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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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"_text":"Когато БОНУСЪТ ПАДАНЕ е активен, печелившите комбинации се изплащат след всяко завъртане и всички печеливши символи изчезват. Останалите символи падат на дъното на екрана, а празните позиции се запълват от символи, спускащи се отгоре.",
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"_text":"По време на БЕЗПЛАТНИТЕ ЗАВЪРТАНИЯ, маркираните позиции и множителите в тях остават на място до края на рунда и могат да се увеличават при следващите падания при всички безплатни завъртания.",
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"width":1400,
"height":330,
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"fileID":16230
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"fileID":16330
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"_text":"БОНУС „ПОЗИЦИИ С МНОЖИТЕЛ“",
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"_text":"По време на бонуса се играе на специални барабани.",
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{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RulesBottom/MinMaxBetHolder1/MaxBet/MaximumText",
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"_text":"МАКСИМАЛЕН ЗАЛОГ:",
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"width":602,
"height":56
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"_text":"В основната игра всички маркирани позиции с множител остават на място до края на серията от падания и се изчистват след това.",
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{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/TumbleHolder/TumbleRulesHolder/Rule2Holder/Rule2",
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"fileID":16136
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"_text":"Паданията продължават, докато не се образуват повече печеливши комбинации в резултат на паданията.",
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"width":1400,
"height":275,
"overflow":0
},
"fileID":16235
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],
"fileID":16335
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{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/FSWins1",
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"fileID":16137
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{
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"_text":"Играчът получава печалбата от безплатните завъртания след приключване на рунда. ",
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"anchorY":1,
"width":1400,
"height":265,
"overflow":0
},
"fileID":16236
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],
"fileID":16336
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{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FSHolder/TitleHolder/Title1",
"activeSelf":true,
"layer":0,
"components" : 
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"fileID":16138
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"_text":"БЕЗПЛАТНИ ЗАВЪРТАНИЯ",
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"width":1400,
"height":130,
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],
"fileID":16337
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{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/MaxWinHolder/RuleHolder/Rule1New",
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"fileID":16139
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"_text":"Максималната печалба е ограничена до {0}x залога както в основната игра, така и в безплатните завъртания. Ако общата печалба от РУНДА ОТ БЕЗПЛАТНИ ЗАВЪРТАНИЯ достигне {1}x залога, рундът свършва веднага, като печалбата се дава на играча, а всички оставащи безплатни завъртания се анулират.",
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"anchorY":0,
"width":1400,
"height":550,
"overflow":0,
"spacingY":5
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/HighestWin_1",
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"fileID":16140
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"_text":"Изплаща се само най-високата печалба за всяка печеливша комбинация.",
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"width":1400,
"height":275,
"overflow":0
},
"fileID":16239
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],
"fileID":16339
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{
"name":"Paytable_mobile/Paytable_portrait/Page2/Content/RealContent/ScatterHolder/RuleHolder1/Rule1",
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"fileID":16141
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{
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"_text":"Това е символът SCATTER. ",
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"anchorX":0,
"anchorY":1,
"width":793,
"height":220,
"overflow":0
},
"fileID":16240
}
],
"fileID":16340
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/TumbleHolder/TitleTumble/TitleNew",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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"fileID":16142
},
{
"componentType":"UILabel",
"enabled":true,
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"_text":"ФУНКЦИЯ ПАДАНЕ",
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"width":1400,
"height":130,
"overflow":0
},
"fileID":16241
}
],
"fileID":16341
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/MaxWinHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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"guid":"51de93f9a6e98fd4dbaa409a1c64c921"
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"psr":"d"
},
"fileID":16143
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"f19e8ecb6acdf004f93e486a839481fc"
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"_text":"МАКС. ПЕЧАЛБА",
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"anchorY":1,
"width":1400,
"height":130,
"overflow":0
},
"fileID":16242
}
],
"fileID":16342
},
{
"name":"Paytable_mobile/Paytable_portrait/Page1/Content/RealContent/RulesTop/Label2New",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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},
"fileID":16144
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"f19e8ecb6acdf004f93e486a839481fc"
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"_text":"В играта има таблица от символи във формат 7x7.",
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"anchorY":0,
"width":1136,
"height":194,
"overflow":0
},
"fileID":16243
}
],
"fileID":16343
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/MultiplierSpotHolder/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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"parent" : 
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"fileID":16145
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{
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"_text":"Всеки път, когато печеливш символ експлодира, позицията му в таблицата се маркира. След като още един символ експлодира в същата позиция, в нея се добавя множител, който започва от x2 и се удвоява при всяко експлодиране на друг символ върху него – до максимално x128. Множителят се прилага върху всички печеливши комбинации, които се паднат върху него. Ако в една и съща печеливша комбинация има повече от един множител, те се събират.",
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"width":1400,
"height":825,
"overflow":0
},
"fileID":16244
}
],
"fileID":16344
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RulesBottom/RTP/TheoreticalRTP/Label",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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},
"fileID":16146
},
{
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"_text":"Теоретичният коефициент на възвръщаемост за играча (RTP) в тази игра е {0}%",
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"anchorY":1,
"width":1400,
"height":165,
"overflow":0
},
"fileID":16245
}
],
"fileID":16345
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/Title/GameRulesLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"fileID":16147
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"componentType":"UILabel",
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"_text":"ПРАВИЛА НА ИГРАТА",
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"width":1150,
"height":100,
"overflow":0
},
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}
],
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{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/FSBWins",
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"layer":0,
"components" : 
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"enabled":true,
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},
"fileID":16148
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"_text":"Печалбите от безплатните завъртания и бонуси се добавят към печалбата от плащащата линия.",
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"anchorY":1,
"width":1400,
"height":275,
"overflow":0
},
"fileID":16247
}
],
"fileID":16347
},
{
"name":"Paytable_mobile/Paytable_portrait/Page2/Content/RealContent/ScatterHolder/RuleHolder2/Rule2",
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"layer":0,
"components" : 
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"enabled":true,
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},
"fileID":16149
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{
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"_text":"Символът SCATTER се появява на всички барабани.",
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"anchorX":0,
"anchorY":0,
"width":793,
"height":220,
"overflow":0
},
"fileID":16248
}
],
"fileID":16348
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
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"fileID":16150
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"_text":"СТЕПЕН НА РИСКА",
"fontSize":22,
"anchorX":0,
"width":198,
"height":22
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}
],
"fileID":16349
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FSHolder/FSRulesHolder/RuleHolder4/Rule4New",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"fileID":16151
},
{
"componentType":"UILabel",
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"_text":"За 3, 4, 5, 6 или 7 символа SCATTER, които се паднат където и да е на екрана по време на рунда, печелите съответно още 10, 12, 15, 20 или 30 безплатни завъртания.",
"fontSize":55,
"width":1400,
"height":330,
"overflow":0
},
"fileID":16250
}
],
"fileID":16350
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RulesBottom/FSWins2",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":16152
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"_text":"Общата печалба от безплатни завъртания, посочена в историята, съдържа цялата печалба за цикъла. ",
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"width":1400,
"height":265,
"overflow":0
},
"fileID":16251
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],
"fileID":16351
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{
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"fileID":16153
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"_text":"В основната игра можете веднага да активирате РУНД ОТ БЕЗПЛАТНИ ЗАВЪРТАНИЯ, като платите 100x текущия общ залог. Когато купувате рунд от БЕЗПЛАТНИ ЗАВЪРТАНИЯ, може случайно да се паднат 3, 4, 5, 6 или 7 символа SCATTER.",
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"_text":"Всички печалби се добавят към баланса на играча след изиграването на всички падания, произтичащи от завъртане в основната игра. ",
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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":"МНОЖИТЕЛИТЕ СЕ УВЕЛИЧАВАТ ДО X128 ПРИ ЕКСПЛОЗИИ В ЕДНА И СЪЩА КЛЕТКА",
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"fileID":16171
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"fileID":16172
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"_text":"ДА НЕ СЕ ПОКАЗВА СЛЕДВАЩИЯ ПЪТ",
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"height":108
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"fileID":16175
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"fileID":16176
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') format('woff')}"
}
}
]}