{"id":23274,"date":"2026-01-13T15:43:40","date_gmt":"2026-01-13T15:43:40","guid":{"rendered":"https:\/\/www.klimatema.hu\/?p=23274"},"modified":"2026-09-24T22:16:41","modified_gmt":"2026-09-24T22:16:41","slug":"tableaux-de-paiements-de-winningz-a-la-roulette-gain-net-et-mise-rendue","status":"publish","type":"post","link":"https:\/\/www.klimatema.hu\/?p=23274","title":{"rendered":"Tableaux de paiements de winningz \u00e0 la roulette : gain net et mise rendue"},"content":{"rendered":"<p>Comprendre un tableau de paiements \u00e9vite de confondre le gain annonc\u00e9 avec la somme r\u00e9ellement cr\u00e9dit\u00e9e. Sur <a href=\"https:\/\/restaurant-lamaisondeleclusier.fr\/\">winningz en ligne<\/a>, cette distinction compte particuli\u00e8rement lorsque vous comparez une mise simple, un num\u00e9ro plein ou un pari \u00e0 cote \u00e9lev\u00e9e. Voici comment lire les paiements de la roulette, v\u00e9rifier le retour total et rep\u00e9rer les conditions qui peuvent modifier votre retrait.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"winningz\" border=\"0\" \/><\/p>\n<h2>Lire correctement les paiements de roulette sur winningz<\/h2>\n<p>\u00c0 la roulette europ\u00e9enne, le paiement est g\u00e9n\u00e9ralement exprim\u00e9 en gain net, sans inclure la mise initiale. Si vous misez 10 \u20ac sur un num\u00e9ro plein pay\u00e9 35:1 et gagnez, le b\u00e9n\u00e9fice est de 350 \u20ac. Votre solde re\u00e7oit toutefois 360 \u20ac, car les 10 \u20ac mis\u00e9s sont aussi rendus. Cette nuance explique la diff\u00e9rence entre \u00ab gain \u00bb et \u00ab retour total \u00bb.<\/p>\n<h3>Gain net et mise retourn\u00e9e : la diff\u00e9rence essentielle<\/h3>\n<p>Le gain net correspond au b\u00e9n\u00e9fice li\u00e9 au pari gagnant. Le retour total additionne ce b\u00e9n\u00e9fice et la mise. Pour une mise de 10 \u20ac sur rouge, un paiement de 1:1 donne 10 \u20ac de gain net et 20 \u20ac cr\u00e9dit\u00e9s au total. En cas de perte, la mise dispara\u00eet et aucun retour n\u2019est effectu\u00e9.<\/p>\n<h3>Les principaux paiements \u00e0 conna\u00eetre<\/h3>\n<p>Le tableau ci-dessous reprend les paiements classiques d\u2019une roulette europ\u00e9enne. Il s\u2019agit de rep\u00e8res de calcul, car les r\u00e8gles propres \u00e0 chaque jeu restent d\u00e9terminantes. Le dossier de winningz pr\u00e9cise d\u2019ailleurs que certains jeux peuvent appliquer leurs propres plafonds de gains : consultez toujours la fiche de la table avant de jouer.<\/p>\n<table>\n<thead>\n<tr>\n<th>Type de pari<\/th>\n<th>Paiement net<\/th>\n<th>Mise de 10 \u20ac<\/th>\n<th>Retour total si le pari gagne<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Num\u00e9ro plein<\/td>\n<td>35:1<\/td>\n<td>350 \u20ac<\/td>\n<td>360 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Cheval, deux num\u00e9ros<\/td>\n<td>17:1<\/td>\n<td>170 \u20ac<\/td>\n<td>180 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Transversale, trois num\u00e9ros<\/td>\n<td>11:1<\/td>\n<td>110 \u20ac<\/td>\n<td>120 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Carr\u00e9, quatre num\u00e9ros<\/td>\n<td>8:1<\/td>\n<td>80 \u20ac<\/td>\n<td>90 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Sixain, six num\u00e9ros<\/td>\n<td>5:1<\/td>\n<td>50 \u20ac<\/td>\n<td>60 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Rouge, noir, pair ou impair<\/td>\n<td>1:1<\/td>\n<td>10 \u20ac<\/td>\n<td>20 \u20ac<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>V\u00e9rifier le r\u00e9sultat, les limites et les conditions<\/h2>\n<p>Le paiement th\u00e9orique n\u2019est qu\u2019un \u00e9l\u00e9ment du calcul. Les limites de retrait et les plafonds de gains sont s\u00e9par\u00e9s. Pour un client standard, les conditions de winningz indiquent un plafond de gains de casino cumul\u00e9 de 10 000 \u20ac sur une p\u00e9riode glissante de 24 heures. Les cat\u00e9gories interm\u00e9diaire et VIP disposent respectivement de plafonds de 25 000 \u20ac et 100 000 \u20ac, hors jackpots progressifs.<\/p>\n<h3>Contr\u00f4les utiles avant de miser<\/h3>\n<p>Une lecture prudente de la table et du compte r\u00e9duit les mauvaises surprises. Les paris de roulette ne doivent pas \u00eatre confondus avec une offre de <strong>winningz double chance<\/strong> : une \u00e9ventuelle fonction ou promotion doit \u00eatre confirm\u00e9e dans les r\u00e8gles du jeu concern\u00e9. De m\u00eame, les termes <strong>winningz freebets<\/strong> renvoient plut\u00f4t aux promotions sportives et ne prouvent pas qu\u2019une mise gratuite s\u2019applique \u00e0 la roulette.<\/p>\n<ul>\n<li>V\u00e9rifiez si la table utilise la roulette europ\u00e9enne ou une autre variante.<\/li>\n<li>Contr\u00f4lez le montant de la mise, le paiement affich\u00e9 et le retour total attendu.<\/li>\n<li>Lisez les limites de mise, les plafonds de gains et les r\u00e8gles propres au jeu.<\/li>\n<li>Conservez l\u2019historique du pari si le r\u00e9sultat ou le cr\u00e9dit semble incorrect.<\/li>\n<li>Contactez l\u2019assistance par chat en direct ou par e-mail, disponibles 24 heures sur 24 et 7 jours sur 7.<\/li>\n<\/ul>\n<p>Les bonus demandent une attention suppl\u00e9mentaire. Le bonus de bienvenue comporte une exigence de mise de 45\u00d7, tandis que les jeux de table ne contribuent qu\u2019\u00e0 hauteur de 5 % aux exigences g\u00e9n\u00e9rales de mise ; le casino en direct contribue \u00e0 0 %. Le plafond de mise avec un bonus est de 5 \u20ac par pari, sauf condition diff\u00e9rente dans l\u2019offre. Une demande de retrait avant la fin de la mise peut annuler le bonus actif.<\/p>\n<p>Pour consulter une offre ou l\u2019historique, utilisez votre compte apr\u00e8s le <strong>winningz log in<\/strong>. Ne supposez pas qu\u2019un <strong>winningz code promo sans inscription<\/strong> modifie automatiquement les paiements de roulette : les promotions peuvent avoir une dur\u00e9e, un jeu admissible et un plafond de retrait propres. Les transactions restent soumises aux contr\u00f4les de v\u00e9rification et aux limites du compte.<\/p>\n<h2>Conclusion<\/h2>\n<p>Pour \u00e9valuer un gain \u00e0 la roulette, commencez par le paiement net, puis ajoutez la mise retourn\u00e9e afin d\u2019obtenir le cr\u00e9dit total. V\u00e9rifiez ensuite la variante, les r\u00e8gles du jeu, les plafonds et l\u2019effet \u00e9ventuel d\u2019un bonus. Cette m\u00e9thode simple permet de comparer les r\u00e9sultats de fa\u00e7on r\u00e9aliste et de garder une trace claire de chaque pari, sans confondre rendement th\u00e9orique et somme retirable.<\/p>\n<h2>Questions fr\u00e9quemment pos\u00e9es<\/h2>\n<p>Ces r\u00e9ponses r\u00e9sument les points qui pr\u00eatent le plus souvent \u00e0 confusion lorsque vous consultez une table de roulette sur winningz.<\/p>\n<h3>Un paiement de 35:1 signifie-t-il que je re\u00e7ois 35 fois ma mise ?<\/h3>\n<p>Il signifie g\u00e9n\u00e9ralement que le gain net \u00e9quivaut \u00e0 35 fois la mise. Une mise de 10 \u20ac produit donc 350 \u20ac de b\u00e9n\u00e9fice, auxquels s\u2019ajoute la mise de 10 \u20ac, soit 360 \u20ac cr\u00e9dit\u00e9s au total si le pari gagne.<\/p>\n<h3>Les paris de roulette comptent-ils toujours pour un bonus ?<\/h3>\n<p>Non. Les conditions du bonus d\u00e9terminent la contribution de chaque cat\u00e9gorie. Dans les r\u00e8gles indiqu\u00e9es pour winningz, les jeux de table contribuent \u00e0 5 %, tandis que le casino en direct contribue \u00e0 0 %. V\u00e9rifiez l\u2019offre active avant de miser.<\/p>\n<h3>Que faire si le paiement affich\u00e9 semble incorrect ?<\/h3>\n<p>Notez le nom de la table, l\u2019heure, la mise et le r\u00e9sultat, puis consultez l\u2019historique du compte. Si l\u2019\u00e9cart persiste, contactez l\u2019assistance avec ces informations. Une v\u00e9rification peut \u00eatre n\u00e9cessaire avant toute correction ou confirmation.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Comprendre un tableau de paiements \u00e9vite de confondre le gain annonc\u00e9 avec la somme r\u00e9ellement cr\u00e9dit\u00e9e. Sur winningz en ligne, cette distinction compte particuli\u00e8rement lorsque vous comparez une mise simple, un num\u00e9ro plein ou un pari \u00e0 cote \u00e9lev\u00e9e. Voici&#8230; <a class=\"more-link\" href=\"https:\/\/www.klimatema.hu\/?p=23274\">Continue Reading &rarr;<\/a><\/p>\n","protected":false},"author":9,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-23274","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/www.klimatema.hu\/index.php?rest_route=\/wp\/v2\/posts\/23274","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.klimatema.hu\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.klimatema.hu\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.klimatema.hu\/index.php?rest_route=\/wp\/v2\/users\/9"}],"replies":[{"embeddable":true,"href":"https:\/\/www.klimatema.hu\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=23274"}],"version-history":[{"count":1,"href":"https:\/\/www.klimatema.hu\/index.php?rest_route=\/wp\/v2\/posts\/23274\/revisions"}],"predecessor-version":[{"id":23275,"href":"https:\/\/www.klimatema.hu\/index.php?rest_route=\/wp\/v2\/posts\/23274\/revisions\/23275"}],"wp:attachment":[{"href":"https:\/\/www.klimatema.hu\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=23274"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.klimatema.hu\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=23274"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.klimatema.hu\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=23274"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}