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(function(e,c,l,f,g,h,k)var d=window;d.getInitialData=function()var b=window;b.ytcsi&&b.ytcsi.tick(“pr”,null,””);b=page:e,endpoint:c,response:l;f&&(b.playerResponse=f);g&&(b.reelWatchSequenceResponse=g);k&&(b.url=k);h&&(b.previousCsn=h);return b;d.loadInitialData&&d.loadInitialData(d.getInitialData()))(a.ytPageType,a.ytCommand,a.ytInitialData,a.ytInitialPlayerResponse,a.ytInitialReelWatchSequenceResponse,a.ytPreviousCsn,a.ytUrl);
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if (window.ytcsi) window.ytcsi.tick(‘gcc’, null, ”);ytcfg.set({“CSI_SERVICE_NAME”: ‘youtube’, “TIMING_INFO”: {“GetSearch_rid”: ‘0x11c87dc0eef3c0b8’,”yt_ad”: ‘1’,}})if (window.ytcsi) ytcsi.infoGel(serverTimeMs: 880.0 , ”);” frameborder=”0″ allowfullscreen title=”4mo ago (c) by youtube.com” style=”float:left;padding:10px 10px 10px 0px;border:0px;”>
Der zweite Einzahlungsbonus bei : Details und Werte
Sobald das Guthaben der ersten Stufe umgesetzt oder verspielt ist, wartet bereits das nächste Angebot auf dich. Bei deiner zweiten Einzahlung gewährt dir einen attraktiven 55 % Bonus. Dabei liegt die maximale Bonussumme bei stolzen 150 Euro. Zahlst du beispielsweise einen Betrag von 100 Euro ein, zusätzlich 55 Euro als Bonusgeld erhältst. Die Mindesteinzahlung für die Aktivierung der zweiten Stufe ab mindestens 15 Euro.
Die dritte Stufe des Willkommenspakets: Zurück auf 100 Prozent
Für die dritte Einzahlung hat sich der Betreiber ein besonders starkes Angebot überlegt. Der dritte Einzahlungsbonus bietet dir wieder volle 100 Prozent. Das Casino verdoppelt dein Guthaben nochmals bis zu einem Wert von 150 Euro. Dies ist ein sehr seltener und spielerfreundlicher Schritt. Durch diese drei Boni kann sich das zusätzliche Spielkapital ein maximales Bonusguthaben von 450 Euro. Auch für die dritte Stufe gilt die Mindesteinzahlung von mindestens 15 Euro voraus.
Zusammenfassung des dreistufigen Willkommensbonus
| Stufe | Prozentwert | Maximaler Wert | Extra Freespins |
|---|---|---|---|
| Einzahlung 1 | 100 % | 150 € | 250 Spins (aufgeteilt) |
| 2. Einzahlung | 55 Prozent zusätzlich | 150 € | Keine weiteren |
| 3. Einzahlung | 100 Prozent verdoppelt | 150 € | Keine |
Die Durchspielregeln des Willkommenspakets
Auch für das zusätzliche Guthaben der Folgeeinzahlungen zweiten und dritten Einzahlungsbonus bestimmte Regeln. Das Bonusguthaben muss mindestens 35-mal an den Spielen durchgespielt werden, um es in Echtgeld zu verwandeln. Spieler haben für jede Stufe genau 7 Tage Zeit. Zudem darf der maximale Einsatz von 5 Euro pro Spielrunde pro Drehung oder Runde an den Slots. Das Überschreiten dieses Limits führt zum Verlust des Bonus des Bonus und aller daraus erspielten Gewinne führen.
- Langfristiger Spielspaß durch kontinuierlichen Nachschub an Bonusguthaben
- Faire Umsatzbedingungen von 35x liegen im kundenfreundlichen Bereich
- Sehr niedrige Schwelle für den Erhalt des jeweiligen Bonusguthabens
Zusammenfassend lässt sich sagen, dass der zweite und dritte Einzahlungsbonus eine hervorragende Aufwertung für jeden Spieler darstellt. Die Staffelung des Bonus über drei Stufen mit fairen Bedingungen bietet ein exzellentes Preis-Leistungs-Verhältnis. Es lohnt sich definitiv, das komplette Paket zu nutzen jedem anspruchsvollen Spieler wärmstens empfehlen.