<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>offshoreroofing.com.au</title>
	<atom:link href="https://offshoreroofing.com.au/feed/" rel="self" type="application/rss+xml" />
	<link>https://offshoreroofing.com.au</link>
	<description></description>
	<lastBuildDate>Mon, 02 Nov 2026 15:24:32 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.4.1</generator>
		<item>
		<title>Rizzio casino : quelles preuves confirment la fin d’un accès non reconnu ?</title>
		<link>https://offshoreroofing.com.au/2026/11/rizzio-casino-quelles-preuves-confirment-la-fin-dun-acces-non-reconnu/</link>
		<comments>https://offshoreroofing.com.au/2026/11/rizzio-casino-quelles-preuves-confirment-la-fin-dun-acces-non-reconnu/#comments</comments>
		<pubDate>Mon, 02 Nov 2026 15:24:32 +0000</pubDate>
		<dc:creator>Paul</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://offshoreroofing.com.au/?p=2243</guid>
		<description><![CDATA[Lorsque des e-mails de récupération affichent des heures de demande différentes, il faut éviter de conclure trop vite. Pour vérifier qu’un accès non reconnu a réellement pris fin sur rizzio casino, comparez les messages, les changements du compte et les &#8230; <a href="https://offshoreroofing.com.au/2026/11/rizzio-casino-quelles-preuves-confirment-la-fin-dun-acces-non-reconnu/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Lorsque des e-mails de récupération affichent des heures de demande différentes, il faut éviter de conclure trop vite. Pour vérifier qu’un accès non reconnu a réellement pris fin sur <a href="https://rizzio-fr.com/">rizzio casino</a>, comparez les messages, les changements du compte et les actions réalisées après le dernier événement suspect. Cette méthode aide à distinguer un simple décalage technique d’une nouvelle tentative d’accès et à sécuriser la suite.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/webp;base64,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" alt="rizzio casino" border="0" /></p>
<h2>Lire les e-mails de récupération sans se fier à une seule heure</h2>
<p>Un message de récupération peut contenir plusieurs dates : l’heure de la demande, celle de l’envoi, celle de la réception ou celle affichée par votre logiciel de messagerie. Ces informations ne répondent pas toutes à la même question. L’objectif est de reconstruire une suite d’événements cohérente, puis de chercher un signe clair indiquant que l’ancien accès n’est plus utilisable.</p>
<h3>Comparer les horodatages et le contenu des messages</h3>
<p>Commencez par conserver les e-mails originaux, sans les transférer ni les modifier. Notez l’expéditeur, l’objet, le fuseau horaire, l’adresse utilisée et le lien présent dans le message. Deux demandes rapprochées peuvent produire deux courriels, tandis qu’un retard de réception peut donner l’impression qu’une demande est plus récente qu’elle ne l’est réellement.</p>
<p>Le contenu compte autant que l’heure. Un e-mail qui confirme un changement de mot de passe ne prouve pas forcément que la personne non autorisée est déconnectée de toutes les sessions. Il montre seulement qu’une action précise a été enregistrée. Cherchez aussi les notifications relatives à l’adresse e-mail, au téléphone, aux limites du compte ou à une modification des informations personnelles.</p>
<h3>Identifier la dernière action réellement fiable</h3>
<p>La preuve la plus utile est une action que vous avez déclenchée depuis un appareil contrôlé : récupération du compte, changement du mot de passe, vérification de votre identité ou demande adressée au support. Les règles de Rizzio prévoient une récupération via « Connexion ? Mot de passe oublié » et peuvent demander des vérifications supplémentaires. Une réponse du support doit être conservée avec sa date et son contenu.</p>
<p>Ne confondez pas la réception d’un e-mail avec la fin de l’accès. Si un message inattendu arrive après votre changement de mot de passe, il peut correspondre à une ancienne demande retardée, mais il peut aussi signaler une nouvelle tentative. Dans le doute, utilisez le canal officiel de support, disponible 24 heures sur 24 et 7 jours sur 7, plutôt que le lien d’un message suspect.</p>
<h2>Rizzio casino sécurité : confirmer que le compte est à nouveau maîtrisé</h2>
<p>Après avoir établi une chronologie, contrôlez les éléments qui peuvent révéler une activité persistante. Le compte doit être au nom du joueur, et un seul compte est prévu par personne, foyer, adresse IP, adresse e-mail et appareil partagé. Ces règles rendent toute modification inattendue particulièrement importante à examiner.</p>
<h3>Contrôler les accès, les données et les mouvements financiers</h3>
<p>Consultez le profil et vérifiez le nom, la date de naissance, l’adresse, le téléphone et l’adresse e-mail. Examinez ensuite l’historique des dépôts, retraits, paris, gains et crédits promotionnels. Une opération inconnue ne doit pas être ignorée, même si elle semble faible. Les paiements doivent normalement revenir vers le compte ayant servi au financement, lorsque cela est possible.</p>
<p>Les limites financières fournissent aussi des repères concrets : le plafond standard annoncé est de 5 000 € par jour et de 25 000 € par mois civil, sous réserve de plusieurs contrôles. Les retraits exigent la vérification du compte et la validation des paiements. Ces conditions ne prouvent pas qu’un compte est sûr, mais elles aident à repérer une demande ou une modification inhabituelle.</p>
<p>Pour une vérification pratique, suivez cette courte séquence :</p>
<ol>
<li>Conservez les e-mails et notez chaque heure avec son fuseau.</li>
<li>Changez le mot de passe depuis un appareil sûr et n’utilisez pas un ancien lien.</li>
<li>Vérifiez l’adresse e-mail, le téléphone, les informations personnelles et l’historique.</li>
<li>Contactez le support si une donnée, une session ou une transaction reste inconnue.</li>
<li>Demandez une limitation ou une fermeture temporaire si vous ne contrôlez pas encore le compte.</li>
</ol>
<h3>Utiliser la vérification d’identité comme point de contrôle</h3>
<p>Avant un premier retrait, Rizzio peut demander une pièce d’identité en couleur, un selfie tenant le document et un justificatif de domicile de moins de trois mois. Les fichiers doivent être en PNG, JPEG ou GIF, avec une taille maximale de 5 Mo ; les PDF ne sont pas acceptés selon les règles indiquées. Les documents doivent être fournis dans les 30 jours suivant l’inscription ou avant le premier retrait.</p>
<p>Cette procédure ne remplace pas l’examen des e-mails, mais elle crée un point de comparaison solide. Un avis sur l’état du contrôle est annoncé par e-mail dans les 24 heures suivant l’envoi des documents. Si vous recevez une demande qui ne correspond pas au parcours officiel, ne transmettez pas vos pièces avant d’avoir confirmé son origine auprès du support.</p>
<table>
<thead>
<tr>
<th>Élément contrôlé</th>
<th>Donnée utile</th>
<th>Ce que cela permet de vérifier</th>
</tr>
</thead>
<tbody>
<tr>
<td>Support</td>
<td>24 h sur 24, 7 jours sur 7</td>
<td>Obtenir une confirmation même en dehors des horaires habituels</td>
</tr>
<tr>
<td>Vérification KYC</td>
<td>Réponse annoncée sous 24 heures</td>
<td>Suivre l’état d’un contrôle d’identité</td>
</tr>
<tr>
<td>Documents</td>
<td>Fichiers de 5 Mo maximum</td>
<td>Éviter un envoi non conforme</td>
</tr>
<tr>
<td>Justificatif de domicile</td>
<td>Moins de 3 mois</td>
<td>Comparer l’identité et l’adresse déclarées</td>
</tr>
<tr>
<td>Inactivité</td>
<td>Compte considéré inactif après 12 mois</td>
<td>Comprendre une éventuelle fermeture pour dormance</td>
</tr>
</tbody>
</table>
<h2>Conclusion : privilégier une chronologie complète</h2>
<p>Des horodatages contradictoires ne suffisent pas à prouver qu’un accès non reconnu continue. La conclusion la plus fiable repose sur plusieurs éléments réunis : dernier e-mail authentique, changement effectué depuis un appareil sûr, profil inchangé, historique financier vérifié et réponse du support. Si un doute subsiste, ne déposez pas d’argent et ne transmettez pas de document via un lien inattendu. La prudence protège mieux le compte qu’une interprétation isolée d’une heure.</p>
<h2>Frequently Asked Questions</h2>
<p>Ces réponses résument les réflexes utiles lorsque la récupération d’un compte semble confuse ou qu’une activité inhabituelle apparaît.</p>
<h3>Que faire si plusieurs e-mails de récupération arrivent après le changement de mot de passe ?</h3>
<p>Conservez tous les messages et comparez leurs heures, leurs liens et leurs contenus. N’utilisez pas les anciens liens. Si une nouvelle demande apparaît après votre intervention, contactez le support depuis le canal officiel et demandez qu’il vérifie les événements liés au compte.</p>
<h3>Un changement de mot de passe déconnecte-t-il forcément tous les appareils ?</h3>
<p>Le dossier disponible ne confirme pas le fonctionnement exact des sessions ouvertes. Il ne faut donc pas le supposer. Demandez au support si les sessions existantes ont été invalidées et surveillez l’adresse e-mail, le profil et l’historique avant toute nouvelle opération.</p>
<h3>Comment réagir à une transaction que je ne reconnais pas ?</h3>
<p>Ne réalisez pas d’autre dépôt pour tenter de corriger la situation. Faites des captures, notez le montant et la date, puis contactez rapidement le support. Vérifiez aussi le moyen de paiement utilisé et demandez une restriction du compte pendant l’examen.</p>
<h3>La vérification d’identité suffit-elle à sécuriser le compte ?</h3>
<p>Non. Elle confirme certains éléments d’identité, mais elle ne remplace pas la vérification des e-mails, du mot de passe et de l’historique. Utilisez uniquement les instructions officielles, contrôlez l’adresse du site et signalez toute demande de document inhabituelle.</p>
]]></content:encoded>
			<wfw:commentRss>https://offshoreroofing.com.au/2026/11/rizzio-casino-quelles-preuves-confirment-la-fin-dun-acces-non-reconnu/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Flagman Casino: Zahlungsmethoden für Einzahlungen und Auszahlungen</title>
		<link>https://offshoreroofing.com.au/2026/10/flagman-casino-zahlungsmethoden-fur-einzahlungen-und-auszahlungen/</link>
		<comments>https://offshoreroofing.com.au/2026/10/flagman-casino-zahlungsmethoden-fur-einzahlungen-und-auszahlungen/#comments</comments>
		<pubDate>Sat, 31 Oct 2026 04:40:27 +0000</pubDate>
		<dc:creator>Paul</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://offshoreroofing.com.au/?p=2218</guid>
		<description><![CDATA[Wer bei Flagman Casino in Österreich einzahlen oder Gewinne auszahlen lassen möchte, findet eine breite Auswahl an Karten, E-Wallets, Bankoptionen und Kryptowährungen. Das macht die Plattform für unterschiedliche Zahlungsgewohnheiten interessant. Auch casino flagman lässt sich mid-sentence als international ausgerichtetes Angebot &#8230; <a href="https://offshoreroofing.com.au/2026/10/flagman-casino-zahlungsmethoden-fur-einzahlungen-und-auszahlungen/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Wer bei Flagman Casino in Österreich einzahlen oder Gewinne auszahlen lassen möchte, findet eine breite Auswahl an Karten, E-Wallets, Bankoptionen und Kryptowährungen. Das macht die Plattform für unterschiedliche Zahlungsgewohnheiten interessant. Auch <a href="https://guzzitreffen.at/">casino flagman</a> lässt sich mid-sentence als international ausgerichtetes Angebot mit Euro-Unterstützung einordnen. Wichtig sind vor allem Mindestbeträge, Bearbeitungszeiten, Verifizierung und die jeweiligen Bonusbedingungen.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/webp;base64,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" alt="flagman casino" border="0" /></p>
<h2>Einzahlungen bei Flagman Casino</h2>
<p>Flagman Casino unterstützt mehrere Zahlungswege für Spieler mit Euro-Konto. Die Mindesteinzahlung liegt laut Kassenangaben bei €5. Wer einen Willkommensbonus nutzen möchte, muss jedoch meist mindestens €20 einzahlen. Das Konto wird bei der Registrierung auf eine Währung festgelegt; für österreichische Nutzer ist EUR daher die praktische Wahl.</p>
<p>Zur Auswahl stehen Visa und Mastercard, Skrill, Neteller, MiFinity, Jeton und MuchBetter. Zusätzlich akzeptiert flagman verschiedene Prepaid-Lösungen sowie Bitcoin, Ethereum und Tether. Bei Kryptowährungen wird der jeweilige On-Chain-Kurs zum Zeitpunkt der Gutschrift verwendet.</p>
<table>
<thead>
<tr>
<th>Zahlungsmethode</th>
<th>Typ</th>
<th>Einzahlung</th>
<th>Mindesteinzahlung</th>
</tr>
</thead>
<tbody>
<tr>
<td>Visa / Mastercard</td>
<td>Karte</td>
<td>Ja</td>
<td>€5</td>
</tr>
<tr>
<td>Skrill</td>
<td>E-Wallet</td>
<td>Ja</td>
<td>€5</td>
</tr>
<tr>
<td>Neteller</td>
<td>E-Wallet</td>
<td>Ja</td>
<td>€5</td>
</tr>
<tr>
<td>Paysafecard</td>
<td>Prepaid</td>
<td>Ja</td>
<td>€5</td>
</tr>
<tr>
<td>Bitcoin</td>
<td>Kryptowährung</td>
<td>Ja</td>
<td>Nach Kassenkurs</td>
</tr>
</tbody>
</table>
<h2>Auszahlungen und Bearbeitungszeiten</h2>
<p>Vor der ersten Auszahlung verlangt Flagman Casino eine vollständige Identitätsprüfung. Üblicherweise werden ein amtlicher Lichtbildausweis, ein Selfie, ein Adressnachweis und ein Beleg zur verwendeten Zahlungsmethode benötigt. Die interne Prüfung kann bis zu 24 Stunden dauern; bei der ersten Auszahlung sind in einzelnen Fällen bis zu 72 Stunden möglich.</p>
<p>Nach der Freigabe unterscheiden sich die Zeiten je nach Methode. E-Wallets und Kryptowährungen gehören meist zu den schnelleren Optionen. Karten und Banküberweisungen benötigen länger, da zusätzliche Bankarbeitstage anfallen können. Die folgende Übersicht zeigt die angegebenen Zeiträume nach erfolgreicher Prüfung.</p>
<table>
<thead>
<tr>
<th>Methode</th>
<th>Auszahlung</th>
<th>Übliche Zeit nach Freigabe</th>
<th>Besonderheit</th>
</tr>
</thead>
<tbody>
<tr>
<td>Skrill</td>
<td>Ja</td>
<td>0–24 Stunden</td>
<td>Einzelne Nutzer berichten von sehr schneller Gutschrift</td>
</tr>
<tr>
<td>Neteller</td>
<td>Ja</td>
<td>0–24 Stunden</td>
<td>E-Wallet-Auszahlung</td>
</tr>
<tr>
<td>Bitcoin, Ethereum, Tether</td>
<td>Ja</td>
<td>0–24 Stunden</td>
<td>Netzwerkgebühren möglich</td>
</tr>
<tr>
<td>Visa / Mastercard</td>
<td>Ja</td>
<td>1–3 Bankarbeitstage</td>
<td>Abhängig vom Kartenanbieter</td>
</tr>
<tr>
<td>SEPA-Überweisung</td>
<td>Ja</td>
<td>1–5 Bankarbeitstage</td>
<td>Banklaufzeiten beachten</td>
</tr>
</tbody>
</table>
<p>Die Mindestauszahlung beträgt bei den meisten Methoden €20. Eine übliche Standardgrenze liegt bei 5.000 US-Dollar pro Woche. Für bestimmte VIP-Stufen gelten abweichende Limits; auf der Diamond-Stufe wird laut den verfügbaren Angaben keine monatliche Auszahlungshöchstgrenze genannt. Maßgeblich bleiben immer die Bedingungen im persönlichen Konto.</p>
<h2>Wichtige Regeln für Zahlungen und Boni</h2>
<p>Für Ein- und Auszahlungen gilt grundsätzlich das Prinzip, dass die Zahlungsmethode zum Kontoinhaber passen muss. Flagman Casino kann Auszahlungen auf das ursprünglich verwendete Verfahren beschränken. Bei größeren Beträgen kann zusätzlich ein Nachweis zur Herkunft der Mittel verlangt werden. Das dient der Prüfung von Geldwäsche- und Betrugsrisiken.</p>
<p>Wer einen Bonus aktiviert, sollte die Zahlungsbedingungen vor der Einzahlung lesen. Das beworbene Willkommensmodell kann je nach Angebot 150 % bis €600 sowie Freispiele umfassen. Für den Bonus gelten 40-fache Umsatzbedingungen, eine Gültigkeit von 30 Tagen und ein maximaler Einsatz von €5 pro Drehung. Bei manchen Angeboten werden auch 100 % bis €500 und 100 Freispiele genannt. Die konkrete Aktion im Konto ist deshalb entscheidend.</p>
<ul>
<li>Prüfen Sie vor der Einzahlung den Mindestbetrag und die Bonusvoraussetzungen.</li>
<li>Verwenden Sie eine Zahlungsmethode, die auf Ihren eigenen Namen registriert ist.</li>
<li>Laden Sie die KYC-Dokumente frühzeitig und gut lesbar hoch.</li>
<li>Kontrollieren Sie vor der Auszahlung Mindestbetrag, Limit und mögliche Gebühren.</li>
<li>Berücksichtigen Sie bei Kryptowährungen zusätzlich die Netzwerkgebühr und den Kurs.</li>
</ul>
<table>
<thead>
<tr>
<th>Zahlungsregel</th>
<th>Angabe</th>
<th>Praktische Bedeutung</th>
<th>Geltungsbereich</th>
</tr>
</thead>
<tbody>
<tr>
<td>Mindesteinzahlung</td>
<td>€5</td>
<td>Gilt für die Kasse, sofern die Methode nichts anderes verlangt</td>
<td>Standard</td>
</tr>
<tr>
<td>Mindestbetrag für Willkommensbonus</td>
<td>€20</td>
<td>Erforderlich für die Bonusqualifikation</td>
<td>Willkommensangebot</td>
</tr>
<tr>
<td>Mindestauszahlung</td>
<td>€20</td>
<td>Darunter wird meist keine Auszahlung verarbeitet</td>
<td>Die meisten Methoden</td>
</tr>
<tr>
<td>Interne Prüfung</td>
<td>Bis zu 24 Stunden</td>
<td>Zusätzliche Zeit vor der Freigabe möglich</td>
<td>KYC und Auszahlung</td>
</tr>
<tr>
<td>Erste Auszahlung</td>
<td>Bis zu 72 Stunden möglich</td>
<td>Erweiterte Prüfung kann den Vorgang verlängern</td>
<td>Neue Konten</td>
</tr>
</tbody>
</table>
<h2>Fazit</h2>
<p>Flagman Casino bietet für Einzahlungen und Auszahlungen eine vielseitige Auswahl, die von klassischen Karten über E-Wallets bis zu Kryptowährungen reicht. Besonders praktisch sind die niedrige Mindesteinzahlung von €5 und die schnellen angegebenen Zeitfenster bei E-Wallets. Vor dem Spielen sollten österreichische Nutzer jedoch Kontowährung, Bonusregeln, KYC-Anforderungen und Auszahlungslimits sorgfältig prüfen. Wer diese Punkte beachtet, kann die passende Zahlungsmethode gezielt auswählen.</p>
<h2>Häufig gestellte Fragen</h2>
<p>Die wichtigsten Antworten helfen dabei, Zahlungen bei Flagman Casino ohne unnötige Verzögerungen zu planen.</p>
<h3>Wie hoch ist die Mindesteinzahlung bei Flagman Casino?</h3>
<p>Die Kasse nennt grundsätzlich €5 als Mindesteinzahlung. Für das Willkommensangebot ist normalerweise ein höherer Betrag erforderlich, laut den verfügbaren Angaben €20. Zusätzlich kann eine einzelne Zahlungsmethode eigene Mindestwerte oder Einschränkungen festlegen.</p>
<h3>Wie lange dauert eine Auszahlung?</h3>
<p>Nach der Freigabe können E-Wallets und Kryptowährungen meist innerhalb von 0 bis 24 Stunden verarbeitet werden. Kartenauszahlungen benötigen gewöhnlich 1 bis 3 Bankarbeitstage, SEPA-Überweisungen 1 bis 5 Bankarbeitstage.</p>
<h3>Welche Unterlagen verlangt Flagman Casino?</h3>
<p>Für die erste Auszahlung werden normalerweise ein Ausweis, ein Selfie, ein Adressnachweis und ein Beleg zur Zahlungsmethode verlangt. Bei größeren Beträgen kann zusätzlich ein Nachweis zur Herkunft der Mittel erforderlich sein.</p>
<h3>Kann ich mit Kryptowährungen einzahlen?</h3>
<p>Ja. Flagman Casino führt unter anderem Bitcoin, Ethereum und Tether sowie weitere Kryptowährungen. Die Gutschrift erfolgt nach dem On-Chain-Kurs. Bei der Auszahlung können Netzwerkgebühren entstehen, die nicht vom Casino festgelegt werden.</p>
]]></content:encoded>
			<wfw:commentRss>https://offshoreroofing.com.au/2026/10/flagman-casino-zahlungsmethoden-fur-einzahlungen-und-auszahlungen/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Quickwin Game Availability: Provider und Länderbeschränkungen im Vergleich</title>
		<link>https://offshoreroofing.com.au/2026/10/quickwin-game-availability-provider-und-landerbeschrankungen-im-vergleich/</link>
		<comments>https://offshoreroofing.com.au/2026/10/quickwin-game-availability-provider-und-landerbeschrankungen-im-vergleich/#comments</comments>
		<pubDate>Fri, 30 Oct 2026 12:53:29 +0000</pubDate>
		<dc:creator>Paul</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://offshoreroofing.com.au/?p=2205</guid>
		<description><![CDATA[Die Spielauswahl von Quickwin wirkt auf den ersten Blick umfangreich, doch Anbieterlisten, regionale Routen und Bonusbedingungen sind nicht dasselbe wie eine dauerhaft verfügbare Lobby. Für Nutzer in Österreich zählt deshalb nicht nur die Zahl der Spiele, sondern auch, welche Provider &#8230; <a href="https://offshoreroofing.com.au/2026/10/quickwin-game-availability-provider-und-landerbeschrankungen-im-vergleich/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Die Spielauswahl von Quickwin wirkt auf den ersten Blick umfangreich, doch Anbieterlisten, regionale Routen und Bonusbedingungen sind nicht dasselbe wie eine dauerhaft verfügbare Lobby. Für Nutzer in Österreich zählt deshalb nicht nur die Zahl der Spiele, sondern auch, welche Provider tatsächlich angezeigt werden und welche Einschränkungen gelten. Wer das <a href="http://www.weka-akademie.at/">quick win online casino</a> prüfen möchte, sollte Anbieter, Spielarten und Kontoregeln getrennt vergleichen.</p>
<h2>Quickwin und die tatsächliche Anbieterbreite</h2>
<p>Quickwin führt ein öffentliches Provider-Verzeichnis mit 91 Einträgen. Die Anzahl der Spiele pro Anbieter zeigt dabei eine deutliche Konzentration: Einige Studios stellen mehrere hundert Titel bereit, während andere nur kleinere Kataloge beitragen. Diese Verteilung ist für die praktische Suche wichtiger als eine einzelne Gesamtzahl, weil Kategorien und Anbieterlisten sich überschneiden können.</p>
<h3>Welche Provider besonders stark vertreten sind</h3>
<p>Spinomenal steht mit 786 gelisteten Spielen an erster Stelle. Danach folgen Yggdrasil mit 498, Fazi mit 486 und Amusnet mit 362 Titeln. Auch Red Tiger, Hacksaw Gaming und Evoplay sind mit mehr als 270 Spielen vertreten. Die Angaben sind jedoch dynamisch und sollten nicht als unveränderliche Zusage für jedes Konto verstanden werden.</p>
<table>
<thead>
<tr>
<th>Provider</th>
<th>Ausgewiesene Spiele</th>
<th>Einordnung</th>
</tr>
</thead>
<tbody>
<tr>
<td>Spinomenal</td>
<td>786</td>
<td>Grösster genannter Katalog</td>
</tr>
<tr>
<td>Yggdrasil</td>
<td>498</td>
<td>Breite Auswahl an Casinospielen</td>
</tr>
<tr>
<td>Fazi</td>
<td>486</td>
<td>Starker mittlerer Katalog</td>
</tr>
<tr>
<td>Amusnet</td>
<td>362</td>
<td>Umfangreiches Angebot</td>
</tr>
<tr>
<td>Red Tiger</td>
<td>334</td>
<td>Mehr als 300 gelistete Titel</td>
</tr>
<tr>
<td>Hacksaw Gaming</td>
<td>310</td>
<td>Mehr als 300 gelistete Titel</td>
</tr>
</tbody>
</table>
<h2>Regionale Verfügbarkeit für Österreich</h2>
<p>Die österreichische Route von Quickwin ist auf EUR ausgerichtet und führt über eine eigene Länderkennung. Das bedeutet aber nicht automatisch, dass jeder Titel und jede Zahlungsart in Österreich identisch mit anderen Märkten ist. Geografische Filter, Lizenzanforderungen, Providervereinbarungen und Kontoeinstellungen können die sichtbare Auswahl beeinflussen.</p>
<h3>Warum Länderbeschränkungen die Lobby verändern können</h3>
<p>Die öffentliche Seite nennt zahlreiche Kategorien, darunter Slots, Live-Casino, Jackpots, Tischspiele, Sofortspiele und virtuelle Sportarten. Einzelne Spiele können trotzdem fehlen, wenn ein Provider sie für eine Region nicht freigibt. Auch die angezeigte Sprache ist kein zuverlässiger Beweis für die rechtliche Verfügbarkeit: Die österreichische Route lädt teilweise Deutsch, während bestimmte Inhalte auf Englisch erscheinen.</p>
<ul>
<li>Prüfen Sie vor dem Spiel, ob der Titel im eingeloggten österreichischen Konto erscheint.</li>
<li>Vergleichen Sie Providerfilter und Kategorien, statt nur die Startseite zu verwenden.</li>
<li>Lesen Sie die konkreten Spiel- und Bonusbedingungen vor einer Einzahlung.</li>
<li>Beachten Sie, dass dynamische Zähler mit neuen oder entfernten Spielen wechseln können.</li>
</ul>
<table>
<thead>
<tr>
<th>Bereich</th>
<th>Öffentlich angegebener Wert</th>
<th>Praktische Bedeutung</th>
</tr>
</thead>
<tbody>
<tr>
<td>Provider-Verzeichnis</td>
<td>91 Einträge</td>
<td>Breite Studioauswahl, aber keine Garantie für jedes Konto</td>
</tr>
<tr>
<td>Historisch erfasste Gesamtlobby</td>
<td>13.499 Spiele</td>
<td>Dynamischer Referenzwert, nicht als fixer Bestand zu verstehen</td>
</tr>
<tr>
<td>Historische Slot-Kategorie</td>
<td>11.248 Titel</td>
<td>Slots bilden den grössten Bereich</td>
</tr>
<tr>
<td>Hot-Jackpots-Kategorie</td>
<td>359 Titel</td>
<td>Eigene Sammlung für Jackpotspiele</td>
</tr>
<tr>
<td>Aktueller Startseitenzähler „New“</td>
<td>1.363</td>
<td>Kuratiertes Regal, keine eindeutige Gesamtzahl</td>
</tr>
</tbody>
</table>
<h2>Bonusregeln, Provider und Spielzugang</h2>
<p>Die Verfügbarkeit eines Spiels entscheidet nicht allein darüber, ob es mit einem Bonus genutzt werden darf. Beim bestätigten Casino-Willkommensangebot von Quickwin gelten für Einzahlung und Bonus zusammen 35-facher Umsatz. Gewinne aus 200 Freispiele müssen separat 40-fach umgesetzt werden. Damit kann ein Spiel zwar in der Lobby sichtbar sein, aber nicht oder nur eingeschränkt zur Bonuserfüllung beitragen.</p>
<h3>Spielkategorien haben unterschiedliche Anrechnung</h3>
<p>Slots, Rubbellose und Keno werden laut den veröffentlichten Bedingungen mit 100 Prozent angerechnet, wobei einzelne Spiele ausgeschlossen sein können. Live-Casino und Video Poker zählen mit 10 Prozent, Tisch- und Kartenspiele mit 0 Prozent. Vor dem Start sollten Nutzer daher den jeweiligen Spielnamen und die aktuelle Bonusregel zusammen prüfen.</p>
<table>
<thead>
<tr>
<th>Spielbereich</th>
<th>Anrechnung auf den Umsatz</th>
<th>Praktische Folge</th>
</tr>
</thead>
<tbody>
<tr>
<td>Slots, Rubbellose und Keno</td>
<td>100 %</td>
<td>Vollständige Anrechnung, sofern nicht ausgeschlossen</td>
</tr>
<tr>
<td>Live-Casino</td>
<td>10 %</td>
<td>Deutlich langsamerer Fortschritt</td>
</tr>
<tr>
<td>Video Poker</td>
<td>10 %</td>
<td>Nur begrenzter Beitrag zum Umsatz</td>
</tr>
<tr>
<td>Plinko</td>
<td>10 %</td>
<td>Begrenzte Anrechnung</td>
</tr>
<tr>
<td>Tisch- und Kartenspiele</td>
<td>0 %</td>
<td>Kein Fortschritt bei der allgemeinen Umsatzbedingung</td>
</tr>
</tbody>
</table>
<h2>Fazit</h2>
<p>Quickwin bietet in Österreich eine breite, aber bewegliche Auswahl mit 91 genannten Providern und vielen Spielkategorien. Die stärkste Aussagekraft haben nicht historische Gesamtzähler, sondern die Provider- und Spielfilter im eigenen Konto. Wer Länderbeschränkungen vermeiden und Bonusbedingungen richtig einschätzen möchte, sollte vor jeder Einzahlung prüfen, ob ein Spiel verfügbar ist, welcher Anbieter dahintersteht und wie stark es zum Umsatz zählt.</p>
<h2>Häufig gestellte Fragen</h2>
<p>Die wichtigsten Punkte zur Spielverfügbarkeit lassen sich so zusammenfassen.</p>
<h3>Sind alle Quickwin-Spiele in Österreich verfügbar?</h3>
<p>Nein, eine öffentliche Providerliste beweist nicht, dass jeder Titel für jedes österreichische Konto freigeschaltet ist. Regionale Vereinbarungen, Providerrechte und Kontoeinstellungen können die Lobby verändern. Am zuverlässigsten ist die Suche im eingeloggten Konto mit aktivierter Österreich-Route.</p>
<h3>Wie viele Provider hat Quickwin?</h3>
<p>Das öffentliche Verzeichnis nennt 91 Provider. Die Zahl beschreibt die sichtbaren Einträge zum Prüfzeitpunkt und kann sich ändern. Sie sagt auch nicht aus, dass jeder Anbieter dieselbe Auswahl für Österreich bereitstellt oder dass alle Titel gleichzeitig in der Lobby bleiben.</p>
<h3>Welche Spiele zählen bei einem Bonus vollständig?</h3>
<p>Slots, Rubbellose und Keno werden grundsätzlich mit 100 Prozent angerechnet, sofern sie nicht auf einer Ausschlussliste stehen. Live-Casino, Video Poker und Plinko zählen nur mit 10 Prozent. Tisch- und Kartenspiele tragen laut den Bedingungen nicht zum allgemeinen Umsatz bei.</p>
<h3>Kann ein sichtbares Spiel für Boni ausgeschlossen sein?</h3>
<p>Ja. Die Sichtbarkeit in der Lobby und die Bonusanrechnung sind zwei getrennte Fragen. Ein Titel kann spielbar sein, aber nicht zum Umsatz beitragen. Deshalb sollten Nutzer vor dem Einsatz die aktuelle Bonusseite und die Spielausschlüsse kontrollieren, besonders bei Live- und Tischspielen.</p>
]]></content:encoded>
			<wfw:commentRss>https://offshoreroofing.com.au/2026/10/quickwin-game-availability-provider-und-landerbeschrankungen-im-vergleich/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Welche Bonusarten bietet Flagman Casino für Casino, Sport und VIP?</title>
		<link>https://offshoreroofing.com.au/2026/10/welche-bonusarten-bietet-flagman-casino-fur-casino-sport-und-vip/</link>
		<comments>https://offshoreroofing.com.au/2026/10/welche-bonusarten-bietet-flagman-casino-fur-casino-sport-und-vip/#comments</comments>
		<pubDate>Fri, 30 Oct 2026 08:40:43 +0000</pubDate>
		<dc:creator>Paul</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://offshoreroofing.com.au/?p=2201</guid>
		<description><![CDATA[Ja, Flagman Casino bietet unterschiedliche Bonusarten für mehrere Bereiche an. Dazu gehören ein mehrstufiger Casino-Willkommensbonus, Freispiele, wöchentliche Reload-Angebote, Cashback, VIP-Vorteile und Aktionen für Sportwetten. Wer flagman nutzt, sollte jedoch nicht nur auf den Bonusbetrag achten, sondern auch Umsatzbedingungen, Ablaufzeiten, Einsatzgrenzen &#8230; <a href="https://offshoreroofing.com.au/2026/10/welche-bonusarten-bietet-flagman-casino-fur-casino-sport-und-vip/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Ja, Flagman Casino bietet unterschiedliche Bonusarten für mehrere Bereiche an. Dazu gehören ein mehrstufiger Casino-Willkommensbonus, Freispiele, wöchentliche Reload-Angebote, Cashback, VIP-Vorteile und Aktionen für Sportwetten. Wer <a href="https://guzzitreffen.at/">flagman</a> nutzt, sollte jedoch nicht nur auf den Bonusbetrag achten, sondern auch Umsatzbedingungen, Ablaufzeiten, Einsatzgrenzen und die rechtliche Einordnung für Österreich prüfen.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/webp;base64,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" alt="flagman casino" border="0" /></p>
<h2>Bonusarten im Casino-Bereich von Flagman Casino</h2>
<p>Der Schwerpunkt liegt auf einem gestaffelten Willkommensangebot. Laut den verfügbaren Angaben kann die erste Einzahlung mit 150 % bis zu 600 € aufgestockt werden. Eine zweite Stufe bringt bis zu 500 Freispiele für Fortuna TRUEWAYS, während eine dritte Einzahlung mit 75 % bis zu 300 € vergütet werden kann. Die Angebote gelten jeweils bis zu 30 Tage.</p>
<h3>Willkommensbonus mit mehreren Einzahlungen</h3>
<p>Für das mehrstufige Modell ist eine Mindesteinzahlung von 20 € vorgesehen. Der Bonusbetrag muss 40-mal umgesetzt werden, Freispiele unterliegen einer 35-fachen Umsatzbedingung. Während des Bonus gilt eine maximale Einsatzhöhe von 5 € pro Drehung beziehungsweise 0,50 € pro Gewinnlinie. Zusätzlich kann eine 10-fache Gewinnobergrenze gelten.</p>
<table>
<thead>
<tr>
<th>Bonusstufe</th>
<th>Vorteil</th>
<th>Umsatzbedingung</th>
<th>Gültigkeit</th>
</tr>
</thead>
<tbody>
<tr>
<td>1. Einzahlung</td>
<td>150 % bis 600 €</td>
<td>40x Bonus</td>
<td>30 Tage</td>
</tr>
<tr>
<td>2. Einzahlung</td>
<td>Bis zu 500 Freispiele</td>
<td>35x Freispiele</td>
<td>30 Tage</td>
</tr>
<tr>
<td>3. Einzahlung</td>
<td>75 % bis 300 €</td>
<td>40x Bonus</td>
<td>30 Tage</td>
</tr>
<tr>
<td>Mindesteinzahlung</td>
<td>20 €</td>
<td>Maximaler Einsatz 5 €</td>
<td>Je Bonusstufe</td>
</tr>
</tbody>
</table>
<h3>Alternative für Spieler, die ein einfacheres Angebot bevorzugen</h3>
<p>Neben dem mehrteiligen Modell wird ein alternatives Angebot mit 100 % bis zu 500 € und 100 Freispielen genannt. Die Freispiele sind unter anderem für Book of Dead und Starburst vorgesehen. Hier liegt die Mindesteinzahlung bei 10 €, die Umsatzbedingung bei 40x auf Bonus und Einzahlung. Beide Varianten sollten nicht gleichzeitig eingeplant werden, da pro Spieler, Haushalt, Gerät, IP-Adresse und Zahlungsmethode nur ein Willkommensangebot erlaubt ist.</p>
<ul>
<li>Prüfe vor der Einzahlung, welche Bonusvariante im Konto angezeigt wird.</li>
<li>Beachte den Höchsteinsatz von 5 € während des Bonusumlaufs.</li>
<li>Kontrolliere die Frist von 30 Tagen, bevor du Freispiele oder Bonusguthaben nutzt.</li>
</ul>
<h2>Reload, Cashback und Aktionen für verschiedene Bereiche</h2>
<p>Nach dem Willkommensbonus endet die Auswahl nicht. Flagman führt wiederkehrende Reload-Angebote, Freispiele, Turniere und Cashback-Aktionen. Ein häufig genanntes Wochenangebot umfasst 50 % bis zu 200 € sowie bis zu 135 Freispiele. Cashback wird nach VIP-Stufe berechnet und kann zwischen 4 % und 20 % liegen.</p>
<h3>Wöchentliche Casino-Promotionen</h3>
<p>Reloads richten sich an bestehende Spieler und werden meist auf bestimmte Einzahlungen oder Spiele beschränkt. Cashback wird wöchentlich ausgezahlt, wobei Mittwoch als Auszahlungstag genannt wird. Provider-Aktionen wie Drops &amp; Wins sowie zeitlich begrenzte Freispielpakete können zusätzlich erscheinen.</p>
<table>
<thead>
<tr>
<th>Aktion</th>
<th>Vorteil</th>
<th>Rhythmus</th>
<th>Wichtiger Hinweis</th>
</tr>
</thead>
<tbody>
<tr>
<td>Reload</td>
<td>50 % bis 200 €</td>
<td>Wöchentlich</td>
<td>Teilnahmebedingungen beachten</td>
</tr>
<tr>
<td>Freispielpaket</td>
<td>Bis zu 135 Freispiele</td>
<td>Nach Kampagne</td>
<td>Spielspezifisch</td>
</tr>
<tr>
<td>Cashback</td>
<td>4 % bis 20 %</td>
<td>Wöchentlich</td>
<td>Abhängig von der VIP-Stufe</td>
</tr>
<tr>
<td>Drops &amp; Wins</td>
<td>Preisaktionen</td>
<td>Laufend oder monatlich</td>
<td>Je nach teilnehmendem Provider</td>
</tr>
</tbody>
</table>
<h3>Sportwetten als eigener Bonusbereich</h3>
<p>Der Sportbereich verwendet andere Aktionen als das Casino. Dazu zählen ein regional abhängiger 100-%-Sportbonus, Quotensteigerungen, Gratiswetten, Kombiwetten-Boosts und Cash-out. Diese Angebote dürfen nicht automatisch mit Casino-Boni kombiniert werden. Entscheidend ist, ob die Promotion ausdrücklich für Sportwetten oder für Casino-Spiele freigeschaltet wurde.</p>
<ol>
<li>Wähle zuerst den Bereich Casino oder Sportwetten.</li>
<li>Lies die Bedingungen der konkreten Kampagne vollständig.</li>
<li>Setze nur den Betrag ein, dessen Verlust du verkraften kannst.</li>
<li>Prüfe vor einer Auszahlung, ob KYC und Umsatzbedingungen erfüllt sind.</li>
</ol>
<h2>VIP-Boni, Freispiele und Auszahlungsvorteile</h2>
<p>Das VIP-System belohnt Echtgeldumsätze mit Punkten. Die Standardstruktur umfasst Iron, Silver, Platinum und Diamond. Einige Angaben nennen zusätzlich eine abweichende fünfstufige Einteilung. Deshalb sollten österreichische Spieler die im eigenen Konto angezeigte Stufe als maßgeblich betrachten.</p>
<h3>Cashback und persönliche Vorteile</h3>
<p>Ab Silver wird ein Cashback von 4 % genannt. Höhere Stufen können bis zu 20 % erreichen. Für Cashback gelten eigene Umsatzbedingungen: Standardmäßig werden 10x genannt, auf der Diamond-Stufe kann die Bedingung auf 3x sinken. Platinum und Diamond können ausserdem persönliche Betreuung, bevorzugte Auszahlungen und spezielle Reloads erhalten.</p>
<table>
<thead>
<tr>
<th>VIP-Stufe</th>
<th>Genannter Vorteil</th>
<th>Cashback</th>
<th>Weitere Leistung</th>
</tr>
</thead>
<tbody>
<tr>
<td>Iron</td>
<td>Basiseinstufung</td>
<td>Kein fixer Satz genannt</td>
<td>Automatische Teilnahme</td>
</tr>
<tr>
<td>Silver</td>
<td>Wöchentliches Cashback</td>
<td>Ab 4 %</td>
<td>Verbesserte Reloads</td>
</tr>
<tr>
<td>Platinum</td>
<td>Persönliche Angebote</td>
<td>Gestaffelt</td>
<td>Account Manager und Turniere</td>
</tr>
<tr>
<td>Diamond</td>
<td>Erweiterte VIP-Leistungen</td>
<td>Bis 20 %</td>
<td>Keine Auszahlungslimits laut Anbieterangaben</td>
</tr>
</tbody>
</table>
<h3>Wichtige Grenzen für Österreich</h3>
<p>Flagman Casino wird von GALAKTIKA N.V. betrieben und verfügt über eine Lizenz des Curaçao Gaming Control Board, ausgestellt am 28. Oktober 2024. Das Angebot steht nicht auf der deutschen GGL-Whitelist und ist daher nicht mit den Schutzmechanismen eines österreichischen oder deutschen staatlichen Online-Glücksspielsystems gleichzusetzen. Vor einer Registrierung sollten Nutzer Verfügbarkeit, Steuerfragen und die geltenden österreichischen Regeln selbst prüfen.</p>
<ul>
<li>Eine Identitätsprüfung ist vor der ersten Auszahlung vorgesehen.</li>
<li>Die Standard-Wochenobergrenze für Auszahlungen wird mit 5.000 US-Dollar angegeben.</li>
<li>Die Mindesteinzahlung beträgt im Kassierer 5 €, für den Willkommensbonus meist 20 €.</li>
<li>Karten, E-Wallets und Kryptowährungen werden als Zahlungsmethoden genannt.</li>
</ul>
<h2>Fazit: Bonuswahl nach Bereich und Bedingungen treffen</h2>
<p>Flagman Casino trennt seine Bonusarten klar nach Casino, Sportwetten und VIP-Programm. Der mehrstufige Casino-Bonus bietet hohe nominelle Werte, verlangt aber 35x bis 40x Umsatz und kann eine 10-fache Gewinnobergrenze enthalten. Reloads und Cashback eignen sich eher für bestehende Nutzer, während Sportaktionen separat funktionieren. Für Österreich sind Lizenzstatus, KYC, Auszahlungslimits und verantwortungsvolles Spielen mindestens so wichtig wie die beworbene Bonusgröße.</p>
<h2>Häufig gestellte Fragen</h2>
<p>Die wichtigsten Punkte zu den Bonusbereichen lassen sich kurz zusammenfassen.</p>
<h3>Kann man mehrere Willkommensboni gleichzeitig nutzen?</h3>
<p>Nein. Die Angaben sehen ein Angebot pro Spieler, Haushalt, Gerät, IP-Adresse und Zahlungsmethode vor. Wer zwischen dem mehrstufigen Bonus und der Alternative mit 100 % bis 500 € wählt, sollte die Entscheidung vor der Einzahlung anhand der angezeigten Bedingungen treffen.</p>
<h3>Welche Bonusart ist für Freispiele gedacht?</h3>
<p>Die zweite Stufe des mehrteiligen Angebots kann bis zu 500 Freispiele für Fortuna TRUEWAYS enthalten. Die alternative Willkommensaktion nennt 100 Freispiele für Book of Dead und Starburst. Freispiele haben eigene Umsatzbedingungen und eine begrenzte Gültigkeit.</p>
<h3>Gibt es Cashback ohne VIP-Stufe?</h3>
<p>Cashback ist an das VIP-System gekoppelt. Genannt werden 4 % ab Silver und bis zu 20 % auf Diamond. Die genaue Einstufung, Auszahlung und Umsatzbedingung sollte im persönlichen Konto geprüft werden, da sich die Vorteile nach dem jeweiligen Programmstand richten können.</p>
]]></content:encoded>
			<wfw:commentRss>https://offshoreroofing.com.au/2026/10/welche-bonusarten-bietet-flagman-casino-fur-casino-sport-und-vip/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Quel résultat écrit attendre après une vérification de retrait chez Corgibet en France&#160;?</title>
		<link>https://offshoreroofing.com.au/2026/10/quel-resultat-ecrit-attendre-apres-une-verification-de-retrait-chez-corgibet-en-france/</link>
		<comments>https://offshoreroofing.com.au/2026/10/quel-resultat-ecrit-attendre-apres-une-verification-de-retrait-chez-corgibet-en-france/#comments</comments>
		<pubDate>Thu, 29 Oct 2026 14:18:35 +0000</pubDate>
		<dc:creator>Paul</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://offshoreroofing.com.au/?p=2186</guid>
		<description><![CDATA[Une demande de retrait chez Corgibet ne se termine pas par un simple message automatique. Le joueur doit obtenir une décision claire sur son identité, son moyen de paiement et l’autorisation de verser les fonds. Cette démarche est particulièrement importante &#8230; <a href="https://offshoreroofing.com.au/2026/10/quel-resultat-ecrit-attendre-apres-une-verification-de-retrait-chez-corgibet-en-france/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Une demande de retrait chez Corgibet ne se termine pas par un simple message automatique. Le joueur doit obtenir une décision claire sur son identité, son moyen de paiement et l’autorisation de verser les fonds. Cette démarche est particulièrement importante en France&nbsp;: les conditions du site indiquent que les joueurs et paiements français ne sont pas acceptés. La page <a href="https://restaurant-lamusebouche.fr/">corgibet</a> en français ne prouve donc pas l’éligibilité.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/webp;base64,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" alt="corgibet" border="0" /></p>
<h2>Ce que la décision de retrait Corgibet doit confirmer</h2>
<p>Une réponse utile doit indiquer si la vérification est approuvée, refusée ou suspendue dans l’attente de documents complémentaires. Elle devrait aussi préciser le montant concerné, le moyen de paiement retenu et l’étape suivante. Sans ces éléments, un statut vague comme «&nbsp;en cours d’examen&nbsp;» ne permet pas de savoir si le paiement sera réellement libéré.</p>
<h3>Les issues écrites possibles</h3>
<p>En cas d’approbation, le message doit confirmer que les contrôles d’identité et de propriété du moyen de paiement sont terminés. En cas de refus, Corgibet devrait expliquer la raison précise, par exemple un document illisible, un nom différent ou une information incomplète. Une demande de complément doit énumérer chaque pièce attendue.</p>
<ul>
<li>Vérification approuvée et retrait autorisé&nbsp;;</li>
<li>Vérification temporairement suspendue avec documents manquants&nbsp;;</li>
<li>Vérification refusée avec motif précis et procédure éventuelle de correction&nbsp;;</li>
<li>Compte ou paiement bloqué pour un contrôle de conformité plus approfondi.</li>
</ul>
<h3>Les délais et les justificatifs à suivre</h3>
<p>La politique KYC prévoit un retour sous 24 heures pour un document marqué «&nbsp;temporairement approuvé&nbsp;», tandis que la page d’information évoque jusqu’à 48 heures pour l’examen des pièces. Après validation, l’examen interne d’un retrait peut prendre jusqu’à 72 heures. Un virement bancaire peut ensuite demander jusqu’à cinq jours.</p>
<table>
<thead>
<tr>
<th>Élément vérifié</th>
<th>Détail annoncé</th>
</tr>
</thead>
<tbody>
<tr>
<td>Âge minimum</td>
<td>18 ans, ou l’âge légal supérieur applicable</td>
</tr>
<tr>
<td>Documents courants</td>
<td>Pièce d’identité et justificatif de domicile de moins de 6 mois</td>
</tr>
<tr>
<td>Examen KYC</td>
<td>Retour annoncé sous 24 à 48 heures</td>
</tr>
<tr>
<td>Contrôle du retrait</td>
<td>Jusqu’à 72 heures ou 3 jours ouvrés</td>
</tr>
<tr>
<td>Retrait minimum</td>
<td>50&nbsp;€ ou équivalent, sauf règle différente du moyen choisi</td>
</tr>
<tr>
<td>Arrivée par virement</td>
<td>Jusqu’à 5 jours après la libération du paiement</td>
</tr>
</tbody>
</table>
<h2>Comment répondre et conserver une trace du dossier</h2>
<p>Avant toute réponse, le joueur doit comparer le nom du compte, le nom du titulaire du moyen de paiement et les informations transmises à l’inscription. Les documents doivent être lisibles, valides et envoyés par le canal indiqué. Il faut également vérifier l’éligibilité territoriale&nbsp;: selon les conditions publiées, la France figure parmi les pays exclus.</p>
<h3>La formulation à demander au support Corgibet</h3>
<p>Le support doit fournir une réponse écrite qui répond à quatre points précis&nbsp;: le contrôle est-il accepté, le retrait est-il autorisé, quel montant sera traité et quel délai reste applicable&nbsp;? Si la demande est bloquée, le message doit identifier la règle concernée sans se limiter à une formule générale.</p>
<ol>
<li>Demander le statut exact du contrôle et le motif d’une éventuelle suspension&nbsp;;</li>
<li>Faire confirmer les documents encore nécessaires et leur format&nbsp;;</li>
<li>Demander le montant, le moyen de paiement et le délai estimé du retrait&nbsp;;</li>
<li>Conserver les courriels, captures, références de dossier et dates de chaque échange.</li>
</ol>
<h2>Conclusion</h2>
<p>Le bon résultat écrit est une décision compréhensible, datée et reliée à une action concrète. Elle doit distinguer l’identité, la propriété du paiement et la libération des fonds. Pour un joueur situé en France, la priorité reste toutefois de constater l’interdiction annoncée dans les conditions avant toute inscription, dépôt ou tentative de retrait.</p>
<h2>Questions fréquemment posées</h2>
<p>Ces réponses résument les points pratiques à vérifier avant de poursuivre une demande.</p>
<h3>Un retrait peut-il être libéré avant la vérification KYC&nbsp;?</h3>
<p>Non. Les règles indiquent qu’aucun retrait n’est traité avant la réalisation des contrôles requis. Corgibet peut demander une pièce d’identité, un justificatif de domicile ou une preuve de propriété du moyen de paiement avant de prendre une décision.</p>
<h3>Que faire si le statut reste «&nbsp;en cours&nbsp;» après 72 heures&nbsp;?</h3>
<p>Il faut demander par écrit la date de réception des documents, le motif du retard et le délai restant. Joignez la référence du retrait, sans envoyer plusieurs versions contradictoires des pièces. Les échanges doivent être conservés pour permettre un suivi précis.</p>
<h3>La page française autorise-t-elle les joueurs résidant en France&nbsp;?</h3>
<p>Non. Une interface en français indique seulement une localisation linguistique. Les conditions publiées excluent la France et ses territoires ultramarins. Il faut donc vérifier l’éligibilité dans les règles applicables avant toute opération financière.</p>
]]></content:encoded>
			<wfw:commentRss>https://offshoreroofing.com.au/2026/10/quel-resultat-ecrit-attendre-apres-une-verification-de-retrait-chez-corgibet-en-france/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Boomerang Bet: Ein Leitfaden zu den Tischspielen im Casino</title>
		<link>https://offshoreroofing.com.au/2026/10/boomerang-bet-ein-leitfaden-zu-den-tischspielen-im-casino/</link>
		<comments>https://offshoreroofing.com.au/2026/10/boomerang-bet-ein-leitfaden-zu-den-tischspielen-im-casino/#comments</comments>
		<pubDate>Wed, 28 Oct 2026 12:13:35 +0000</pubDate>
		<dc:creator>Paul</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://offshoreroofing.com.au/?p=2179</guid>
		<description><![CDATA[Wer die Tischspiel-Optionen bei boomerang bet casino prüfen möchte, sollte zwischen Roulette, Blackjack, Baccarat, Poker und verschiedenen Live-Formaten unterscheiden. Dieser Überblick zeigt, welche Kategorien in der öffentlichen Spielübersicht genannt werden, wie Bonusbedingungen Tischspiele behandeln und worauf österreichische Nutzer bei Verfügbarkeit, &#8230; <a href="https://offshoreroofing.com.au/2026/10/boomerang-bet-ein-leitfaden-zu-den-tischspielen-im-casino/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Wer die Tischspiel-Optionen bei <a href="https://lungauring.at/">boomerang bet casino</a> prüfen möchte, sollte zwischen Roulette, Blackjack, Baccarat, Poker und verschiedenen Live-Formaten unterscheiden. Dieser Überblick zeigt, welche Kategorien in der öffentlichen Spielübersicht genannt werden, wie Bonusbedingungen Tischspiele behandeln und worauf österreichische Nutzer bei Verfügbarkeit, Spielregeln und Domain-Identität achten sollten. Nicht jede historische Angabe ist für die österreichische Route aktuell bestätigt.</p>
<h2>Welche Tischspiel-Kategorien bietet Boomerang Bet?</h2>
<p>Die öffentlich beschriebene Casino-Navigation führt Tischspiele als eigene Kategorie. Zusätzlich werden Live-Casino-Bereiche genannt, die klassische Spiele mit einem Anbieter und einem Live-Tisch verbinden. Die konkrete Auswahl kann sich nach Land, Konto, Anbieter und Zeitpunkt unterscheiden. Die folgende Einordnung beschreibt die aufgeführten Kategorien, nicht eine Garantie für jedes einzelne Spiel.</p>
<table>
<thead>
<tr>
<th>Kategorie</th>
<th>Typische Spielarten</th>
<th>Hinweis zur Auswahl</th>
<th>Status der Angabe</th>
</tr>
</thead>
<tbody>
<tr>
<td>Roulette</td>
<td>Europäisches Roulette und verwandte Varianten</td>
<td>Regeln und Einsätze können je Titel abweichen</td>
<td>Als Live-Casino-Kategorie aufgeführt</td>
</tr>
<tr>
<td>Blackjack</td>
<td>Blackjack an klassischen oder Live-Tischen</td>
<td>Auszahlung und Nebenwetten sind titelabhängig</td>
<td>Als Live-Casino-Kategorie aufgeführt</td>
</tr>
<tr>
<td>Baccarat &amp; Dice</td>
<td>Baccarat sowie Würfelspiele</td>
<td>Die genaue Unterauswahl wird nicht pauschal festgelegt</td>
<td>Als Live-Casino-Kategorie aufgeführt</td>
</tr>
<tr>
<td>Poker</td>
<td>Pokerformate im Live-Bereich</td>
<td>Spielregeln müssen vor der Teilnahme geprüft werden</td>
<td>Als Live-Casino-Kategorie aufgeführt</td>
</tr>
</tbody>
</table>
<h2>Live-Casino und klassische Tischspiele richtig vergleichen</h2>
<p>Bei klassischen digitalen Tischspielen werden Karten, Kugel oder Würfel durch Software dargestellt. Live-Casino-Spiele verbinden dieselben Grundregeln mit einem moderierten Tisch und einem Echtzeitbild. Die öffentliche Übersicht nennt unter anderem Evolution, Pragmatic Live, Red Tiger, Swintt und Triple Edge im Live-Bereich. Auch Imagine Live, SA Gaming, AE Sexy und Live Vegas werden im Anbieterverzeichnis genannt.</p>
<h3>Regeln, Limits und Spieltempo</h3>
<p>Vor dem Start sollten Nutzer die Spielbeschreibung öffnen und Einsatzgrenzen, Nebenwetten, Auszahlungsregeln sowie mögliche Tischlimits prüfen. Diese Werte gelten nicht automatisch für alle Roulette- oder Blackjack-Tische. Ein niedriger Mindesteinsatz kann für Gelegenheitsspieler passend sein, während hohe Höchsteinsätze eher für erfahrene Nutzer vorgesehen sind. Entscheidend ist immer die Information auf der jeweiligen Spielseite.</p>
<h3>Bonusregeln bei Tischspielen</h3>
<p>Die beschriebenen Bonusbedingungen behandeln Tisch- und Kartenspiele nicht wie Spielautomaten. Für den Casino-Bonus wird für Tisch- und Kartenspiele ein Beitragswert von 0 % genannt. Live-Casino-Spiele tragen dagegen mit 10 % zum Umsatz bei. Spielautomaten, Rubbellose und Keno werden mit 100 % angegeben. Deshalb kann ein Tischspiel zwar verfügbar sein, aber für die Freispiel- oder Bonusfreischaltung kaum oder gar nicht zählen.</p>
<table>
<thead>
<tr>
<th>Spielgruppe</th>
<th>Beitrag zum Casino-Umsatz</th>
<th>Praktische Bedeutung</th>
<th>Besonderer Hinweis</th>
</tr>
</thead>
<tbody>
<tr>
<td>Slots</td>
<td>100 %</td>
<td>Der Einsatz zählt vollständig für den genannten Casino-Umsatz</td>
<td>Gilt laut Beschreibung für berechtigte Spiele</td>
</tr>
<tr>
<td>Live-Casino</td>
<td>10 %</td>
<td>Der Umsatz wird nur teilweise angerechnet</td>
<td>Die konkrete Berechnung sollte im Bonusfenster geprüft werden</td>
</tr>
<tr>
<td>Video Poker und Plinko</td>
<td>10 %</td>
<td>Nur ein begrenzter Anteil wird berücksichtigt</td>
<td>Spiele können weiteren Einschränkungen unterliegen</td>
</tr>
<tr>
<td>Tisch- und Kartenspiele</td>
<td>0 %</td>
<td>Sie tragen laut den genannten Regeln nicht zum Casino-Umsatz bei</td>
<td>Ein aktiver Bonus kann zusätzliche Regeln enthalten</td>
</tr>
</tbody>
</table>
<h2>Worauf österreichische Nutzer vor dem Spielen achten sollten</h2>
<p>Die wichtigste Prüfung betrifft die genaue Website. Die recherchierte nummerierte Route war nicht zugänglich. Andere ähnlich benannte Domains wurden getrennt behandelt und dürfen nicht automatisch als derselbe Betreiber, dasselbe Konto oder dieselben Bedingungen angesehen werden. Auch eine behauptete Lizenz und die Zuordnung zu einem Betreiber waren in der Prüfung nicht abschließend bestätigt.</p>
<h3>Verfügbarkeit und Kontoprüfung</h3>
<p>Für die Nutzung können Registrierung, Altersprüfung und weitere Identitätskontrollen erforderlich sein. In den beschriebenen Abläufen können Ausweis, Adressnachweis und der Nachweis der Zahlungsmethode verlangt werden. Die genannte übliche Prüfungsdauer im Help Centre beträgt 24 bis 48 Stunden. Tischspiele und Bonusfunktionen können erst nach einer erfolgreichen Prüfung vollständig nutzbar sein.</p>
<h3>Verantwortung und Zahlungsfragen</h3>
<p>Das Mindestalter wird mit 18 Jahren angegeben. Nutzer sollten nur Beträge einsetzen, deren Verlust sie verkraften können, und vorab ein persönliches Limit festlegen. Die öffentlich beschriebene Kontoschließung setzt ein Guthaben von null und keine offenen Auszahlungen voraus. Eine Selbstsperre soll über den Kundendienst beantragt werden. Zahlungsarten, Gebühren und Bearbeitungszeiten sollten direkt im eigenen Kassenbereich geprüft werden, weil keine aktuelle vollständige Matrix für die nummerierte Route bestätigt wurde.</p>
<ol>
<li>Öffne zuerst die konkrete Tischspielseite und prüfe Anbieter, Regeln, Einsatzgrenzen und Auszahlungen.</li>
<li>Kontrolliere im Bonusbereich, ob der gewählte Tisch überhaupt zum Umsatz beiträgt.</li>
<li>Vergleiche die Domain mit den Angaben im Konto und verwende keine fremden oder ähnlich benannten Zugänge.</li>
<li>Lege ein Einsatzlimit fest und beende die Sitzung, sobald dieses Limit erreicht ist.</li>
</ol>
<table>
<thead>
<tr>
<th>Prüfpunkt</th>
<th>Konkrete Angabe</th>
<th>Warum er wichtig ist</th>
<th>Vor dem Spiel prüfen</th>
</tr>
</thead>
<tbody>
<tr>
<td>Mindestalter</td>
<td>18 Jahre</td>
<td>Altersvorgabe für die Kontoeröffnung</td>
<td>Alters- und Identitätsprüfung</td>
</tr>
<tr>
<td>Verifizierungsprüfung</td>
<td>Üblicherweise 24–48 Stunden</td>
<td>Auszahlungen oder Bonusguthaben können davon abhängen</td>
<td>Status im Konto und angeforderte Unterlagen</td>
</tr>
<tr>
<td>Bonusablauf</td>
<td>Casino-Bonus: 10 Tage</td>
<td>Nicht abgeschlossene Bedingungen können verfallen</td>
<td>Aktivierungsdatum und individuelle Bedingungen</td>
</tr>
<tr>
<td>Live-Casino-Beitrag</td>
<td>10 %</td>
<td>Nur ein Teil des Einsatzes zählt zum Bonusumsatz</td>
<td>Regeln des konkreten Bonusfensters</td>
</tr>
</tbody>
</table>
<h2>Fazit</h2>
<p>Boomerang Bet führt Tischspiele in klassischen und Live-Casino-Kategorien, darunter Roulette, Blackjack, Baccarat, Würfelspiele und Poker. Für Bonusnutzer ist der Unterschied zwischen Live-Casino mit 10 % Beitrag und Tisch- sowie Kartenspielen mit 0 % besonders wichtig. Vor einer Einzahlung sollten österreichische Nutzer die genaue Domain, die Spielregeln, die Verifizierung und die aktuell sichtbaren Kassen- und Bonusbedingungen kontrollieren.</p>
<h2>Häufig gestellte Fragen</h2>
<p>Die folgenden Antworten fassen die wichtigsten praktischen Punkte zur Auswahl und Prüfung der Tischspiele zusammen.</p>
<h3>Welche Tischspiele sind bei Boomerang Bet aufgeführt?</h3>
<p>Die öffentliche Beschreibung nennt Roulette, Blackjack, Baccarat, Würfelspiele und Poker. Sie erscheinen teilweise als Live-Casino-Kategorien. Welche einzelnen Tische tatsächlich verfügbar sind, kann von der österreichischen Route, dem Konto, dem Anbieter und dem aktuellen Spielkatalog abhängen.</p>
<h3>Zählen Tischspiele für einen Casino-Bonus?</h3>
<p>Nach den beschriebenen Regeln werden Tisch- und Kartenspiele mit 0 % angerechnet. Live-Casino-Spiele erhalten dagegen einen Beitrag von 10 %. Vor dem Spiel sollten Nutzer die Bedingungen des eigenen Bonus öffnen, da einzelne Angebote zusätzliche Einschränkungen enthalten können.</p>
<h3>Ist die Lizenz von Boomerang Bet bestätigt?</h3>
<p>Die Prüfung des öffentlichen Registers ergab keine ausreichende Grundlage für eine bestätigte aktive Lizenz. Eine Lizenzangabe oder ein Siegel allein beweist den Status nicht. Nutzer sollten deshalb Betreibername, Domain und aktuelle rechtliche Angaben direkt auf der verwendeten Website abgleichen.</p>
<h3>Wie unterscheiden sich Live- und digitale Tischspiele?</h3>
<p>Digitale Varianten werden vollständig softwarebasiert dargestellt. Live-Spiele übertragen einen moderierten Tisch in Echtzeit. Beide Formen können unterschiedliche Einsatzlimits, Regeln, Anbieter und Bonusbeiträge haben. Die Spielbeschreibung vor dem Start ist daher wichtiger als die allgemeine Kategoriebezeichnung.</p>
]]></content:encoded>
			<wfw:commentRss>https://offshoreroofing.com.au/2026/10/boomerang-bet-ein-leitfaden-zu-den-tischspielen-im-casino/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Mobile search becomes more valuable when King Billy AU keeps results relevant</title>
		<link>https://offshoreroofing.com.au/2026/10/mobile-search-becomes-more-valuable-when-king-billy-au-keeps-results-relevant/</link>
		<comments>https://offshoreroofing.com.au/2026/10/mobile-search-becomes-more-valuable-when-king-billy-au-keeps-results-relevant/#comments</comments>
		<pubDate>Tue, 27 Oct 2026 18:19:19 +0000</pubDate>
		<dc:creator>Paul</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://offshoreroofing.com.au/?p=2175</guid>
		<description><![CDATA[Mobile search has changed how many Australian players narrow down where to play, because quick, relevant results save time on a smaller screen. When King Billy AU keeps results relevant, it becomes easier to compare what matters without scrolling through &#8230; <a href="https://offshoreroofing.com.au/2026/10/mobile-search-becomes-more-valuable-when-king-billy-au-keeps-results-relevant/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Mobile search has changed how many Australian players narrow down where to play, because quick, relevant results save time on a smaller screen. When King Billy AU keeps results relevant, it becomes easier to compare what matters without scrolling through clutter. That is especially useful for readers who want to move from a search query to a usable page with fewer taps. On the <a href="https://kingbillycasinos.com/">Official King Billy site</a>, relevance is not just a search feature; it shapes how quickly a visitor can judge whether the brand fits their needs.</p>
<p><img src="https://gamesreviews.com/wp-content/uploads/2023/11/kingbillyc1.jpg" alt="King Billy AU"></p>
<h2>Why relevance matters more on mobile</h2>
<p>On mobile, search accuracy reduces browsing time because people usually want a direct answer rather than a long browse. Small screens leave less room for distraction, so irrelevant results can feel more expensive in time and effort. That matters in Australia, where many readers are checking details on the move and may not want to dig through generic pages.</p>
<p>For King Billy AU, relevance also helps frame the visit properly. Instead of treating every search result as equally useful, a tighter result set makes it easier to understand the brand, the offer, and the limits of what should be checked before signing in or playing.</p>
<h2>How filters and sorting can help the right page surface</h2>
<p>Filters can improve relevance because they reduce the amount of material a player needs to scan. On mobile, that is important when a user is trying to move from a broad search to a more specific task, such as finding king billy casino login details, checking the king billy online casino entry point, or reviewing king billy casino real money information.</p>
<p>That does not mean every result should be chased. It means the search journey should narrow quickly enough that a reader can confirm they are looking at the right King Billy page. When search is organised well, the brand looks less like a maze and more like a short path to the most useful content.</p>
<table>
<tr>
<th>Mobile search factor</th>
<th>Why it matters</th>
<th>Practical effect</th>
</tr>
<tr>
<td>Search accuracy</td>
<td>Reduces browsing time</td>
<td>Fewer irrelevant pages to sift through</td>
</tr>
<tr>
<td>Filters</td>
<td>Improve relevance</td>
<td>Narrow the result set faster</td>
</tr>
<tr>
<td>Interface speed</td>
<td>Matters on smaller screens</td>
<td>Less waiting between taps</td>
</tr>
<tr>
<td>Clear pathways</td>
<td>Support quick decisions</td>
<td>Helps users judge the right page sooner</td>
</tr>
<tr>
<td>Result clarity</td>
<td>Limits confusion</td>
<td>Makes mobile browsing more efficient</td>
</tr>
</table>
<h2>The role of interface speed on a small screen</h2>
<p>Interface speed matters on smaller screens because mobile browsing punishes delay more than desktop use does. A page that loads slowly, or asks for too much back-and-forth, can interrupt the search process before a reader has a chance to compare options properly. That is especially relevant when a user is trying to decide whether to continue with a brand or move on.</p>
<p>King Billy AU becomes more valuable when the route from search to page feels direct. Fast response times do not replace relevance, but they work with it. If a result is both useful and quick to open, the mobile experience becomes easier to manage and less likely to waste the reader’s time.</p>
<h2>What the brand setup tells mobile searchers</h2>
<p>King Billy was established in 2017 and operates under Dama N.V. with a Curacao eGaming licence from the Netherlands Antilles. It also supports mobile browser use rather than an app. That combination matters because it tells mobile searchers what kind of experience to expect: browser-based access, not a separate app workflow.</p>
<p>The brand also offers English among several languages, plus currencies including EUR, AUD, BTC and ETH. For an Australian reader, that can make the result more immediately recognisable. The key point is not just availability, but whether the search result leads to the right version of the brand without unnecessary detours.</p>
<h2>Relevant results should help readers verify practical details</h2>
<p>When mobile search is working well, it should help a visitor verify the details that matter before taking any next step. That can include the welcome bonus structure, the x35 bonus wagering, or the fact that the minimum deposit and minimum withdrawal are both 20. It can also help clarify whether a page is relevant to King Billy online casino use rather than a random mention of the brand.</p>
<ul>
<li>Check whether the page is the correct brand entry point.</li>
<li>Confirm whether the content relates to mobile browser use.</li>
<li>Look for the right currency and language setting.</li>
<li>Use search terms that match the exact task, not just the brand name.</li>
</ul>
<p>This kind of relevance saves time because it cuts down on false starts.</p>
<h2>Where the strengths and limits sit for Australian readers</h2>
<p>King Billy has a wide game selection, crypto support and a loyalty program, which can make it appealing once a user reaches the right page. The platform also has live chat and email support, and it is backed by a long-running brand that many international players already know. Those are useful signals, but they are not the same as local regulation.</p>
<p>For Australian readers, the main limitation is equally important. The site is not locally regulated in AU, withdrawal timing for non-VIP players can be slower, and Reddit sentiment is mixed, with some payout delays reported. So mobile search relevance helps the first step, but readers still need to check whether the overall setup suits their expectations.</p>
<h2>FAQ</h2>
<h3>Why does mobile search relevance matter so much?</h3>
<p>It shortens the path from a search query to the right page. On a smaller screen, that can make browsing feel less tiring and more efficient.</p>
<h3>Does King Billy AU use a mobile app?</h3>
<p>No app is supplied in the available information. Mobile support is through a browser, so users should expect a web-based experience.</p>
<h3>What should Australian readers verify first?</h3>
<p>They should confirm they are on the correct King Billy page and check whether the content matches the task, such as login, real money play, or general browsing.</p>
<h3>Are search filters useful here?</h3>
<p>Yes. Filters can improve relevance by narrowing the result set, which helps mobile users avoid wasting time on pages that do not match their intent.</p>
<h3>Is every positive review a guarantee?</h3>
<p>No. Trustpilot scores and Reddit comments can add context, but they do not prove safety, legality or quality on their own.</p>
]]></content:encoded>
			<wfw:commentRss>https://offshoreroofing.com.au/2026/10/mobile-search-becomes-more-valuable-when-king-billy-au-keeps-results-relevant/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>casinia Casino Deposit Bonuses in Österreich: Bedingungen verständlich erklärt</title>
		<link>https://offshoreroofing.com.au/2026/10/casinia-casino-deposit-bonuses-in-osterreich-bedingungen-verstandlich-erklart/</link>
		<comments>https://offshoreroofing.com.au/2026/10/casinia-casino-deposit-bonuses-in-osterreich-bedingungen-verstandlich-erklart/#comments</comments>
		<pubDate>Tue, 27 Oct 2026 14:40:25 +0000</pubDate>
		<dc:creator>Paul</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://offshoreroofing.com.au/?p=2171</guid>
		<description><![CDATA[Ein Deposit-Bonus bei casinia kann den Start im Online-Casino interessanter machen, bringt aber immer Bedingungen mit sich. Entscheidend sind nicht nur der beworbene Bonusbetrag und Freispiele, sondern auch Umsatz, Fristen, erlaubte Spiele und mögliche Auszahlungslimits. Wer die Regeln vor der &#8230; <a href="https://offshoreroofing.com.au/2026/10/casinia-casino-deposit-bonuses-in-osterreich-bedingungen-verstandlich-erklart/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Ein Deposit-Bonus bei casinia kann den Start im Online-Casino interessanter machen, bringt aber immer Bedingungen mit sich. Entscheidend sind nicht nur der beworbene Bonusbetrag und Freispiele, sondern auch Umsatz, Fristen, erlaubte Spiele und mögliche Auszahlungslimits. Wer die Regeln vor der Einzahlung prüft, kann unangenehme Überraschungen vermeiden. Dieser Überblick hilft Ihnen dabei, die Angebote von <a href="https://hausaerztinnen11.at/">casinia casino</a> ruhig und Schritt für Schritt einzuordnen.</p>
<h2>Welche casinia Deposit-Boni angeboten werden</h2>
<p>Bei der Registrierung wird eine Auswahl verschiedener Aktionen angezeigt. Die Angebote sind nicht automatisch kombinierbar: Sie wählen eine Option, einen Aktionscode oder die Anmeldung ohne Bonus. Für österreichische Nutzer ist es sinnvoll, die Bedingungen direkt im Registrierungsfenster zu kontrollieren, da sich Beträge und konkrete Aktionen ändern können.</p>
<h3>Der klassische Casino-Bonus</h3>
<p>Als frühere Registrierungsoption wurde ein 100-prozentiger Bonus bis zu 500 € zusammen mit 200 Freispiele angezeigt. Eine weitere Casino-Option bot 200 Prozent bis zu 50 €. Diese Angaben stammen aus einer früheren Erfassung und sollten deshalb vor der Einzahlung nochmals im Konto bestätigt werden.</p>
<h3>Bonusauswahl und Aktivierung</h3>
<p>Nach der Auswahl muss eine passende Einzahlung erfolgen. Laut den verfügbaren Hinweisen wird ein qualifizierender Bonus normalerweise nach der Einzahlung zur Aktivierung bereitgestellt. Falls er nicht erscheint, sollte der Support kontaktiert werden, bevor das eingezahlte Geld verspielt wird. So lässt sich besser klären, ob die Aktion korrekt zugeordnet wurde.</p>
<h2>Umsatzbedingungen und erlaubte Spiele</h2>
<p>Die allgemeinen Bonusregeln sehen für einen Einzahlungsbonus normalerweise einen Umsatz von 35-mal der Summe aus Einzahlung und Bonus vor, sofern die jeweilige Aktion nichts anderes bestimmt. Ein Beispiel: Bei 100 € Einzahlung und 100 € Bonus wären 200 € die Berechnungsgrundlage. Der erforderliche Umsatz läge dann bei 7.000 €. Das ist eine Rechenhilfe, keine Garantie für die Bedingungen jedes einzelnen Angebots.</p>
<h3>Welche Spiele zum Umsatz beitragen</h3>
<p>Die Spielkategorie beeinflusst, wie schnell ein Bonus umgesetzt werden kann. Gewöhnliche Slots, Rubbellose und Keno werden in der allgemeinen Regel mit 100 Prozent angerechnet. Live-Spiele, Video Poker und Plinko zählen mit 10 Prozent. Tisch- und Kartenspiele tragen grundsätzlich nicht zum Bonusumsatz bei.</p>
<p>Einige Spiele sind ausgeschlossen oder gelten als Sondergruppe. Jackpot-Slots, Slingo und Bingo dürfen laut den allgemeinen Regeln nicht mit Bonusguthaben gespielt werden. Crazy Time, Dream Catcher, Dream Catcher First Person und Monopoly werden mit 50 Prozent genannt. Bei ähnlich benannten Spielen sollten Sie den exakten Titel und Anbieter prüfen.</p>
<h3>Fristen und Auszahlungslimits</h3>
<p>Ein Standard-Einzahlungsbonus muss nach den allgemeinen Regeln innerhalb von 10 Tagen umgesetzt werden. Der maximale Auszahlungsbetrag kann auf das Zehnfache des erhaltenen Bonus begrenzt sein. Eine Auszahlung vor Abschluss des Umsatzes kann dazu führen, dass Bonusguthaben und daraus entstandene Gewinne verfallen. Die konkrete Aktionsseite hat immer Vorrang vor der allgemeinen Regel.</p>
<table>
<thead>
<tr>
<th>Regel</th>
<th>Allgemeine Angabe</th>
<th>Worauf Sie achten sollten</th>
</tr>
</thead>
<tbody>
<tr>
<td>Einzahlungsbonus</td>
<td>35-facher Umsatz</td>
<td>Einzahlung und Bonus werden meist zusammen berechnet</td>
</tr>
<tr>
<td>Umsetzungsfrist</td>
<td>10 Tage</td>
<td>Die Frist beginnt laut allgemeinem Rahmen mit dem Erhalt des Bonus</td>
</tr>
<tr>
<td>Maximale Auszahlung</td>
<td>10-facher Bonusbetrag</td>
<td>Eine spezielle Aktion kann eine andere Grenze nennen</td>
</tr>
<tr>
<td>Slots, Rubbellose, Keno</td>
<td>100 Prozent Beitrag</td>
<td>Ausnahmen und ausgeschlossene Titel beachten</td>
</tr>
<tr>
<td>Live-Spiele, Video Poker, Plinko</td>
<td>10 Prozent Beitrag</td>
<td>Der Umsatz steigt deutlich langsamer</td>
</tr>
<tr>
<td>Tisch- und Kartenspiele</td>
<td>0 Prozent Beitrag</td>
<td>Diese Spiele helfen nicht beim Bonusumsatz</td>
</tr>
</tbody>
</table>
<h2>So prüfen Sie einen casinia Bonus vor der Einzahlung</h2>
<p>Die wichtigste Entscheidung fällt nicht beim höchsten Werbebetrag, sondern bei den Bedingungen, die Sie realistisch erfüllen können. Nehmen Sie sich vor der Einzahlung kurz Zeit für diese Punkte:</p>
<ul>
<li>Prüfen Sie den genauen Bonusbetrag, die Mindesteinzahlung und die Gültigkeitsdauer.</li>
<li>Lesen Sie nach, welche Spiele zugelassen sind und wie stark sie angerechnet werden.</li>
<li>Kontrollieren Sie die Umsatzformel sowie eine mögliche maximale Auszahlung.</li>
<li>Verwenden Sie nur ein Konto und nur Zahlungsmittel im eigenen Namen.</li>
<li>Stoppen Sie die Einzahlung, wenn die Bonusgutschrift nicht eindeutig angezeigt wird.</li>
</ul>
<p>Bei casinia ist außerdem nur ein Konto pro Person, Haushalt, E-Mail-Adresse, Telefonnummer und IP-Adresse vorgesehen. Mehrfachkonten können zur Schließung und zum Verlust von Bonus oder Gewinnen führen. Eine Identitätsprüfung kann vor oder nach Einzahlungen und Auszahlungen verlangt werden. Angeforderte Unterlagen sollten innerhalb der genannten Frist eingereicht werden, damit die Bearbeitung nicht unnötig verzögert wird.</p>
<h2>Fazit: Bonusbedingungen vor dem Spielen vergleichen</h2>
<p>Ein casinia Deposit-Bonus kann sich lohnen, wenn Umsatz, Spieleinsatz und Frist zu Ihrem geplanten Spielverhalten passen. Der wichtigste Schritt ist deshalb der Vergleich der konkreten Aktion mit den allgemeinen Regeln. Rechnen Sie den Umsatz vorab durch, meiden Sie ausgeschlossene Spiele und zahlen Sie nur einen Betrag ein, den Sie als Unterhaltungskosten betrachten. Wenn eine Bedingung unklar bleibt, ist eine Nachfrage beim Support die sicherere Lösung als eine vorschnelle Einzahlung.</p>
<h2>Häufig gestellte Fragen</h2>
<p>Die folgenden Antworten fassen praktische Punkte zusammen, die bei der Auswahl und Nutzung eines Deposit-Bonus häufig entscheidend sind.</p>
<h3>Kann ich mich bei casinia ohne Bonus registrieren?</h3>
<p>Ja. Bei der Registrierung wird neben mehreren Bonusoptionen auch eine Anmeldung ohne Bonus angezeigt. Diese Wahl kann sinnvoll sein, wenn Sie keine Umsatzbedingungen akzeptieren möchten. Prüfen Sie trotzdem die allgemeinen Regeln für Einzahlungen, Auszahlungen und Kontoverifizierung.</p>
<h3>Was passiert, wenn ich vor dem Umsatz eine Auszahlung beantrage?</h3>
<p>Nach den allgemeinen Bonusbedingungen können Bonusguthaben und daraus entstandene Gewinne verfallen, wenn Sie vor Abschluss des erforderlichen Umsatzes eine Auszahlung beantragen. Lesen Sie zuerst die Bedingungen der konkreten Aktion und wenden Sie sich bei Unsicherheit an den Support.</p>
<h3>Wie erkenne ich, ob ein Spiel für den Bonus zählt?</h3>
<p>Die Anrechnung hängt von der Kategorie und vom genauen Spiel ab. Slots zählen häufig vollständig, während Live-Spiele meist nur teilweise beitragen. Einige Jackpot-, Bingo- und Slingo-Spiele sind ausgeschlossen. Entscheidend ist daher der konkrete Spieltitel in den Bonusbedingungen.</p>
<h3>Kann casinia eine Identitätsprüfung verlangen?</h3>
<p>Ja. Möglich sind unter anderem ein Ausweis, ein Adressnachweis und ein Nachweis über die Inhaberschaft der verwendeten Zahlungsmethode. Prüfungen können vor oder nach einer Auszahlung stattfinden. Reichen Sie angeforderte Unterlagen vollständig ein und nutzen Sie nur eigene Zahlungsdaten.</p>
]]></content:encoded>
			<wfw:commentRss>https://offshoreroofing.com.au/2026/10/casinia-casino-deposit-bonuses-in-osterreich-bedingungen-verstandlich-erklart/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Simsinos en France : comprendre les limites de caisse quand une transaction est en attente</title>
		<link>https://offshoreroofing.com.au/2026/10/simsinos-en-france-comprendre-les-limites-de-caisse-quand-une-transaction-est-en-attente/</link>
		<comments>https://offshoreroofing.com.au/2026/10/simsinos-en-france-comprendre-les-limites-de-caisse-quand-une-transaction-est-en-attente/#comments</comments>
		<pubDate>Mon, 26 Oct 2026 16:05:12 +0000</pubDate>
		<dc:creator>Paul</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://offshoreroofing.com.au/?p=2155</guid>
		<description><![CDATA[Un montant peut sembler respecter la limite affichée et pourtant être refusé par la caisse de Simsinos. La raison se trouve souvent dans le cumul des opérations en attente, les règles propres au moyen de paiement ou le contrôle du &#8230; <a href="https://offshoreroofing.com.au/2026/10/simsinos-en-france-comprendre-les-limites-de-caisse-quand-une-transaction-est-en-attente/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Un montant peut sembler respecter la limite affichée et pourtant être refusé par la caisse de Simsinos. La raison se trouve souvent dans le cumul des opérations en attente, les règles propres au moyen de paiement ou le contrôle du compte, plutôt que dans le montant saisi seul. Pour examiner <a href="https://simsinos.eu.com/">simsinos en ligne</a> avec méthode, il faut distinguer les limites publiques de la configuration réellement appliquée à votre compte.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/webp;base64,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" alt="simsinos" border="0" /></p>
<h2>Pourquoi une limite Simsinos peut sembler incohérente</h2>
<p>Les montants visibles sur la page publique ne constituent pas toujours un devis ferme pour un joueur français connecté. Ils correspondent à une configuration en euros, consultable avant l’ouverture complète de la caisse. Simsinos précise que le pays, le prestataire, le moyen sélectionné et les contrôles du compte peuvent modifier la disponibilité et les plafonds finaux.</p>
<h3>La limite affichée ne concerne pas forcément le total réel</h3>
<p>Une limite de dépôt de 2 000 € peut sembler autoriser une nouvelle opération de 500 €. Pourtant, la plateforme peut tenir compte d’un dépôt précédent encore en traitement, d’une tentative non finalisée ou d’une transaction dont le prestataire n’a pas encore confirmé le résultat. Le plafond pertinent devient alors le montant disponible après déduction des opérations réservées, et non le chiffre général affiché dans l’interface.</p>
<p>Cette logique explique aussi pourquoi deux utilisateurs peuvent voir des résultats différents avec le même moyen de paiement. La caisse tient compte de l’historique, du pays, du fournisseur et des vérifications nécessaires. Une transaction refusée ne prouve donc pas que la limite publiée est erronée.</p>
<h3>Les opérations en attente réduisent-elles la marge disponible ?</h3>
<p>Les conditions publiques ne donnent pas de formule détaillée pour calculer une limite après une transaction en attente. Il faut donc éviter de présenter ce calcul comme une règle mathématique garantie. En pratique, une opération non confirmée peut immobiliser temporairement une partie de la capacité de dépôt ou déclencher un contrôle supplémentaire.</p>
<p>Avant de réessayer, vérifiez l’historique de caisse et le statut exact de chaque opération. Multiplier les tentatives peut compliquer le rapprochement entre la banque, le prestataire et le compte Simsinos. Si une somme a été débitée sans apparaître au solde, conservez l’heure, le montant et la référence de transaction avant de contacter l’assistance.</p>
<h2>Les plafonds de dépôt et de retrait à vérifier</h2>
<p>La configuration publique en euros présente plusieurs moyens avec des fourchettes positives. Ces chiffres sont utiles pour repérer l’ordre de grandeur, mais ils ne remplacent pas la caisse connectée. Simsinos indique aussi un plafond général de retrait mensuel de 50 000 €, avec la possibilité d’exceptions pour certains profils VIP.</p>
<table>
<thead>
<tr>
<th>Moyen</th>
<th>Dépôt configuré</th>
<th>Point à retenir</th>
</tr>
</thead>
<tbody>
<tr>
<td>Carte bancaire</td>
<td>10 € à 2 000 €</td>
<td>La confirmation dépend de l’émetteur</td>
</tr>
<tr>
<td>Cashlib</td>
<td>10 € à 1 000 €</td>
<td>Fonctionne comme solution prépayée</td>
</tr>
<tr>
<td>MiFinity</td>
<td>10 € à 2 000 €</td>
<td>Retrait public de 10 € à 2 000 €</td>
</tr>
<tr>
<td>Virement bancaire</td>
<td>10 € à 5 000 €</td>
<td>Le traitement bancaire peut varier</td>
</tr>
<tr>
<td>Revolut</td>
<td>10 € à 5 000 €</td>
<td>Disponibilité à confirmer dans la caisse</td>
</tr>
<tr>
<td>Cryptomonnaie</td>
<td>10 € à 5 000 €</td>
<td>Retrait public de 20 € à 5 000 €</td>
</tr>
</tbody>
</table>
<p>Le retrait comporte ses propres contraintes. Le montant minimal général annoncé est de 20 €, tandis que certains moyens affichent un seuil différent. Les retraits utilisent normalement le même moyen que le dépôt. Lorsque plusieurs méthodes ont servi, Simsinos peut répartir le paiement entre elles. Les comptes de paiement doivent appartenir au joueur, faute de quoi une suspension ou une fermeture peut intervenir.</p>
<h3>Ce que changent le turnover et les contrôles de compte</h3>
<p>Chaque dépôt doit être joué à 100 % avant une demande de retrait. Cette règle s’ajoute aux conditions d’un bonus éventuellement actif. Une demande située dans la fourchette affichée peut donc rester bloquée si le turnover du dépôt n’est pas terminé, si une promotion impose une condition ou si une vérification d’identité est en cours.</p>
<p>Simsinos peut demander une pièce d’identité, un justificatif de domicile, des relevés bancaires ou des documents sur l’origine des fonds. Les contrôles peuvent survenir à tout moment. Le délai de traitement dépend alors de la réception et de la validation des documents, pas uniquement de la méthode choisie.</p>
<h2>Comment diagnostiquer un montant refusé sur Simsinos</h2>
<p>Le bon réflexe consiste à avancer du plus simple au plus précis. Un message de refus peut signaler une limite atteinte, mais aussi un moyen momentanément indisponible, une transaction précédente non résolue ou une incompatibilité avec une offre. La caisse affiche parfois un bonus à côté des méthodes éligibles, ce qui peut aussi influencer le choix proposé.</p>
<ol>
<li>Ouvrez l’historique et identifiez les dépôts en attente, annulés ou confirmés.</li>
<li>Comparez le montant disponible avec le plafond affiché pour le moyen choisi.</li>
<li>Vérifiez que le compte de paiement est à votre nom et que le compte Simsinos est correctement vérifié.</li>
<li>Contrôlez le turnover du dépôt et les conditions de tout bonus actif.</li>
<li>Attendez la résolution d’une transaction en cours avant de multiplier les nouvelles tentatives.</li>
<li>Transmettez au support la référence, l’heure, le montant et une capture du message de refus.</li>
</ol>
<p>Cette méthode évite de confondre un problème de plafond avec un problème de traitement. Elle vaut aussi pour les recherches sur les options de paiement : Simsinos paysafecard n’est pas le libellé vérifié dans la configuration publique, qui mentionne Cashlib. De même, Simsinos virement bancaire peut renvoyer à plusieurs rails, dont le virement classique et le transfert bancaire instantané, avec des limites différentes.</p>
<table>
<thead>
<tr>
<th>Situation</th>
<th>Limite ou règle pertinente</th>
<th>Conséquence possible</th>
</tr>
</thead>
<tbody>
<tr>
<td>Retrait standard</td>
<td>Minimum général de 20 €</td>
<td>Une demande inférieure peut être rejetée</td>
</tr>
<tr>
<td>Retrait mensuel</td>
<td>50 000 €</td>
<td>Les paiements importants peuvent être fractionnés</td>
</tr>
<tr>
<td>Dépôt avant retrait</td>
<td>100 % du dépôt à jouer</td>
<td>La demande peut rester indisponible</td>
</tr>
<tr>
<td>Compte inactif</td>
<td>Après 6 mois d’inactivité</td>
<td>Des frais de 5 € par mois peuvent s’appliquer</td>
</tr>
<tr>
<td>Solde final à la fermeture</td>
<td>Moins de 10 €</td>
<td>Il n’est pas remboursé selon les conditions</td>
</tr>
</tbody>
</table>
<p>Le site fonctionne dans un navigateur sur ordinateur, tablette et mobile. La version vérifiée ne présente pas de lien vers une application native dans les boutiques, même si une recherche Simsinos application mobile peut conduire à des pages ou modules non disponibles. Pour une opération financière, le navigateur responsive et la caisse réellement connectée restent les références les plus sûres.</p>
<h2>La bonne lecture d’un refus de paiement</h2>
<p>Un montant « dans la limite » n’est pas forcément un montant immédiatement autorisé. La limite applicable peut intégrer les transactions en attente, le prestataire sélectionné, le turnover du dépôt, la vérification du compte et le plafond mensuel. Commencez par lire le statut de chaque opération, puis comparez la caisse connectée aux fourchettes publiques. Si le doute persiste, fournissez au support toutes les références utiles plutôt que de répéter le paiement. Cette démarche donne la meilleure chance d’identifier la vraie cause du refus.</p>
]]></content:encoded>
			<wfw:commentRss>https://offshoreroofing.com.au/2026/10/simsinos-en-france-comprendre-les-limites-de-caisse-quand-une-transaction-est-en-attente/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Accès au compte et retrait de l’application betify en France : que consigner en cas de problème</title>
		<link>https://offshoreroofing.com.au/2026/10/acces-au-compte-et-retrait-de-lapplication-betify-en-france-que-consigner-en-cas-de-probleme/</link>
		<comments>https://offshoreroofing.com.au/2026/10/acces-au-compte-et-retrait-de-lapplication-betify-en-france-que-consigner-en-cas-de-probleme/#comments</comments>
		<pubDate>Mon, 26 Oct 2026 15:52:21 +0000</pubDate>
		<dc:creator>Paul</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://offshoreroofing.com.au/?p=2151</guid>
		<description><![CDATA[Lorsqu’une application disparaît, redirige vers une autre page ou ne donne plus accès à un compte, il faut conserver des éléments précis avant de contacter le service client. Pour les joueurs français, cette méthode aide à distinguer un simple problème &#8230; <a href="https://offshoreroofing.com.au/2026/10/acces-au-compte-et-retrait-de-lapplication-betify-en-france-que-consigner-en-cas-de-probleme/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Lorsqu’une application disparaît, redirige vers une autre page ou ne donne plus accès à un compte, il faut conserver des éléments précis avant de contacter le service client. Pour les joueurs français, cette méthode aide à distinguer un simple problème technique d’une difficulté liée à la vérification, aux paiements ou aux conditions d’utilisation. Nous expliquons ici quoi enregistrer, comment protéger ses preuves et quelles informations vérifier autour de <a href="https://betify.uk.com/">betify casino</a> avant toute nouvelle opération.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/webp;base64,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" alt="betify" border="0" /></p>
<h2>Que vérifier lorsque l’accès à betify ne fonctionne plus</h2>
<p>Un accès défaillant peut prendre plusieurs formes : page blanche, bouton de connexion inactif, redirection vers un autre domaine ou application absente d’une boutique. Ces situations ne prouvent pas à elles seules un blocage de compte. La première étape consiste à noter exactement ce qui se passe, avec la date, l’heure et l’appareil utilisé. Il faut aussi éviter de multiplier les tentatives si un message indique que le compte est temporairement verrouillé.</p>
<h3>Documenter l’application, le domaine et le message affiché</h3>
<p>Le parcours public observé pour le marché français redirigeait l’adresse betify.com/fr vers betify1.pro/en, avec une interface principalement en anglais. Le centre d’aide comportait, lui, des articles en français. Cette différence mérite d’être conservée dans une capture d’écran, car elle peut expliquer pourquoi une page semble avoir disparu ou pourquoi certaines instructions ne correspondent pas à l’écran affiché.</p>
<p>Une recherche associée à <strong>betify app store</strong> ne doit pas être considérée comme une preuve qu’une application native est officiellement disponible. Le site mentionne une adaptation aux écrans mobiles et un article d’aide évoque une application, mais aucune présence vérifiée dans une boutique officielle n’a été établie. N’installez donc pas un fichier téléchargé depuis un lien inconnu et ne communiquez jamais votre mot de passe par messagerie.</p>
<h3>Vérifier l’identité du compte avant de demander de l’aide</h3>
<p>La création de compte demande notamment une adresse électronique, un nom d’utilisateur, un mot de passe, le pays de résidence et une devise. Un seul compte par joueur est autorisé. Lors d’un contact avec l’assistance, utilisez l’adresse associée au compte et indiquez le nom d’utilisateur, sans transmettre votre mot de passe ni une copie complète de votre carte bancaire.</p>
<p>Le support est accessible par courriel à support@betify.com et par chat en direct. Le centre d’aide français indique que le chat fonctionne 24 heures sur 24, 7 jours sur 7. Demandez un numéro de dossier ou, à défaut, conservez l’intégralité de l’échange. Une réponse générale ne suffit pas : demandez si le problème concerne la connexion, la vérification d’identité, le domaine utilisé ou une restriction de compte.</p>
<h2>betify : quelles preuves garder pour les retraits et la conformité</h2>
<p>Un problème d’accès devient plus sensible lorsqu’un retrait est en attente ou qu’une promotion est active. Les conditions publiées indiquent qu’une vérification de retrait peut durer jusqu’à 48 heures, week-ends et jours fériés compris. Ce délai correspond au contrôle initial ; un virement bancaire peut ensuite prendre jusqu’à cinq jours ouvrés, tandis que certains paiements électroniques ou cryptographiques sont annoncés dans un délai pouvant aller jusqu’à une heure après approbation.</p>
<h3>Conserver les informations liées aux paiements</h3>
<p>Avant de supprimer une application ou de changer d’appareil, enregistrez l’historique des dépôts, des retraits, des annulations et des demandes de justificatifs. Les montants doivent apparaître avec leur devise et leur date. Les dépôts sont généralement présentés avec un minimum de 20 €, tandis que le centre d’aide français indique un minimum de retrait de 50 €. Les conditions générales mentionnent toutefois 10 € par retrait : cette différence doit être signalée au support, et non interprétée en votre faveur.</p>
<table>
<thead>
<tr>
<th>Élément à relever</th>
<th>Information publiée</th>
<th>Précaution utile</th>
</tr>
</thead>
<tbody>
<tr>
<td>Vérification d’un retrait</td>
<td>Jusqu’à 48 heures</td>
<td>Le délai commence avec une demande complète</td>
</tr>
<tr>
<td>Virement bancaire</td>
<td>Jusqu’à 5 jours ouvrés après approbation</td>
<td>Le délai bancaire s’ajoute au contrôle</td>
</tr>
<tr>
<td>Paiements électroniques</td>
<td>Jusqu’à 1 heure après approbation selon le moyen</td>
<td>Ce n’est pas une promesse de paiement total en une heure</td>
</tr>
<tr>
<td>Dépôt général</td>
<td>Minimum publié de 20 €</td>
<td>Des exceptions liées au moyen peuvent exister</td>
</tr>
<tr>
<td>Retrait dans l’aide française</td>
<td>Minimum publié de 50 €</td>
<td>Les conditions générales indiquent aussi 10 €</td>
</tr>
<tr>
<td>Contrôle KYC</td>
<td>Jusqu’à 1 heure après un dossier complet</td>
<td>Des contrôles supplémentaires peuvent prolonger l’examen</td>
</tr>
</tbody>
</table>
<p>Les moyens documentés comprennent notamment Visa, Mastercard, Apple Pay, virement bancaire, Paysafecard, Flexepin et MiFinity. Plusieurs réseaux sont aussi mentionnés pour <strong>betify crypto</strong>, dont Bitcoin, Ethereum, Litecoin, Tron, Tether sur TRC20 et USD Coin sur ERC20. Un logo présent dans le pied de page ne suffit pas à confirmer qu’un moyen est disponible dans votre caisse. Faites une capture de l’écran réellement proposé sur votre compte.</p>
<h3>Éviter les erreurs liées aux bonus et à la licence</h3>
<p>Si un bonus ou des tours gratuits sont actifs, enregistrez le nom exact de l’offre, le montant du dépôt, la date d’activation et les conditions affichées. L’offre casino observée proposait 40 tours pour un dépôt de 20 € ou 100 tours pour 50 €, avec un plafond de gains de 250 €. La réclamation devait intervenir dans les 14 jours, et les tours expiraient 14 jours après leur crédit. Le texte mentionnait aussi un turnover d’au moins 1 x : il ne fallait donc pas promettre un retrait immédiat.</p>
<p>Les règles générales limitent la mise à 5 € lorsqu’un bonus casino est actif, sauf indication contraire. Les conditions relatives à l’annulation ou au retrait pendant un bonus ne sont pas parfaitement cohérentes entre les pages. Conservez donc la version affichée au moment de votre action.</p>
<ul>
<li>Capturez l’URL complète, la date, l’heure et le fuseau affiché.</li>
<li>Enregistrez le message d’erreur avant de vider le cache ou de réinstaller l’application.</li>
<li>Gardez les courriels, numéros de transaction, justificatifs transmis et réponses du support.</li>
<li>Demandez par écrit la raison d’un blocage et les documents encore nécessaires.</li>
<li>N’utilisez pas un nouveau compte pour contourner une restriction ou une vérification.</li>
</ul>
<p>La licence vérifiée ne correspond pas à une licence maltaise : le registre consulté indiquait une licence B2C d’Anjouan, numéro ALSI-202602010-FI1, valable du 16 février 2026 au 15 février 2027, au nom de 3-102-947207 SRL. Le registre listait betify.com, mais pas le domaine de redirection betify1.pro. Cette distinction doit figurer dans toute réclamation précise. De même, une offre présentée comme <strong>betify gratuit</strong> ne doit pas être traitée comme un avantage garanti : la roue promotionnelle et ses récompenses sont soumises à des conditions et à un caractère aléatoire.</p>
<h2>Conclusion</h2>
<p>La meilleure protection consiste à créer un dossier chronologique avant toute nouvelle tentative : accès utilisé, captures, paiements, bonus, vérification et échanges avec le support. N’installez pas une application provenant d’une source non confirmée et ne déduisez pas la disponibilité d’un service à partir d’un simple logo ou d’une redirection. En cas de désaccord, demandez une réponse écrite, puis conservez les délais annoncés et les conditions applicables à votre situation.</p>
<h2>Frequently Asked Questions</h2>
<p>Voici les points pratiques à vérifier avant de modifier votre compte ou de relancer un retrait.</p>
<h3>Que faire si betify redirige vers un autre domaine ?</h3>
<p>Notez l’adresse complète, faites une capture et vérifiez que la page utilise une connexion sécurisée. Ne saisissez pas vos identifiants sur un domaine inconnu. Demandez au support de confirmer par écrit si la redirection vers betify1.pro/en correspond au parcours officiel observé.</p>
<h3>Une application retirée signifie-t-elle que mon compte est fermé ?</h3>
<p>Non. L’absence d’une application ou un problème d’affichage peut être distinct d’une fermeture. Essayez le site officiel depuis un navigateur sécurisé, puis demandez au support l’état exact du compte. Une restriction, une vérification KYC ou un verrouillage temporaire doit être confirmé par écrit.</p>
<h3>Quels documents préparer pour un retrait bloqué ?</h3>
<p>Préparez une pièce d’identité, une preuve d’adresse récente et, si nécessaire, une preuve de propriété du moyen de paiement. Le centre d’aide demande notamment un justificatif d’adresse datant de moins de trois mois. Transmettez les documents uniquement via l’espace de vérification prévu.</p>
]]></content:encoded>
			<wfw:commentRss>https://offshoreroofing.com.au/2026/10/acces-au-compte-et-retrait-de-lapplication-betify-en-france-que-consigner-en-cas-de-probleme/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
