{"id":9373,"date":"2026-10-08T11:49:53","date_gmt":"2026-10-08T11:49:53","guid":{"rendered":"https:\/\/marabella.net\/?p=9373"},"modified":"2026-10-08T11:49:53","modified_gmt":"2026-10-08T11:49:53","slug":"grandz-bet-comprendre-les-sequences-en-cascade-et-le-total-final-dun-tour","status":"publish","type":"post","link":"https:\/\/marabella.net\/es\/grandz-bet-comprendre-les-sequences-en-cascade-et-le-total-final-dun-tour\/","title":{"rendered":"Grandz bet : comprendre les s\u00e9quences en cascade et le total final d\u2019un tour"},"content":{"rendered":"<p>Les promotions \u00e0 gains par paliers peuvent sembler simples, mais la somme affich\u00e9e \u00e0 la fin d\u2019un tour ne correspond pas toujours \u00e0 l\u2019addition intuitive des r\u00e9compenses individuelles. Sur <a href=\"https:\/\/grandzbet-casino.com\/\">grandz bet<\/a>, il faut distinguer le nombre de participants, la valeur de chaque prix, les phases hebdomadaires et le total annonc\u00e9. Ce guide explique comment lire une s\u00e9quence en cascade sans confondre lots unitaires, sous-total de cluster et enveloppe globale.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"grandz bet\" border=\"0\" \/><\/p>\n<h2>Lire la logique des s\u00e9quences en cascade sur grandz bet<\/h2>\n<p>Une s\u00e9quence en cascade d\u00e9crit g\u00e9n\u00e9ralement une s\u00e9rie d\u2019\u00e9v\u00e9nements li\u00e9s : une mise qualifiante d\u00e9clenche un tour, plusieurs r\u00e9sultats peuvent ensuite appara\u00eetre, puis un montant final est calcul\u00e9 pour la phase concern\u00e9e. Chaque niveau peut avoir sa propre valeur, tandis que le r\u00e8glement fixe une enveloppe globale. Ces \u00e9l\u00e9ments ne doivent pas \u00eatre additionn\u00e9s deux fois.<\/p>\n<h3>La diff\u00e9rence entre prix individuel et cluster<\/h3>\n<p>Un prix individuel est attribu\u00e9 \u00e0 une position ou \u00e0 un r\u00e9sultat pr\u00e9cis. Un cluster regroupe plusieurs prix de m\u00eame nature dans une m\u00eame phase. Par exemple, une cat\u00e9gorie peut pr\u00e9voir 2 prix de 800 \u20ac, soit un sous-total de 1 600 \u20ac. Le montant du cluster n\u2019est pas un nouveau gain ajout\u00e9 aux deux prix : il les repr\u00e9sente d\u00e9j\u00e0.<\/p>\n<p>Cette distinction est utile pour analyser les campagnes de type LUCKY BOOM. La phase 15, pr\u00e9vue du 14 au 20 septembre 2026, annonce 300 prix compris entre 50 \u20ac et 3 000 \u20ac. Le tableau de r\u00e9partition indique une enveloppe de 30 000 \u20ac pour cette phase. Le total final est donc le r\u00e9sultat de l\u2019addition des 300 lots, et non de l\u2019addition des lots et des sous-totaux affich\u00e9s s\u00e9par\u00e9ment.<\/p>\n<h3>Reconna\u00eetre une progression r\u00e9ellement cumulative<\/h3>\n<p>Une s\u00e9quence est cumulative seulement si le r\u00e8glement pr\u00e9cise qu\u2019un m\u00eame joueur conserve les r\u00e9compenses pr\u00e9c\u00e9dentes et re\u00e7oit ensuite un montant suppl\u00e9mentaire. Ce fonctionnement est diff\u00e9rent d\u2019un classement o\u00f9 une seule position d\u00e9termine le paiement. Les r\u00e8gles de la campagne doivent donc pr\u00e9ciser si les \u00e9tapes sont cumulables, exclusives ou simplement successives.<\/p>\n<p>Dans les promotions \u00e0 tours multiples, contr\u00f4lez aussi la p\u00e9riode de validit\u00e9. LUCKY BOOM r\u00e9partit son enveloppe totale de 450 000 \u20ac sur 15 phases hebdomadaires de 30 000 \u20ac. Une phase ne doit pas \u00eatre compar\u00e9e directement \u00e0 l\u2019enveloppe de toute la campagne : elle n\u2019en constitue qu\u2019une partie d\u00e9finie \u00e0 l\u2019avance.<\/p>\n<h2>Recalculer le total final sans double comptage<\/h2>\n<p>Le calcul le plus s\u00fbr consiste \u00e0 reprendre chaque ligne de prix, \u00e0 multiplier le nombre de gagnants par la valeur correspondante, puis \u00e0 comparer le r\u00e9sultat au total officiel de la phase. Cette m\u00e9thode permet de rep\u00e9rer une erreur de lecture sans supposer qu\u2019un compteur, un classement ou une animation repr\u00e9sente un paiement suppl\u00e9mentaire.<\/p>\n<table>\n<thead>\n<tr>\n<th>Nombre de prix<\/th>\n<th>Valeur unitaire<\/th>\n<th>Sous-total<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>1<\/td>\n<td>3 000 \u20ac<\/td>\n<td>3 000 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>2<\/td>\n<td>1 200 \u20ac<\/td>\n<td>2 400 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>2<\/td>\n<td>800 \u20ac<\/td>\n<td>1 600 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>5<\/td>\n<td>500 \u20ac<\/td>\n<td>2 500 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>15<\/td>\n<td>200 \u20ac<\/td>\n<td>3 000 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>75<\/td>\n<td>100 \u20ac<\/td>\n<td>7 500 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>200<\/td>\n<td>50 \u20ac<\/td>\n<td>10 000 \u20ac<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>La somme de ces sous-totaux est de 30 000 \u20ac, avec 300 prix au total. Le chiffre final concorde donc avec l\u2019enveloppe annonc\u00e9e pour la phase. Si un \u00e9cran pr\u00e9sente \u00e0 la fois \u00ab 300 gagnants \u00bb, \u00ab 30 000 \u20ac \u00bb et les lignes d\u00e9taill\u00e9es, ces informations d\u00e9crivent la m\u00eame distribution. Elles ne constituent pas trois montants ind\u00e9pendants.<\/p>\n<h3>V\u00e9rifier les conditions avant de retenir un gain<\/h3>\n<p>Un total th\u00e9orique ne garantit pas qu\u2019un compte soit \u00e9ligible. Pour LUCKY BOOM, la mise minimale qualifiante est de 0,50 \u20ac et 100 tours admissibles sont n\u00e9cessaires pendant la phase hebdomadaire. Les tours gratuits ne comptent pas, alors que les tours en argent r\u00e9el ou avec des fonds bonus peuvent \u00eatre pris en compte selon les conditions.<\/p>\n<ol>\n<li>Identifiez la phase et ses dates exactes.<\/li>\n<li>Relevez le nombre de prix et leur valeur unitaire.<\/li>\n<li>Calculez chaque sous-total sans ajouter les lignes d\u00e9j\u00e0 regroup\u00e9es.<\/li>\n<li>Comparez la somme obtenue \u00e0 l\u2019enveloppe officielle de la phase.<\/li>\n<li>V\u00e9rifiez la mise minimale, le nombre de tours et le d\u00e9lai de r\u00e9clamation.<\/li>\n<\/ol>\n<p>Les prix non confirm\u00e9s de LUCKY BOOM peuvent expirer apr\u00e8s 90 jours. Cette r\u00e8gle concerne la conservation du prix, pas le calcul de l\u2019enveloppe. Il faut aussi tenir compte du taux de conversion appliqu\u00e9 au moment de l\u2019attribution si le compte n\u2019est pas tenu en euros.<\/p>\n<h2>Comparer les totaux entre campagnes et cat\u00e9gories<\/h2>\n<p>Le m\u00eame raisonnement aide \u00e0 distinguer une campagne \u00e0 distribution fixe d\u2019un classement \u00e0 plusieurs tours. SPINOLEAGUE annonce un fonds partag\u00e9 de 12 millions d\u2019euros sur 52 manches, avec des enveloppes g\u00e9n\u00e9ralement comprises entre 220 000 \u20ac et 250 000 \u20ac. Ces montants sont des fonds de manche, et non la valeur d\u2019un prix individuel.<\/p>\n<table>\n<thead>\n<tr>\n<th>Campagne ou \u00e9l\u00e9ment<\/th>\n<th>Structure annonc\u00e9e<\/th>\n<th>Point \u00e0 ne pas confondre<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>LUCKY BOOM<\/td>\n<td>450 000 \u20ac sur 15 phases<\/td>\n<td>Le fonds global n\u2019est pas le gain d\u2019une seule phase<\/td>\n<\/tr>\n<tr>\n<td>Phase LUCKY BOOM<\/td>\n<td>30 000 \u20ac et 300 prix<\/td>\n<td>Les sous-totaux composent d\u00e9j\u00e0 le total<\/td>\n<\/tr>\n<tr>\n<td>SPINOLEAGUE<\/td>\n<td>12 millions \u20ac sur 52 manches<\/td>\n<td>Le fonds partag\u00e9 n\u2019est pas un paiement individuel<\/td>\n<\/tr>\n<tr>\n<td>SPINOLEAGUE, une manche<\/td>\n<td>Environ 220 000 \u00e0 250 000 \u20ac<\/td>\n<td>La manche poss\u00e8de ses propres r\u00e8gles de classement<\/td>\n<\/tr>\n<tr>\n<td>LUCKY BOOM<\/td>\n<td>Mise qualifiante d\u2019au moins 0,50 \u20ac<\/td>\n<td>Une mise minimale ne fixe pas le montant du prix<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Dans SPINOLEAGUE, le score repose sur le multiplicateur de gain : les points correspondent au gain r\u00e9alis\u00e9 divis\u00e9 par la mise. Seuls les tours en argent r\u00e9el termin\u00e9s sont pris en compte, et les tours gratuits sont exclus. Le classement est r\u00e9initialis\u00e9 \u00e0 chaque manche, ce qui emp\u00eache de reporter automatiquement un r\u00e9sultat d\u2019une p\u00e9riode \u00e0 l\u2019autre.<\/p>\n<p>Les joueurs qui s\u2019int\u00e9ressent au grandz bet jackpot doivent donc s\u00e9parer trois questions : combien de prix sont distribu\u00e9s, quelle somme est r\u00e9serv\u00e9e \u00e0 la phase et quelles conditions donnent droit au paiement. La m\u00eame prudence vaut pour grandz bet betting, les paiements par grandz bet paysafecard ou les offres associ\u00e9es aux grandz bet croupiers en direct : le nom d\u2019une section ne remplace jamais ses conditions pr\u00e9cises.<\/p>\n<h2>Conclusion : retenir le bon montant sans interpr\u00e9tation excessive<\/h2>\n<p>Pour r\u00e9concilier une s\u00e9quence en cascade avec son total final, partez des lignes d\u00e9taill\u00e9es, calculez les sous-totaux, puis v\u00e9rifiez l\u2019enveloppe de la phase. Ne comptez jamais un cluster deux fois et ne confondez pas le fonds global d\u2019une campagne avec le prix re\u00e7u par un joueur. Les dates, la mise minimale, les tours admissibles et le d\u00e9lai de confirmation compl\u00e8tent le calcul. Cette m\u00e9thode simple offre une lecture plus fiable des promotions de grandz bet.<\/p>","protected":false},"excerpt":{"rendered":"<p>Les promotions \u00e0 gains par paliers peuvent sembler simples, mais la somme affich\u00e9e \u00e0 la fin d\u2019un tour ne correspond pas toujours \u00e0 l\u2019addition intuitive des r\u00e9compenses individuelles. Sur grandz bet, il faut distinguer le nombre de participants, la valeur de chaque prix, les phases hebdomadaires et le total annonc\u00e9. Ce guide explique comment lire [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"_jetpack_newsletter_access":"","_jetpack_dont_email_post_to_subs":false,"_jetpack_newsletter_tier_id":0,"_jetpack_memberships_contains_paywalled_content":false,"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[1],"tags":[],"class_list":["post-9373","post","type-post","status-publish","format-standard","hentry","category-blog"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.7 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Grandz bet : comprendre les s\u00e9quences en cascade et le total final d\u2019un tour - Marabella<\/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:\/\/marabella.net\/es\/grandz-bet-comprendre-les-sequences-en-cascade-et-le-total-final-dun-tour\/\" \/>\n<meta property=\"og:locale\" content=\"es_MX\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Grandz bet : comprendre les s\u00e9quences en cascade et le total final d\u2019un tour - Marabella\" \/>\n<meta property=\"og:description\" content=\"Les promotions \u00e0 gains par paliers peuvent sembler simples, mais la somme affich\u00e9e \u00e0 la fin d\u2019un tour ne correspond pas toujours \u00e0 l\u2019addition intuitive des r\u00e9compenses individuelles. 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