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"_text":"Všetky výhry sa pripočítajú k zostatku hráča po odohraní všetkých padaní, ktoré sú výsledkom základného kola.",
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"_text":"Celková výhra v histórii obsahuje celú výhru cyklu.",
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"_text":"Hodnoty symbolov PENIAZE pri točení, ktoré spustí funkciu zo základnej hry, sú náhodné.",
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"_text":"Hry s vysokou nestálosťou vyplácajú v priemere menej často, ale šanca získať veľké výhry v krátkom časovom rozpätí je vyššia.",
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"_text":"Pokiaľ sa mriežka úplne odomkne na 6x5 a je úplne zaplnená, kolo skončí a k celkovej výhre sa pripočíta ďalšia odmena vo výške 500x celkovej stávky.",
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"_text":"Symboly PENIAZE s náhodnými počiatočnými hodnotami.",
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"_text":"Maximálna výhra je obmedzená na {0}x stávky. Pokiaľ celková výhra z funkcie dosiahne {1}x stávky, kolo okamžite končí, výhra je udelená a všetky zostávajúce funkcie prepadajú.",
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"_text":"Začnite s 3 znovuotočeniami. Všetky symboly, ktoré budú zasiahnuté po každom znovuotočení, zostanú na obrazovke až do konca kola. Kedykoľvek bude zasiahnutý akýkoľvek symbol, počet znovuotočení sa vráti na 3.",
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"_text":"FUNKCIA PADNUTIA znamená, že pokaždom točení sú vyplatené výherné kombinácie a všetky výherné\nsymboly zmiznú. Zostávajúce symboly padnú na spodnú časť obrazovky a prázdne pozície sa nahradia\nnovými symbolmi prichádzajúcimi zhora.",
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"_text":"Toto je symbol PRIDAŤ HODNOTU. Kedykoľvek sa objaví, pridá náhodnú hodnotu z rovnakej sady ako symbol PENIAZE k hodnote všetkých symbolov PENIAZE, ktoré sú práve na obrazovke. Po pridaní sa premení na symbol PENIAZE s hodnotou rovnou tej, ktorú pridal.",
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"_text":"Toto je symbol ZBIERAŤ. Kedykoľvek bude zasiahnutý, zhromaždí hodnoty všetkých symbolov PENIAZE, ktoré sú práve na obrazovke. Po zhromaždení sa premení na symbol PENIAZE s hodnotou, ktorú zhromaždil.",
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"_text":"Na konci kola sú udelené všetky doteraz vybrané čiastky.",
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"width":1400,
"height":75,
"overflow":0
},
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],
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"_text":"SYMBOLY PEŇAZÍ AKO NÁSOBITELE VÝHIER",
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"_text":"Po spustení funkcie sa valce základnej hry nahradia mriežkou s rozmermi 4x5 pozícií.",
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"_text":"Za výhernú kombináciu je vyplatená je len najvyššia výhra.",
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"_text":"Toto je symbol ODOMKNUTIA. Keď bude zasiahnutý v kole prvýkrát, odomkne sa pravý valec a mriežka sa rozšíri na 5x5. Keď bude zasiahnutý v kolese druhýkrát, odomkne valce úplne vľavo a rozšíri mriežku na 6x5. Potom, čo bude zasianutý, sa zmení na symbol PENIAZE s náhodnou hodnotou.",
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"anchorX":0,
"width":1269,
"height":227,
"overflow":0
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"_text":"PRAVIDLÁ HRY ",
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],
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{
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"fileID":216008
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"_text":"Teoretické RTP (výplatný pomer) tejto hry je {0}%",
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"width":1400,
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],
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"_text":"Keď je zasiahnutých 4 alebo viac symbolov PENIAZE naraz alebo v niekoľkých padániach, spustí sa funkcia ZNOVUOTOČENIE PEŇAZÍ.",
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"_text":"Keď ako počiatočný výsledok točenia budú zasiahnuté presne 3 symboly PENIAZE, pred akýmkoľvek padáním, pokiaľ tento výsledok nemá žiadnu výhru, hodnoty na týchto symboloch PENIAZE sa zmenia na násobitele, sčítajú sa, odložia na stranu a hra znovu otočí všetky symboly na obrazovke, kým nebude zasiahnutá aspoň jedna výherná kombinácia. Všetky takto získané výhry sa vynásobia skôr nazbieraným násobiteľom výhry. Počas týchto znovuotočení a následných padaní sú v hre špeciálne valce, ktoré neobsahujú žiadne symboly PENIAZE.",
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"_text":"Kolo začína so SYMBOLMI PENIAZE, ktoré boli zasiahnuté v základnej hre na rovnakej pozícii.",
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"width":1239,
"height":100,
"overflow":0
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"fileID":216091
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],
"fileID":216172
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{
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"_text":"Kolo končí, keď už nezostávajú žiadne ďalšie znovuotočenia alebo keď je obrazovka úplne zaplnená.",
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],
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"_text":"MINIMÁLNA STÁVKA: ",
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"width":260,
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],
"fileID":216174
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{
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"fileID":216014
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"_text":"Hodnota všetkých trvalých symbolov nie je ovplyvnená žiadnym modifikátorom.",
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"width":953,
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],
"fileID":216175
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{
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"_text":"Všetky výhry sú násobené stávkou z líniu.",
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"_text":"RTP hry pri použití \"KÚPIŤ TOČENIA ZDARMA\" je {0}%",
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],
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"_text":"Porucha zruší všetky platby a hry. ",
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"_text":"Toto je trvalý symbol PRIDAŤ. Kedykoľvek sa objaví, nadobúda náhodnú hodnotu z rovnakej sady ako symboly PENIAZE. Táto hodnota sa pripočíta k hodnotám všetkých symbolov PENIAZE na obrazovke pre aktuálne a všetky nasledujúce znovuotočenia.",
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"_text":"Pri každom točení získa symbol PENIAZE náhodnú hodnotu z vopred definovanej sady medzi 1x, 2x, 3x, 4x, 5x, 6x, 8x, 10x, 12x, 15x, 20x, 25x, 50x, 100x, 250x alebo 500x celkovej stávky.",
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],
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"_text":"Toto je symbol NASOBIŤ. Kedykoľvek bude zasiahnutý, náhodne vynásobia hodnoty 2 až 5 symbolov PENIAZE na obrazovke náhodným násobiteľom x2, x3, x4 alebo x5. Po vynásobení sa premení na symbol PENIAZE s hodnotou toľkých celkových stávok, koľko činil násobiteľ.",
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"anchorX":0,
"width":1248,
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"fileID":216100
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],
"fileID":216181
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"_text":"Pri výhre s viacerými blokmi sú všetky výhry pripočítané v celkovej výhre.",
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"anchorY":0,
"width":1400,
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],
"fileID":216182
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{
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"_text":"KÚPIŤ FUNKCIU ZNOVUOTOČENÍ",
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},
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],
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"_text":"Toto je trvalý symbol NÁSOBIŤ. Kedykoľvek bude zasiahnutý, získa náhodný násobiteľ hodnotu x2, x3, x4 alebo x5. Pri aktuálnom točení a všetkých nasledujúcich znovuotočeniach až do konca kola sa hodnota 2 až 5 symbolov PENIAZE náhodne vynásobí týmto násobiteľom.",
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"anchorX":0,
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"_text":"ZNAK OPÄTOVNÉHO PRETOČENIA PEŇAZÍ ",
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],
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') format('woff')}"
}
}
]}