{"id":2643,"date":"2026-10-08T17:15:10","date_gmt":"2026-10-08T11:45:10","guid":{"rendered":"https:\/\/jpindustries.co.in\/?p=2643"},"modified":"2026-10-08T17:15:10","modified_gmt":"2026-10-08T11:45:10","slug":"pampago-pour-les-joueurs-en-france-comprendre-le-cashback-sur-les-machines-a-sous","status":"publish","type":"post","link":"https:\/\/jpindustries.co.in\/index.php\/2026\/10\/08\/pampago-pour-les-joueurs-en-france-comprendre-le-cashback-sur-les-machines-a-sous\/","title":{"rendered":"Pampago pour les joueurs en France : comprendre le cashback sur les machines \u00e0 sous"},"content":{"rendered":"<p>Un cashback r\u00e9serv\u00e9 aux machines \u00e0 sous peut sembler simple, mais les plafonds, les jeux exclus et les conditions de mise changent vite le r\u00e9sultat r\u00e9el. Pour \u00e9valuer <a href=\"https:\/\/pampago-fr.fr\/\">pampago casino<\/a> et \u00e9viter un calcul trompeur, il faut d\u2019abord v\u00e9rifier si l\u2019offre existe, puis s\u00e9parer d\u00e9p\u00f4t, bonus, gains et retrait. Voici une m\u00e9thode pratique avec un exemple en euros, fond\u00e9 sur les conditions publiques disponibles.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"pampago\" border=\"0\" \/><\/p>\n<h2>Comment v\u00e9rifier un cashback Pampago avant de jouer<\/h2>\n<p>La premi\u00e8re \u00e9tape consiste \u00e0 ne pas confondre un remboursement de pertes avec les offres actuellement publi\u00e9es. Les pages fran\u00e7aises consult\u00e9es pr\u00e9sentent surtout un bonus de premier d\u00e9p\u00f4t, des tours gratuits, des promotions hebdomadaires et des campagnes de tournois. Aucun pourcentage de cashback r\u00e9serv\u00e9 aux machines \u00e0 sous n\u2019est d\u00e9taill\u00e9 dans les informations disponibles. Il faut donc demander les conditions exactes au support avant de d\u00e9poser.<\/p>\n<h3>Identifiez le plafond et la base de calcul<\/h3>\n<p>Un cashback peut \u00eatre calcul\u00e9 sur les pertes nettes, les mises, ou uniquement sur certains jeux. Ces m\u00e9thodes donnent des r\u00e9sultats tr\u00e8s diff\u00e9rents. V\u00e9rifiez aussi le plafond par jour, par semaine ou par p\u00e9riode promotionnelle, ainsi que le montant minimum qui d\u00e9clenche le remboursement. Un taux de 10 % ne signifie pas automatiquement que 10 % de toutes les mises seront rendus.<\/p>\n<p>Demandez une confirmation \u00e9crite sur les points suivants :<\/p>\n<ul>\n<li>la p\u00e9riode prise en compte et l\u2019heure de cl\u00f4ture des calculs ;<\/li>\n<li>la d\u00e9finition exacte d\u2019une perte nette ;<\/li>\n<li>les machines \u00e0 sous admissibles et les jeux exclus ;<\/li>\n<li>le plafond en euros et le d\u00e9lai de cr\u00e9dit ;<\/li>\n<li>la pr\u00e9sence ou non d\u2019une mise obligatoire avant retrait.<\/li>\n<\/ul>\n<h3>Ne m\u00e9langez pas cashback et bonus de d\u00e9p\u00f4t<\/h3>\n<p>Le bonus de bienvenue publi\u00e9 pour la version fran\u00e7aise est diff\u00e9rent : il correspond \u00e0 100 % du premier d\u00e9p\u00f4t jusqu\u2019\u00e0 500 \u20ac, avec un d\u00e9p\u00f4t minimum de 20 \u20ac. Il est limit\u00e9 aux jeux Trifecta, soumis \u00e0 une exigence de mise de 35 fois le bonus, avec une mise maximale de 5 \u20ac et une p\u00e9riode de 7 jours. Ce n\u2019est pas un remboursement des pertes sur les machines \u00e0 sous.<\/p>\n<p>Les tours gratuits suivent aussi leurs propres r\u00e8gles. L\u2019offre sans d\u00e9p\u00f4t mentionne 20 tours sur Scaraboosh, \u00e0 0,10 \u20ac chacun, avec une mise de 35 fois les gains et un retrait maximum de 100 \u20ac. Une offre de cashback, si elle vous est propos\u00e9e dans le compte, doit donc \u00eatre lue s\u00e9par\u00e9ment et ne doit pas \u00eatre assimil\u00e9e \u00e0 ces promotions.<\/p>\n<h2>Exemple en euros : l\u2019effet des exclusions et du plafond<\/h2>\n<p>Prenons un exemple purement p\u00e9dagogique : une promotion annonce 10 % de cashback sur les pertes nettes de machines \u00e0 sous, avec un plafond de 50 \u20ac. Le casino devrait alors pr\u00e9ciser si les jeux de table, le casino en direct, les mini-jeux, les paris et les mises gratuites sont exclus. Sans cette pr\u00e9cision, le calcul ne peut pas \u00eatre v\u00e9rifi\u00e9 correctement.<\/p>\n<h3>Calcul simple avec une perte admissible<\/h3>\n<p>Supposons que vous d\u00e9posiez 100 \u20ac et que vous jouiez uniquement \u00e0 des machines \u00e0 sous admissibles. Apr\u00e8s plusieurs sessions, votre solde passe \u00e0 60 \u20ac. La perte nette est donc de 40 \u20ac. \u00c0 10 %, le cashback th\u00e9orique est de 4 \u20ac : 40 \u20ac \u00d7 0,10 = 4 \u20ac. Le plafond de 50 \u20ac ne limite pas ce montant, car le remboursement reste inf\u00e9rieur \u00e0 la limite.<\/p>\n<p>Le r\u00e9sultat change si vous avez re\u00e7u un bonus. Dans ce cas, le r\u00e8glement peut exclure les mises financ\u00e9es par le bonus, les gains issus de tours gratuits ou les pertes d\u00e9j\u00e0 compens\u00e9es par une autre offre. Il faut \u00e9galement v\u00e9rifier si le cashback est cr\u00e9dit\u00e9 en argent r\u00e9el ou dans un portefeuille bonus.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment de l\u2019exemple<\/th>\n<th>Montant ou r\u00e8gle<\/th>\n<th>Effet sur le calcul<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>D\u00e9p\u00f4t initial<\/td>\n<td>100 \u20ac<\/td>\n<td>Point de d\u00e9part de la session<\/td>\n<\/tr>\n<tr>\n<td>Solde final<\/td>\n<td>60 \u20ac<\/td>\n<td>Perte nette apparente de 40 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Taux hypoth\u00e9tique<\/td>\n<td>10 %<\/td>\n<td>4 \u20ac avant exclusions<\/td>\n<\/tr>\n<tr>\n<td>Plafond promotionnel<\/td>\n<td>50 \u20ac<\/td>\n<td>Sans effet sur un cashback de 4 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Mise maximale publi\u00e9e du bonus<\/td>\n<td>5 \u20ac<\/td>\n<td>Concerne le bonus, pas un cashback confirm\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Minimum de transaction publi\u00e9<\/td>\n<td>20 \u20ac<\/td>\n<td>\u00c0 v\u00e9rifier pour les d\u00e9p\u00f4ts et retraits<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Si la perte admissible atteignait 800 \u20ac, 10 % donnerait 80 \u20ac. Le plafond ram\u00e8nerait alors le cashback \u00e0 50 \u20ac. Mais ce calcul n\u2019est valable que si les 800 \u20ac proviennent de jeux \u00e9ligibles et si aucune autre limite ne s\u2019applique. Une exclusion peut r\u00e9duire la base \u00e0 300 \u20ac, ce qui donnerait seulement 30 \u20ac.<\/p>\n<p>Avant de jouer, notez le solde de d\u00e9part, les d\u00e9p\u00f4ts, les retraits et les mises exclues. Gardez aussi une capture des conditions affich\u00e9es dans votre compte. Cette trace permet de comparer le calcul annonc\u00e9 avec le cr\u00e9dit r\u00e9ellement re\u00e7u, sans supposer qu\u2019un plafond prot\u00e8ge toutes les pertes.<\/p>\n<h2>Conclusion : contr\u00f4lez l\u2019offre avant de d\u00e9poser<\/h2>\n<p>Pour l\u2019instant, les informations publiques disponibles sur Pampago d\u00e9taillent des bonus de d\u00e9p\u00f4t, des tours gratuits et des tournois, mais pas un bar\u00e8me confirm\u00e9 de cashback sur les machines \u00e0 sous. Traitez donc toute offre visible dans votre compte comme une promotion distincte. V\u00e9rifiez le taux, la base de calcul, les exclusions, le plafond et les conditions de retrait avant d\u2019utiliser votre argent.<\/p>\n<h2>Questions fr\u00e9quemment pos\u00e9es<\/h2>\n<p>Ces r\u00e9ponses vous aident \u00e0 distinguer les faits publi\u00e9s des hypoth\u00e8ses et \u00e0 contr\u00f4ler une \u00e9ventuelle offre de cashback directement dans votre compte.<\/p>\n<h3>Pampago propose-t-il un cashback confirm\u00e9 en France ?<\/h3>\n<p>Les informations publiques examin\u00e9es ne donnent pas de taux confirm\u00e9 pour un cashback r\u00e9serv\u00e9 aux machines \u00e0 sous. Les promotions visibles concernent surtout le bonus de bienvenue, les tours gratuits, les offres hebdomadaires et les tournois. V\u00e9rifiez les conditions affich\u00e9es dans votre compte ou demandez une r\u00e9ponse \u00e9crite au support.<\/p>\n<h3>Pampago est-il fiable pour calculer un remboursement ?<\/h3>\n<p>Ne jugez pas le calcul sur le seul pourcentage annonc\u00e9. Demandez la d\u00e9finition des pertes nettes, le plafond, les exclusions et le d\u00e9lai de cr\u00e9dit. Le profil Trustpilot consult\u00e9 affichait 2,9\/5 sur 2 avis, un \u00e9chantillon trop r\u00e9duit pour mesurer la satisfaction g\u00e9n\u00e9rale ou confirmer un probl\u00e8me pr\u00e9cis.<\/p>\n<h3>Pampago est-il l\u00e9gal en France ?<\/h3>\n<p>Le site fran\u00e7ais affiche une licence portant le num\u00e9ro ALSI-202601003-FI1 et attribu\u00e9e au Gouvernement de l\u2019\u00eele autonome d\u2019Anjouan, aux Comores. La confirmation exacte dans le registre public n\u2019a pas \u00e9t\u00e9 \u00e9tablie. La licence affich\u00e9e ne remplace pas la v\u00e9rification des r\u00e8gles fran\u00e7aises applicables \u00e0 votre situation.<\/p>\n<h3>Que v\u00e9rifier avant un retrait li\u00e9 \u00e0 une promotion ?<\/h3>\n<p>Le site publie un minimum de retrait de 20 \u20ac, un maximum standard de 1 000 \u20ac par jour et un plafond de 5 000 \u20ac par mois. Une v\u00e9rification d\u2019identit\u00e9 et du moyen de paiement peut \u00eatre demand\u00e9e. Un retrait en attente peut aussi \u00eatre annul\u00e9 si les conditions de mise ne sont pas termin\u00e9es.<\/p>\n<h3>Les informations Pampago Belgique s\u2019appliquent-elles aux joueurs fran\u00e7ais ?<\/h3>\n<p>Non, il ne faut pas transf\u00e9rer automatiquement les conditions d\u2019une autre version r\u00e9gionale. La page fran\u00e7aise pr\u00e9sente des montants en euros, une interface en fran\u00e7ais et des r\u00e8gles propres aux offres consult\u00e9es. Comparez toujours le domaine, la devise, les conditions et l\u2019\u00e9ligibilit\u00e9 indiqu\u00e9s pour votre compte en France.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Un cashback r\u00e9serv\u00e9 aux machines \u00e0 sous peut sembler simple, mais les plafonds, les jeux exclus et les conditions de mise changent vite le r\u00e9sultat r\u00e9el. Pour \u00e9valuer pampago casino et \u00e9viter un calcul trompeur, il faut d\u2019abord v\u00e9rifier si l\u2019offre existe, puis s\u00e9parer d\u00e9p\u00f4t, bonus, gains et retrait. Voici une m\u00e9thode pratique avec un<span class=\"read_more_area\"><a class=\"read-more\" href=\"https:\/\/jpindustries.co.in\/index.php\/2026\/10\/08\/pampago-pour-les-joueurs-en-france-comprendre-le-cashback-sur-les-machines-a-sous\/\"> Continue Reading <\/a><\/span><\/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-2643","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/jpindustries.co.in\/index.php\/wp-json\/wp\/v2\/posts\/2643"}],"collection":[{"href":"https:\/\/jpindustries.co.in\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/jpindustries.co.in\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/jpindustries.co.in\/index.php\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/jpindustries.co.in\/index.php\/wp-json\/wp\/v2\/comments?post=2643"}],"version-history":[{"count":1,"href":"https:\/\/jpindustries.co.in\/index.php\/wp-json\/wp\/v2\/posts\/2643\/revisions"}],"predecessor-version":[{"id":2644,"href":"https:\/\/jpindustries.co.in\/index.php\/wp-json\/wp\/v2\/posts\/2643\/revisions\/2644"}],"wp:attachment":[{"href":"https:\/\/jpindustries.co.in\/index.php\/wp-json\/wp\/v2\/media?parent=2643"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/jpindustries.co.in\/index.php\/wp-json\/wp\/v2\/categories?post=2643"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/jpindustries.co.in\/index.php\/wp-json\/wp\/v2\/tags?post=2643"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}