{"id":26817,"date":"2026-01-30T17:31:37","date_gmt":"2026-01-30T09:31:37","guid":{"rendered":"https:\/\/x-press.my\/?p=26817"},"modified":"2026-09-29T09:58:00","modified_gmt":"2026-09-29T01:58:00","slug":"betzino-crash-games-avec-deux-positions-separer-mises-et-resultats","status":"publish","type":"post","link":"https:\/\/x-press.my\/?p=26817","title":{"rendered":"Betzino Crash Games avec deux positions : s\u00e9parer mises et r\u00e9sultats"},"content":{"rendered":"<p>Les jeux crash de Betzino reposent sur une r\u00e8gle simple : une mise est engag\u00e9e, puis le multiplicateur augmente jusqu\u2019\u00e0 un arr\u00eat impr\u00e9visible. Avec deux positions, vous pouvez g\u00e9rer deux mises s\u00e9par\u00e9ment dans une m\u00eame manche. Le site <a href=\"https:\/\/fr.betzinocasino.net\/\">betzino<\/a> permet ainsi d\u2019\u00e9tudier une approche plus structur\u00e9e, \u00e0 condition de v\u00e9rifier les r\u00e8gles affich\u00e9es, les limites et les conditions avant de jouer.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"betzino\" border=\"0\" \/><\/p>\n<h2>Comprendre les deux positions dans un jeu crash Betzino<\/h2>\n<p>Une position correspond \u00e0 une mise ind\u00e9pendante. Lorsque l\u2019interface autorise deux positions, chaque ligne poss\u00e8de normalement son propre montant, son propre objectif de retrait et son propre r\u00e9sultat. Il ne faut donc pas consid\u00e9rer la manche comme une mise unique divis\u00e9e en deux : les gains et les pertes se calculent s\u00e9par\u00e9ment.<\/p>\n<h3>Pourquoi s\u00e9parer les mises et les retraits<\/h3>\n<p>La premi\u00e8re position peut viser un retrait rapide \u00e0 un multiplicateur mod\u00e9r\u00e9. La seconde peut rester active plus longtemps pour tenter un r\u00e9sultat sup\u00e9rieur. Cette organisation ne rend pas le jeu moins al\u00e9atoire, mais elle \u00e9vite de m\u00e9langer deux intentions diff\u00e9rentes dans une seule mise.<\/p>\n<p>Exemple simple : vous engagez 2 \u20ac sur chaque position. Sur la premi\u00e8re, vous programmez un retrait automatique \u00e0 1,50x. Sur la seconde, vous choisissez 3,00x. Si le multiplicateur atteint 1,50x puis s\u2019arr\u00eate avant 3,00x, la premi\u00e8re position est gagnante et la seconde perdante. Le r\u00e9sultat total d\u00e9pend donc des deux montants et de leurs objectifs.<\/p>\n<h3>V\u00e9rifier les r\u00e8gles avant de jouer<\/h3>\n<p>Les fonctions disponibles peuvent varier selon le jeu, l\u2019appareil et la version de la plateforme. Ouvrez les r\u00e8gles ou l\u2019aide du jeu avant de d\u00e9poser une mise. Confirmez notamment si les deux positions sont accept\u00e9es dans la m\u00eame manche, si les retraits automatiques sont disponibles et si les mises minimales ou maximales diff\u00e8rent.<\/p>\n<p>Le dossier disponible d\u00e9crit BetZino comme une plateforme adapt\u00e9e aux navigateurs mobiles iOS et Android, sans application native confirm\u00e9e. Sur un petit \u00e9cran, contr\u00f4lez chaque ligne s\u00e9par\u00e9ment avant de lancer la manche. Une erreur de montant ou de multiplicateur peut \u00eatre difficile \u00e0 corriger une fois la partie commenc\u00e9e.<\/p>\n<h2>Utiliser deux positions avec une m\u00e9thode contr\u00f4l\u00e9e<\/h2>\n<p>Deux positions demandent surtout une bonne pr\u00e9paration. Le crash peut s\u2019arr\u00eater \u00e0 n\u2019importe quel moment et les r\u00e9sultats pr\u00e9c\u00e9dents ne pr\u00e9disent pas le prochain multiplicateur. Fixez donc votre budget avant la session, puis choisissez des montants que vous acceptez enti\u00e8rement de perdre.<\/p>\n<ol>\n<li>D\u00e9finissez un budget de session et ne le rechargez pas pendant la partie.<\/li>\n<li>Attribuez une fonction claire \u00e0 chaque position, par exemple retrait prudent et objectif plus \u00e9lev\u00e9.<\/li>\n<li>Choisissez les montants avant de lancer la manche, sans augmenter une mise apr\u00e8s une perte.<\/li>\n<li>Notez le r\u00e9sultat combin\u00e9 des deux positions plut\u00f4t que de juger une manche isol\u00e9e.<\/li>\n<li>Arr\u00eatez-vous lorsque votre limite de temps ou de perte est atteinte.<\/li>\n<\/ol>\n<h3>Lire les r\u00e9sultats sans fausse strat\u00e9gie<\/h3>\n<p>La s\u00e9paration des positions am\u00e9liore la lisibilit\u00e9 de votre d\u00e9cision, pas la probabilit\u00e9 du jeu. Une s\u00e9rie de petits multiplicateurs ne signifie pas qu\u2019un grand r\u00e9sultat est d\u00fb. De la m\u00eame fa\u00e7on, un arr\u00eat \u00e9lev\u00e9 ne garantit pas que la manche suivante ira plus loin. Les jeux crash et les autres mini-jeux sont fond\u00e9s sur des r\u00e9sultats al\u00e9atoires ; les historiques servent \u00e0 observer, non \u00e0 pr\u00e9dire.<\/p>\n<p>Pour suivre votre session, additionnez les deux mises et les deux retours. Une position gagnante ne compense pas automatiquement l\u2019autre. Par exemple, deux mises de 2 \u20ac avec un retour de 3 \u20ac sur la premi\u00e8re et z\u00e9ro sur la seconde donnent un retour total de 3 \u20ac pour 4 \u20ac engag\u00e9s : la session reste d\u00e9ficitaire de 1 \u20ac.<\/p>\n<p>Cette lecture est plus utile que le seul multiplicateur affich\u00e9. Elle vous aide \u00e0 voir si votre r\u00e8gle de retrait correspond r\u00e9ellement \u00e0 votre budget. Si vous modifiez sans cesse vos objectifs apr\u00e8s chaque manche, revenez \u00e0 une m\u00e9thode simple ou quittez le jeu.<\/p>\n<p>Les informations commerciales de BetZino peuvent changer et plusieurs d\u00e9tails historiques pr\u00e9sentent des divergences. Les \u00e9l\u00e9ments suivants servent donc de rep\u00e8res pratiques, pas de garantie contractuelle.<\/p>\n<table>\n<thead>\n<tr>\n<th>Point \u00e0 contr\u00f4ler<\/th>\n<th>Information rapport\u00e9e<\/th>\n<th>Pr\u00e9caution utile<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>\u00c2ge minimum<\/td>\n<td>18 ans<\/td>\n<td>Jouez uniquement si vous avez l\u2019\u00e2ge l\u00e9gal requis.<\/td>\n<\/tr>\n<tr>\n<td>Mise minimale de d\u00e9p\u00f4t<\/td>\n<td>20 \u20ac dans plusieurs sources<\/td>\n<td>V\u00e9rifiez la valeur affich\u00e9e au moment du d\u00e9p\u00f4t.<\/td>\n<\/tr>\n<tr>\n<td>Retrait minimum<\/td>\n<td>20 \u20ac rapport\u00e9s \u00e0 plusieurs reprises<\/td>\n<td>Consultez les conditions de votre m\u00e9thode de paiement.<\/td>\n<\/tr>\n<tr>\n<td>Traitement apr\u00e8s v\u00e9rification<\/td>\n<td>Environ 24 heures dans plusieurs descriptions<\/td>\n<td>Un virement bancaire peut demander 3 \u00e0 5 jours.<\/td>\n<\/tr>\n<tr>\n<td>V\u00e9rification d\u2019identit\u00e9<\/td>\n<td>Pi\u00e8ce d\u2019identit\u00e9, adresse et preuve de paiement<\/td>\n<td>Pr\u00e9parez des documents lisibles au m\u00eame nom.<\/td>\n<\/tr>\n<tr>\n<td>Exclusion volontaire<\/td>\n<td>P\u00e9riodes rapport\u00e9es de 24 heures \u00e0 12 mois<\/td>\n<td>Utilisez cette option si le jeu devient difficile \u00e0 contr\u00f4ler.<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Conclusion : jouer avec deux positions sans perdre le contr\u00f4le<\/h2>\n<p>Deux positions peuvent rendre un jeu crash plus clair : vous s\u00e9parez une mise prudente d\u2019un objectif plus ambitieux et vous analysez chaque r\u00e9sultat ind\u00e9pendamment. Elles ne r\u00e9duisent toutefois ni l\u2019al\u00e9a ni le risque financier. Avant de jouer, v\u00e9rifiez les r\u00e8gles actuelles, le montant minimal, les options de retrait et les conditions de compte. \u00c9vitez aussi de d\u00e9duire une autorisation ou une protection \u00e0 partir de recherches non confirm\u00e9es comme betzino licence malte. Les mentions telles que betzino Top 14 ou betzino paris NBA ne prouvent pas non plus qu\u2019une offre sportive existe. Pour rester pr\u00e9cis, appuyez-vous sur les informations affich\u00e9es dans votre compte et sur les r\u00e8gles du jeu concern\u00e9, plut\u00f4t que sur des pages \u00e9voquant betzino site officiel sans preuve actuelle.<\/p>\n<h2>Foire aux questions<\/h2>\n<p>Voici les points \u00e0 contr\u00f4ler avant d\u2019utiliser deux positions sur un jeu crash.<\/p>\n<h3>Les deux positions garantissent-elles un b\u00e9n\u00e9fice ?<\/h3>\n<p>Non. Elles permettent seulement de s\u00e9parer deux mises et deux objectifs de retrait. Une position peut gagner tandis que l\u2019autre perd, et le total peut rester n\u00e9gatif. Le multiplicateur s\u2019arr\u00eate de mani\u00e8re impr\u00e9visible, sans tenir compte des manches pr\u00e9c\u00e9dentes ni de votre r\u00e9partition.<\/p>\n<h3>Quel montant utiliser sur chaque position ?<\/h3>\n<p>Il n\u2019existe pas de montant universel. D\u00e9finissez d\u2019abord une perte maximale pour la session, puis divisez-la en petites mises que vous acceptez de perdre. Ne doublez pas une position apr\u00e8s un \u00e9chec et ne rechargez pas votre compte pour r\u00e9cup\u00e9rer une perte.<\/p>\n<h3>Peut-on jouer \u00e0 ces jeux sur mobile ?<\/h3>\n<p>Les informations disponibles d\u00e9crivent une exp\u00e9rience BetZino en navigateur HTML5, compatible avec les smartphones et tablettes iOS et Android. Une application native n\u2019est pas confirm\u00e9e. V\u00e9rifiez donc l\u2019adresse du site, la connexion et les r\u00e8gles affich\u00e9es avant de saisir une mise sur mobile.<\/h3>\n","protected":false},"excerpt":{"rendered":"<p>Les jeux crash de Betzino reposent sur une r\u00e8gle simple : une mise est engag\u00e9e, puis le multiplicateur augmente jusqu\u2019\u00e0 un arr\u00eat impr\u00e9visible. Avec deux positions, vous pouvez g\u00e9rer deux mises s\u00e9par\u00e9ment dans une m\u00eame manche. Le site betzino permet ainsi d\u2019\u00e9tudier une approche plus structur\u00e9e, \u00e0 condition de v\u00e9rifier les r\u00e8gles affich\u00e9es, les limites [&#8230;]\n","protected":false},"author":4,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[76],"tags":[],"class_list":["post-26817","post","type-post","status-publish","format-standard","hentry","category-fokus"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/x-press.my\/index.php?rest_route=\/wp\/v2\/posts\/26817","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/x-press.my\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/x-press.my\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/x-press.my\/index.php?rest_route=\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/x-press.my\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=26817"}],"version-history":[{"count":1,"href":"https:\/\/x-press.my\/index.php?rest_route=\/wp\/v2\/posts\/26817\/revisions"}],"predecessor-version":[{"id":26818,"href":"https:\/\/x-press.my\/index.php?rest_route=\/wp\/v2\/posts\/26817\/revisions\/26818"}],"wp:attachment":[{"href":"https:\/\/x-press.my\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=26817"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/x-press.my\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=26817"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/x-press.my\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=26817"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}