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"_text":"ДА НЕ СЕ ПОКАЗВА\n СЛЕДВАЩИЯ ПЪТ",
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"_text":"Множител на залога 25x - шансът за естествено спечелване на безплатни завъртания се удвоява. Повече символи SCATTER са налични на барабаните. БОНУСЪТ КУПУВАНЕ НА БЕЗПЛАТНИ ЗАВЪРТАНИЯ е деактивиран.",
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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":"Играчът получава печалбата от безплатните завъртания след приключване на рунда. ",
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"_text":"В края на серията от падания стойностите на всички символи МНОЖИТЕЛ на екрана се събират и общата печалба от серията се умножава по крайната стойност.",
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"_text":"По време на рунда БЕЗПЛАТНИ ЗАВЪРТАНИЯ се играе на специални барабани.",
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"width":1052,
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"_text":"За символите се изплаща независимо от позицията им на екрана. Размерът на печалба се определя според общия брой еднакви символи на екрана.",
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"_text":"Множител на залога 20x - дава се възможност за купуване на РУНД ОТ БЕЗПЛАТНИ ЗАВЪРТАНИЯ срещу сума, равна на 100x общия залог.",
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"_text":"За символите се изплаща независимо от позицията им.\n Всички печалби се умножават по основния залог.",
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"_text":"В основната игра можете незабавно да активирате рунда БЕЗПЛАТНИ ЗАВЪРТАНИЯ, като платите 100x текущия общ залог. Когато функцията „25x анте залог“ е активирана, функцията „КУПИ БЕЗПЛАТНИ ЗАВЪРТАНИЯ“ е деактивирана.",
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"_text":"При печалба от няколко вида символи всички печалби се добавят към общата печалба.",
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"_text":"БОНУСЪТ БЕЗПЛАТНИ ЗАВЪРТАНИЯ се печели, когато се паднат 4 или повече символа SCATTER където и да е на екрана.",
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"_text":"Общата печалба от безплатни завъртания, посочена в историята, съдържа цялата печалба за цикъла. ",
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"_text":"ЗАЛОГ АНТЕ",
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"fileID":14481
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"_text":"Всички печалби се добавят към баланса на играча след изиграването на всички падания, произтичащи от\nзавъртане в основната игра. ",
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"_text":"ПРАВИЛА НА ИГРАТА",
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"_text":"Рундът започва с 15 безплатни завъртания.",
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"_text":"Когато по време на рунда БЕЗПЛАТНИ ЗАВЪРТАНИЯ се падне символът МНОЖИТЕЛ и завъртането доведе до формиране на печеливша комбинация, стойността на МНОЖИТЕЛЯ се добавя към общия множител. Всеки път, когато по време на рунда се падне нов символ МНОЖИТЕЛ, който доведе до формиране на печеливша комбинация, печалбата се умножава и по стойността на общия множител.",
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"_text":"\nКогато в играта се използва опцията КУПИ БЕЗПЛАТНИ ЗАВЪРТАНИЯ,  ъзвръщаемостта за играча (RTP) е {0}%",
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"fileID":14486
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"fontName" : 
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"_text":"Когато се падне символът МНОЖИТЕЛ, той приема случайна стойност от 2x до 500x.",
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"width":1400,
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"_text":"Паданията продължават, докато вече няма печеливши комбинации в резултат на последното падане. Няма ограничение на възможния брой падания.",
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"_text":"Всички стойности са изразени като реални печалби в монети.",
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"_text":"Когато ФУНКЦИЯТА ПАДАНЕ е активна, печелившите комбинации се изплащат след всяко завъртане\nи всички печеливши символи изчезват. Останалите символи падат на дъното на екрана, а празните\nпозиции се запълват от символи, спускащи се отгоре.  ",
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"_text":"ФУНКЦИЯ ПАДАНЕ ",
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"width":1150,
"height":300,
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}
],
"fileID":14833
},
{
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"fileID":14537
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"_text":"В края на серията от падания стойностите на всички символи МНОЖИТЕЛ на екрана се събират и общата печалба от серията се умножава по крайната стойност.",
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"width":1360,
"height":450,
"overflow":0,
"spacingY":10
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"fileID":14834
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/TumbleFeatureHolder/Rule3/TR3Label",
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"fileID":14538
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"_text":"Всички печалби се добавят към баланса на играча след изиграването на всички падания, произтичащи от\nзавъртане в основната игра. ",
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"width":1360,
"height":450,
"overflow":0
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"fileID":14686
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],
"fileID":14835
},
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"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/Rule1Holder2/FSRLabel1",
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"fileID":14539
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"_text":"БОНУСЪТ БЕЗПЛАТНИ ЗАВЪРТАНИЯ се печели, когато се паднат 4 или повече символа SCATTER където и да е на екрана.",
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"width":1360,
"height":160,
"overflow":0
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],
"fileID":14836
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/MinMaxBetHolder/MinBet/MinimumText",
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"enabled":true,
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"fileID":14540
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{
"componentType":"UILabel",
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"guid":"38705011a2f6d5644a57be9a03a160a2"
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"_text":"МИНИМАЛЕН ЗАЛОГ:",
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"width":580,
"height":56
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/Title22/TitleLabel",
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"components" : 
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"fileID":14541
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"_text":"ЗАЛОГ АНТЕ",
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"width":1150,
"height":333,
"overflow":0
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/AllWinsMultiplied",
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"fileID":14542
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"guid":"38705011a2f6d5644a57be9a03a160a2"
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"_text":"За символите се изплаща независимо от позицията им.\n Всички печалби се умножават по основния залог.",
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"anchorY":0,
"width":1400,
"height":450,
"overflow":0
},
"fileID":14690
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],
"fileID":14839
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RTP/TheoreticalRTPBONUS/Label",
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"fontName" : 
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"guid":"38705011a2f6d5644a57be9a03a160a2"
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"_text":"Когато в играта се използва опцията КУПИ БЕЗПЛАТНИ ЗАВЪРТАНИЯ, възвръщаемостта за играча (RTP) е {0}%",
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},
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"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/Rule5Holder2/FSRLabel5",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"_text":"Това са символите „множител“. Появяват се на всички барабани и могат случайно да се паднат по време на завъртанията и паданията както в основната игра, така и в БЕЗПЛАТНИТЕ ЗАВЪРТАНИЯ.",
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"width":1360,
"height":450,
"overflow":0,
"spacingY":10
},
"fileID":14692
}
],
"fileID":14841
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/FSTitleHolder1/FSTitleLabel",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":14545
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{
"componentType":"UILabel",
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"_text":"ПРАВИЛА НА БЕЗПЛАТНИТЕ ЗАВЪРТАНИЯ",
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"width":1150,
"height":333,
"overflow":0
},
"fileID":14693
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],
"fileID":14842
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/PreBetHolder2/Rule1/R1Label",
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"layer":0,
"components" : 
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"fileID":14546
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"_text":"Играчът може да избира множителя на залога. В зависимост от избрания залог играта протича по различен начин. Възможните стойности са:",
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"anchorY":0,
"width":1380,
"height":400,
"overflow":0
},
"fileID":14694
}
],
"fileID":14843
},
{
"name":"Paytable_mobile/Paytable_portrait/Page1/Content/RealContent/Rules/AllSymbolsPay/Label",
"activeSelf":true,
"layer":0,
"components" : 
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"_text":"За символите се изплаща независимо от позицията им на екрана. Размерът на печалба се определя според общия брой еднакви символи на екрана.",
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"anchorY":0,
"width":1333,
"height":400,
"overflow":0
},
"fileID":14695
}
],
"fileID":14844
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RulesBottom/MalfunctionLabel1",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"fileID":14548
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{
"componentType":"UILabel",
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"fontName" : 
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"guid":"38705011a2f6d5644a57be9a03a160a2"
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"_text":"При неизправност се анулират всички печалби и игри.",
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"width":1400,
"height":265,
"overflow":0
},
"fileID":14696
}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/Rule3Holder2/FSRLabel3",
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"components" : 
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"fileID":14549
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"_text":"При всяка поява на 3 или повече символа SCATTER по време на РУНДА ОТ БЕЗПЛАТНИ ЗАВЪРТАНИЯ се дават още 5 безплатни завъртания.",
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"width":1380,
"height":450,
"overflow":0
},
"fileID":14697
}
],
"fileID":14846
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/WhenWinningOnMultiplePaylines",
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"layer":0,
"components" : 
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"fileID":14550
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"guid":"38705011a2f6d5644a57be9a03a160a2"
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"_text":"При печалба от няколко вида символи всички печалби се добавят към общата печалба.",
"fontSize":55,
"anchorY":1,
"width":1380,
"height":400,
"overflow":0
},
"fileID":14698
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],
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},
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"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/Rule2Holder2/FSRLabel2",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":14551
},
{
"componentType":"UILabel",
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"guid":"38705011a2f6d5644a57be9a03a160a2"
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"_text":"Рундът започва с 15 безплатни завъртания.",
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"width":1360,
"height":450,
"overflow":0
},
"fileID":14699
}
],
"fileID":14848
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/Rule6Holder2/FSRLabel6",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":14552
},
{
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"guid":"38705011a2f6d5644a57be9a03a160a2"
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"_text":"Когато се падне символът МНОЖИТЕЛ, той приема случайна стойност от 2x до 500x.",
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"width":1360,
"height":450,
"overflow":0
},
"fileID":14700
}
],
"fileID":14849
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/MinMaxBetHolder/MaxBet/MaximumText",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":14553
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"guid":"38705011a2f6d5644a57be9a03a160a2"
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"_text":"МАКСИМАЛЕН ЗАЛОГ:",
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"anchorX":0,
"width":602,
"height":56
},
"fileID":14701
}
],
"fileID":14850
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/TumbleFeatureHolder/Rule1/TR1Label",
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"layer":0,
"components" : 
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"enabled":true,
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"guid":"51de93f9a6e98fd4dbaa409a1c64c921"
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"children" : 
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"fileID":14554
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"_text":"Когато ФУНКЦИЯТА ПАДАНЕ е активна, печелившите комбинации се изплащат след всяко завъртане\nи всички печеливши символи изчезват. Останалите символи падат на дъното на екрана, а празните\nпозиции се запълват от символи, спускащи се отгоре.  ",
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"anchorY":0,
"width":1360,
"height":450,
"overflow":0
},
"fileID":14702
}
],
"fileID":14851
},
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"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/Rule3Holder1/FSRLabel3",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":14555
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"_text":"Когато по време на рунда БЕЗПЛАТНИ ЗАВЪРТАНИЯ се падне символът МНОЖИТЕЛ и завъртането доведе до формиране на печеливша комбинация, стойността на МНОЖИТЕЛЯ се добавя към общия множител. Всеки път, когато по време на рунда се падне нов символ МНОЖИТЕЛ, който доведе до формиране на печеливша комбинация, печалбата се умножава и по стойността на общия множител.",
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"width":1380,
"height":433,
"overflow":0
},
"fileID":14703
}
],
"fileID":14852
},
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"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/CAT/Title2",
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"fileID":14556
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"_text":"КУПИ безплатни  завъртания",
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"width":1333,
"height":333,
"overflow":0
},
"fileID":14704
}
],
"fileID":14853
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"components" : 
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"enabled":true,
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"fileID":14557
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"guid":"ef15292695c75404696dc584fc15c4dd"
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"_text":"КУПИ безплатни завъртания",
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"width":181,
"height":50,
"overflow":0
},
"fileID":14705
}
],
"fileID":14854
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') format('woff')}"
}
}
]}