{"id":14483,"date":"2026-10-19T17:52:41","date_gmt":"2026-10-19T14:52:41","guid":{"rendered":"https:\/\/kanr.com.sa\/?p=14483"},"modified":"2026-10-19T17:52:41","modified_gmt":"2026-10-19T14:52:41","slug":"diagrammes-des-facons-de-gagner-sur-crownplay-en-france-le-detail-qui-evite-une-mauvaise-lecture-du-tableau-des-gains","status":"publish","type":"post","link":"https:\/\/kanr.com.sa\/en\/diagrammes-des-facons-de-gagner-sur-crownplay-en-france-le-detail-qui-evite-une-mauvaise-lecture-du-tableau-des-gains\/","title":{"rendered":"Diagrammes des fa\u00e7ons de gagner sur crownplay en France : le d\u00e9tail qui \u00e9vite une mauvaise lecture du tableau des gains"},"content":{"rendered":"<p>Les diagrammes \u00ab Ways to Win \u00bb peuvent sembler simples, mais ils ne montrent pas toujours la m\u00eame chose qu\u2019un tableau de paiements classique. Sur crownplay, le nombre de symboles, les lignes gagnantes et les multiplicateurs doivent \u00eatre lus ensemble. Pour comprendre l\u2019offre sans confondre gain potentiel et rendement garanti, le <a href=\"https:\/\/fr.crownplays.fr\/\">crownplay casino<\/a> m\u00e9rite une lecture attentive, surtout avant de jouer avec un bonus actif.<\/p>\n<p>Le point central est le nombre de symboles requis pour former une combinaison. Un diagramme peut afficher plusieurs chemins de victoire sans pr\u00e9ciser imm\u00e9diatement si les symboles doivent appara\u00eetre sur des rouleaux cons\u00e9cutifs, dans une zone donn\u00e9e ou selon une m\u00e9canique particuli\u00e8re. Cette pr\u00e9cision change compl\u00e8tement l\u2019interpr\u00e9tation du gain.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"crownplay\" border=\"0\" \/><\/p>\n<h2>Lire correctement les diagrammes Ways to Win sur crownplay<\/h2>\n<p>Les jeux modernes utilisent des pr\u00e9sentations visuelles qui remplacent parfois les lignes de paiement traditionnelles. Avant de comparer deux machines, il faut donc identifier la r\u00e8gle exacte : nombre de rouleaux, nombre de symboles par rouleau, condition de d\u00e9part et mode de calcul du paiement. Un grand nombre de fa\u00e7ons de gagner ne signifie pas automatiquement une meilleure chance de gain.<\/p>\n<h3>Le nombre de symboles est le d\u00e9tail le plus facile \u00e0 manquer<\/h3>\n<p>Dans une m\u00e9canique Ways to Win, une combinaison peut demander plusieurs symboles identiques sur des rouleaux voisins. Par exemple, un paiement peut commencer avec trois symboles, tandis qu\u2019un autre en exige quatre ou cinq. Le diagramme peut montrer les positions possibles, mais le tableau des gains indique seul le nombre minimal n\u00e9cessaire.<\/p>\n<p>Il faut aussi v\u00e9rifier si le symbole doit appara\u00eetre sur le premier rouleau. Certains jeux comptent les combinaisons depuis la gauche, d\u2019autres utilisent une logique diff\u00e9rente. Si cette condition est ignor\u00e9e, le joueur peut croire qu\u2019une s\u00e9rie visible forme un gain alors qu\u2019elle ne respecte pas la r\u00e8gle du jeu.<\/p>\n<h3>Les multiplicateurs ne sont pas des gains fixes<\/h3>\n<p>Un multiplicateur affich\u00e9 \u00e0 c\u00f4t\u00e9 d\u2019un symbole correspond g\u00e9n\u00e9ralement \u00e0 la mise ou \u00e0 une unit\u00e9 de paiement d\u00e9finie par le jeu. Il ne repr\u00e9sente pas n\u00e9cessairement un montant en euros. La mise totale, la valeur par ligne ou le nombre de voies actives doivent \u00eatre v\u00e9rifi\u00e9s avant de calculer le r\u00e9sultat.<\/p>\n<p>Les exemples connus du catalogue montrent pourquoi cette prudence compte : certains jeux Megaways annoncent jusqu\u2019\u00e0 117 649 fa\u00e7ons de gagner, tandis que des exemples de taux de retour th\u00e9orique affichent 98,0 %, 98,9 % ou 99,0 %. Ces chiffres d\u00e9crivent des param\u00e8tres du jeu, pas une promesse pour une session donn\u00e9e. La volatilit\u00e9 et la fr\u00e9quence des gains restent tout aussi importantes.<\/p>\n<h2>V\u00e9rifications utiles avant de jouer avec un bonus crownplay<\/h2>\n<p>La lecture du diagramme n\u2019est qu\u2019une \u00e9tape. Les conditions promotionnelles peuvent limiter les jeux admissibles, la contribution d\u2019un jeu au wagering ou le montant retirable. Sur crownplay, le bonus casino de bienvenue en euros pr\u00e9voit un d\u00e9p\u00f4t minimum de 20 \u20ac et jusqu\u2019\u00e0 35 fois le d\u00e9p\u00f4t plus le bonus \u00e0 miser, avec une r\u00e8gle distincte de 40 fois pour les gains de tours gratuits.<\/p>\n<h3>Comparer la r\u00e8gle du jeu avec les conditions de mise<\/h3>\n<p>Les machines \u00e0 sous standards et les cartes \u00e0 gratter contribuent \u00e0 100 % au wagering du bonus. Les jeux de table et de cartes ne contribuent pas, tandis que les jeux en direct, le vid\u00e9o poker et le Plinko sont indiqu\u00e9s \u00e0 10 %. Les machines \u00e0 jackpot, le Slingo et le Bingo sont exclus lorsqu\u2019ils sont jou\u00e9s avec des fonds de bonus.<\/p>\n<p>Cette distinction r\u00e9pond \u00e0 une question fr\u00e9quente autour de crownplay retrait bonus : un gain visible dans le solde n\u2019est pas forc\u00e9ment imm\u00e9diatement retirable. Le joueur doit encore respecter la contribution du jeu, le d\u00e9lai de 10 jours applicable \u00e0 l\u2019offre de bienvenue et les \u00e9ventuelles limites de transfert des gains de tours gratuits. Le plafond de mise du bonus affich\u00e9 sur la page europ\u00e9enne actuelle est de 100 \u20ac ; les anciennes informations contradictoires ne doivent pas \u00eatre utilis\u00e9es comme r\u00e8gle actuelle.<\/p>\n<p>Une v\u00e9rification courte avant le d\u00e9p\u00f4t r\u00e9duit les erreurs les plus courantes :<\/p>\n<ul>\n<li>lire le tableau des gains et le nombre minimal de symboles ;<\/li>\n<li>confirmer le mode de calcul de la mise et des multiplicateurs ;<\/li>\n<li>v\u00e9rifier la contribution du jeu au wagering ;<\/li>\n<li>contr\u00f4ler le d\u00e9lai, le plafond de mise et les exclusions ;<\/li>\n<li>conserver une capture des conditions affich\u00e9es au moment de l\u2019activation.<\/li>\n<\/ul>\n<p>La prudence vaut aussi pour la devise affich\u00e9e. Les pages europ\u00e9ennes consult\u00e9es pr\u00e9sentent les offres de bienvenue et de rechargement en euros, alors que plusieurs pages fran\u00e7aises utilisent le dollar canadien. Il ne faut pas convertir ces montants soi-m\u00eame pour cr\u00e9er une offre en euros. La devise visible dans la caisse et dans la promotion s\u00e9lectionn\u00e9e doit faire foi pour la v\u00e9rification pratique.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment \u00e0 contr\u00f4ler<\/th>\n<th>Valeur ou r\u00e8gle publi\u00e9e<\/th>\n<th>Pourquoi cela compte<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>D\u00e9p\u00f4t minimum de l\u2019offre casino<\/td>\n<td>20 \u20ac<\/td>\n<td>Condition n\u00e9cessaire pour activer l\u2019offre de bienvenue<\/td>\n<\/tr>\n<tr>\n<td>Bonus casino maximal<\/td>\n<td>3 000 \u20ac<\/td>\n<td>Plafond cumul\u00e9 sur les quatre d\u00e9p\u00f4ts admissibles<\/td>\n<\/tr>\n<tr>\n<td>Tours gratuits annonc\u00e9s<\/td>\n<td>350<\/td>\n<td>R\u00e9partis entre plusieurs d\u00e9p\u00f4ts, selon l\u2019offre<\/td>\n<\/tr>\n<tr>\n<td>Mise du d\u00e9p\u00f4t et du bonus<\/td>\n<td>35 fois<\/td>\n<td>Condition g\u00e9n\u00e9rale de wagering de l\u2019offre casino<\/td>\n<\/tr>\n<tr>\n<td>Mise sur les gains de tours gratuits<\/td>\n<td>40 fois<\/td>\n<td>R\u00e8gle distincte \u00e0 contr\u00f4ler avant une demande de retrait<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9lai de r\u00e9alisation<\/td>\n<td>10 jours<\/td>\n<td>Le d\u00e9lai commence \u00e0 l\u2019activation du bonus<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Les mots-cl\u00e9s comme crownplay code ou crownplay limite de retrait ne remplacent pas la lecture des conditions de la promotion choisie. Un code promotionnel peut avoir ses propres exigences, et la limite de retrait li\u00e9e \u00e0 un bonus peut atteindre dix fois le bonus initial. Le retrait d\u2019un bonus actif peut aussi annuler l\u2019\u00e9ligibilit\u00e9 \u00e0 l\u2019offre.<\/p>\n<p>La question crownplay est l\u00e9gal demande une r\u00e9ponse mesur\u00e9e. Le dossier de licence consult\u00e9 identifie une licence Rabidi N.V. dont le statut affich\u00e9 est \u00ab Revoked \u00bb. Aucun certificat de remplacement actif n\u2019a \u00e9t\u00e9 v\u00e9rifi\u00e9 dans les \u00e9l\u00e9ments examin\u00e9s. Il est donc plus s\u00fbr de contr\u00f4ler l\u2019autorisation actuelle, l\u2019identit\u00e9 de l\u2019op\u00e9rateur et les r\u00e8gles applicables avant tout d\u00e9p\u00f4t, plut\u00f4t que de pr\u00e9senter la plateforme comme clairement autoris\u00e9e en France.<\/p>\n<h2>Conclusion : utiliser le diagramme comme une r\u00e8gle, pas comme une promesse<\/h2>\n<p>Le d\u00e9tail qui \u00e9vite la mauvaise lecture est le nombre minimal de symboles, associ\u00e9 \u00e0 la direction et \u00e0 la m\u00e9canique exacte de paiement. Les fa\u00e7ons de gagner, un taux de retour th\u00e9orique ou un gros multiplicateur ne garantissent aucun r\u00e9sultat. Pour jouer avec davantage de clart\u00e9, il faut relier le tableau des gains aux conditions de bonus, \u00e0 la devise affich\u00e9e et au statut r\u00e9glementaire v\u00e9rifiable. Cette m\u00e9thode permet de distinguer une information technique d\u2019une promesse commerciale.<\/p>\n<h2>Foire aux questions<\/h2>\n<p>Ces r\u00e9ponses r\u00e9sument les contr\u00f4les les plus utiles avant d\u2019utiliser un diagramme de gains ou une promotion sur la plateforme.<\/p>\n<h3>Que signifie \u00ab Ways to Win \u00bb sur un jeu de casino ?<\/h3>\n<p>Cette expression d\u00e9signe le nombre de combinaisons possibles selon la configuration des rouleaux et des symboles. Elle ne correspond pas forc\u00e9ment au nombre de lignes classiques. Le tableau des gains doit pr\u00e9ciser le nombre de symboles requis et la mani\u00e8re dont la combinaison est \u00e9valu\u00e9e.<\/p>\n<h3>Le taux de retour affich\u00e9 garantit-il un gain sur crownplay ?<\/h3>\n<p>Non. Un taux de retour th\u00e9orique est une donn\u00e9e calcul\u00e9e sur un tr\u00e8s grand nombre de parties. Il ne pr\u00e9dit pas le r\u00e9sultat d\u2019une session individuelle. La volatilit\u00e9, la mise choisie, les r\u00e8gles du jeu et la chance peuvent produire des r\u00e9sultats tr\u00e8s diff\u00e9rents \u00e0 court terme.<\/p>\n<h3>Que faut-il v\u00e9rifier avant un crownplay retrait bonus ?<\/h3>\n<p>Il faut contr\u00f4ler le wagering restant, la contribution du jeu, le d\u00e9lai de validit\u00e9, les plafonds de mise, les jeux exclus et le plafond \u00e9ventuel du retrait. Les conditions visibles dans l\u2019offre active doivent \u00eatre prioritaires, car les promotions et leurs param\u00e8tres peuvent changer.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Les diagrammes \u00ab Ways to Win \u00bb peuvent sembler simples, mais ils ne montrent pas toujours la m\u00eame chose qu\u2019un tableau de paiements classique. Sur crownplay, le nombre de symboles, les lignes gagnantes et les multiplicateurs doivent \u00eatre lus ensemble. Pour comprendre l\u2019offre sans confondre gain potentiel et rendement garanti, le crownplay casino m\u00e9rite une [&hellip;]<\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[55],"tags":[],"class_list":["post-14483","post","type-post","status-publish","format-standard","hentry","category-uncategorized-en"],"_links":{"self":[{"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/posts\/14483","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/comments?post=14483"}],"version-history":[{"count":1,"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/posts\/14483\/revisions"}],"predecessor-version":[{"id":14484,"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/posts\/14483\/revisions\/14484"}],"wp:attachment":[{"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/media?parent=14483"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/categories?post=14483"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/kanr.com.sa\/en\/wp-json\/wp\/v2\/tags?post=14483"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}