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"_text":"Множителите се прилагат върху всички печеливши комбинации, в които участват. Ако в една и съща печеливша комбинация има повече от един WILD, множителите им се събират.",
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"width":1400,
"height":75,
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"_text":"МАКС. ПЕЧАЛБА",
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"width":1400,
"height":70,
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},
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}
],
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"_text":"Всички печалби се умножават по основния залог.",
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"anchorY":0,
"width":1400,
"height":25,
"overflow":0
},
"fileID":625
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],
"fileID":694
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{
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"_text":"СТЕПЕН НА РИСКА",
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"width":1400,
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"_text":"По време на бонуса се играе на специални барабани.",
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"_text":"При печалба с няколко блока всички печалби се добавят към общата печалба.",
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"_text":"В рунда БЕЗПЛАТНИ ЗАВЪРТАНИЯ символът SCATTER може произволно да се появи върху всеки символ. Съберете 2, 3, 4 или 5 насложени символа SCATTER по време на рунда, за да активирате бонуса отново и да спечелите съответно още 5, 10, 20 или 30 безплатни завъртания.",
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],
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"_text":"Общата печалба от безплатни завъртания, посочена в историята, съдържа цялата печалба за цикъла. ",
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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":"Съберете 3 или повече символа SCATTER, за да активирате бонус БЕЗПЛАТНИ ЗАВЪРТАНИЯ и да спечелите 10 безплатни завъртания.",
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"_text":"Изплаща се само най-високата печалба за всяка печеливша комбинация.",
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"overflow":0
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],
"fileID":706
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"_text":"МИНИМАЛЕН ЗАЛОГ:",
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],
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"_text":"За 5 символа SCATTER се изплаща 100x общия залог.",
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"fileID":709
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"_text":"Всички стойности са изразени като реални печалби в монети.",
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"width":1400,
"height":25,
"overflow":0
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"_text":"Когато в играта се използва опцията „КУПИ БЕЗПЛАТНИ ЗАВЪРТАНИЯ“, възвръщаемостта за играча (RTP) е {0}%",
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') format('woff')}"
}
}
]}