{"id":9876,"date":"2026-10-19T14:41:58","date_gmt":"2026-10-19T14:41:58","guid":{"rendered":"https:\/\/marabella.net\/?p=9876"},"modified":"2026-10-19T14:41:58","modified_gmt":"2026-10-19T14:41:58","slug":"comparer-les-mises-de-coin-a-la-roulette-sur-betify","status":"publish","type":"post","link":"https:\/\/marabella.net\/es\/comparer-les-mises-de-coin-a-la-roulette-sur-betify\/","title":{"rendered":"Comparer les mises de coin \u00e0 la roulette sur Betify"},"content":{"rendered":"<p>Une mise de coin couvre quatre num\u00e9ros voisins sur le tapis de roulette. Pour un joueur Betify, la comparaison ne d\u00e9pend pourtant pas seulement du paiement affich\u00e9 : la variante, les r\u00e8gles de la table, le type de solde utilis\u00e9 et les conditions d\u2019une promotion peuvent modifier le r\u00e9sultat r\u00e9el. Le <a href=\"https:\/\/betify.uk.com\/\">betify casino<\/a> propose des jeux de table et des tables en direct, mais chaque titre doit \u00eatre v\u00e9rifi\u00e9 s\u00e9par\u00e9ment avant de miser.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"betify\" border=\"0\" \/><\/p>\n<h2>Comprendre la mise de coin sur Betify<\/h2>\n<p>La mise de coin, appel\u00e9e \u00ab carr\u00e9 \u00bb dans de nombreux guides, se place \u00e0 l\u2019intersection de quatre cases. Elle couvre donc quatre num\u00e9ros cons\u00e9cutifs, par exemple 1, 2, 4 et 5. Si la bille tombe sur l\u2019un d\u2019eux, le paiement standard d\u2019une roulette europ\u00e9enne est g\u00e9n\u00e9ralement de 8 contre 1, avant de tenir compte de la mise initiale. Le z\u00e9ro reste en dehors de ce carr\u00e9.<\/p>\n<h3>Roulette europ\u00e9enne ou am\u00e9ricaine : le z\u00e9ro change la comparaison<\/h3>\n<p>Le premier point \u00e0 contr\u00f4ler est le nombre de cases vertes. Une roulette europ\u00e9enne poss\u00e8de un seul z\u00e9ro, tandis qu\u2019une roulette am\u00e9ricaine ajoute un double z\u00e9ro. Cette case suppl\u00e9mentaire r\u00e9duit les chances th\u00e9oriques de chaque combinaison et augmente l\u2019avantage math\u00e9matique de la maison. Une mise de coin couvre toujours quatre num\u00e9ros, mais sa probabilit\u00e9 de r\u00e9ussite n\u2019est donc pas la m\u00eame selon la roue.<\/p>\n<p>Les pages publiques de Betify montrent plusieurs tables en direct, dont Betify Roulette, Super Boost Blackjack et plusieurs tables de blackjack. La pr\u00e9sence d\u2019un jeu de roulette ne suffit pas \u00e0 confirmer sa variante, son paiement exact ou ses r\u00e8gles particuli\u00e8res. Consultez le nom de la table, le panneau d\u2019aide et les limites affich\u00e9es avant de placer une mise.<\/p>\n<h3>Les r\u00e8gles de table \u00e0 regarder avant de miser<\/h3>\n<p>Deux tables qui semblent identiques peuvent proposer des limites diff\u00e9rentes, une interface diff\u00e9rente ou des r\u00e8gles sp\u00e9ciales. V\u00e9rifiez le montant minimum et maximum, la valeur de la mise affich\u00e9e apr\u00e8s s\u00e9lection et la fa\u00e7on dont la table traite le z\u00e9ro. Une animation plus rapide ne change pas les probabilit\u00e9s, mais elle peut vous pousser \u00e0 jouer davantage de tours en peu de temps.<\/p>\n<ul>\n<li>Identifiez la variante et le nombre de z\u00e9ros.<\/li>\n<li>Confirmez le paiement indiqu\u00e9 pour une mise de coin.<\/li>\n<li>Contr\u00f4lez les limites propres \u00e0 la table.<\/li>\n<li>V\u00e9rifiez si vous jouez avec le solde r\u00e9el ou un bonus.<\/li>\n<li>Fixez une limite de session avant de commencer.<\/li>\n<\/ul>\n<h2>Promotions, solde et paiement : ce qui peut fausser le calcul<\/h2>\n<p>La mise de coin est une r\u00e8gle de roulette ; une promotion ajoute une seconde couche de conditions. Chez Betify, l\u2019offre casino de premier d\u00e9p\u00f4t publi\u00e9e propose 40 tours gratuits pour un d\u00e9p\u00f4t de 20 \u20ac ou 100 tours pour un d\u00e9p\u00f4t de 50 \u20ac. Ces deux seuils sont des options du m\u00eame premier d\u00e9p\u00f4t, pas 140 tours cumulables. Les tours concernent Shaolin Panda Chaos Reels, et non une table de roulette.<\/p>\n<h3>Bonus et retraits : s\u00e9parer le jeu de table des conditions<\/h3>\n<p>L\u2019offre de bienvenue indique des tours sans mise, mais une autre clause demande au moins 1x de turnover li\u00e9 au d\u00e9p\u00f4t et au montant re\u00e7u en tours. Le plafond de gains propre \u00e0 cette offre est de 250 \u20ac. La demande doit \u00eatre faite dans les 14 jours du premier d\u00e9p\u00f4t, et les tours expirent 14 jours apr\u00e8s leur cr\u00e9dit. Il est donc risqu\u00e9 de supposer qu\u2019un gain de roulette peut \u00eatre retir\u00e9 imm\u00e9diatement.<\/p>\n<p>Lorsqu\u2019un bonus casino est actif, la mise maximale publi\u00e9e est de 5 \u20ac, sauf indication contraire d\u2019une offre. Les r\u00e8gles indiquent aussi qu\u2019un seul bonus ou gain de tours peut \u00eatre actif \u00e0 la fois et que les offres de d\u00e9p\u00f4t ne se cumulent pas sur un m\u00eame d\u00e9p\u00f4t. Le terme betify code free spins peut appara\u00eetre dans des recherches, mais aucun code obligatoire n\u2019est indiqu\u00e9 pour l\u2019offre de bienvenue examin\u00e9e.<\/p>\n<p>Les taux de contribution publi\u00e9s concernent les bonus soumis \u00e0 turnover : les machines \u00e0 sous contribuent \u00e0 100 %, tandis que le casino en direct, les jeux de table et les jeux t\u00e9l\u00e9vis\u00e9s contribuent \u00e0 5 %. Ces taux ne doivent pas \u00eatre pr\u00e9sent\u00e9s comme un multiplicateur suppl\u00e9mentaire appliqu\u00e9 aux tours gratuits. Lisez la r\u00e8gle de la promotion pr\u00e9cise avant de choisir une table.<\/p>\n<p>Le tableau suivant rassemble les points concrets \u00e0 comparer avant une mise de coin. Les paiements indiqu\u00e9s correspondent \u00e0 la r\u00e8gle standard g\u00e9n\u00e9ralement associ\u00e9e \u00e0 une mise de quatre num\u00e9ros ; la page de la table reste prioritaire si elle affiche une r\u00e8gle diff\u00e9rente.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>Roulette europ\u00e9enne<\/th>\n<th>Roulette am\u00e9ricaine<\/th>\n<th>Pourquoi cela compte<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Cases vertes<\/td>\n<td>1 z\u00e9ro<\/td>\n<td>2 : z\u00e9ro et double z\u00e9ro<\/td>\n<td>Le double z\u00e9ro r\u00e9duit la probabilit\u00e9 th\u00e9orique de gain<\/td>\n<\/tr>\n<tr>\n<td>Num\u00e9ros couverts par un coin<\/td>\n<td>4<\/td>\n<td>4<\/td>\n<td>La forme de la mise reste la m\u00eame<\/td>\n<\/tr>\n<tr>\n<td>Paiement standard du coin<\/td>\n<td>8 contre 1<\/td>\n<td>8 contre 1<\/td>\n<td>Le paiement ne compense pas automatiquement la roue moins favorable<\/td>\n<\/tr>\n<tr>\n<td>Roulette Betify observ\u00e9e<\/td>\n<td>Betify Roulette affich\u00e9e<\/td>\n<td>Variante non confirm\u00e9e<\/td>\n<td>Le nom de la table ne prouve pas sa variante<\/td>\n<\/tr>\n<tr>\n<td>Limites<\/td>\n<td>\u00c0 v\u00e9rifier dans la table<\/td>\n<td>\u00c0 v\u00e9rifier dans la table<\/td>\n<td>Le minimum peut changer la taille de votre risque<\/td>\n<\/tr>\n<tr>\n<td>Solde promotionnel<\/td>\n<td>Conditions du bonus \u00e0 lire<\/td>\n<td>Conditions du bonus \u00e0 lire<\/td>\n<td>Un retrait peut d\u00e9pendre du turnover applicable<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>La m\u00eame prudence vaut pour le financement du compte. Le guide d\u2019aide annonce un d\u00e9p\u00f4t g\u00e9n\u00e9ral minimum de 20 \u20ac. Pour les retraits, l\u2019aide indique 50 \u20ac, alors que les conditions g\u00e9n\u00e9rales mentionnent 10 \u20ac. Cette divergence doit \u00eatre v\u00e9rifi\u00e9e dans le caissier au moment de la demande. Une v\u00e9rification peut prendre jusqu\u2019\u00e0 48 heures ; apr\u00e8s approbation, un virement bancaire peut prendre jusqu\u2019\u00e0 cinq jours ouvr\u00e9s.<\/p>\n<p>Les m\u00e9thodes document\u00e9es comprennent Visa, Mastercard, Apple Pay, virement bancaire, Paysafecard et Flexepin pour les d\u00e9p\u00f4ts. MiFinity et plusieurs r\u00e9seaux crypto sont mentionn\u00e9s pour les retraits. Betify annonce l\u2019absence de frais standards, mais ses conditions pr\u00e9voient des exceptions, dont une retenue possible de 8 %, avec un minimum de 4 \u20ac, si le d\u00e9p\u00f4t n\u2019a pas \u00e9t\u00e9 jou\u00e9 une fois. Un paiement pr\u00e9sent\u00e9 comme s\u00e9curis\u00e9 doit donc aussi \u00eatre examin\u00e9 sous l\u2019angle des d\u00e9lais, de la v\u00e9rification et des frais contractuels.<\/p>\n<h2>Conclusion<\/h2>\n<p>Pour comparer correctement une mise de coin sur Betify, commencez par la roue, pas par la promotion : nombre de z\u00e9ros, paiement, limites et r\u00e8gles affich\u00e9es. Ensuite seulement, v\u00e9rifiez le solde utilis\u00e9 et les conditions de retrait. Les tables en direct peuvent \u00eatre pratiques, mais les informations publiques ne confirment pas toujours la variante exacte de chaque table. Une lecture attentive vous aide \u00e0 \u00e9viter une comparaison trompeuse et \u00e0 garder une mise proportionn\u00e9e \u00e0 votre budget.<\/p>\n<h2>Frequently Asked Questions<\/h2>\n<p>Voici les r\u00e9ponses aux questions les plus utiles avant de jouer \u00e0 la roulette en ligne depuis la France.<\/p>\n<h3>Une mise de coin couvre-t-elle toujours quatre num\u00e9ros ?<\/h3>\n<p>Oui, une mise de coin couvre normalement quatre num\u00e9ros qui se touchent sur le tapis. Elle doit \u00eatre plac\u00e9e \u00e0 leur intersection. Le paiement et les limites peuvent toutefois varier selon la table, et le z\u00e9ro n\u2019appartient pas automatiquement \u00e0 un carr\u00e9 de num\u00e9ros.<\/p>\n<h3>Le bonus de bienvenue Betify peut-il \u00eatre utilis\u00e9 \u00e0 la roulette ?<\/h3>\n<p>Les tours gratuits de bienvenue publi\u00e9s concernent Shaolin Panda Chaos Reels, pas la roulette. Les r\u00e8gles g\u00e9n\u00e9rales des bonus indiquent des contributions diff\u00e9rentes selon les jeux. Il faut donc v\u00e9rifier l\u2019offre active et ne pas supposer qu\u2019une mise de table remplit les m\u00eames conditions qu\u2019une machine \u00e0 sous.<\/p>\n<h3>Combien de temps faut-il pour recevoir un retrait ?<\/h3>\n<p>Betify indique une v\u00e9rification pouvant durer jusqu\u2019\u00e0 48 heures. Apr\u00e8s approbation, un virement bancaire peut prendre jusqu\u2019\u00e0 cinq jours ouvr\u00e9s, tandis que certains portefeuilles \u00e9lectroniques ou retraits crypto sont annonc\u00e9s dans un d\u00e9lai pouvant aller jusqu\u2019\u00e0 une heure. Ce n\u2019est pas un d\u00e9lai total garanti.<\/p>","protected":false},"excerpt":{"rendered":"<p>Une mise de coin couvre quatre num\u00e9ros voisins sur le tapis de roulette. Pour un joueur Betify, la comparaison ne d\u00e9pend pourtant pas seulement du paiement affich\u00e9 : la variante, les r\u00e8gles de la table, le type de solde utilis\u00e9 et les conditions d\u2019une promotion peuvent modifier le r\u00e9sultat r\u00e9el. Le betify casino propose des [&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-9876","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>Comparer les mises de coin \u00e0 la roulette sur Betify - 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\/comparer-les-mises-de-coin-a-la-roulette-sur-betify\/\" \/>\n<meta property=\"og:locale\" content=\"es_MX\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Comparer les mises de coin \u00e0 la roulette sur Betify - Marabella\" \/>\n<meta property=\"og:description\" content=\"Une mise de coin couvre quatre num\u00e9ros voisins sur le tapis de roulette. 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