{"id":239476,"date":"2026-02-15T14:20:56","date_gmt":"2026-02-15T14:20:56","guid":{"rendered":"https:\/\/aiadmk.org.in\/?p=239476"},"modified":"2026-10-06T01:45:03","modified_gmt":"2026-10-06T01:45:03","slug":"comment-betzino-calcule-les-exigences-de-mise-multiplicateurs-et-bases-de-calcul","status":"publish","type":"post","link":"http:\/\/aiadmk.org.in\/ta\/comment-betzino-calcule-les-exigences-de-mise-multiplicateurs-et-bases-de-calcul\/","title":{"rendered":"Comment Betzino calcule les exigences de mise : multiplicateurs et bases de calcul"},"content":{"rendered":"<p>Avant d\u2019accepter une offre, il faut comprendre la somme r\u00e9ellement \u00e0 miser, la contribution de chaque jeu et la dur\u00e9e disponible. Les informations publi\u00e9es sur <a href=\"https:\/\/casinobetzino.com\/\">betzino<\/a> ne pr\u00e9sentent pas toujours les m\u00eames conditions : certaines offres indiquent 40 fois le bonus, d\u2019autres 70 fois. Ce guide vous aide \u00e0 lire une promotion, \u00e0 refaire le calcul et \u00e0 rep\u00e9rer les points \u00e0 v\u00e9rifier avant de d\u00e9poser.<\/p>\n<p><img style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"betzino\" border=\"0\" \/><\/p>\n<h2>Comprendre le calcul du wagering chez Betzino<\/h2>\n<p>Le wagering, ou exigence de mise, d\u00e9signe le montant total que vous devez jouer avant de pouvoir retirer des gains li\u00e9s \u00e0 un bonus. Le multiplicateur s\u2019applique g\u00e9n\u00e9ralement au bonus, mais certaines conditions peuvent retenir le d\u00e9p\u00f4t et le bonus, ou appliquer une r\u00e8gle diff\u00e9rente selon le produit. Il faut donc identifier la base exacte dans les conditions de l\u2019offre.<\/p>\n<h3>Multiplier le bonus ou le bonus et le d\u00e9p\u00f4t<\/h3>\n<p>Une formule simple est : <strong>montant du bonus \u00d7 multiplicateur<\/strong>. Avec un bonus de 100 \u20ac soumis \u00e0 40\u00d7, le volume th\u00e9orique est de 4 000 \u20ac. Si les conditions indiquent \u00ab d\u00e9p\u00f4t + bonus \u00bb, un d\u00e9p\u00f4t de 20 \u20ac avec 100 \u20ac de bonus porte la base \u00e0 120 \u20ac, soit 4 800 \u20ac \u00e0 miser. Ce d\u00e9tail change fortement le calcul.<\/p>\n<p>Les offres associ\u00e9es \u00e0 Betzino ont \u00e9t\u00e9 d\u00e9crites de plusieurs fa\u00e7ons. Une formule de bienvenue mentionne 200 % jusqu\u2019\u00e0 200 \u20ac, tandis qu\u2019une autre pr\u00e9sente quatre d\u00e9p\u00f4ts pouvant atteindre 600 \u20ac et 100 tours gratuits. Ces variantes ne doivent pas \u00eatre m\u00e9lang\u00e9es : seule la page de l\u2019offre accept\u00e9e fait foi pour votre compte.<\/p>\n<h3>V\u00e9rifier le d\u00e9lai et la mise maximale<\/h3>\n<p>Le multiplicateur n\u2019est qu\u2019une partie de la r\u00e8gle. Plusieurs conditions publi\u00e9es mentionnent une validit\u00e9 de 14 jours et une mise maximale de 5 \u20ac. Une mise sup\u00e9rieure peut annuler la progression ou rendre le bonus non conforme. Notez la date d\u2019activation, puis \u00e9vitez d\u2019augmenter vos mises simplement pour terminer plus vite.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment \u00e0 contr\u00f4ler<\/th>\n<th>Valeur rapport\u00e9e<\/th>\n<th>Effet sur votre calcul<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Multiplicateur de l\u2019offre de bienvenue<\/td>\n<td>40\u00d7<\/td>\n<td>Le bonus est multipli\u00e9 par 40<\/td>\n<\/tr>\n<tr>\n<td>Multiplicateur d\u2019une offre live ou table<\/td>\n<td>70\u00d7<\/td>\n<td>Le volume requis devient beaucoup plus \u00e9lev\u00e9<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9p\u00f4t minimum indiqu\u00e9<\/td>\n<td>20 \u20ac<\/td>\n<td>Condition possible d\u2019activation<\/td>\n<\/tr>\n<tr>\n<td>Dur\u00e9e souvent rapport\u00e9e<\/td>\n<td>14 jours<\/td>\n<td>Le volume doit \u00eatre atteint avant l\u2019expiration<\/td>\n<\/tr>\n<tr>\n<td>Mise maximale signal\u00e9e<\/td>\n<td>5 \u20ac<\/td>\n<td>Une mise sup\u00e9rieure peut compromettre l\u2019offre<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>La contribution des jeux et la base r\u00e9ellement compt\u00e9e<\/h2>\n<p>Une mise de 1 \u20ac ne compte pas n\u00e9cessairement pour 1 \u20ac dans le wagering. Les machines \u00e0 sous sont souvent pr\u00e9sent\u00e9es comme contribuant \u00e0 100 %, alors que les jeux en direct peuvent contribuer \u00e0 10 % dans certaines conditions rapport\u00e9es. Le betzino casino peut aussi exclure certains jeux ou limiter les tours gratuits : v\u00e9rifiez toujours la liste concern\u00e9e.<\/p>\n<h3>Calculer la contribution selon le jeu<\/h3>\n<p>Si votre volume requis est de 4 000 \u20ac et qu\u2019un jeu contribue \u00e0 100 %, 4 000 \u20ac de mises sur ce jeu couvrent th\u00e9oriquement l\u2019exigence. Avec une contribution de 10 %, il faudrait miser 40 000 \u20ac pour obtenir la m\u00eame progression. Ce calcul ne tient pas compte d\u2019une \u00e9ventuelle limite de mise, d\u2019un jeu exclu ou d\u2019un changement de solde.<\/p>\n<p>Les cat\u00e9gories signal\u00e9es comprennent les machines \u00e0 sous, la roulette, le blackjack, le baccarat et le casino en direct. Un betzino slot peut donc sembler plus adapt\u00e9 \u00e0 une offre, mais le nom du jeu ne suffit pas : contr\u00f4lez son taux de contribution pr\u00e9cis.<\/p>\n<ul>\n<li>Rep\u00e9rez le multiplicateur et la base de calcul.<\/li>\n<li>Contr\u00f4lez la contribution du jeu choisi.<\/li>\n<li>V\u00e9rifiez la date d\u2019expiration et la mise maximale.<\/li>\n<li>Suivez la progression dans votre compte plut\u00f4t que de l\u2019estimer uniquement.<\/li>\n<\/ul>\n<table>\n<thead>\n<tr>\n<th>Type de jeu ou d\u2019offre<\/th>\n<th>Contribution rapport\u00e9e<\/th>\n<th>Point pratique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Machines \u00e0 sous<\/td>\n<td>100 %<\/td>\n<td>Souvent la base la plus directe pour progresser<\/td>\n<\/tr>\n<tr>\n<td>Jeux en direct<\/td>\n<td>10 % dans une source<\/td>\n<td>Une forte mise peut \u00eatre n\u00e9cessaire<\/td>\n<\/tr>\n<tr>\n<td>Bonus standard hebdomadaire<\/td>\n<td>40\u00d7 rapport\u00e9<\/td>\n<td>\u00c0 distinguer du multiplicateur de bienvenue<\/td>\n<\/tr>\n<tr>\n<td>Bonus VIP hebdomadaire<\/td>\n<td>30\u00d7 rapport\u00e9<\/td>\n<td>Condition diff\u00e9rente selon le statut<\/td>\n<\/tr>\n<tr>\n<td>Tours gratuits<\/td>\n<td>Conditions s\u00e9par\u00e9es possibles<\/td>\n<td>Lire leur valeur et leur wagering propre<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Contr\u00f4ler les conditions avant de jouer<\/h2>\n<p>Les informations disponibles sur Betzino pr\u00e9sentent plusieurs versions d\u2019offres et ne permettent pas de confirmer une promotion actuelle sans consulter ses conditions au moment du d\u00e9p\u00f4t. Le bon r\u00e9flexe consiste \u00e0 ouvrir les r\u00e8gles, \u00e0 relever les chiffres importants et \u00e0 conserver une capture d\u2019\u00e9cran. Cette v\u00e9rification \u00e9vite de calculer un wagering sur une ancienne formule.<\/p>\n<h3>Comparer le calcul avec le solde et le retrait<\/h3>\n<p>Le wagering ne garantit pas un gain et ne fixe pas toujours une limite de retrait identique. Certaines informations mentionnent un retrait maximal de 5 000 \u20ac pour le statut standard, tandis que d\u2019autres \u00e9voquent des plafonds li\u00e9s \u00e0 la m\u00e9thode. La v\u00e9rification d\u2019identit\u00e9 peut aussi \u00eatre demand\u00e9e avant le paiement. Ne consid\u00e9rez donc le bonus comme retirable avant la fin de toutes les conditions.<\/p>\n<p>Le betzino combine parfois d\u00e9p\u00f4t, bonus et tours gratuits dans une m\u00eame campagne. Traitez chaque \u00e9l\u00e9ment s\u00e9par\u00e9ment : notez le montant cr\u00e9dit\u00e9, le multiplicateur, la contribution, la date limite et la mise maximale. Si une r\u00e8gle est ambigu\u00eb, demandez une confirmation \u00e9crite au support en fran\u00e7ais avant de commencer.<\/p>\n<h2>Conclusion : refaire le calcul avant d\u2019accepter l\u2019offre<\/h2>\n<p>Pour \u00e9valuer une offre, commencez par sa base de calcul, appliquez le multiplicateur, puis ajustez le r\u00e9sultat selon la contribution du jeu. Contr\u00f4lez ensuite le d\u00e9lai de 14 jours \u00e9ventuellement pr\u00e9vu, la mise maximale de 5 \u20ac et les r\u00e8gles de retrait. Les conditions Betzino variant selon les promotions, cette m\u00e9thode simple est plus s\u00fbre qu\u2019un chiffre affich\u00e9 dans un r\u00e9sum\u00e9 public.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Avant d\u2019accepter une offre, il faut comprendre la somme r\u00e9ellement \u00e0 miser, la contribution de chaque jeu et la dur\u00e9e disponible. Les informations publi\u00e9es sur betzino ne pr\u00e9sentent pas toujours les m\u00eames conditions : certaines offres indiquent 40 fois le bonus, d\u2019autres 70 fois. Ce guide vous aide \u00e0 lire une promotion, \u00e0 refaire le &hellip; <\/p>\n<p class=\"link-more\"><a href=\"http:\/\/aiadmk.org.in\/ta\/comment-betzino-calcule-les-exigences-de-mise-multiplicateurs-et-bases-de-calcul\/\" class=\"more-link\">Continue reading<span class=\"screen-reader-text\"> &#8220;Comment Betzino calcule les exigences de mise : multiplicateurs et bases de calcul&#8221;<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[10],"tags":[],"_links":{"self":[{"href":"http:\/\/aiadmk.org.in\/ta\/wp-json\/wp\/v2\/posts\/239476"}],"collection":[{"href":"http:\/\/aiadmk.org.in\/ta\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/aiadmk.org.in\/ta\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/aiadmk.org.in\/ta\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/aiadmk.org.in\/ta\/wp-json\/wp\/v2\/comments?post=239476"}],"version-history":[{"count":1,"href":"http:\/\/aiadmk.org.in\/ta\/wp-json\/wp\/v2\/posts\/239476\/revisions"}],"predecessor-version":[{"id":239480,"href":"http:\/\/aiadmk.org.in\/ta\/wp-json\/wp\/v2\/posts\/239476\/revisions\/239480"}],"wp:attachment":[{"href":"http:\/\/aiadmk.org.in\/ta\/wp-json\/wp\/v2\/media?parent=239476"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/aiadmk.org.in\/ta\/wp-json\/wp\/v2\/categories?post=239476"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/aiadmk.org.in\/ta\/wp-json\/wp\/v2\/tags?post=239476"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}