{"id":585,"date":"2026-10-22T11:51:20","date_gmt":"2026-10-22T11:51:20","guid":{"rendered":"https:\/\/tenderlybeloved.com\/?p=585"},"modified":"2026-10-22T11:51:20","modified_gmt":"2026-10-22T11:51:20","slug":"velobet-calculer-la-part-dun-prix-entre-positions-ex-aequo","status":"publish","type":"post","link":"https:\/\/tenderlybeloved.com\/index.php\/2026\/10\/22\/velobet-calculer-la-part-dun-prix-entre-positions-ex-aequo\/","title":{"rendered":"Velobet : calculer la part d\u2019un prix entre positions ex \u00e6quo"},"content":{"rendered":"<p>Sur <a href=\"https:\/\/velobet-fr.fr\/\">velobet<\/a>, une r\u00e9partition entre joueurs ex \u00e6quo ne peut \u00eatre fiable que si les m\u00eames unit\u00e9s sont conserv\u00e9es du d\u00e9but \u00e0 la fin. Il faut distinguer les points, les rangs, les montants en euros et les r\u00e9compenses propres \u00e0 chaque cat\u00e9gorie. Cette m\u00e9thode aide \u00e0 v\u00e9rifier un classement, \u00e0 rep\u00e9rer une erreur de calcul et \u00e0 \u00e9viter de confondre un bonus affich\u00e9 avec un gain r\u00e9ellement disponible.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"velobet\" border=\"0\" \/><\/p>\n<h2>Les unit\u00e9s \u00e0 fixer avant tout calcul sur velobet<\/h2>\n<p>Le premier risque vient d\u2019un classement qui m\u00e9lange plusieurs mesures. Un rang indique une position, tandis que les points servent \u00e0 d\u00e9partager les participants. Un prix, lui, correspond \u00e0 une valeur distribu\u00e9e. Ces \u00e9l\u00e9ments ne sont pas interchangeables. Sur velobet, les points de classement apparaissent comme un module distinct dans l\u2019espace du compte, \u00e0 c\u00f4t\u00e9 des d\u00e9p\u00f4ts, retraits et bonus.<\/p>\n<h3>Rang, points et montant ne d\u00e9signent pas la m\u00eame chose<\/h3>\n<p>Imaginons trois joueurs qui terminent avec le m\u00eame nombre de points \u00e0 la premi\u00e8re place. Le rang est alors partag\u00e9, mais les points ne deviennent pas automatiquement une monnaie. Pour calculer une r\u00e9compense, il faut d\u2019abord conna\u00eetre la r\u00e8gle du concours : partage du prix de la premi\u00e8re place, moyenne des prix concern\u00e9s ou ordre inchang\u00e9 pour les places suivantes.<\/p>\n<p>La formule la plus simple consiste \u00e0 additionner les prix des places occup\u00e9es par les ex \u00e6quo, puis \u00e0 diviser le total par leur nombre. Si deux joueurs partagent les premi\u00e8re et deuxi\u00e8me places, et que ces deux places valent respectivement 100 \u20ac et 60 \u20ac, chacun re\u00e7oit 80 \u20ac. Le calcul utilise des euros du d\u00e9but \u00e0 la fin, sans convertir les points en argent sans r\u00e8gle officielle.<\/p>\n<h3>Pourquoi la pr\u00e9cision des unit\u00e9s compte<\/h3>\n<p>Une unit\u00e9 mal d\u00e9finie peut modifier toute la r\u00e9partition. Les points peuvent servir au classement, mais ils ne prouvent pas qu\u2019un joueur re\u00e7oit un montant pr\u00e9cis. De m\u00eame, un solde de bonus ne correspond pas forc\u00e9ment \u00e0 un solde retirable. Cette distinction reste essentielle lorsqu\u2019une page pr\u00e9sente plusieurs cat\u00e9gories : Freespins, Freebets, Minigames, Bonus et Sports Bonus.<\/p>\n<p>Il faut aussi v\u00e9rifier la devise attach\u00e9e au prix. Une interface de d\u00e9p\u00f4t observ\u00e9e sur velobet affichait des montants pr\u00e9d\u00e9finis de 100, 200, 500 et 2 000, sans libell\u00e9 de devise visible. Ces valeurs ne doivent donc pas \u00eatre utilis\u00e9es comme preuve d\u2019un prix en euros tant que la caisse ne le confirme pas.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>Unit\u00e9 \u00e0 conserver<\/th>\n<th>Erreur \u00e0 \u00e9viter<\/th>\n<th>Usage dans le calcul<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Position<\/td>\n<td>Rang<\/td>\n<td>La confondre avec un montant<\/td>\n<td>Identifier les places concern\u00e9es<\/td>\n<\/tr>\n<tr>\n<td>Classement<\/td>\n<td>Points<\/td>\n<td>Les convertir sans r\u00e8gle publi\u00e9e<\/td>\n<td>D\u00e9terminer l\u2019ordre ou l\u2019\u00e9galit\u00e9<\/td>\n<\/tr>\n<tr>\n<td>R\u00e9compense<\/td>\n<td>Euros ou autre devise annonc\u00e9e<\/td>\n<td>Supposer la devise<\/td>\n<td>Additionner les prix<\/td>\n<\/tr>\n<tr>\n<td>R\u00e9compense sp\u00e9ciale<\/td>\n<td>Freebets, freespins ou bonus<\/td>\n<td>La traiter comme de l\u2019argent liquide<\/td>\n<td>Appliquer ses conditions propres<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Velobet et le partage d\u2019un prix entre places \u00e9gales<\/h2>\n<p>Une fois les unit\u00e9s fix\u00e9es, le calcul devient m\u00e9canique. Il faut relever les places r\u00e9ellement occup\u00e9es, additionner les r\u00e9compenses attach\u00e9es \u00e0 ces places et r\u00e9partir le total entre les joueurs concern\u00e9s. Cette approche est plus s\u00fbre qu\u2019un partage fond\u00e9 uniquement sur le nombre de participants, car elle tient compte de la valeur de chaque position.<\/p>\n<h3>La m\u00e9thode en quatre \u00e9tapes<\/h3>\n<p>Pour examiner un classement, gardez une trace \u00e9crite des donn\u00e9es affich\u00e9es et de la r\u00e8gle annonc\u00e9e. Une campagne nomm\u00e9e VeloMarathon, Sports Marathon ou VeloBet World Cup doit \u00eatre consid\u00e9r\u00e9e comme une page de campagne : son \u00e9ch\u00e9ance, ses crit\u00e8res et ses prix doivent \u00eatre v\u00e9rifi\u00e9s au moment concern\u00e9.<\/p>\n<ol>\n<li>Notez le nombre de joueurs ex \u00e6quo et leurs positions.<\/li>\n<li>Relevez la r\u00e9compense attribu\u00e9e \u00e0 chaque position concern\u00e9e.<\/li>\n<li>Additionnez ces r\u00e9compenses dans la m\u00eame devise et avec la m\u00eame nature de prix.<\/li>\n<li>Divisez le total selon la r\u00e8gle publi\u00e9e, puis contr\u00f4lez les arrondis.<\/li>\n<\/ol>\n<p>Les arrondis m\u00e9ritent une attention particuli\u00e8re. Si le r\u00e9sultat donne des centimes fractionn\u00e9s, le r\u00e8glement doit pr\u00e9ciser qui re\u00e7oit l\u2019\u00e9cart d\u2019arrondi. Sans cette r\u00e8gle, un tableau peut sembler \u00e9quilibr\u00e9 tout en laissant une petite diff\u00e9rence entre le total distribu\u00e9 et le prix annonc\u00e9.<\/p>\n<h2>Contr\u00f4ler les r\u00e9sultats et les r\u00e9compenses affich\u00e9es<\/h2>\n<p>Le contr\u00f4le ne s\u2019arr\u00eate pas au calcul. Il faut comparer le r\u00e9sultat avec le type de r\u00e9compense enregistr\u00e9 dans le compte. Velobet s\u00e9pare les pages consacr\u00e9es aux bonus, aux freespins, aux retraits et aux transactions. Cette organisation facilite la v\u00e9rification, mais elle ne remplace pas la lecture des conditions de l\u2019offre.<\/p>\n<h3>Un calcul exact ne garantit pas un retrait imm\u00e9diat<\/h3>\n<p>Une somme peut \u00eatre correctement r\u00e9partie tout en restant soumise \u00e0 une validation d\u2019identit\u00e9, \u00e0 une condition de mise ou \u00e0 une restriction de campagne. Les pages de compte comprennent un espace KYC distinct et une page d\u2019historique des transactions. Avant de consid\u00e9rer un prix comme disponible, v\u00e9rifiez donc son statut, sa devise et ses conditions.<\/p>\n<p>Cette prudence est utile face aux recherches comme velobet retrait rapide ou velobet bonus nouveau joueur : ces expressions ne suffisent pas \u00e0 \u00e9tablir un d\u00e9lai, un montant ou une condition contractuelle. De m\u00eame, velobet blackjack peut d\u00e9signer une recherche de jeu, sans confirmer qu\u2019un prix de tournoi concerne cette cat\u00e9gorie. Enfin, velobet belgique ne doit pas \u00eatre confondu avec les conditions destin\u00e9es aux joueurs en France.<\/p>\n<table>\n<thead>\n<tr>\n<th>Point de contr\u00f4le<\/th>\n<th>Donn\u00e9e observ\u00e9e<\/th>\n<th>Question \u00e0 poser<\/th>\n<th>Cons\u00e9quence<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Classement<\/td>\n<td>Module Leaderboard Points<\/td>\n<td>Les points d\u00e9terminent-ils le prix ?<\/td>\n<td>\u00c9viter une conversion non pr\u00e9vue<\/td>\n<\/tr>\n<tr>\n<td>Compte<\/td>\n<td>9 modules publics v\u00e9rifi\u00e9s<\/td>\n<td>O\u00f9 appara\u00eet la r\u00e9compense ?<\/td>\n<td>Comparer le bon solde<\/td>\n<\/tr>\n<tr>\n<td>R\u00e9compenses<\/td>\n<td>5 cat\u00e9gories distinctes<\/td>\n<td>S\u2019agit-il d\u2019argent ou d\u2019un avantage ?<\/td>\n<td>Appliquer les bonnes conditions<\/td>\n<\/tr>\n<tr>\n<td>R\u00e9putation<\/td>\n<td>841 avis affich\u00e9s le 8 octobre 2026<\/td>\n<td>La note est-elle disponible ?<\/td>\n<td>Ne pas inventer une moyenne<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Conclusion : garder une seule logique jusqu\u2019\u00e0 la distribution<\/h2>\n<p>Pour calculer correctement une part entre positions ex \u00e6quo, commencez par s\u00e9parer rang, points, devise et type de r\u00e9compense. Additionnez ensuite uniquement des valeurs comparables, appliquez la r\u00e8gle publi\u00e9e et v\u00e9rifiez les arrondis. Sur velobet, la pr\u00e9sence de modules distincts pour les points, les bonus, les transactions et le KYC rend ce contr\u00f4le possible, mais les conditions du concours et de la caisse restent d\u00e9terminantes avant tout transfert ou retrait.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Sur velobet, une r\u00e9partition entre joueurs ex \u00e6quo ne peut \u00eatre fiable que si les m\u00eames unit\u00e9s sont conserv\u00e9es du d\u00e9but \u00e0 la fin. Il faut distinguer les points, les rangs, les montants en euros et les r\u00e9compenses propres \u00e0 chaque cat\u00e9gorie. Cette m\u00e9thode aide \u00e0 v\u00e9rifier un classement, \u00e0 rep\u00e9rer une erreur de calcul [&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-585","post","type-post","status-publish","format-standard","hentry","category-poems"],"_links":{"self":[{"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/posts\/585","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=585"}],"version-history":[{"count":1,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/posts\/585\/revisions"}],"predecessor-version":[{"id":586,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/posts\/585\/revisions\/586"}],"wp:attachment":[{"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/media?parent=585"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/categories?post=585"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/tenderlybeloved.com\/index.php\/wp-json\/wp\/v2\/tags?post=585"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}