h2>Conclusion<\/h2>\n<p>Le cashback de Stake ne correspond pas automatiquement \u00e0 3,5 % des pertes nettes. Pour le casino, il repose sur l\u2019avantage de la maison ; pour le poker, sur le rake ; pour le sport, les paris annul\u00e9s et encaiss\u00e9s sont exclus. Avant toute interpr\u00e9tation, v\u00e9rifiez les conditions de l\u2019offre, le turnover de 100 %, les jeux non admissibles et la l\u00e9galit\u00e9 de l\u2019acc\u00e8s depuis votre lieu de r\u00e9sidence.<\/p>\n<h2>Foire aux questions<\/h2>\n<p>Ces r\u00e9ponses r\u00e9sument les points qui pr\u00eatent le plus souvent \u00e0 confusion lorsque l\u2019on compare un remboursement attendu avec le montant affich\u00e9 sur un compte.<\/p>\n<h3>Le cashback Stake rembourse-t-il toutes les pertes ?<\/h3>\n<p>Non. Le rakeback est calcul\u00e9 selon l\u2019avantage th\u00e9orique de la maison, et non selon la diff\u00e9rence entre les d\u00e9p\u00f4ts, les gains et les pertes. Une perte importante ne garantit donc pas un remboursement proportionnel, surtout si les mises ne sont pas admissibles.<\/p>\n<h3>Un pari sportif encaiss\u00e9 compte-t-il dans le calcul ?<\/h3>\n<p>Les r\u00e8gles publi\u00e9es excluent les paris sportifs annul\u00e9s et encaiss\u00e9s du calcul du rakeback. Les conditions d\u2019un bonus de d\u00e9p\u00f4t peuvent appliquer une logique diff\u00e9rente. Il faut donc distinguer le rakeback des exigences de rollover propres \u00e0 une promotion.<\/p>\n<h3>Que faire en cas d\u2019\u00e9cart dans un Stake avis retrait ?<\/h3>\n<p>Comparez d\u2019abord la p\u00e9riode, la devise, les transactions et la liste d\u2019exclusion de l\u2019offre. Gardez les identifiants concern\u00e9s, puis contactez le support avec une demande pr\u00e9cise. Les commentaires publics peuvent signaler un probl\u00e8me, mais ne remplacent pas les conditions du compte.<\/p>","protected":false},"excerpt":{"rendered":"<p>Le cashback de Stake correspond surtout au rakeback, calcul\u00e9 \u00e0 partir de l\u2019avantage math\u00e9matique du casino plut\u00f4t qu\u2019\u00e0 partir de la perte r\u00e9elle d\u2019une session. Cette distinction change le r\u00e9sultat attendu et aide \u00e0 interpr\u00e9ter un Stake remboursement avec prudence. Nous expliquons la formule, les op\u00e9rations exclues et les v\u00e9rifications utiles, tout en rappelant que&hellip;&nbsp;<a href=\"https:\/\/theeesgroup.com\/id\/stake-calcul-du-cashback-selon-les-pertes-nettes-et-les-transactions-exclues\/\" class=\"\" rel=\"bookmark\">Selengkapnya &raquo;<span class=\"screen-reader-text\">Stake : calcul du cashback selon les pertes nettes et les transactions exclues<\/span><\/a><\/p>","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"inline_featured_image":false,"neve_meta_sidebar":"","neve_meta_container":"","neve_meta_enable_content_width":"","neve_meta_content_width":0,"neve_meta_title_alignment":"","neve_meta_author_avatar":"","neve_post_elements_order":"","neve_meta_disable_header":"","neve_meta_disable_footer":"","neve_meta_disable_title":"","neve_meta_reading_time":"","_ti_tpc_template_sync":false,"_ti_tpc_template_id":"","_cloudinary_featured_overwrite":false,"footnotes":""},"categories":[1],"tags":[],"class_list":["post-813197","post","type-post","status-publish","format-standard","hentry","category-uncategorized","show-hover"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v24.0 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Stake : calcul du cashback selon les pertes nettes et les transactions exclues - Efficient Energy Solutions<\/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:\/\/theeesgroup.com\/id\/stake-calcul-du-cashback-selon-les-pertes-nettes-et-les-transactions-exclues\/\" \/>\n<meta property=\"og:locale\" content=\"id_ID\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Stake : calcul du cashback selon les pertes nettes et les transactions exclues - Efficient Energy Solutions\" \/>\n<meta property=\"og:description\" content=\"Le cashback de Stake correspond surtout au rakeback, calcul\u00e9 \u00e0 partir de l\u2019avantage math\u00e9matique du casino plut\u00f4t qu\u2019\u00e0 partir de la perte r\u00e9elle d\u2019une session. Cette distinction change le r\u00e9sultat attendu et aide \u00e0 interpr\u00e9ter un Stake remboursement avec prudence. Nous expliquons la formule, les op\u00e9rations exclues et les v\u00e9rifications utiles, tout en rappelant que&hellip;&nbsp;Selengkapnya &raquo;Stake : calcul du cashback selon les pertes nettes et les transactions exclues\" \/>\n<meta property=\"og:url\" content=\"https:\/\/theeesgroup.com\/id\/stake-calcul-du-cashback-selon-les-pertes-nettes-et-les-transactions-exclues\/\" \/>\n<meta property=\"og:site_name\" content=\"Efficient Energy Solutions\" \/>\n<meta property=\"article:published_time\" content=\"2026-03-08T20:41:33+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2026-10-03T11:52:27+00:00\" \/>\n<meta name=\"author\" content=\"The EES Group\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Ditulis oleh\" \/>\n\t<meta name=\"twitter:data1\" content=\"The EES Group\" \/>\n\t<meta name=\"twitter:label2\" content=\"Estimasi waktu membaca\" \/>\n\t<meta name=\"twitter:data2\" content=\"6 menit\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"Article\",\"@id\":\"https:\/\/theeesgroup.com\/stake-calcul-du-cashback-selon-les-pertes-nettes-et-les-transactions-exclues\/#article\",\"isPartOf\":{\"@id\":\"https:\/\/theeesgroup.com\/stake-calcul-du-cashback-selon-les-pertes-nettes-et-les-transactions-exclues\/\"},\"author\":{\"name\":\"The EES Group\",\"@id\":\"https:\/\/theeesgroup.com\/#\/schema\/person\/91d2bca349a8beefab5d388ef70fb195\"},\"headline\":\"Stake : calcul du cashback selon les pertes nettes et les transactions exclues\",\"datePublished\":\"2026-03-08T20:41:33+00:00\",\"dateModified\":\"2026-10-03T11:52:27+00:00\",\"mainEntityOfPage\":{\"@id\":\"https:\/\/theeesgroup.com\/stake-calcul-du-cashback-selon-les-pertes-nettes-et-les-transactions-exclues\/\"},\"wordCount\":1157,\"publisher\":{\"@id\":\"https:\/\/theeesgroup.com\/#organization\"},\"articleSection\":[\"Uncategorized\"],\"inLanguage\":\"id\"},{\"@type\":\"WebPage\",\"@id\":\"https:\/\/theeesgroup.com\/stake-calcul-du-cashback-selon-les-pertes-nettes-et-les-transactions-exclues\/\",\"url\":\"https:\/\/theeesgroup.com\/stake-calcul-du-cashback-selon-les-pertes-nettes-et-les-transactions-exclues\/\",\"name\":\"Stake : calcul du cashback selon les pertes nettes et les transactions exclues - Efficient Energy Solutions\",\"isPartOf\":{\"@id\":\"https:\/\/theeesgroup.com\/#website\"},\"datePublished\":\"2026-03-08T20:41:33+00:00\",\"dateModified\":\"2026-10-03T11:52:27+00:00\",\"breadcrumb\":{\"@id\":\"https:\/\/theeesgroup.com\/stake-calcul-du-cashback-selon-les-pertes-nettes-et-les-transactions-exclues\/#breadcrumb\"},\"inLanguage\":\"id\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\/\/theeesgroup.com\/stake-calcul-du-cashback-selon-les-pertes-nettes-et-les-transactions-exclues\/\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\/\/theeesgroup.com\/stake-calcul-du-cashback-selon-les-pertes-nettes-et-les-transactions-exclues\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Home\",\"item\":\"https:\/\/theeesgroup.com\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Stake : calcul du cashback selon les pertes nettes et les transactions exclues\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\/\/theeesgroup.com\/#website\",\"url\":\"https:\/\/theeesgroup.com\/\",\"name\":\"Efficient Energy Solutions\",\"description\":\"Take control of your carbon emissions &amp; 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