{"id":58704,"date":"2026-03-13T04:50:36","date_gmt":"2026-03-13T04:50:36","guid":{"rendered":"https:\/\/simplefoodindia.com\/?p=58704"},"modified":"2026-09-24T21:44:14","modified_gmt":"2026-09-24T21:44:14","slug":"comment-lire-les-tableaux-de-gains-au-la-riviera-casino","status":"publish","type":"post","link":"https:\/\/simplefoodindia.com\/index.php\/2026\/03\/13\/comment-lire-les-tableaux-de-gains-au-la-riviera-casino\/","title":{"rendered":"Comment lire les tableaux de gains au la riviera casino"},"content":{"rendered":"<p>Un tableau de gains ne sert pas seulement \u00e0 afficher des montants : il explique les combinaisons, les mises et les conditions qui d\u00e9terminent un paiement. Pour analyser correctement une roulette, un blackjack ou un jeu de poker sur <a href=\"https:\/\/fr.casino-la-riviera.net\/\">casino la riviera<\/a>, il faut s\u00e9parer les r\u00e8gles du jeu des conditions promotionnelles. Cette m\u00e9thode aide \u00e0 jouer avec des attentes r\u00e9alistes et \u00e0 comparer les formats sans se perdre dans les chiffres.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"la riviera casino\" border=\"0\" \/><\/p>\n<h2>Lire un tableau de gains au la riviera casino<\/h2>\n<p>La premi\u00e8re \u00e9tape consiste \u00e0 identifier ce que mesure r\u00e9ellement le tableau. Pour une machine \u00e0 sous, il s\u2019agit souvent d\u2019une combinaison de symboles, d\u2019un nombre de lignes et d\u2019un multiplicateur. Pour un jeu de table, le tableau d\u00e9crit plut\u00f4t le paiement d\u2019une mise gagnante : une victoire au blackjack, une couleur au baccarat ou un num\u00e9ro pr\u00e9cis \u00e0 la roulette.<\/p>\n<h3>Diff\u00e9rencier mise, gain et combinaison<\/h3>\n<p>Un gain annonc\u00e9 est presque toujours li\u00e9 \u00e0 une mise pr\u00e9cise. Si une fiche indique un multiplicateur, il faut v\u00e9rifier s\u2019il s\u2019applique \u00e0 la mise totale, \u00e0 la ligne ou \u00e0 une mise sp\u00e9ciale. Cette distinction change fortement le r\u00e9sultat final. \u00c0 titre d\u2019exemple, Aztec\u2019s Millions affiche 25 lignes et une mise totale de 5 \u20ac, soit 0,20 \u20ac par ligne. Le chiffre de 5 \u20ac ne doit donc pas \u00eatre confondu avec le montant engag\u00e9 sur chaque ligne.<\/p>\n<p>Les combinaisons doivent aussi \u00eatre lues dans le bon ordre. Certains jeux exigent plusieurs symboles identiques sur une ligne, tandis que d\u2019autres paient une main ou un r\u00e9sultat de table. Sur Miami Jackpots, cinq rouleaux et 20 lignes fixes sont indiqu\u00e9s, avec un bonus d\u00e9clench\u00e9 par au moins trois symboles scatter. Le tableau ne d\u00e9crit donc pas une simple victoire : il relie une configuration pr\u00e9cise \u00e0 une fonction particuli\u00e8re.<\/p>\n<h3>Ne pas confondre paiement th\u00e9orique et avantage promotionnel<\/h3>\n<p>Un tableau de gains pr\u00e9sente les r\u00e8gles du jeu, alors qu\u2019un bonus ajoute ses propres contraintes. Au la riviera casino, le bonus de bienvenue peut atteindre 500 \u20ac et comprend 75 tours gratuits r\u00e9partis sur trois d\u00e9p\u00f4ts. Pourtant, les gains li\u00e9s au bonus restent soumis \u00e0 une exigence de mise de 50\u00d7. Il faut donc lire s\u00e9par\u00e9ment le paiement du jeu, la contribution de la cat\u00e9gorie et les r\u00e8gles de retrait.<\/p>\n<p>La contribution varie selon le type de jeu : les machines \u00e0 sous et les jeux de salon comptent \u00e0 100 %, les jeux de table comme la roulette, le baccarat et le craps \u00e0 8 %, tandis que le blackjack et le vid\u00e9o poker comptent \u00e0 2 %. Une mise qui semble int\u00e9ressante sur le tableau peut donc progresser lentement vers une condition de bonus.<\/p>\n<h2>Comparer les paiements des jeux de table<\/h2>\n<p>Les jeux de table demandent une lecture plus attentive, car le tableau ne repose pas uniquement sur la probabilit\u00e9 d\u2019un r\u00e9sultat. Il faut regarder le type de pari, le paiement correspondant et les r\u00e8gles qui r\u00e9duisent ou non le gain. La pr\u00e9sence d\u2019une version avec croupier ne change pas cette logique : dans la rubrique la riviera casino jeux en direct, les r\u00e8gles affich\u00e9es restent le point de d\u00e9part.<\/p>\n<h3>V\u00e9rifier le pari avant de regarder le multiplicateur<\/h3>\n<p>Au blackjack, le tableau peut distinguer une victoire classique, un blackjack naturel, une \u00e9galit\u00e9 et des paris annexes. Au baccarat, le pari sur le joueur, la banque ou l\u2019\u00e9galit\u00e9 ne suit pas n\u00e9cessairement le m\u00eame paiement. \u00c0 la roulette, il faut s\u00e9parer les mises int\u00e9rieures, li\u00e9es \u00e0 des num\u00e9ros pr\u00e9cis, des mises ext\u00e9rieures, li\u00e9es \u00e0 des groupes plus larges. Plus la couverture est \u00e9tendue, plus le paiement potentiel est g\u00e9n\u00e9ralement diff\u00e9rent.<\/p>\n<p>Le tableau doit aussi \u00eatre lu avec les r\u00e8gles de la table : nombre de jeux de cartes, possibilit\u00e9 de doubler, r\u00e8gle appliqu\u00e9e en cas d\u2019\u00e9galit\u00e9 ou traitement d\u2019une commission. Si une information manque, mieux vaut ouvrir le menu d\u2019aide du jeu avant de miser. Les guides du site indiquent \u00e9galement de consulter la table de paiement int\u00e9gr\u00e9e au jeu pour les donn\u00e9es propres \u00e0 chaque titre.<\/p>\n<p>Voici les rep\u00e8res chiffr\u00e9s qui permettent de replacer quelques cat\u00e9gories dans leur contexte :<\/p>\n<table>\n<thead>\n<tr>\n<th>Cat\u00e9gorie<\/th>\n<th>Contribution au bonus<\/th>\n<th>Rep\u00e8re \u00e0 v\u00e9rifier<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Machines \u00e0 sous<\/td>\n<td>100 %<\/td>\n<td>Lignes, symboles et fonctions sp\u00e9ciales<\/td>\n<\/tr>\n<tr>\n<td>Jeux de salon<\/td>\n<td>100 %<\/td>\n<td>Mise totale et combinaison gagnante<\/td>\n<\/tr>\n<tr>\n<td>Roulette<\/td>\n<td>8 %<\/td>\n<td>Num\u00e9ro, couleur ou groupe choisi<\/td>\n<\/tr>\n<tr>\n<td>Baccarat<\/td>\n<td>8 %<\/td>\n<td>Joueur, banque ou \u00e9galit\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Craps<\/td>\n<td>8 %<\/td>\n<td>Type exact de pari<\/td>\n<\/tr>\n<tr>\n<td>Blackjack<\/td>\n<td>2 %<\/td>\n<td>Main gagnante et r\u00e8gles de la table<\/td>\n<\/tr>\n<tr>\n<td>Vid\u00e9o poker<\/td>\n<td>2 %<\/td>\n<td>Combinaison de cartes obtenue<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Ces pourcentages ne sont pas des taux de retour ni des garanties de gain. Ils servent uniquement \u00e0 calculer la progression d\u2019une mise dans un bonus. Sans promotion active, la question principale reste celle du tableau de paiement et des r\u00e8gles du jeu.<\/p>\n<p>Le m\u00eame r\u00e9flexe vaut pour les moyens de paiement. Le catalogue bancaire mentionne notamment Visa, Mastercard, Apple Pay, Cashlib, Flexepin et Bitcoin, avec un d\u00e9p\u00f4t minimal de 20 \u20ac. La recherche d\u2019une formule comme la riviera casino paysafecard doit donc \u00eatre confront\u00e9e aux m\u00e9thodes r\u00e9ellement propos\u00e9es, plut\u00f4t qu\u2019\u00e0 une promesse trouv\u00e9e ailleurs. La crypto est bien repr\u00e9sent\u00e9e par Bitcoin, mais elle ob\u00e9it aussi \u00e0 des limites de retrait et \u00e0 une v\u00e9rification de compte.<\/p>\n<h2>Conclusion<\/h2>\n<p>Lire un tableau de gains revient \u00e0 avancer dans un ordre simple : identifier la mise, comprendre la combinaison, v\u00e9rifier le paiement, puis examiner les r\u00e8gles de bonus. Pour les jeux de table, le nom du pari compte autant que le multiplicateur affich\u00e9. En gardant ces \u00e9l\u00e9ments s\u00e9par\u00e9s, on compare plus clairement les jeux du la riviera casino et l\u2019on \u00e9vite de prendre une offre promotionnelle pour une garantie de r\u00e9sultat.<\/p>\n<h2>Frequently Asked Questions<\/h2>\n<p>Quelques pr\u00e9cisions peuvent aider \u00e0 interpr\u00e9ter les tableaux avant de choisir un jeu ou une promotion.<\/p>\n<h3>Le tableau de gains indique-t-il le montant que je vais forc\u00e9ment recevoir ?<\/h3>\n<p>Non. Il indique le paiement associ\u00e9 \u00e0 une combinaison ou \u00e0 un r\u00e9sultat pr\u00e9cis. Le montant d\u00e9pend de la mise, du pari choisi et des r\u00e8gles de la table. Les bonus peuvent ajouter des conditions de mise, mais ils ne transforment jamais un paiement th\u00e9orique en gain garanti.<\/p>\n<h3>Les jeux de table contribuent-ils tous de la m\u00eame fa\u00e7on \u00e0 un bonus ?<\/h3>\n<p>Non. Les r\u00e8gles publi\u00e9es attribuent 8 % \u00e0 la roulette, au baccarat et au craps, contre 2 % au blackjack. Le vid\u00e9o poker compte aussi \u00e0 2 %. Cette contribution concerne la progression d\u2019un bonus, pas la valeur du paiement pr\u00e9vu par le tableau du jeu.<\/p>\n<h3>Que faut-il v\u00e9rifier avant de jouer avec un bonus ?<\/h3>\n<p>V\u00e9rifiez le montant maximal de la mise, le multiplicateur de mise, les jeux admissibles et le plafond de retrait. Le bonus de bienvenue impose notamment une mise de 50\u00d7 et limite la mise bonus \u00e0 10 \u20ac. Les fonds du bonus sont utilis\u00e9s en premier selon les conditions publi\u00e9es.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Un tableau de gains ne sert pas seulement \u00e0 afficher des montants : il explique les combinaisons, les mises et les conditions qui d\u00e9terminent un paiement. Pour analyser correctement une roulette, un blackjack ou un jeu de poker sur casino la riviera, il faut s\u00e9parer les r\u00e8gles du jeu des conditions promotionnelles. Cette m\u00e9thode aide \u00e0 jouer avec des attentes r\u00e9alistes et \u00e0 comparer les formats sans se perdre dans les chiffres. Lire un tableau de gains au la riviera casino La premi\u00e8re \u00e9tape consiste \u00e0 identifier ce que mesure r\u00e9ellement le tableau. Pour une machine \u00e0 sous, il s\u2019agit souvent d\u2019une combinaison de symboles, d\u2019un nombre de lignes et d\u2019un multiplicateur. Pour un jeu de table, le tableau d\u00e9crit plut\u00f4t le paiement d\u2019une mise gagnante : une victoire au blackjack, une couleur au baccarat ou un num\u00e9ro pr\u00e9cis \u00e0 la roulette. Diff\u00e9rencier mise, gain et combinaison Un gain annonc\u00e9 est presque toujours li\u00e9 \u00e0 une mise pr\u00e9cise. Si une fiche indique un multiplicateur, il faut v\u00e9rifier s\u2019il s\u2019applique \u00e0 la mise totale, \u00e0 la ligne ou \u00e0 une mise sp\u00e9ciale. Cette distinction change fortement le r\u00e9sultat final. \u00c0 titre d\u2019exemple, Aztec\u2019s Millions affiche 25 lignes et une mise totale de 5 \u20ac, soit 0,20 \u20ac par ligne. Le chiffre de 5 \u20ac ne doit donc pas \u00eatre confondu avec le montant engag\u00e9 sur chaque ligne. Les combinaisons doivent aussi \u00eatre lues dans le bon ordre. Certains jeux exigent plusieurs symboles identiques sur une ligne, tandis que d\u2019autres paient une main ou un r\u00e9sultat de table. Sur Miami Jackpots, cinq rouleaux et 20 lignes fixes sont indiqu\u00e9s, avec un bonus d\u00e9clench\u00e9 par au moins trois symboles scatter. Le tableau ne d\u00e9crit donc pas une simple victoire : il relie une configuration pr\u00e9cise \u00e0 une fonction particuli\u00e8re. Ne pas confondre paiement th\u00e9orique et avantage promotionnel Un tableau de gains pr\u00e9sente les r\u00e8gles du jeu, alors qu\u2019un bonus ajoute ses propres contraintes. Au la riviera casino, le bonus de bienvenue peut atteindre 500 \u20ac et comprend 75 tours gratuits r\u00e9partis sur trois d\u00e9p\u00f4ts. Pourtant, les gains li\u00e9s au bonus restent soumis \u00e0 une exigence de mise de 50\u00d7. Il faut donc lire s\u00e9par\u00e9ment le paiement du jeu, la contribution de la cat\u00e9gorie et les r\u00e8gles de retrait. La contribution varie selon le type de jeu : les machines \u00e0 sous et les jeux de salon comptent \u00e0 100 %, les jeux de table comme la roulette, le baccarat et le craps \u00e0 8 %, tandis que le blackjack et le vid\u00e9o poker comptent \u00e0 2 %. Une mise qui semble int\u00e9ressante sur le tableau peut donc progresser lentement vers une condition de bonus. Comparer les paiements des jeux de table Les jeux de table demandent une lecture plus attentive, car le tableau ne repose pas uniquement sur la probabilit\u00e9 d\u2019un r\u00e9sultat. Il faut regarder le type de pari, le paiement correspondant et les r\u00e8gles qui r\u00e9duisent ou non le gain. La pr\u00e9sence d\u2019une version avec croupier ne change pas cette logique : dans la rubrique la riviera casino jeux en direct, les r\u00e8gles affich\u00e9es restent le point de d\u00e9part. V\u00e9rifier le pari avant de regarder le multiplicateur Au blackjack, le tableau peut distinguer une victoire classique, un blackjack naturel, une \u00e9galit\u00e9 et des paris annexes. Au baccarat, le pari sur le joueur, la banque ou l\u2019\u00e9galit\u00e9 ne suit pas n\u00e9cessairement le m\u00eame paiement. \u00c0 la roulette, il faut s\u00e9parer les mises int\u00e9rieures, li\u00e9es \u00e0 des num\u00e9ros pr\u00e9cis, des mises ext\u00e9rieures, li\u00e9es \u00e0 des groupes plus larges. Plus la couverture est \u00e9tendue, plus le paiement potentiel est g\u00e9n\u00e9ralement diff\u00e9rent. Le tableau doit aussi \u00eatre lu avec les r\u00e8gles de la table : nombre de jeux de cartes, possibilit\u00e9 de doubler, r\u00e8gle appliqu\u00e9e en cas d\u2019\u00e9galit\u00e9 ou traitement d\u2019une commission. Si une information manque, mieux vaut ouvrir le menu d\u2019aide du jeu avant de miser. Les guides du site indiquent \u00e9galement de consulter la table de paiement int\u00e9gr\u00e9e au jeu pour les donn\u00e9es propres \u00e0 chaque titre. Voici les rep\u00e8res chiffr\u00e9s qui permettent de replacer quelques cat\u00e9gories dans leur contexte : Cat\u00e9gorie Contribution au bonus Rep\u00e8re \u00e0 v\u00e9rifier Machines \u00e0 sous 100 % Lignes, symboles et fonctions sp\u00e9ciales Jeux de salon 100 % Mise totale et combinaison gagnante Roulette 8 % Num\u00e9ro, couleur ou groupe choisi Baccarat 8 % Joueur, banque ou \u00e9galit\u00e9 Craps 8 % Type exact de pari Blackjack 2 % Main gagnante et r\u00e8gles de la table Vid\u00e9o poker 2 % Combinaison de cartes obtenue Ces pourcentages ne sont pas des taux de retour ni des garanties de gain. Ils servent uniquement \u00e0 calculer la progression d\u2019une mise dans un bonus. Sans promotion active, la question principale reste celle du tableau de paiement et des r\u00e8gles du jeu. Le m\u00eame r\u00e9flexe vaut pour les moyens de paiement. Le catalogue bancaire mentionne notamment Visa, Mastercard, Apple Pay, Cashlib, Flexepin et Bitcoin, avec un d\u00e9p\u00f4t minimal de 20 \u20ac. La recherche d\u2019une formule comme la riviera casino paysafecard doit donc \u00eatre confront\u00e9e aux m\u00e9thodes r\u00e9ellement propos\u00e9es, plut\u00f4t qu\u2019\u00e0 une promesse trouv\u00e9e ailleurs. La crypto est bien repr\u00e9sent\u00e9e par Bitcoin, mais elle ob\u00e9it aussi \u00e0 des limites de retrait et \u00e0 une v\u00e9rification de compte. Conclusion Lire un tableau de gains revient \u00e0 avancer dans un ordre simple : identifier la mise, comprendre la combinaison, v\u00e9rifier le paiement, puis examiner les r\u00e8gles de bonus. Pour les jeux de table, le nom du pari compte autant que le multiplicateur affich\u00e9. En gardant ces \u00e9l\u00e9ments s\u00e9par\u00e9s, on compare plus clairement les jeux du la riviera casino et l\u2019on \u00e9vite de prendre une offre promotionnelle pour une garantie de r\u00e9sultat. Frequently Asked Questions Quelques pr\u00e9cisions peuvent aider \u00e0 interpr\u00e9ter les tableaux avant de choisir un jeu ou une promotion. Le tableau de gains indique-t-il le montant que je vais forc\u00e9ment recevoir ? Non. Il indique le paiement associ\u00e9 \u00e0 une combinaison ou \u00e0 un r\u00e9sultat pr\u00e9cis. Le montant d\u00e9pend de la mise, du pari choisi et des r\u00e8gles de la table. Les bonus peuvent ajouter des<\/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-58704","post","type-post","status-publish","format-standard","hentry","category-blog"],"_links":{"self":[{"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/posts\/58704","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=58704"}],"version-history":[{"count":1,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/posts\/58704\/revisions"}],"predecessor-version":[{"id":58705,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/posts\/58704\/revisions\/58705"}],"wp:attachment":[{"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/media?parent=58704"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/categories?post=58704"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/tags?post=58704"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}