{"id":573,"date":"2026-10-19T14:37:16","date_gmt":"2026-10-19T14:37:16","guid":{"rendered":"https:\/\/tenderlybeloved.com\/?p=573"},"modified":"2026-10-19T14:37:16","modified_gmt":"2026-10-19T14:37:16","slug":"amonbet-et-lillusion-dun-systeme-de-paris-sans-avantage-pour-la-maison","status":"publish","type":"post","link":"https:\/\/tenderlybeloved.com\/index.php\/2026\/10\/19\/amonbet-et-lillusion-dun-systeme-de-paris-sans-avantage-pour-la-maison\/","title":{"rendered":"amonbet et l\u2019illusion d\u2019un syst\u00e8me de paris sans avantage pour la maison"},"content":{"rendered":"<p>L\u2019id\u00e9e para\u00eet s\u00e9duisante : avec une m\u00e9thode pr\u00e9cise, on pourrait parier sur amonbet sans laisser d\u2019avantage durable \u00e0 la maison. En r\u00e9alit\u00e9, un syst\u00e8me peut organiser les mises, mais il ne supprime ni la marge int\u00e9gr\u00e9e aux cotes ni le risque de perte. Pour juger une promesse comme <a href=\"https:\/\/amonbet-france.fr\/\">amonbet bonus sans d\u00e9p\u00f4t<\/a>, il faut donc distinguer la gestion du budget, les offres promotionnelles et la v\u00e9ritable esp\u00e9rance math\u00e9matique.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"amonbet\" border=\"0\" \/><\/p>\n<h2>Pourquoi un syst\u00e8me ne retire pas la marge des paris<\/h2>\n<p>Chaque cote traduit une probabilit\u00e9 estim\u00e9e, mais elle inclut aussi la marge du bookmaker. Un syst\u00e8me de mise peut r\u00e9partir les paris entre plusieurs r\u00e9sultats, augmenter progressivement une mise ou s\u00e9lectionner certains march\u00e9s. Il ne change pas la cote propos\u00e9e au moment du pari. Si celle-ci est d\u00e9favorable, la m\u00e9thode r\u00e9p\u00e8te simplement cette situation sur plusieurs tickets.<\/p>\n<h3>La cote est le point de d\u00e9part du calcul<\/h3>\n<p>Prenons une cote d\u00e9cimale de 1,90 sur deux issues possibles. Une cote \u00ab juste \u00bb de 2,00 correspondrait \u00e0 une probabilit\u00e9 implicite de 50 %. \u00c0 1,90, le retour total est limit\u00e9 \u00e0 1,90 fois la mise. Sur 100 paris de 10 \u20ac, avec 50 victoires et 50 d\u00e9faites, les gains atteignent 950 \u20ac, tandis que les mises totalisent 1 000 \u20ac. Le r\u00e9sultat est donc une perte de 50 \u20ac, avant m\u00eame de parler de m\u00e9thode.<\/p>\n<h3>La progression des mises ne change pas l\u2019esp\u00e9rance<\/h3>\n<p>Une progression peut donner l\u2019impression de r\u00e9cup\u00e9rer une perte apr\u00e8s un gain. Pourtant, elle augmente rapidement l\u2019exposition. Apr\u00e8s cinq pertes cons\u00e9cutives avec une mise initiale de 10 \u20ac et un doublement, les mises engag\u00e9es atteignent d\u00e9j\u00e0 310 \u20ac. Une sixi\u00e8me mise de 320 \u20ac porterait le total \u00e0 630 \u20ac. La limite de budget, de cote ou de mise arrive souvent avant le pari cens\u00e9 \u00ab r\u00e9parer \u00bb la s\u00e9rie.<\/p>\n<h2>Un exemple concret avec les conditions d\u2019amonbet<\/h2>\n<p>Les offres peuvent am\u00e9liorer temporairement un sc\u00e9nario, mais elles ne rendent pas tous les paris rentables. Les r\u00e8gles publi\u00e9es indiquent par exemple que la premi\u00e8re offre sportive vise un d\u00e9p\u00f4t de 20 \u00e0 29,99 \u20ac pour quatre paris gratuits de 10 \u20ac, ou un d\u00e9p\u00f4t d\u2019au moins 30 \u20ac pour quatre paris gratuits de 15 \u20ac. Il faut toutefois placer et r\u00e9gler un pari admissible, et les gains d\u2019un pari gratuit ne comprennent pas la mise.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>Condition publi\u00e9e<\/th>\n<th>Cons\u00e9quence pratique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Premier d\u00e9p\u00f4t<\/td>\n<td>20 \u00e0 29,99 \u20ac<\/td>\n<td>4 paris gratuits de 10 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Premier d\u00e9p\u00f4t sup\u00e9rieur<\/td>\n<td>30 \u20ac ou plus<\/td>\n<td>4 paris gratuits de 15 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Cote minimale<\/td>\n<td>1,50<\/td>\n<td>Le pari admissible doit \u00eatre r\u00e9gl\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Validit\u00e9 des paris gratuits<\/td>\n<td>3 jours<\/td>\n<td>Le d\u00e9lai est court<\/td>\n<\/tr>\n<tr>\n<td>Pari combin\u00e9<\/td>\n<td>Au moins 3 s\u00e9lections<\/td>\n<td>Chaque s\u00e9lection doit atteindre 1,40<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h3>Une promotion n\u2019est pas une garantie de gain<\/h3>\n<p>Imaginons quatre paris gratuits de 15 \u20ac jou\u00e9s \u00e0 une cote de 2,00. Si deux gagnent, le b\u00e9n\u00e9fice net associ\u00e9 aux paris gratuits peut sembler int\u00e9ressant, mais les deux autres sont perdus et la mise gratuite n\u2019est pas rendue. Il faut aussi respecter les d\u00e9lais et les conditions propres \u00e0 l\u2019offre. Une amonbet offre gratuite doit donc \u00eatre \u00e9valu\u00e9e comme un avantage limit\u00e9, pas comme une suppression de la marge.<\/p>\n<p>Les offres de casino suivent une logique comparable. Le pack de bienvenue annonce jusqu\u2019\u00e0 3 000 \u20ac et 300 tours gratuits sur trois d\u00e9p\u00f4ts, avec un wagering de 40\u00d7 pour chaque d\u00e9p\u00f4t concern\u00e9. Une somme bonus de 100 \u20ac peut alors demander 4 000 \u20ac de mises selon la condition applicable. Le volume de jeu requis compte autant que le montant affich\u00e9.<\/p>\n<h2>Comment analyser un syst\u00e8me avant de d\u00e9poser<\/h2>\n<p>Une lecture prudente commence par les chiffres r\u00e9ellement v\u00e9rifiables, puis par les limites qui peuvent modifier le r\u00e9sultat. Les conditions g\u00e9n\u00e9rales publi\u00e9es fixent un d\u00e9p\u00f4t minimum de 20 \u20ac et des retraits standards plafonn\u00e9s \u00e0 3 000 \u20ac par semaine et 15 000 \u20ac par mois. Ces montants ne pr\u00e9disent pas un gain, mais ils montrent pourquoi une strat\u00e9gie doit int\u00e9grer les contraintes du compte.<\/p>\n<ul>\n<li>Calculez la perte maximale avant chaque s\u00e9rie de paris.<\/li>\n<li>Comparez la probabilit\u00e9 estim\u00e9e avec la cote r\u00e9ellement propos\u00e9e.<\/li>\n<li>S\u00e9parez votre argent, les bonus et les gains issus de paris gratuits.<\/li>\n<li>Lisez le d\u00e9lai, le wagering et le retrait maximal de chaque offre.<\/li>\n<li>Arr\u00eatez la strat\u00e9gie si elle exige une mise que votre budget ne supporte pas.<\/li>\n<\/ul>\n<table>\n<thead>\n<tr>\n<th>Point \u00e0 contr\u00f4ler<\/th>\n<th>Chiffre publi\u00e9<\/th>\n<th>Pourquoi il compte<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Retrait standard hebdomadaire<\/td>\n<td>3 000 \u20ac<\/td>\n<td>Une grosse s\u00e9rie gagnante peut \u00eatre \u00e9tal\u00e9e<\/td>\n<\/tr>\n<tr>\n<td>Retrait standard mensuel<\/td>\n<td>15 000 \u20ac<\/td>\n<td>Le solde n\u2019est pas n\u00e9cessairement retirable imm\u00e9diatement<\/td>\n<\/tr>\n<tr>\n<td>Niveau de fid\u00e9lit\u00e9<\/td>\n<td>25 niveaux<\/td>\n<td>La progression d\u00e9pend de l\u2019activit\u00e9, pas d\u2019un rendement garanti<\/td>\n<\/tr>\n<tr>\n<td>Statuts VIP<\/td>\n<td>6<\/td>\n<td>Les avantages restent soumis aux conditions du programme<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Les amonbet commentaires peuvent attirer l\u2019attention sur une exp\u00e9rience positive ou n\u00e9gative, mais ils ne remplacent pas un calcul. De m\u00eame, un amonbet code promotionnel ne change pas automatiquement les probabilit\u00e9s du march\u00e9. Avant de croire \u00e0 amonbet gratuit ou \u00e0 une m\u00e9thode \u00ab infaillible \u00bb, v\u00e9rifiez surtout la cote, le risque total et les r\u00e8gles de retrait.<\/p>\n<h2>Conclusion : un outil de discipline, pas une faille math\u00e9matique<\/h2>\n<p>Un syst\u00e8me de paris peut aider \u00e0 fixer une mise, \u00e0 \u00e9viter les d\u00e9cisions impulsives et \u00e0 suivre un budget. Il ne peut pas retirer la marge int\u00e9gr\u00e9e aux cotes. Les promotions d\u2019amonbet peuvent r\u00e9duire le co\u00fbt initial dans certaines conditions, mais elles imposent des d\u00e9lais, des mises admissibles et parfois un wagering important. La question utile n\u2019est donc pas de trouver une m\u00e9thode sans risque, mais de savoir combien l\u2019on peut perdre avant de commencer.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>L\u2019id\u00e9e para\u00eet s\u00e9duisante : avec une m\u00e9thode pr\u00e9cise, on pourrait parier sur amonbet sans laisser d\u2019avantage durable \u00e0 la maison. En r\u00e9alit\u00e9, un syst\u00e8me peut organiser les mises, mais il ne supprime ni la marge int\u00e9gr\u00e9e aux cotes ni le risque de perte. Pour juger une promesse comme amonbet bonus sans d\u00e9p\u00f4t, il faut donc [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[4],"tags":[],"class_list":["post-573","post","type-post","status-publish","format-standard","hentry","category-poems"],"_links":{"self":[{"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/posts\/573","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/comments?post=573"}],"version-history":[{"count":1,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/posts\/573\/revisions"}],"predecessor-version":[{"id":574,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/posts\/573\/revisions\/574"}],"wp:attachment":[{"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/media?parent=573"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/categories?post=573"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/tags?post=573"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}