{"id":3229,"date":"2026-10-08T13:53:45","date_gmt":"2026-10-08T11:53:45","guid":{"rendered":"https:\/\/regenerating.dk\/comparer-les-frais-de-paiement-avec-un-minimum-fixe-sur-savaspin\/"},"modified":"2026-10-08T13:53:45","modified_gmt":"2026-10-08T11:53:45","slug":"comparer-les-frais-de-paiement-avec-un-minimum-fixe-sur-savaspin","status":"publish","type":"post","link":"https:\/\/regenerating.dk\/en\/comparer-les-frais-de-paiement-avec-un-minimum-fixe-sur-savaspin\/","title":{"rendered":"Comparer les frais de paiement avec un minimum fixe sur Savaspin"},"content":{"rendered":"<p>Pour comparer deux routes de paiement sur Savaspin, il faut partir du m\u00eame montant de r\u00e9f\u00e9rence : le minimum de retrait de 50 \u20ac. Cette base permet de distinguer les frais \u00e9ventuels, les d\u00e9lais et les limites propres \u00e0 chaque m\u00e9thode. Les joueurs peuvent aussi consulter <a href=\"https:\/\/pbg62-airsoft.fr\/\">savaspin<\/a> pour mieux comprendre le fonctionnement g\u00e9n\u00e9ral du service avant de choisir une solution.<\/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>Le montant fixe \u00e0 retenir pour comparer Savaspin<\/h2>\n<p>Le point de d\u00e9part est simple : Savaspin indique un retrait minimum de 50 \u20ac ou l\u2019\u00e9quivalent dans une autre devise. Ce seuil ne repr\u00e9sente pas n\u00e9cessairement un frais. Il s\u2019agit du montant minimal demand\u00e9 pour lancer un retrait. La comparaison doit donc mesurer ce que co\u00fbte r\u00e9ellement chaque route \u00e0 partir de ces 50 \u20ac, plut\u00f4t que de m\u00e9langer minimum de d\u00e9p\u00f4t, frais bancaires et montant re\u00e7u.<\/p>\n<h3>Le minimum de retrait n\u2019est pas une commission<\/h3>\n<p>La plupart des m\u00e9thodes de d\u00e9p\u00f4t commencent \u00e0 20 \u20ac ou l\u2019\u00e9quivalent, selon le cashier. Le retrait, lui, commence \u00e0 50 \u20ac. Une route qui accepte un d\u00e9p\u00f4t de 20 \u20ac n\u2019est donc pas automatiquement plus avantageuse pour r\u00e9cup\u00e9rer des gains. Il faut aussi tenir compte du circuit de paiement : le retour vers le moyen utilis\u00e9 pour d\u00e9poser est normalement exig\u00e9.<\/p>\n<h3>Quels frais peuvent r\u00e9duire le montant re\u00e7u ?<\/h3>\n<p>Savaspin signale que des frais de banque interm\u00e9diaire peuvent s\u2019appliquer, avec un plafond annonc\u00e9 \u00e9quivalent \u00e0 16 \u20ac. Ce co\u00fbt \u00e9ventuel est diff\u00e9rent des frais propres \u00e0 une banque, un portefeuille \u00e9lectronique ou un prestataire crypto. Pour comparer correctement, il faut regarder le montant net apr\u00e8s conversion et apr\u00e8s les \u00e9ventuels frais externes.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>Montant ou d\u00e9lai publi\u00e9<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Minimum de d\u00e9p\u00f4t habituel<\/td>\n<td>20 \u20ac ou \u00e9quivalent<\/td>\n<\/tr>\n<tr>\n<td>Minimum de retrait<\/td>\n<td>50 \u20ac ou \u00e9quivalent<\/td>\n<\/tr>\n<tr>\n<td>Traitement interne d\u2019un retrait<\/td>\n<td>Jusqu\u2019\u00e0 72 heures<\/td>\n<\/tr>\n<tr>\n<td>Frais bancaires interm\u00e9diaires<\/td>\n<td>Jusqu\u2019\u00e0 l\u2019\u00e9quivalent de 16 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Retrait par virement apr\u00e8s lib\u00e9ration<\/td>\n<td>Jusqu\u2019\u00e0 5 jours ouvr\u00e9s<\/td>\n<\/tr>\n<tr>\n<td>Retrait par portefeuille \u00e9lectronique<\/td>\n<td>De 1 \u00e0 24 heures<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Comparer deux routes de paiement selon le r\u00e9sultat final<\/h2>\n<p>Une bonne comparaison ne s\u2019arr\u00eate pas au d\u00e9lai affich\u00e9 dans le compte. Les d\u00e9p\u00f4ts sont pr\u00e9sent\u00e9s comme instantan\u00e9s, mais un retrait peut rester en revue interne jusqu\u2019\u00e0 72 heures. Le choix d\u00e9pend donc du montant, du besoin de rapidit\u00e9 et du risque de conversion. La devise de fonctionnement interne est l\u2019euro, m\u00eame si d\u2019autres devises et cryptomonnaies sont list\u00e9es.<\/p>\n<h3>Virement, portefeuille \u00e9lectronique ou crypto : que mesurer ?<\/h3>\n<p>Le virement bancaire peut convenir \u00e0 un montant important, mais son d\u00e9lai annonc\u00e9 apr\u00e8s validation atteint 5 jours ouvr\u00e9s. Un portefeuille \u00e9lectronique peut \u00eatre plus rapide, avec une arriv\u00e9e estim\u00e9e entre 1 et 24 heures. La cryptomonnaie est d\u00e9crite comme quasi instantan\u00e9e, mais elle ajoute un risque de r\u00e9seau et de conversion. Une mauvaise adresse crypto peut rendre les fonds irr\u00e9cup\u00e9rables ; une r\u00e9cup\u00e9ration au-dessus de 5 000 \u20ac est seulement tent\u00e9e, avec un co\u00fbt indiqu\u00e9 de 0,1 BTC et sans garantie.<\/p>\n<p>Pour comparer les deux routes choisies, utilisez cette liste dans le m\u00eame ordre :<\/p>\n<ul>\n<li>v\u00e9rifier que le montant demand\u00e9 atteint 50 \u20ac ;<\/li>\n<li>confirmer la devise re\u00e7ue et le taux de conversion appliqu\u00e9 ;<\/li>\n<li>ajouter les frais possibles du prestataire ou de la banque ;<\/li>\n<li>comparer le d\u00e9lai apr\u00e8s validation, et non seulement le d\u00e9lai d\u2019envoi ;<\/li>\n<li>calculer le montant net qui arrive r\u00e9ellement sur le compte.<\/li>\n<\/ul>\n<h2>Les contr\u00f4les qui peuvent retarder le paiement Savaspin<\/h2>\n<p>Le montant minimum ne suffit pas \u00e0 garantir un retrait imm\u00e9diat. Les conditions demandent que les d\u00e9p\u00f4ts actifs soient jou\u00e9s au moins 3 fois avant un retrait. Une v\u00e9rification peut aussi bloquer le paiement jusqu\u2019\u00e0 la validation des documents. Cette \u00e9tape explique pourquoi deux routes affichant des d\u00e9lais diff\u00e9rents peuvent finalement produire une exp\u00e9rience assez proche.<\/p>\n<h3>V\u00e9rification d\u2019identit\u00e9 et conditions de retrait<\/h3>\n<p>La savaspin v\u00e9rification identit\u00e9 peut demander une pi\u00e8ce d\u2019identit\u00e9, un justificatif de domicile de moins de six mois et des informations sur le moyen de paiement. La politique KYC \u00e9voque une revue sous 24 heures, tandis que la page fran\u00e7aise parle d\u2019environ 48 heures pour une premi\u00e8re v\u00e9rification. Les documents doivent \u00eatre accept\u00e9s avant le traitement du retrait.<\/p>\n<h2>Conclusion : comparer le montant net, pas seulement le minimum<\/h2>\n<p>Pour comparer deux routes de paiement sur Savaspin, utilisez 50 \u20ac comme seuil commun, puis retirez les frais possibles et ajoutez les d\u00e9lais r\u00e9els. Le portefeuille \u00e9lectronique para\u00eet rapide, le virement peut \u00eatre plus familier et la crypto demande davantage de prudence. V\u00e9rifiez aussi le turnover de 3 fois, le statut KYC et la devise finale avant de confirmer. Cette m\u00e9thode donne une comparaison plus fiable que le seul montant affich\u00e9 dans le cashier.<\/p>","protected":false},"excerpt":{"rendered":"<p>Pour comparer deux routes de paiement sur Savaspin, il faut partir du m\u00eame montant de r\u00e9f\u00e9rence : le minimum de retrait de 50 \u20ac. Cette base permet de distinguer les frais \u00e9ventuels, les d\u00e9lais et les limites propres \u00e0 chaque m\u00e9thode. Les joueurs peuvent aussi consulter savaspin pour mieux comprendre le fonctionnement g\u00e9n\u00e9ral du service [&hellip;]<\/p>\n","protected":false},"author":6,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","footnotes":""},"categories":[1],"tags":[],"class_list":["post-3229","post","type-post","status-publish","format-standard","hentry","category-ikke-kategoriseret"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.6 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Comparer les frais de paiement avec un minimum fixe sur Savaspin - ReGenerating<\/title>\n<meta name=\"robots\" content=\"noindex, follow\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Comparer les frais de paiement avec un minimum fixe sur Savaspin - ReGenerating\" \/>\n<meta property=\"og:description\" content=\"Pour comparer deux routes de paiement sur Savaspin, il faut partir du m\u00eame montant de r\u00e9f\u00e9rence : le minimum de retrait de 50 \u20ac. 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