{"id":46090,"date":"2026-10-22T11:35:43","date_gmt":"2026-10-22T11:35:43","guid":{"rendered":"https:\/\/ortologist.com\/?p=46090"},"modified":"2026-10-22T11:35:43","modified_gmt":"2026-10-22T11:35:43","slug":"betriviera-mesurer-lecart-type-des-gains-et-comparer-le-resultat-aux-regles-publiees","status":"publish","type":"post","link":"https:\/\/ortologist.com\/index.php\/2026\/10\/22\/betriviera-mesurer-lecart-type-des-gains-et-comparer-le-resultat-aux-regles-publiees\/","title":{"rendered":"Betriviera : mesurer l\u2019\u00e9cart-type des gains et comparer le r\u00e9sultat aux r\u00e8gles publi\u00e9es"},"content":{"rendered":"<p>Pour analyser les r\u00e9sultats d\u2019une session chez Betriviera, la moyenne ne suffit pas. L\u2019\u00e9cart-type montre si les gains et les pertes restent proches de la moyenne ou s\u2019en \u00e9loignent fortement. Cette mesure aide \u00e0 comparer un relev\u00e9 r\u00e9el avec les r\u00e8gles annonc\u00e9es pour les jeux, les bonus et les promotions. Elle ne pr\u00e9dit pas le prochain r\u00e9sultat. Pour examiner les offres, y compris <a href=\"https:\/\/cvfinanceimmobilier.fr\/\">betriviera bonus sans d\u00e9p\u00f4t<\/a>, il faut s\u00e9parer la volatilit\u00e9 du jeu des conditions commerciales.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"betriviera\" border=\"0\" \/><\/p>\n<h2>Comprendre l\u2019\u00e9cart-type chez Betriviera<\/h2>\n<p>L\u2019\u00e9cart-type mesure la dispersion d\u2019une s\u00e9rie de r\u00e9sultats autour de sa moyenne. Si vous notez chaque gain net d\u2019un tour, une valeur faible indique des r\u00e9sultats assez r\u00e9guliers. Une valeur \u00e9lev\u00e9e signifie que les r\u00e9sultats sont plus \u00e9loign\u00e9s les uns des autres, avec parfois de longues pertes ou un gain exceptionnel.<\/p>\n<h3>Calculer une mesure comparable<\/h3>\n<p>Pour une session courte, utilisez les m\u00eames unit\u00e9s et le m\u00eame type de donn\u00e9es. Le gain net par tour est g\u00e9n\u00e9ralement plus utile que le montant brut remport\u00e9, car il tient compte de la mise. Notez aussi la mise, le jeu, le bonus actif et le r\u00e9sultat obtenu. Un tableau s\u00e9par\u00e9 pour les machines \u00e0 sous, le casino en direct et l\u2019Instant Win \u00e9vite de m\u00e9langer des profils diff\u00e9rents.<\/p>\n<p>La formule consiste \u00e0 calculer la moyenne, \u00e0 mesurer l\u2019\u00e9cart de chaque r\u00e9sultat \u00e0 cette moyenne, \u00e0 mettre ces \u00e9carts au carr\u00e9, puis \u00e0 en tirer la moyenne et la racine carr\u00e9e. Pour un \u00e9chantillon observ\u00e9, on utilise souvent la correction statistique avec le nombre de r\u00e9sultats moins un. Le choix doit rester identique quand vous comparez deux sessions.<\/p>\n<h3>Ne pas confondre volatilit\u00e9 et r\u00e8gle de paiement<\/h3>\n<p>La volatilit\u00e9 d\u00e9crit le comportement observ\u00e9 d\u2019un jeu. Elle ne remplace pas le taux de retour th\u00e9orique, le d\u00e9tail des combinaisons gagnantes ou les r\u00e8gles d\u2019un bonus. Une session de 100 tours peut afficher un \u00e9cart-type \u00e9lev\u00e9 par hasard, sans prouver que le jeu ne respecte pas ses param\u00e8tres.<\/p>\n<p>Les r\u00e8gles de Betriviera pr\u00e9cisent notamment que les mises de machines \u00e0 sous contribuent \u00e0 100 % au wagering g\u00e9n\u00e9ral, tandis que plusieurs jeux de table et de cartes ne comptent qu\u2019\u00e0 5 %. Cette diff\u00e9rence peut modifier la dur\u00e9e n\u00e9cessaire pour remplir une condition, mais elle ne permet pas de d\u00e9duire la volatilit\u00e9 du jeu.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment publi\u00e9<\/th>\n<th>Valeur<\/th>\n<th>Effet sur l\u2019analyse<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>R\u00e9pertoire public<\/td>\n<td>194 entr\u00e9es de fournisseurs<\/td>\n<td>Les jeux peuvent avoir des profils tr\u00e8s diff\u00e9rents<\/td>\n<\/tr>\n<tr>\n<td>Machines \u00e0 sous<\/td>\n<td>Contribution de 100 %<\/td>\n<td>Le wagering progresse \u00e0 chaque mise admissible<\/td>\n<\/tr>\n<tr>\n<td>Jeux de table et cartes<\/td>\n<td>Contribution g\u00e9n\u00e9ralement de 5 %<\/td>\n<td>La comparaison doit int\u00e9grer la pond\u00e9ration<\/td>\n<\/tr>\n<tr>\n<td>Bonus g\u00e9n\u00e9ral<\/td>\n<td>Dur\u00e9e annonc\u00e9e de 7 jours<\/td>\n<td>Les r\u00e9sultats sont li\u00e9s \u00e0 une p\u00e9riode limit\u00e9e<\/td>\n<\/tr>\n<tr>\n<td>Bonus g\u00e9n\u00e9ral<\/td>\n<td>Wagering par d\u00e9faut de 50 fois le bonus<\/td>\n<td>Le solde disponible ne suffit pas \u00e0 mesurer le rendement<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Comparer ses r\u00e9sultats aux r\u00e8gles de jeu et de bonus<\/h2>\n<p>La comparaison devient plus fiable lorsque vous construisez une fiche de contr\u00f4le. Chez Betriviera, un r\u00e9sultat doit \u00eatre replac\u00e9 dans son contexte : jeu choisi, mise r\u00e9elle, argent du solde ou bonus utilis\u00e9, tours gratuits \u00e9ventuels et condition de retrait. Une moyenne positive ne signifie pas automatiquement que toutes les conditions sont remplies.<\/p>\n<h3>V\u00e9rifier les conditions avant de calculer<\/h3>\n<p>Les offres publi\u00e9es ne forment pas toujours un ensemble parfaitement homog\u00e8ne. Le pack de bienvenue affiche jusqu\u2019\u00e0 15 000 \u20ac et 350 tours gratuits sur quatre d\u00e9p\u00f4ts, avec des cartes promotionnelles indiquant 40 fois de wagering. Les conditions g\u00e9n\u00e9rales contiennent toutefois des valeurs diff\u00e9rentes pour certaines \u00e9tapes, dont 50 fois dans plusieurs clauses. Il faut donc conserver une copie de la r\u00e8gle affich\u00e9e au moment de l\u2019activation.<\/p>\n<p>Pour chaque session, utilisez cette liste de contr\u00f4le :<\/p>\n<ul>\n<li>relever le code promotionnel, le d\u00e9p\u00f4t minimum et la date d\u2019expiration ;<\/li>\n<li>s\u00e9parer les mises en argent r\u00e9el des mises issues du bonus ;<\/li>\n<li>noter les contributions propres au jeu utilis\u00e9 ;<\/li>\n<li>calculer le gain net par tour, puis la moyenne et l\u2019\u00e9cart-type ;<\/li>\n<li>comparer le r\u00e9sultat avec la r\u00e8gle pr\u00e9cise de l\u2019offre, sans remplacer cette r\u00e8gle par une condition g\u00e9n\u00e9rale ;<\/li>\n<li>conserver les captures d\u2019\u00e9cran des conditions et du solde avant et apr\u00e8s la session.<\/li>\n<\/ul>\n<p>Les m\u00eames pr\u00e9cautions valent pour les offres r\u00e9currentes. Les recharges publi\u00e9es indiquent souvent 40 fois de wagering et une expiration du bonus apr\u00e8s 7 jours, alors que certaines promotions de casino en direct annoncent 3 fois et les offres Crash &amp; Win 2 fois. Un seul \u00e9cart-type calcul\u00e9 sur toutes ces op\u00e9rations donnerait une lecture confuse.<\/p>\n<h2>Lire les \u00e9carts sans tirer de conclusion excessive<\/h2>\n<p>Un \u00e9cart-type \u00e9lev\u00e9 peut venir d\u2019un jeu \u00e0 r\u00e9sultats tr\u00e8s espac\u00e9s, d\u2019une mise qui change, d\u2019un jackpot ou d\u2019une s\u00e9rie trop courte. Il peut aussi refl\u00e9ter l\u2019ajout de tours gratuits et de r\u00e9compenses promotionnelles dans la m\u00eame colonne que les mises ordinaires. La premi\u00e8re \u00e9tape consiste donc \u00e0 isoler les cat\u00e9gories avant d\u2019interpr\u00e9ter les chiffres.<\/p>\n<h3>Utiliser des groupes et des p\u00e9riodes comparables<\/h3>\n<p>Comparez, par exemple, deux s\u00e9ries de m\u00eame longueur avec la m\u00eame mise, le m\u00eame jeu et les m\u00eames r\u00e8gles. Une session sur une machine \u00e0 sous ne doit pas \u00eatre directement compar\u00e9e \u00e0 une table en direct. Le catalogue comprend des cat\u00e9gories comme les machines \u00e0 sous, l\u2019Instant Win, les jeux de table et le casino en direct, ce qui justifie des groupes distincts.<\/p>\n<p>Un \u00e9chantillon de 20 ou 50 r\u00e9sultats sert surtout \u00e0 d\u00e9crire ce qui s\u2019est pass\u00e9. Il est trop limit\u00e9 pour conclure sur le comportement durable d\u2019un jeu. Des s\u00e9ries plus longues r\u00e9duisent l\u2019effet du hasard, mais elles ne transforment pas l\u2019\u00e9cart-type en garantie. Aucun calcul ne permet de pr\u00e9voir le prochain tour ou de compenser une perte.<\/p>\n<table>\n<thead>\n<tr>\n<th>Situation observ\u00e9e<\/th>\n<th>Mesure \u00e0 isoler<\/th>\n<th>R\u00e8gle publi\u00e9e \u00e0 v\u00e9rifier<\/th>\n<th>Lecture prudente<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Cashback machines \u00e0 sous<\/td>\n<td>Perte nette de la semaine<\/td>\n<td>5 % \u00e0 15 % selon le palier<\/td>\n<td>Le cashback n\u2019est pas un rendement garanti<\/td>\n<\/tr>\n<tr>\n<td>Cashback casino en direct<\/td>\n<td>Mises moins gains<\/td>\n<td>10 %, maximum hebdomadaire de 1 000 \u20ac<\/td>\n<td>Calculer s\u00e9par\u00e9ment des machines \u00e0 sous<\/td>\n<\/tr>\n<tr>\n<td>Cashback Instant Win<\/td>\n<td>Perte nette de la veille<\/td>\n<td>2 % \u00e0 7 % selon le d\u00e9p\u00f4t pr\u00e9c\u00e9dent<\/td>\n<td>La p\u00e9riode de r\u00e9f\u00e9rence est sp\u00e9cifique<\/td>\n<\/tr>\n<tr>\n<td>Roulette en direct<\/td>\n<td>Gain net par tour<\/td>\n<td>Contribution bonus publi\u00e9e de 5 %<\/td>\n<td>Le wagering n\u2019est pas la volatilit\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Tours gratuits de l\u2019application<\/td>\n<td>R\u00e9sultat des spins<\/td>\n<td>30 tours et wagering de 30 fois<\/td>\n<td>Garder cette s\u00e9rie hors des mises ordinaires<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Les recherches li\u00e9es \u00e0 <strong>betriviera jeux<\/strong>, <strong>betriviera crypto<\/strong> ou <strong>betriviera paris<\/strong> peuvent concerner des produits et des moyens de paiement diff\u00e9rents. Elles ne doivent pas \u00eatre r\u00e9unies dans une seule statistique. Le site indique aussi que les d\u00e9p\u00f4ts en cryptomonnaie ne peuvent pas recevoir de limite de d\u00e9p\u00f4t : ce point rel\u00e8ve de la gestion du risque, pas du calcul de l\u2019\u00e9cart-type.<\/p>\n<h2>Conclusion : une m\u00e9thode simple pour une comparaison honn\u00eate<\/h2>\n<p>Pour comparer un r\u00e9sultat aux r\u00e8gles de Betriviera, commencez par fixer une unit\u00e9, une mise et une p\u00e9riode. Calculez ensuite la moyenne et l\u2019\u00e9cart-type sur des s\u00e9ries homog\u00e8nes, en s\u00e9parant les jeux, les bonus et les r\u00e9compenses. Enfin, v\u00e9rifiez la condition exacte affich\u00e9e au moment de l\u2019activation, car certaines valeurs publi\u00e9es diff\u00e8rent selon la page consult\u00e9e. L\u2019\u00e9cart-type d\u00e9crit le pass\u00e9 : il ne garantit ni gain, ni retrait, ni r\u00e9sultat futur.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Pour analyser les r\u00e9sultats d\u2019une session chez Betriviera, la moyenne ne suffit pas. L\u2019\u00e9cart-type montre si les gains et les pertes restent proches de la moyenne ou s\u2019en \u00e9loignent fortement. Cette mesure aide \u00e0 comparer un relev\u00e9 r\u00e9el avec les r\u00e8gles annonc\u00e9es pour les jeux, les bonus et les promotions. Elle ne pr\u00e9dit pas le [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_exactmetrics_skip_tracking":false,"_exactmetrics_sitenote_active":false,"_exactmetrics_sitenote_note":"","_exactmetrics_sitenote_category":0,"ocean_post_layout":"","ocean_both_sidebars_style":"","ocean_both_sidebars_content_width":0,"ocean_both_sidebars_sidebars_width":0,"ocean_sidebar":"","ocean_second_sidebar":"","ocean_disable_margins":"enable","ocean_add_body_class":"","ocean_shortcode_before_top_bar":"","ocean_shortcode_after_top_bar":"","ocean_shortcode_before_header":"","ocean_shortcode_after_header":"","ocean_has_shortcode":"","ocean_shortcode_after_title":"","ocean_shortcode_before_footer_widgets":"","ocean_shortcode_after_footer_widgets":"","ocean_shortcode_before_footer_bottom":"","ocean_shortcode_after_footer_bottom":"","ocean_display_top_bar":"default","ocean_display_header":"default","ocean_header_style":"","ocean_center_header_left_menu":"","ocean_custom_header_template":"","ocean_custom_logo":0,"ocean_custom_retina_logo":0,"ocean_custom_logo_max_width":0,"ocean_custom_logo_tablet_max_width":0,"ocean_custom_logo_mobile_max_width":0,"ocean_custom_logo_max_height":0,"ocean_custom_logo_tablet_max_height":0,"ocean_custom_logo_mobile_max_height":0,"ocean_header_custom_menu":"","ocean_menu_typo_font_family":"","ocean_menu_typo_font_subset":"","ocean_menu_typo_font_size":0,"ocean_menu_typo_font_size_tablet":0,"ocean_menu_typo_font_size_mobile":0,"ocean_menu_typo_font_size_unit":"px","ocean_menu_typo_font_weight":"","ocean_menu_typo_font_weight_tablet":"","ocean_menu_typo_font_weight_mobile":"","ocean_menu_typo_transform":"","ocean_menu_typo_transform_tablet":"","ocean_menu_typo_transform_mobile":"","ocean_menu_typo_line_height":0,"ocean_menu_typo_line_height_tablet":0,"ocean_menu_typo_line_height_mobile":0,"ocean_menu_typo_line_height_unit":"","ocean_menu_typo_spacing":0,"ocean_menu_typo_spacing_tablet":0,"ocean_menu_typo_spacing_mobile":0,"ocean_menu_typo_spacing_unit":"","ocean_menu_link_color":"","ocean_menu_link_color_hover":"","ocean_menu_link_color_active":"","ocean_menu_link_background":"","ocean_menu_link_hover_background":"","ocean_menu_link_active_background":"","ocean_menu_social_links_bg":"","ocean_menu_social_hover_links_bg":"","ocean_menu_social_links_color":"","ocean_menu_social_hover_links_color":"","ocean_disable_title":"default","ocean_disable_heading":"default","ocean_post_title":"","ocean_post_subheading":"","ocean_post_title_style":"","ocean_post_title_background_color":"","ocean_post_title_background":0,"ocean_post_title_bg_image_position":"","ocean_post_title_bg_image_attachment":"","ocean_post_title_bg_image_repeat":"","ocean_post_title_bg_image_size":"","ocean_post_title_height":0,"ocean_post_title_bg_overlay":0.5,"ocean_post_title_bg_overlay_color":"","ocean_disable_breadcrumbs":"default","ocean_breadcrumbs_color":"","ocean_breadcrumbs_separator_color":"","ocean_breadcrumbs_links_color":"","ocean_breadcrumbs_links_hover_color":"","ocean_display_footer_widgets":"default","ocean_display_footer_bottom":"default","ocean_custom_footer_template":"","footnotes":"","ocean_post_oembed":"","ocean_post_self_hosted_media":"","ocean_post_video_embed":"","ocean_link_format":"","ocean_link_format_target":"self","ocean_quote_format":"","ocean_quote_format_link":"post","ocean_gallery_link_images":"on","ocean_gallery_id":[]},"categories":[1],"tags":[],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/ortologist.com\/index.php\/wp-json\/wp\/v2\/posts\/46090"}],"collection":[{"href":"https:\/\/ortologist.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ortologist.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ortologist.com\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/ortologist.com\/index.php\/wp-json\/wp\/v2\/comments?post=46090"}],"version-history":[{"count":1,"href":"https:\/\/ortologist.com\/index.php\/wp-json\/wp\/v2\/posts\/46090\/revisions"}],"predecessor-version":[{"id":46091,"href":"https:\/\/ortologist.com\/index.php\/wp-json\/wp\/v2\/posts\/46090\/revisions\/46091"}],"wp:attachment":[{"href":"https:\/\/ortologist.com\/index.php\/wp-json\/wp\/v2\/media?parent=46090"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ortologist.com\/index.php\/wp-json\/wp\/v2\/categories?post=46090"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ortologist.com\/index.php\/wp-json\/wp\/v2\/tags?post=46090"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}