{"id":58575,"date":"2026-02-17T09:22:00","date_gmt":"2026-02-17T09:22:00","guid":{"rendered":"https:\/\/simplefoodindia.com\/?p=58575"},"modified":"2026-09-24T21:26:48","modified_gmt":"2026-09-24T21:26:48","slug":"comprendre-les-controles-de-mise-dans-les-jeux-corgibet","status":"publish","type":"post","link":"https:\/\/simplefoodindia.com\/index.php\/2026\/02\/17\/comprendre-les-controles-de-mise-dans-les-jeux-corgibet\/","title":{"rendered":"Comprendre les contr\u00f4les de mise dans les jeux Corgibet"},"content":{"rendered":"<p>Les contr\u00f4les de mise sur <a href=\"https:\/\/corgibet-fr.fr\/\">corgibet<\/a> servent \u00e0 encadrer le montant engag\u00e9 sur chaque tour, pari ou fonctionnalit\u00e9 sp\u00e9ciale. Ils peuvent concerner le minimum, le maximum, le solde disponible et les r\u00e8gles d\u2019un bonus. Avant toute utilisation, un point reste essentiel pour les lecteurs en France : les conditions de Corgibet indiquent que la France fait partie des pays non accept\u00e9s.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"corgibet\" border=\"0\" \/><\/p>\n<h2>Comment fonctionnent les contr\u00f4les de mise sur Corgibet<\/h2>\n<p>Un contr\u00f4le de mise n\u2019est pas seulement un chiffre affich\u00e9 pr\u00e8s du bouton de jeu. Il d\u00e9pend du titre choisi, du type de solde utilis\u00e9 et, parfois, d\u2019une promotion active. Les jeux de casino non diffus\u00e9s en direct reposent sur un g\u00e9n\u00e9rateur de nombres al\u00e9atoires test\u00e9 par des organismes ind\u00e9pendants, tandis que certains jeux instantan\u00e9s et crash proposent une v\u00e9rification \u00ab Provably Fair \u00bb apr\u00e8s la manche.<\/p>\n<h3>Minimum, maximum et solde disponible<\/h3>\n<p>Chaque jeu fixe g\u00e9n\u00e9ralement une fourchette de mise. Le montant r\u00e9ellement accept\u00e9 ne peut pas d\u00e9passer le solde utilisable ni les limites affich\u00e9es dans l\u2019interface. Le portefeuille s\u00e9pare l\u2019argent r\u00e9el du solde bonus, ce qui peut modifier l\u2019ordre dans lequel les fonds sont engag\u00e9s. Les conditions indiquent aussi que chaque d\u00e9p\u00f4t doit \u00eatre jou\u00e9 au moins trois fois avant une demande de retrait.<\/p>\n<p>Cette r\u00e8gle de circulation des fonds est diff\u00e9rente d\u2019une limite de mise. Elle ne r\u00e9duit pas forc\u00e9ment le montant autoris\u00e9 sur un tour, mais elle bloque le retrait tant que le d\u00e9p\u00f4t n\u2019a pas respect\u00e9 le volume requis. Une v\u00e9rification d\u2019identit\u00e9 peut \u00e9galement \u00eatre demand\u00e9e avant le premier paiement, pendant l\u2019examen d\u2019un retrait ou apr\u00e8s une activit\u00e9 jug\u00e9e inhabituelle.<\/p>\n<h3>Limites li\u00e9es aux bonus<\/h3>\n<p>Les bonus ajoutent souvent le contr\u00f4le le plus strict. Pour le pack de bienvenue, la mise maximale annonc\u00e9e est de 5 \u20ac, y compris lors d\u2019un tour bonus ou de l\u2019achat d\u2019une fonctionnalit\u00e9. Le bonus doit en principe \u00eatre jou\u00e9 40 fois, sauf indication diff\u00e9rente. Le retrait reste bloqu\u00e9 pendant cette p\u00e9riode, et un retrait anticip\u00e9 peut annuler le bonus ainsi que les gains qui lui sont li\u00e9s.<\/p>\n<p>Les tours gratuits poss\u00e8dent leurs propres d\u00e9lais. Leur activation doit intervenir dans les trois jours, puis les tours et leurs gains disposent d\u2019une dur\u00e9e de sept jours. Le gain maximal associ\u00e9 aux tours gratuits de bienvenue est plafonn\u00e9 \u00e0 50 \u20ac. Une seule offre de d\u00e9p\u00f4t peut \u00eatre active \u00e0 la fois, et les jeux exclus des bonus ne doivent pas \u00eatre utilis\u00e9s avec un solde promotionnel.<\/p>\n<h2>Choisir une mise adapt\u00e9e \u00e0 chaque type de jeu<\/h2>\n<p>Le bon r\u00e9glage d\u00e9pend du risque accept\u00e9, de la volatilit\u00e9 du jeu et de l\u2019objectif de la session. Corgibet annonce plus de 6 000 jeux, dont plus de 4 000 machines \u00e0 sous provenant de plus de 80 d\u00e9veloppeurs. Cette vari\u00e9t\u00e9 signifie que les contr\u00f4les peuvent varier fortement entre une machine \u00e0 sous, une table en direct et un pari sportif.<\/p>\n<h3>Lire les informations avant de confirmer<\/h3>\n<p>Avant de cliquer sur le bouton de mise, v\u00e9rifiez le montant s\u00e9lectionn\u00e9, le solde concern\u00e9 et les conditions de la partie. Une mise faible permet de prolonger une session, mais elle ne supprime pas le risque de perte. Une machine \u00e0 forte volatilit\u00e9 peut produire des r\u00e9sultats irr\u00e9guliers, m\u00eame lorsque le montant engag\u00e9 reste constant. Les indications de rendement th\u00e9orique, lorsqu\u2019elles existent, d\u00e9crivent une tendance math\u00e9matique et non un r\u00e9sultat garanti.<\/p>\n<p>Les jeux de table poss\u00e8dent aussi des taux de contribution diff\u00e9rents pour le calcul du wagering. Les machines \u00e0 sous contribuent \u00e0 100 %, la roulette en direct et le blackjack \u00e0 10 %, tandis que les jeux instantan\u00e9s et plusieurs jeux de table contribuent \u00e0 0 %. Une mise \u00e9lev\u00e9e sur un jeu peu contributeur peut donc avancer tr\u00e8s lentement la condition d\u2019un bonus.<\/p>\n<p>Le tableau suivant r\u00e9sume les contributions publi\u00e9es pour plusieurs cat\u00e9gories. Elles concernent le calcul du wagering promotionnel, pas une promesse de gain.<\/p>\n<table>\n<thead>\n<tr>\n<th>Cat\u00e9gorie de jeu<\/th>\n<th>Contribution au wagering<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Machines \u00e0 sous<\/td>\n<td>100 %<\/td>\n<\/tr>\n<tr>\n<td>Achat de fonctionnalit\u00e9<\/td>\n<td>50 %<\/td>\n<\/tr>\n<tr>\n<td>Roulette en direct<\/td>\n<td>10 %<\/td>\n<\/tr>\n<tr>\n<td>Blackjack<\/td>\n<td>10 %<\/td>\n<\/tr>\n<tr>\n<td>Jeux instantan\u00e9s<\/td>\n<td>0 %<\/td>\n<\/tr>\n<tr>\n<td>Jeux de table<\/td>\n<td>0 %<\/td>\n<\/tr>\n<tr>\n<td>Jeux originaux<\/td>\n<td>0 %<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h3>G\u00e9rer les mises sur le casino et les paris sportifs<\/h3>\n<p>Sur le casino, le contr\u00f4le principal porte sur la mise par tour et les r\u00e8gles du bonus. Sur le sportsbook, il s\u2019applique aussi au type de pari, aux cotes et au nombre de s\u00e9lections. Certaines offres exigent des combin\u00e9s d\u2019au moins trois \u00e9v\u00e9nements, avec une cote minimale de 1,40 pour chaque s\u00e9lection. Les paris annul\u00e9s ou encaiss\u00e9s ne comptent pas toujours pour le wagering.<\/p>\n<p>Les outils comme Cash Out, Bet Builder, Early Payout et Comboboost peuvent modifier la valeur finale d\u2019un pari, mais ils ne garantissent pas un r\u00e9sultat favorable. Le Comboboost commence \u00e0 quatre s\u00e9lections et peut atteindre un multiplicateur de 1,50 \u00e0 partir de seize s\u00e9lections, avec une cote minimale de 1,50 par s\u00e9lection. Il faut donc lire le r\u00e8glement de l\u2019offre avant de chercher \u00e0 augmenter une mise.<\/p>\n<p>Pour garder une session claire, utilisez les limites disponibles dans le compte. Corgibet d\u00e9crit des plafonds de d\u00e9p\u00f4t quotidiens, hebdomadaires et mensuels, ainsi que des limites de perte et de dur\u00e9e de session. Les r\u00e9ductions de limite prennent effet imm\u00e9diatement, alors qu\u2019une augmentation ou une suppression demande un d\u00e9lai de 24 heures.<\/p>\n<ul>\n<li>D\u00e9finissez une limite de d\u00e9p\u00f4t avant de commencer.<\/li>\n<li>Contr\u00f4lez la mise affich\u00e9e avant chaque validation.<\/li>\n<li>\u00c9vitez les jeux exclus lorsqu\u2019un bonus est actif.<\/li>\n<li>Comparez la contribution du jeu avec le wagering demand\u00e9.<\/li>\n<li>Arr\u00eatez la session si le budget pr\u00e9vu est atteint.<\/li>\n<\/ul>\n<h2>Conclusion<\/h2>\n<p>Les contr\u00f4les de mise sur Corgibet combinent les limites du jeu, le solde disponible, les r\u00e8gles promotionnelles et les conditions de retrait. Le plafond de 5 \u20ac li\u00e9 au bonus, le wagering par 40 et la contribution variable des jeux montrent pourquoi une lecture attentive est indispensable. Avant toute inscription ou tout d\u00e9p\u00f4t, les joueurs en France doivent surtout v\u00e9rifier l\u2019\u00e9ligibilit\u00e9 : les conditions publi\u00e9es excluent actuellement la France.<\/p>\n<h2>Foire aux questions<\/h2>\n<p>Voici les points pratiques \u00e0 retenir avant d\u2019\u00e9valuer les contr\u00f4les de mise et les offres associ\u00e9es.<\/p>\n<h3>Une mise maximale de 5 \u20ac s\u2019applique-t-elle \u00e0 tous les jeux ?<\/h3>\n<p>Non. La limite de 5 \u20ac concerne le bonus de bienvenue et inclut certains achats de fonctionnalit\u00e9s ou tours bonus. Une mise avec des fonds personnels peut suivre les limites propres au jeu et au compte. Il faut toujours v\u00e9rifier le montant autoris\u00e9 dans l\u2019interface avant de confirmer.<\/p>\n<h3>Les mises faibles permettent-elles de gagner plus longtemps ?<\/h3>\n<p>Elles r\u00e9duisent g\u00e9n\u00e9ralement le montant engag\u00e9 par tour, mais elles ne garantissent pas une session plus longue. Les r\u00e9sultats restent al\u00e9atoires et d\u00e9pendent du jeu. Une petite mise peut aussi contribuer lentement \u00e0 une condition de bonus si le titre choisi poss\u00e8de un faible taux de contribution.<\/p>\n<h3>Corgibet est-il accessible aux joueurs situ\u00e9s en France ?<\/h3>\n<p>La pr\u00e9sence d\u2019une interface fran\u00e7aise ne prouve pas l\u2019\u00e9ligibilit\u00e9. Les conditions publi\u00e9es par Corgibet indiquent que la France et ses territoires ultramarins font partie des zones restreintes. Un r\u00e9sident fran\u00e7ais ne doit donc pas consid\u00e9rer la localisation en fran\u00e7ais comme une autorisation de jouer ou de d\u00e9poser.<\/p>\n<h3>Peut-on modifier ses limites de d\u00e9p\u00f4t ?<\/h3>\n<p>Les outils d\u00e9crits permettent de fixer des limites quotidiennes, hebdomadaires et mensuelles. Une r\u00e9duction devient effective imm\u00e9diatement. Une augmentation ou une suppression prend effet apr\u00e8s 24 heures. Les d\u00e9p\u00f4ts en cryptomonnaie ne sont pas couverts par la fonction de limite de d\u00e9p\u00f4t responsable mentionn\u00e9e dans les conditions.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Les contr\u00f4les de mise sur corgibet servent \u00e0 encadrer le montant engag\u00e9 sur chaque tour, pari ou fonctionnalit\u00e9 sp\u00e9ciale. Ils peuvent concerner le minimum, le maximum, le solde disponible et les r\u00e8gles d\u2019un bonus. Avant toute utilisation, un point reste essentiel pour les lecteurs en France : les conditions de Corgibet indiquent que la France fait partie des pays non accept\u00e9s. Comment fonctionnent les contr\u00f4les de mise sur Corgibet Un contr\u00f4le de mise n\u2019est pas seulement un chiffre affich\u00e9 pr\u00e8s du bouton de jeu. Il d\u00e9pend du titre choisi, du type de solde utilis\u00e9 et, parfois, d\u2019une promotion active. Les jeux de casino non diffus\u00e9s en direct reposent sur un g\u00e9n\u00e9rateur de nombres al\u00e9atoires test\u00e9 par des organismes ind\u00e9pendants, tandis que certains jeux instantan\u00e9s et crash proposent une v\u00e9rification \u00ab Provably Fair \u00bb apr\u00e8s la manche. Minimum, maximum et solde disponible Chaque jeu fixe g\u00e9n\u00e9ralement une fourchette de mise. Le montant r\u00e9ellement accept\u00e9 ne peut pas d\u00e9passer le solde utilisable ni les limites affich\u00e9es dans l\u2019interface. Le portefeuille s\u00e9pare l\u2019argent r\u00e9el du solde bonus, ce qui peut modifier l\u2019ordre dans lequel les fonds sont engag\u00e9s. Les conditions indiquent aussi que chaque d\u00e9p\u00f4t doit \u00eatre jou\u00e9 au moins trois fois avant une demande de retrait. Cette r\u00e8gle de circulation des fonds est diff\u00e9rente d\u2019une limite de mise. Elle ne r\u00e9duit pas forc\u00e9ment le montant autoris\u00e9 sur un tour, mais elle bloque le retrait tant que le d\u00e9p\u00f4t n\u2019a pas respect\u00e9 le volume requis. Une v\u00e9rification d\u2019identit\u00e9 peut \u00e9galement \u00eatre demand\u00e9e avant le premier paiement, pendant l\u2019examen d\u2019un retrait ou apr\u00e8s une activit\u00e9 jug\u00e9e inhabituelle. Limites li\u00e9es aux bonus Les bonus ajoutent souvent le contr\u00f4le le plus strict. Pour le pack de bienvenue, la mise maximale annonc\u00e9e est de 5 \u20ac, y compris lors d\u2019un tour bonus ou de l\u2019achat d\u2019une fonctionnalit\u00e9. Le bonus doit en principe \u00eatre jou\u00e9 40 fois, sauf indication diff\u00e9rente. Le retrait reste bloqu\u00e9 pendant cette p\u00e9riode, et un retrait anticip\u00e9 peut annuler le bonus ainsi que les gains qui lui sont li\u00e9s. Les tours gratuits poss\u00e8dent leurs propres d\u00e9lais. Leur activation doit intervenir dans les trois jours, puis les tours et leurs gains disposent d\u2019une dur\u00e9e de sept jours. Le gain maximal associ\u00e9 aux tours gratuits de bienvenue est plafonn\u00e9 \u00e0 50 \u20ac. Une seule offre de d\u00e9p\u00f4t peut \u00eatre active \u00e0 la fois, et les jeux exclus des bonus ne doivent pas \u00eatre utilis\u00e9s avec un solde promotionnel. Choisir une mise adapt\u00e9e \u00e0 chaque type de jeu Le bon r\u00e9glage d\u00e9pend du risque accept\u00e9, de la volatilit\u00e9 du jeu et de l\u2019objectif de la session. Corgibet annonce plus de 6 000 jeux, dont plus de 4 000 machines \u00e0 sous provenant de plus de 80 d\u00e9veloppeurs. Cette vari\u00e9t\u00e9 signifie que les contr\u00f4les peuvent varier fortement entre une machine \u00e0 sous, une table en direct et un pari sportif. Lire les informations avant de confirmer Avant de cliquer sur le bouton de mise, v\u00e9rifiez le montant s\u00e9lectionn\u00e9, le solde concern\u00e9 et les conditions de la partie. Une mise faible permet de prolonger une session, mais elle ne supprime pas le risque de perte. Une machine \u00e0 forte volatilit\u00e9 peut produire des r\u00e9sultats irr\u00e9guliers, m\u00eame lorsque le montant engag\u00e9 reste constant. Les indications de rendement th\u00e9orique, lorsqu\u2019elles existent, d\u00e9crivent une tendance math\u00e9matique et non un r\u00e9sultat garanti. Les jeux de table poss\u00e8dent aussi des taux de contribution diff\u00e9rents pour le calcul du wagering. Les machines \u00e0 sous contribuent \u00e0 100 %, la roulette en direct et le blackjack \u00e0 10 %, tandis que les jeux instantan\u00e9s et plusieurs jeux de table contribuent \u00e0 0 %. Une mise \u00e9lev\u00e9e sur un jeu peu contributeur peut donc avancer tr\u00e8s lentement la condition d\u2019un bonus. Le tableau suivant r\u00e9sume les contributions publi\u00e9es pour plusieurs cat\u00e9gories. Elles concernent le calcul du wagering promotionnel, pas une promesse de gain. Cat\u00e9gorie de jeu Contribution au wagering Machines \u00e0 sous 100 % Achat de fonctionnalit\u00e9 50 % Roulette en direct 10 % Blackjack 10 % Jeux instantan\u00e9s 0 % Jeux de table 0 % Jeux originaux 0 % G\u00e9rer les mises sur le casino et les paris sportifs Sur le casino, le contr\u00f4le principal porte sur la mise par tour et les r\u00e8gles du bonus. Sur le sportsbook, il s\u2019applique aussi au type de pari, aux cotes et au nombre de s\u00e9lections. Certaines offres exigent des combin\u00e9s d\u2019au moins trois \u00e9v\u00e9nements, avec une cote minimale de 1,40 pour chaque s\u00e9lection. Les paris annul\u00e9s ou encaiss\u00e9s ne comptent pas toujours pour le wagering. Les outils comme Cash Out, Bet Builder, Early Payout et Comboboost peuvent modifier la valeur finale d\u2019un pari, mais ils ne garantissent pas un r\u00e9sultat favorable. Le Comboboost commence \u00e0 quatre s\u00e9lections et peut atteindre un multiplicateur de 1,50 \u00e0 partir de seize s\u00e9lections, avec une cote minimale de 1,50 par s\u00e9lection. Il faut donc lire le r\u00e8glement de l\u2019offre avant de chercher \u00e0 augmenter une mise. Pour garder une session claire, utilisez les limites disponibles dans le compte. Corgibet d\u00e9crit des plafonds de d\u00e9p\u00f4t quotidiens, hebdomadaires et mensuels, ainsi que des limites de perte et de dur\u00e9e de session. Les r\u00e9ductions de limite prennent effet imm\u00e9diatement, alors qu\u2019une augmentation ou une suppression demande un d\u00e9lai de 24 heures. D\u00e9finissez une limite de d\u00e9p\u00f4t avant de commencer. Contr\u00f4lez la mise affich\u00e9e avant chaque validation. \u00c9vitez les jeux exclus lorsqu\u2019un bonus est actif. Comparez la contribution du jeu avec le wagering demand\u00e9. Arr\u00eatez la session si le budget pr\u00e9vu est atteint. Conclusion Les contr\u00f4les de mise sur Corgibet combinent les limites du jeu, le solde disponible, les r\u00e8gles promotionnelles et les conditions de retrait. Le plafond de 5 \u20ac li\u00e9 au bonus, le wagering par 40 et la contribution variable des jeux montrent pourquoi une lecture attentive est indispensable. Avant toute inscription ou tout d\u00e9p\u00f4t, les joueurs en France doivent surtout v\u00e9rifier l\u2019\u00e9ligibilit\u00e9 : les conditions publi\u00e9es excluent actuellement la France. Foire aux questions Voici les points pratiques \u00e0 retenir avant d\u2019\u00e9valuer les contr\u00f4les de mise et les offres associ\u00e9es. Une mise maximale<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-58575","post","type-post","status-publish","format-standard","hentry","category-blog"],"_links":{"self":[{"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/posts\/58575","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/comments?post=58575"}],"version-history":[{"count":1,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/posts\/58575\/revisions"}],"predecessor-version":[{"id":58577,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/posts\/58575\/revisions\/58577"}],"wp:attachment":[{"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/media?parent=58575"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/categories?post=58575"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/tags?post=58575"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}