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"_text":"В игри с висока степен на риск се печели по-рядко от средното, но шансът да се паднат големи печалби в кратък период от време е по-голям.",
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"_text":"На ниво 5 вече не се събират точки и бонусът вече не може да бъде активиран отново.",
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"width":1300,
"height":187,
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"_text":"Съберете 30 точки по време на първоначалния набор от безплатни завъртания, за да преминете към ниво 2. \nДокато играете на ниво 2, всички печалби и прибирания на МОНЕТИ се умножават по 2x.",
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"_text":"Съберете 4 или повече символа SCATTER, за да активирате бонуса БЕЗПЛАТНИ ЗАВЪРТАНИЯ.",
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"anchorY":0,
"width":1275,
"height":125,
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"_text":"Съберете 4 или повече символа SCATTER, за да активирате бонуса БЕЗПЛАТНИ ЗАВЪРТАНИЯ.",
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"anchorX":0,
"anchorY":0,
"width":525,
"height":125,
"overflow":0
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"fileID":5990
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"fileID":6054
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"name":"Paytable/Pages/Page2/TumbleHolder/TitleHolder/Title",
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"_text":"ФУНКЦИЯ ПАДАНЕ",
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"_text":"Рундът започва с 5 безплатни завъртания.",
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"_text":"Играчът получава печалбата от безплатните завъртания след приключване на рунда. ",
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"_text":"Всички печалби се добавят към баланса на играча след изиграване на всички падания, произтичащи от завъртане в основната игра.",
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"_text":"При всяко безплатно завъртане е гарантирано в произволни позиции на екрана да бъдат добавени МОНЕТИ с произволни стойности, както следва: 4 при 1-то безплатно завъртане, 6 при 2-то, 8 при 3-то, 10 при 4-то и 12 при 5-то.",
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"width":1321,
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"_text":"По време на тези завъртания всички печеливши символи се отчитат като точки в индикатор. За всеки плащащ символ се добавя 1 точка към индикатора, а за всяка МОНЕТА – 3 точки. Ако съберете определен брой точки, ще активирате отново бонуса с нови 5 безплатни завъртания, като при всяко от тях е гарантирано да бъдат добавени същия брой МОНЕТИ като при първоначалните безплатни завъртания.",
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"_text":"МАКС. ПЕЧАЛБА",
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"_text":"Съберете 45 точки по време на ниво 2, за да преминете към ниво 3. \nДокато играете на ниво 3, всички печалби и прибирания на МОНЕТИ се умножават по 3x.",
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"fileID":5936
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"_text":"Всички печалби се умножават по основния залог.",
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"width":1400,
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"fileID":5937
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"_text":"При печалба с няколко блока всички печалби се добавят към общата печалба.",
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"width":1400,
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"overflow":0
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"fileID":6000
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"_text":"МИНИМАЛЕН ЗАЛОГ:",
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"_text":"Когато купите рунд БЕЗПЛАТНИ ЗАВЪРТАНИЯ, при активиращото завъртане може произволно да се появят 4, 5, 6 или 7 символа SCATTER.",
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"_text":"За всички символи се изплаща, когато са в блокове от поне 5 символа, свързани хоризонтално или вертикално.",
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"fileID":5941
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"_text":"Изплаща се само най-високата печалба за всяка печеливша комбинация.",
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"anchorY":0,
"width":1400,
"height":50,
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"fileID":5942
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"_text":"По време на бонуса се играе на специални барабани.",
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"anchorY":0,
"width":1300,
"height":187,
"overflow":0
},
"fileID":6005
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],
"fileID":6069
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"fileID":5943
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"_text":"При неизправност се анулират всички печалби и игри.",
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"anchorY":0,
"width":875,
"height":50,
"overflow":0
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"fileID":6006
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],
"fileID":6070
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"_text":"Съберете 90 точки по време на ниво 4, за да преминете към ниво 5. \nДокато играете на ниво 5, всички печалби и прибирания на МОНЕТИ се умножават по 10x.",
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"_text":"Общата печалба от безплатни завъртания, посочена в историята, съдържа цялата печалба за цикъла. ",
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"_text":"\nКогато в играта се използва опцията „КУПИ БЕЗПЛАТНИ ЗАВЪРТАНИЯ“, възвръщаемостта за играча (RTP) е {0}%",
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"_text":"Съберете 60 точки по време на ниво 3, за да преминете към ниво 4. \nДокато играете на ниво 4, всички печалби и прибирания на МОНЕТИ се умножават по 5x.",
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"_text":"В основната игра можете веднага да активирате РУНДА БЕЗПЛАТНИ ЗАВЪРТАНИЯ, като платите 100x текущия общ залог. ",
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"overflow":0
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"_text":"Паданията продължават, докато не се образуват повече печеливши комбинации в резултат на паданията.",
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"anchorY":0,
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"_text":"Всички стойности са изразени като реални печалби в монети.",
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"width":1400,
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"fileID":6081
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"_text":"Всеки път, когато се появят на екрана, приемат произволна парична стойност от предварително определен набор.",
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"anchorY":0,
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"fileID":5956
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"_text":"Това е символът SCATTER. ",
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"anchorX":0,
"anchorY":1,
"width":600,
"height":100,
"overflow":0
},
"fileID":6019
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"fileID":6083
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"_text":"БЕЗПЛАТНИ ЗАВЪРТАНИЯ",
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"fileID":5958
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"_text":"Максималната печалба е ограничена до {0}x залога. Ако общата печалба достигне {1}x залога, рундът приключва веднага, а играчът получава печалбата и губи всички оставащи бонуси.",
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"fileID":5959
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"_text":"Завъртането може да се започва и спира с клавишите „ИНТЕРВАЛ“ и „ENTER“.",
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"_text":"СТЕПЕН НА РИСКА",
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"_text":"Появява се на само по време на основната игра.",
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"_text":"С БОНУСА „ПАДАНЕ“ след всяко завъртане се изплащат печелившите комбинации и изчезват всички печеливши символи, освен SCATTER. Останалите символи падат на дъното на екрана, а празните позиции се запълват с нови символи, които се спускат отгоре.",
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"_text":"Всеки път, когато до символ МОНЕТА има печеливша група плащащи символи, стойността ѝ се прибира.",
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') format('woff')}"
}
}
]}