{"id":729830,"date":"2026-01-04T09:55:22","date_gmt":"2026-01-04T01:55:22","guid":{"rendered":"https:\/\/theeesgroup.com\/?p=729830"},"modified":"2026-09-25T04:58:14","modified_gmt":"2026-09-24T20:58:14","slug":"savaspin-et-les-cotes-decimales-comprendre-le-format-utilise-en-france","status":"publish","type":"post","link":"https:\/\/theeesgroup.com\/id\/savaspin-et-les-cotes-decimales-comprendre-le-format-utilise-en-france\/","title":{"rendered":"Savaspin et les cotes d\u00e9cimales : comprendre le format utilis\u00e9 en France"},"content":{"rendered":"<p>Les cotes d\u00e9cimales permettent de lire rapidement le retour potentiel d\u2019un pari sportif. Sur Savaspin, elles servent \u00e0 estimer le montant total r\u00e9cup\u00e9rable avant de valider une s\u00e9lection. Pour consulter les informations fran\u00e7aises et les options disponibles, <a href=\"https:\/\/savaspins.fr\/\">savaspins.fr<\/a> peut compl\u00e9ter votre v\u00e9rification. Il faut toutefois distinguer le gain net, la mise et les r\u00e8gles propres aux bonus avant de d\u00e9poser de l\u2019argent.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"savaspin\" border=\"0\" \/><\/p>\n<h2>Comment lire les cotes d\u00e9cimales sur Savaspin<\/h2>\n<p>Une cote d\u00e9cimale indique le retour total pour chaque euro mis\u00e9, mise comprise. Le calcul est simple : mise \u00d7 cote = retour brut. Pour conna\u00eetre le gain net, il faut ensuite retirer la mise initiale. Une cote de 2,00 signifie donc qu\u2019une mise de 10 \u20ac produit un retour brut de 20 \u20ac, soit 10 \u20ac de b\u00e9n\u00e9fice si le pari est gagnant.<\/p>\n<h3>Comprendre le retour total et la probabilit\u00e9 implicite<\/h3>\n<p>Plus la cote est \u00e9lev\u00e9e, plus le march\u00e9 estime l\u2019\u00e9v\u00e9nement improbable, sans que cela garantisse le r\u00e9sultat. \u00c0 titre indicatif, une cote de 2,00 correspond \u00e0 une probabilit\u00e9 implicite de 50 %, calcul\u00e9e avec 1 \u00f7 cote \u00d7 100. Une cote de 1,50 correspond \u00e0 environ 66,7 %. Cette lecture reste th\u00e9orique : la marge du bookmaker est incluse dans les prix propos\u00e9s.<\/p>\n<p>Les paris combin\u00e9s multiplient les cotes de chaque s\u00e9lection. Par exemple, des cotes de 1,50, 2,00 et 1,80 donnent une cote combin\u00e9e de 5,40. Une mise de 10 \u20ac pourrait alors produire 54 \u20ac de retour brut. En contrepartie, une seule s\u00e9lection perdante peut faire \u00e9chouer tout le combin\u00e9, sauf r\u00e8gle particuli\u00e8re du march\u00e9.<\/p>\n<table>\n<thead>\n<tr>\n<th>Cote d\u00e9cimale<\/th>\n<th>Mise<\/th>\n<th>Retour brut<\/th>\n<th>Gain net<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>1,50<\/td>\n<td>10 \u20ac<\/td>\n<td>15 \u20ac<\/td>\n<td>5 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>2,00<\/td>\n<td>10 \u20ac<\/td>\n<td>20 \u20ac<\/td>\n<td>10 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>2,50<\/td>\n<td>10 \u20ac<\/td>\n<td>25 \u20ac<\/td>\n<td>15 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>5,00<\/td>\n<td>10 \u20ac<\/td>\n<td>50 \u20ac<\/td>\n<td>40 \u20ac<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h3>V\u00e9rifier les march\u00e9s avant de placer un pari<\/h3>\n<p>La cote seule ne suffit pas. Regardez le sport, la comp\u00e9tition, l\u2019horaire, le type de march\u00e9 et les conditions de r\u00e8glement. Savaspin indique proposer les paris simples, les combin\u00e9s, le Bet Builder et les paris en direct, mais toutes les fonctions ne sont pas disponibles pour chaque \u00e9v\u00e9nement. Le Cash Out peut aussi changer ou dispara\u00eetre selon la situation.<\/p>\n<ul>\n<li>Contr\u00f4lez l\u2019\u00e9v\u00e9nement et l\u2019heure de d\u00e9but.<\/li>\n<li>Lisez la d\u00e9finition exacte du march\u00e9 s\u00e9lectionn\u00e9.<\/li>\n<li>V\u00e9rifiez la cote affich\u00e9e juste avant la confirmation.<\/li>\n<li>Conservez l\u2019historique du pari et son statut de r\u00e8glement.<\/li>\n<\/ul>\n<p>Les offres promotionnelles demandent une attention suppl\u00e9mentaire. Les r\u00e8gles sportives publi\u00e9es pr\u00e9voient notamment des conditions pour certains bonus : les combin\u00e9s peuvent devoir contenir au moins trois \u00e9v\u00e9nements, avec une cote minimale de 1,40 par s\u00e9lection. Une cote affich\u00e9e dans le pari ne prouve donc pas, \u00e0 elle seule, que la mise sera \u00e9ligible \u00e0 une promotion.<\/p>\n<h2>Ce que les r\u00e8gles de Savaspin changent pour votre lecture des cotes<\/h2>\n<p>Lire correctement une cote est une premi\u00e8re \u00e9tape. Il faut ensuite comprendre le solde, les conditions de retrait et les \u00e9ventuelles restrictions. Les informations disponibles indiquent une devise interne en euros, un d\u00e9p\u00f4t g\u00e9n\u00e9ralement \u00e0 partir de 20 \u20ac selon la m\u00e9thode et un retrait minimum de 50 \u20ac. Les montants exacts peuvent varier selon le moyen de paiement pr\u00e9sent\u00e9 dans la caisse.<\/p>\n<h3>D\u00e9p\u00f4ts, bonus et retraits : s\u00e9parer les montants<\/h3>\n<p>Le site pr\u00e9sente un pack de bienvenue pouvant atteindre 2 500 \u20ac et 250 tours gratuits, mais ses r\u00e8gles g\u00e9n\u00e9rales indiquent aussi un plafond habituel de 500 \u20ac par d\u00e9p\u00f4t, sauf offre sp\u00e9cifique. Cette diff\u00e9rence m\u00e9rite une v\u00e9rification directe dans les conditions de l\u2019offre active. Le wagering standard annonc\u00e9 est de 40\u00d7, tandis que les paris sportifs de bienvenue sont soumis \u00e0 5\u00d7 et \u00e0 un d\u00e9lai de 14 jours.<\/p>\n<p>Les conditions de paiement demandent normalement que les sommes d\u00e9pos\u00e9es soient jou\u00e9es au moins 3\u00d7 avant un retrait. Les r\u00e8gles pr\u00e9cisent \u00e9galement qu\u2019une v\u00e9rification d\u2019identit\u00e9 est n\u00e9cessaire avant le traitement d\u2019un retrait. Le contr\u00f4le des documents est annonc\u00e9 sous 24 heures dans la politique KYC, alors que la page fran\u00e7aise \u00e9voque environ 48 heures pour une premi\u00e8re demande : pr\u00e9voyez une marge plut\u00f4t que de compter sur le d\u00e9lai le plus court.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>Valeur publi\u00e9e<\/th>\n<th>Point \u00e0 contr\u00f4ler<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>D\u00e9p\u00f4t minimum habituel<\/td>\n<td>20 \u20ac<\/td>\n<td>Exception selon la m\u00e9thode<\/td>\n<\/tr>\n<tr>\n<td>Retrait minimum<\/td>\n<td>50 \u20ac<\/td>\n<td>\u00c9quivalent selon la devise<\/td>\n<\/tr>\n<tr>\n<td>Traitement interne du retrait<\/td>\n<td>Jusqu\u2019\u00e0 72 heures<\/td>\n<td>Avant le d\u00e9lai du prestataire<\/td>\n<\/tr>\n<tr>\n<td>Virement bancaire apr\u00e8s lib\u00e9ration<\/td>\n<td>Jusqu\u2019\u00e0 5 jours ouvr\u00e9s<\/td>\n<td>D\u00e9lai bancaire possible<\/td>\n<\/tr>\n<tr>\n<td>Rotation des d\u00e9p\u00f4ts<\/td>\n<td>3\u00d7<\/td>\n<td>R\u00e8gle des Conditions g\u00e9n\u00e9rales<\/td>\n<\/tr>\n<tr>\n<td>Frais d\u2019inactivit\u00e9<\/td>\n<td>10 \u20ac par mois<\/td>\n<td>Apr\u00e8s 12 mois avec solde positif<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Avant toute op\u00e9ration, comparez les conditions affich\u00e9es dans votre compte avec les r\u00e8gles g\u00e9n\u00e9rales. La recherche \u00ab savaspin d\u00e9p\u00f4t minimum \u00bb peut orienter vos v\u00e9rifications, mais seule la caisse au moment du d\u00e9p\u00f4t indique la m\u00e9thode r\u00e9ellement accessible et son montant. De m\u00eame, les requ\u00eates savaspin codes promotionnels ou savaspin t\u00e9l\u00e9charger ne remplacent pas la lecture des conditions officielles.<\/p>\n<h2>Conclusion : une m\u00e9thode prudente pour utiliser les cotes d\u00e9cimales<\/h2>\n<p>Les cotes d\u00e9cimales sont faciles \u00e0 calculer, mais leur interpr\u00e9tation demande de la discipline. Multipliez la mise par la cote pour obtenir le retour brut, retirez la mise pour conna\u00eetre le gain net et examinez chaque condition avant de confirmer. Sur Savaspin, v\u00e9rifiez aussi les r\u00e8gles de bonus, le wagering, les d\u00e9lais KYC et le seuil de retrait. Si un probl\u00e8me survient, les outils du compte permettent notamment de fixer des limites de d\u00e9p\u00f4t et de demander une auto-exclusion. La clart\u00e9 des r\u00e8gles doit passer avant toute d\u00e9cision de mise.<\/p>","protected":false},"excerpt":{"rendered":"<p>Les cotes d\u00e9cimales permettent de lire rapidement le retour potentiel d\u2019un pari sportif. Sur Savaspin, elles servent \u00e0 estimer le montant total r\u00e9cup\u00e9rable avant de valider une s\u00e9lection. Pour consulter les informations fran\u00e7aises et les options disponibles, savaspins.fr peut compl\u00e9ter votre v\u00e9rification. Il faut toutefois distinguer le gain net, la mise et les r\u00e8gles propres&hellip;&nbsp;<a href=\"https:\/\/theeesgroup.com\/id\/savaspin-et-les-cotes-decimales-comprendre-le-format-utilise-en-france\/\" class=\"\" rel=\"bookmark\">Selengkapnya &raquo;<span class=\"screen-reader-text\">Savaspin et les cotes d\u00e9cimales : comprendre le format utilis\u00e9 en France<\/span><\/a><\/p>","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"inline_featured_image":false,"neve_meta_sidebar":"","neve_meta_container":"","neve_meta_enable_content_width":"","neve_meta_content_width":0,"neve_meta_title_alignment":"","neve_meta_author_avatar":"","neve_post_elements_order":"","neve_meta_disable_header":"","neve_meta_disable_footer":"","neve_meta_disable_title":"","neve_meta_reading_time":"","_ti_tpc_template_sync":false,"_ti_tpc_template_id":"","_cloudinary_featured_overwrite":false,"footnotes":""},"categories":[1],"tags":[],"class_list":["post-729830","post","type-post","status-publish","format-standard","hentry","category-uncategorized","show-hover"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v24.0 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Savaspin et les cotes d\u00e9cimales : comprendre le format utilis\u00e9 en France - Efficient Energy Solutions<\/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:\/\/theeesgroup.com\/id\/savaspin-et-les-cotes-decimales-comprendre-le-format-utilise-en-france\/\" \/>\n<meta property=\"og:locale\" content=\"id_ID\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Savaspin et les cotes d\u00e9cimales : comprendre le format utilis\u00e9 en France - Efficient Energy Solutions\" \/>\n<meta property=\"og:description\" content=\"Les cotes d\u00e9cimales permettent de lire rapidement le retour potentiel d\u2019un pari sportif. 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