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Die Höhe eines jeden Jackpots steigt um einen prozentualen Anteil des Einsatzes eines jeden Spielers an. Gewinnt ein Spieler einen Jackpot, wird der Gesamtwert zurückgesetzt und erhöht sich dann erneut. ","fontSize":25,"anchorY":0,"width":1375,"height":112,"overflow":0},"fileID":42336}],"fileID":42480},{"name":"Paytable_mobile/Paytable_landscape/Jackpot1/Content/RealContent/P2/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42186},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Die Jackpots können zufällig am Ende einer jeden Drehung im Hauptspiel gewonnen werden. Jackpots können nicht während der Zufallsdrehungen oder der Gratisdrehungen gewonnen werden. ","fontSize":25,"anchorY":0,"width":1375,"height":84,"overflow":0},"fileID":42338}],"fileID":42481},{"name":"Paytable_mobile/Paytable_landscape/Jackpot3/Content/RealContent/P7/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42187},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Aufgrund unvermeidbarer Internetstörungen können die angezeigten Jackpot-Summen von den tatsächlichen Werten abweichen.","fontSize":25,"anchorY":0,"width":1206,"height":84,"overflow":0},"fileID":42340}],"fileID":42482},{"name":"Paytable_mobile/Paytable_landscape/Jackpot3/Content/RealContent/P8/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42188},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Wenn zwei oder mehr Spieler den Jackpot ungefähr zur gleichen Zeit gewinnen, werden alle Gewinne in der tatsächlichen Reihenfolge ausgeschüttet, wodurch jeder Gewinner den angesammelten Jackpot-Wert erhält, der zum genauen Zeitpunkt seines Gewinns vorhanden war. 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Der angesammelte Betrag vor der Deaktivierung verbleibt im Jackpot und steht wieder zur Verfügung, sobald die Jackpots wieder aktiviert werden.","fontSize":25,"anchorY":0,"width":1259,"height":140,"overflow":0},"fileID":42344}],"fileID":42484},{"name":"Paytable_mobile/Paytable_landscape/Jackpot4/Content/RealContent/P4/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42190},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Die angesammelte RTP des Spiels, einschließlich der Jackpots, ist: {0}%","fontSize":25,"width":1400,"height":75,"overflow":0},"fileID":42346}],"fileID":42485},{"name":"Paytable_mobile/Paytable_landscape/Jackpot4/Content/RealContent/Details/MalfunctionWarningLabel","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42191},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Bei Fehlfunktionen verfallen etwaige Auszahlungen und Spiele.","fontSize":25,"width":1150,"height":25,"overflow":0},"fileID":42348}],"fileID":42486},{"name":"Paytable_mobile/Paytable_landscape/Jackpot3/Content/RealContent/Title/PaytableTitleLabel1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42192},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"JACKPOT-REGELN","fontSize":32,"width":1150,"height":35,"overflow":0},"fileID":42349}],"fileID":42487},{"name":"Paytable_mobile/Paytable_portrait/Jackpot3/Content/RealContent/Title/PaytableTitleLabel1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42193},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"JACKPOT-REGELN","fontSize":60,"width":1300,"height":70,"overflow":0},"fileID":42351}],"fileID":42488},{"name":"Paytable_mobile/Paytable_portrait/Jackpot4/Content/RealContent/P9/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42194},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Ein Jackpot kann vorübergehend nicht verfügbar sein. Wenn die Jackpots nicht verfügbar sind, werden alle Einzahlungen gestoppt und die Jackpots als „Jackpot geschlossen“ gekennzeichnet. Der angesammelte Betrag vor der Deaktivierung verbleibt im Jackpot und steht wieder zur Verfügung, sobald die Jackpots wieder aktiviert werden.","fontSize":55,"anchorY":0,"width":1300,"height":671,"overflow":0},"fileID":42353}],"fileID":42489},{"name":"Paytable_mobile/Paytable_portrait/Jackpot4/Content/RealContent/P10/Label_Part1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42195},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Die angesammelte RTP des Spiels, einschließlich der Jackpots, ist: {0}%","fontSize":55,"anchorY":1,"width":1350,"height":165,"overflow":0},"fileID":42355}],"fileID":42490},{"name":"Paytable_mobile/Paytable_portrait/Jackpot4/Content/RealContent/Details/MalfunctionWarningLabel","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42196},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Bei Fehlfunktionen verfallen etwaige Auszahlungen und Spiele.","fontSize":55,"width":1300,"height":252,"overflow":0},"fileID":42357}],"fileID":42491},{"name":"Paytable_mobile/Paytable_portrait/Jackpot1/Content/RealContent/Title/PaytableTitleLabel1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42197},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"JACKPOT-REGELN","fontSize":60,"width":1300,"height":70,"overflow":0},"fileID":42358}],"fileID":42492},{"name":"Paytable_mobile/Paytable_portrait/Jackpot2/Content/RealContent/P3/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42198},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Die Chance eines Spielers auf den Gewinn eines der verfügbaren Jackpots ist direkt mit dem Wetteinsatz verknüpft. Höhere Einsätze haben eine höhere Gewinnchance. Jeder der Jackpots kann jedoch mit einem beliebigen Wetteinsatz über dem zulässigen Mindesteinsatz gewonnen werden.","fontSize":55,"anchorY":0,"width":1300,"height":512,"overflow":0},"fileID":42360}],"fileID":42493},{"name":"Paytable_mobile/Paytable_portrait/Jackpot2/Content/RealContent/P5/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42199},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Ein Jackpot-Gewinn wird im Spiel angezeigt,\nindem 3 Symbole mit dem                                \n -Label eingeblendet werden.","fontSize":55,"anchorY":0,"width":1146,"height":240,"spacingY":25},"fileID":42362}],"fileID":42494},{"name":"Paytable_mobile/Paytable_portrait/Jackpot3/Content/RealContent/P7/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42200},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Aufgrund unvermeidbarer Internetstörungen können die angezeigten Jackpot-Summen von den tatsächlichen Werten abweichen.","fontSize":55,"anchorY":0,"width":1300,"height":375,"overflow":0},"fileID":42364}],"fileID":42495},{"name":"Paytable_mobile/Paytable_portrait/Jackpot3/Content/RealContent/P8/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42201},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Wenn zwei oder mehr Spieler den Jackpot ungefähr zur gleichen Zeit gewinnen, werden alle Gewinne in der tatsächlichen Reihenfolge ausgeschüttet, wodurch jeder Gewinner den angesammelten Jackpot-Wert erhält, der zum genauen Zeitpunkt seines Gewinns vorhanden war. 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","fontSize":55,"anchorY":0,"width":1264,"height":452,"overflow":0},"fileID":42370}],"fileID":42498},{"name":"Paytable_mobile/Paytable_portrait/Jackpot1/Content/RealContent/P4/Label_Part1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42204},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Der für den Gewinn eines der Jackpots zulässige Mindesteinsatz ist:","fontSize":55,"width":1275,"height":453,"overflow":0},"fileID":42372}],"fileID":42499},{"name":"Paytable_mobile/Paytable_landscape/Jackpot1/Content/RealContent/P1/Label_1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42205},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Es können bis zu 4 progressive Jackpots gleichzeitig im Spiel vorhanden sein. Die Gesamthöhe jedes Jackpots steigt anteilig zum Spielereinsatz. Wenn ein Spieler einen der Jackpots gewinnt, wird die Gesamtsumme zurückgesetzt und wieder aufgestockt, oder der Jackpot verschwindet.","fontSize":25,"anchorY":0,"width":1375,"height":112,"overflow":0},"fileID":42374}],"fileID":42500},{"name":"Paytable_mobile/Paytable_portrait/Jackpot1/Content/RealContent/P1/Label_1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42206},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"70bda0f63b3281e428f637aa9eaf38ea"},"_text":"Es können bis zu 4 progressive Jackpots gleichzeitig im Spiel vorhanden sein. Die Gesamthöhe jedes Jackpots steigt anteilig zum Spielereinsatz. Wenn ein Spieler einen der Jackpots gewinnt, wird die Gesamtsumme zurückgesetzt und wieder aufgestockt, oder der Jackpot verschwindet.","fontSize":55,"anchorY":0,"width":1300,"height":628,"overflow":0},"fileID":42376}],"fileID":42501},{"name":"Paytable_mobile/Paytable_landscape/Jackpot2/Content/RealContent/P4/Label_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42207},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Der für den Gewinn eines der Bonuspreise zulässige Mindesteinsatz ist:","fontSize":25,"anchorX":0,"width":854,"height":26},"fileID":42329}],"fileID":42502},{"name":"Paytable_mobile/Paytable_landscape/Jackpot2/Content/RealContent/P3/Label_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42208},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Die Chance eines Spielers auf den Gewinn eines der verfügbaren Bonuspreise ist direkt mit dem Wetteinsatz verknüpft. Höhere Einsätze haben eine höhere Gewinnchance. Jeder der Bonuspreise kann jedoch mit einem beliebigen Wetteinsatz über dem zulässigen Mindesteinsatz gewonnen werden.","fontSize":25,"anchorY":0,"width":1415,"height":112,"overflow":0},"fileID":42331}],"fileID":42503},{"name":"Paytable_mobile/Paytable_landscape/Jackpot2/Content/RealContent/P5/Label_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42209},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Ein Bonuspreis-Gewinn wird im Spiel angezeigt, indem 3 Symbole mit dem                             -Label eingeblendet\nwerden.","fontSize":25,"anchorY":0,"width":1320,"height":50},"fileID":42333}],"fileID":42504},{"name":"Paytable_mobile/Paytable_landscape/Jackpot1/Content/RealContent/Title/PaytableTitleLabel1_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42210},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"BONUSPREIS-REGELN","fontSize":32,"width":1150,"height":35,"overflow":0},"fileID":42335}],"fileID":42505},{"name":"Paytable_mobile/Paytable_landscape/Jackpot1/Content/RealContent/P1/Label_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42211},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Im Spiel kann es bis zu 4 progressive Bonuspreise gleichzeitig geben. Die Höhe eines jeden Bonuspreise steigt um einen prozentualen Anteil des Einsatzes eines jeden Spielers an. Gewinnt ein Spieler einen Bonuspreis, wird der Gesamtwert zurückgesetzt und erhöht sich dann erneut. ","fontSize":25,"anchorY":0,"width":1375,"height":112,"overflow":0},"fileID":42337}],"fileID":42506},{"name":"Paytable_mobile/Paytable_landscape/Jackpot1/Content/RealContent/P2/Label_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42212},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Die Bonuspreise können zufällig am Ende einer jeden Drehung im Hauptspiel gewonnen werden. Bonuspreise können nicht während der Zufallsdrehungen oder der Gratisdrehungen gewonnen werden. ","fontSize":25,"anchorY":0,"width":1375,"height":84,"overflow":0},"fileID":42339}],"fileID":42507},{"name":"Paytable_mobile/Paytable_landscape/Jackpot3/Content/RealContent/P7/Label_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42213},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Aufgrund unvermeidbarer Internetstörungen können die angezeigten Bonuspreis-Summen von den tatsächlichen Werten abweichen.","fontSize":25,"anchorY":0,"width":1206,"height":84,"overflow":0},"fileID":42341}],"fileID":42508},{"name":"Paytable_mobile/Paytable_landscape/Jackpot3/Content/RealContent/P8/Label_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42214},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Wenn zwei oder mehr Spieler den Bonuspreis ungefähr zur gleichen Zeit gewinnen, werden alle Gewinne in der tatsächlichen Reihenfolge ausgeschüttet, wodurch jeder Gewinner den angesammelten Bonuspreis-Wert erhält, der zum genauen Zeitpunkt seines Gewinns vorhanden war. 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Der angesammelte Betrag vor der Deaktivierung verbleibt im Bonuspreis und steht wieder zur Verfügung, sobald die Bonuspreise wieder aktiviert werden.","fontSize":25,"anchorY":0,"width":1259,"height":140,"overflow":0},"fileID":42345}],"fileID":42510},{"name":"Paytable_mobile/Paytable_landscape/Jackpot4/Content/RealContent/P4/Label_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42216},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Die angesammelte RTP des Spiels, einschließlich der Bonuspreise, ist: {0}%","fontSize":25,"width":1400,"height":75,"overflow":0},"fileID":42347}],"fileID":42511},{"name":"Paytable_mobile/Paytable_landscape/Jackpot3/Content/RealContent/Title/PaytableTitleLabel1_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42217},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"BONUSPREIS-REGELN","fontSize":32,"width":1150,"height":35,"overflow":0},"fileID":42350}],"fileID":42512},{"name":"Paytable_mobile/Paytable_portrait/Jackpot3/Content/RealContent/Title/PaytableTitleLabel1_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42218},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"BONUSPREIS-REGELN","fontSize":60,"width":1300,"height":70,"overflow":0},"fileID":42352}],"fileID":42513},{"name":"Paytable_mobile/Paytable_portrait/Jackpot4/Content/RealContent/P9/Label_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42219},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Ein Bonuspreis kann vorübergehend nicht verfügbar sein. Wenn die Bonuspreise nicht verfügbar sind, werden alle Einzahlungen gestoppt und die Bonuspreise als „Bonuspreis geschlossen“ gekennzeichnet. 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Höhere Einsätze haben eine höhere Gewinnchance. Jeder der Bonuspreise kann jedoch mit einem beliebigen Wetteinsatz über dem zulässigen Mindesteinsatz gewonnen werden.","fontSize":55,"anchorY":0,"width":1300,"height":512,"overflow":0},"fileID":42361}],"fileID":42517},{"name":"Paytable_mobile/Paytable_portrait/Jackpot2/Content/RealContent/P5/Label_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42223},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Ein Bonuspreis-Gewinn wird im Spiel angezeigt,\nindem 3 Symbole mit dem                                \n -Label eingeblendet werden.","fontSize":55,"anchorY":0,"width":1262,"height":240,"spacingY":25},"fileID":42363}],"fileID":42518},{"name":"Paytable_mobile/Paytable_portrait/Jackpot3/Content/RealContent/P7/Label_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42224},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Aufgrund unvermeidbarer Internetstörungen können die angezeigten Bonuspreis-Summen von den tatsächlichen Werten abweichen.","fontSize":55,"anchorY":0,"width":1300,"height":375,"overflow":0},"fileID":42365}],"fileID":42519},{"name":"Paytable_mobile/Paytable_portrait/Jackpot3/Content/RealContent/P8/Label_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42225},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Wenn zwei oder mehr Spieler den Bonuspreis ungefähr zur gleichen Zeit gewinnen, werden alle Gewinne in der tatsächlichen Reihenfolge ausgeschüttet, wodurch jeder Gewinner den angesammelten Bonuspreis-Wert erhält, der zum genauen Zeitpunkt seines Gewinns vorhanden war. Der Bonuspreis wird NICHT in gleichen Teilen auf mehrere Gewinner aufgeteilt.","fontSize":55,"anchorY":0,"width":1300,"height":576,"overflow":0},"fileID":42367}],"fileID":42520},{"name":"Paytable_mobile/Paytable_portrait/Jackpot1/Content/RealContent/P1/Label_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42226},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Im Spiel kann es bis zu 4 progressive Bonuspreise gleichzeitig geben. Die Höhe eines jeden Bonuspreise steigt um einen prozentualen Anteil des Einsatzes eines jeden Spielers an. Gewinnt ein Spieler einen Bonuspreis, wird der Gesamtwert zurückgesetzt und erhöht sich dann erneut. 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","fontSize":55,"anchorY":0,"width":1264,"height":452,"overflow":0},"fileID":42371}],"fileID":42522},{"name":"Paytable_mobile/Paytable_portrait/Jackpot1/Content/RealContent/P4/Label_Part1_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42228},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Der für den Gewinn eines der Bonuspreise zulässige Mindesteinsatz ist:","fontSize":55,"width":1275,"height":453,"overflow":0},"fileID":42373}],"fileID":42523},{"name":"Paytable_mobile/Paytable_landscape/Jackpot1/Content/RealContent/P1/Label_1_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42229},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Es können bis zu 4 progressive Bonuspreise gleichzeitig im Spiel vorhanden sein. Die Gesamthöhe jedes Bonuspreise steigt anteilig zum Spielereinsatz. Wenn ein Spieler einen der Bonuspreise gewinnt, wird die Gesamtsumme zurückgesetzt und wieder aufgestockt, oder der Bonuspreis verschwindet.","fontSize":25,"anchorY":0,"width":1375,"height":112,"overflow":0},"fileID":42375}],"fileID":42524},{"name":"Paytable_mobile/Paytable_portrait/Jackpot1/Content/RealContent/P1/Label_1_payload_0","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42231,"guid":"238b57fdafa7eec468fb1cbf48a5fdf4"},"children" : [],"psr":"d"},"fileID":42230},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"be402d821b788024f869e753cb26ca2a"},"_text":"Es können bis zu 4 progressive Bonuspreise gleichzeitig im Spiel vorhanden sein. Die Gesamthöhe jedes Bonuspreise steigt anteilig zum Spielereinsatz. Wenn ein Spieler einen der Bonuspreise gewinnt, wird die Gesamtsumme zurückgesetzt und wieder aufgestockt, oder der Bonuspreis verschwindet.","fontSize":55,"anchorY":0,"width":1300,"height":628,"overflow":0},"fileID":42377}],"fileID":42525}]}},{"type":"Font","id":"70bda0f63b3281e428f637aa9eaf38ea","data" : 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') format('woff')}"}}]}
