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"path":"Paytable_mobile/Paytable_portrait/Page12/Content/RealContent/RulesBottom/MinMaxBetHolderNew/MaxBet/MaximumText",
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"path":"Paytable_mobile/Paytable_portrait/Page9/Content/RealContent/MaxWinHolder/RuleHolder/Rule",
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"path":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/MoneySymbolsHolder3/MoneySymbol5/RuleHolder5/Rule5",
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"path":"Paytable_mobile/Paytable_portrait/Page11/Content/RealContent/RulesTop/MultpiplePaylines_1",
"oldContent":"When winning with multiple blocks all wins are added to the total win.",
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"path":"Paytable_mobile/Paytable_portrait/Page11/Content/RealContent/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
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"path":"Paytable_mobile/Paytable_portrait/Page12/Content/RealContent/RulesBottom/MinMaxBetHolderNew/MinBet/MinimumText",
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"path":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/MoneySymbolsHolder1/TopRuleHolder/TopRule",
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"path":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/MoneyRespinFeature/RulesHolder/Rule7Holder/Rule7",
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"path":"Paytable_mobile/Paytable_portrait/Page10/Content/RealContent/CAT/TitleHolder/Title",
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"_text":"Ovo je simbol NAPLATA. Kad se pojavi, prikuplja vrijednosti svih simbola NOVCA koji su u tom trenutku na zaslonu. Nakon prikupljanja pretvara se u simbol NOVCA s vrijednošću koju je prikupio.",
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"width":132,
"height":22
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"_text":"SIMBOLI NOVCA KAO MNOŽITELJI DOBITKA",
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"_text":"PRAVILA IGRE",
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"_text":"U igrama s visokim stupnjem slučajnosti u prosjeku su manji dobici, ali veća je vjerojatnost za veliki dobitak u kratkom razdoblju.",
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"_text":"Kvarom se poništavaju svi dobici i igre.",
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],
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"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/MoneySymbolHolder/Rule1Holder/Rule1",
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"_text":"Ovo je SIMBOL NOVCA. Može se pojaviti na svim rolama.",
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"_text":"Ovo je simbol trajnog MNOŽENJA. Kada se pojavi, ima nasumičnu vrijednost množitelja od x2, x3, x4 ili x5. U trenutačnoj vrtnji i svim narednim ponovnim vrtnjama do kraja kruga, vrijednost od 2 do 5 simbola NOVCA nasumično se množi s tim množiteljem.",
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"_text":"Ovo je simbol DODAVANJA VRIJEDNOSTI. Kad se pojavi, dodaje nasumičnu vrijednost iz istog skupa kao simbol NOVCA vrijednosti svih simbola NOVCA koji su u tom trenutku na zaslonu. Nakon dodavanja pretvara se u simbol NOVCA s vrijednošću jednakom onoj koju je dodao.",
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"_text":"Simboli NOVCA s nasumičnim početnim vrijednostima.",
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"width":682,
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},
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],
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"_text":"Ako dobijete 4 ili više simbola NOVCA odjednom ili u više padanja, pokrećete značajku PONOVNIH VRTNJI NOVCA.",
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],
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"_text":"ZNAČAJKA PADANJA znači da se nakon svake vrtnje isplaćuju dobitne kombinacije, a svi dobitni simboli nestaju. Preostali simboli padaju na dno zaslona, a prazna polja popunjavaju novi simboli koji dolaze odozgo.",
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"_text":"Ovo je simbol OTKLJUČAVANJA. Kad se pojavi prvi put u krugu, otključava krajnju desnu rolu i širi rešetku na 5 x 5. Kad se pojavi drugi put u krugu, otključava krajnju lijevu rolu i širi rešetku na 6 x 5. Nakon što se pojavi, pretvara se u simbol NOVCA s nasumičnom vrijednosti.",
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"fileID":95840
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"_text":"Krug počinje kada se SIMBOLI NOVCA pojave u osnovnoj igri na istom položaju.",
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"width":1239,
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"overflow":0
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],
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"_text":"Tijekom kruga ponovnih vrtnji mogu se pojaviti sljedeći simboli:",
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},
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],
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"_text":"Prosječni povrat igraču sa značajkom „KUPITE BESPLATNE VRTNJE“ iznosi {0} %",
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"anchorY":0,
"width":1400,
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],
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"layer":0,
"components" : 
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"_text":"Ovo je simbol trajnog ZBRAJANJA. Kada se pojavi, dobiva nasumičnu vrijednost iz istog skupa simbola NOVCA. Vrijednost se dodaje vrijednostima svih simbola NOVCA na zaslonu za trenutačnu ponovnu vrtnju i sve naredne.",
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],
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"_text":"Dobitak iz ponovne vrtnje dodjeljuje se igraču kada krug završi.",
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"width":1400,
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"_text":"Ako dobijete 4 ili više simbola NOVCA odjednom ili u više padanja, pokrećete značajku PONOVNIH VRTNJI NOVCA.",
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"_text":"Ovo je simbol OTKLJUČAVANJA. Kad se pojavi prvi put u krugu, otključava krajnju desnu rolu i širi rešetku na 5 x 5. Kad se pojavi drugi put u krugu, otključava krajnju lijevu rolu i širi rešetku na 6 x 5. Nakon što se pojavi, pretvara se u simbol NOVCA s nasumičnom vrijednosti.",
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"_text":"Kada postoje dobici s više blokova, svi se dobici dodaju ukupnom dobitku.",
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"_text":"Svi se dobici dodaju računu igrača nakon što se odigraju svi simboli koji su pali u osnovnoj vrtnji.",
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"_text":"Redoslijed primjenjivanja modifikatora na simbole NOVCA na zaslonu fiksan je: ZBRAJANJE, onda MNOŽENJE, onda NAPLATA, a onda trajno ZBRAJANJE, trajno MNOŽENJE, trajna NAPLATA, zatim OTKLJUČAVANJE.",
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"_text":"SIMBOLI NOVCA KAO MNOŽITELJI DOBITKA",
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"_text":"Na vrijednost trajnih simbola ne utječe nijedan modifikator.",
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"height":56
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"_text":"Ovo je simbol trajnog MNOŽENJA. Kada se pojavi, ima nasumičnu vrijednost množitelja od x2, x3, x4 ili x5. U trenutačnoj vrtnji i svim narednim ponovnim vrtnjama do kraja kruga, vrijednost od 2 do 5 simbola NOVCA nasumično se množi s tim množiteljem.",
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"_text":"Kada se točno 3 simbola NOVCA pojave zajedno ili u nekoliko padanja, njihova se vrijednost pretvara u množitelje dobitka koji se zbrajaju i primjenjuju na dobitak u svim narednim padanjima u tom ciklusu. Simboli NOVCA koji se pojave nakon 3. također će se pretvoriti u množitelje dobitka te će se dodati množitelju ukupnog dobitka.",
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"_text":"ZNAČAJKA PONOVNE VRTNJE NOVCA",
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},
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],
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{
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"_text":"Tijekom kruga ponovnih vrtnji mogu se pojaviti sljedeći simboli:",
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],
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"_text":"Padanje se nastavlja dok se ne iskoriste sve dobitne kombinacije nastale zbog padanja.",
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"_text":"Dobitak iz ponovne vrtnje dodjeljuje se igraču kada krug završi.",
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"_text":"Prosječni povrat igraču sa značajkom „KUPITE BESPLATNE VRTNJE“ iznosi {0} %",
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"_text":"Sve su vrijednosti prikazane kao stvarni dobici u novčićima.",
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"_text":"PRAVILA IGRE",
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"width":1400,
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},
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],
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},
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"_text":"Na kraju kruga dodjeljuju se svi iznosi koje prikupite do tog trenutka.",
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},
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],
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},
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],
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"_text":"Ako je rešetka otključana za 6 x 5 položaja i potpuno popunjena, krug završava i dodjeljuje se dodatna nagrada od 500 x ukupni ulog ukupnom dobitku.",
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"_text":"Ovo je simbol OTKLJUČAVANJA. Kad se pojavi prvi put u krugu, otključava krajnju desnu rolu i širi rešetku na 5 x 5. Kad se pojavi drugi put u krugu, otključava krajnju lijevu rolu i širi rešetku na 6 x 5. Nakon što se pojavi, pretvara se u simbol NOVCA s nasumičnom vrijednosti.",
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"_text":"Kvarom se poništavaju svi dobici i igre.",
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"_text":"ZNAČAJKA PADANJA znači da se nakon svake vrtnje isplaćuju dobitne kombinacije, a svi dobitni simboli nestaju. Preostali simboli padaju na dno zaslona, a prazna polja popunjavaju novi simboli koji dolaze odozgo.",
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"_text":"Počnite s 3 ponovne vrtnje. Svi simboli koje dobijete nakon svake ponovne vrtnje ostaju na zaslonu do kraja kruga. Svaki put kada dobijete neki simbol, broj ponovnih vrtnji vraća se na 3.",
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"_text":"Na početku značajke role iz osnovne igre zamjenjuju se rešetkom s 4 x 5 položaja.",
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"_text":"Ovo je simbol MNOŽENJA. Kada se pojavi, nasumično umnožava vrijednosti od 2 do 5 simbola NOVCA na zaslonu nasumično odabranim množiteljem od x2, x3, x4 ili x5. Nakon umnožavanja pretvara se u simbol NOVCA s vrijednošću onoliko ukupnih uloga koliki je bio njegov množitelj.",
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"_text":"U svakoj vrtnji SIMBOL NOVCA dobiva nasumičnu vrijednost iz unaprijed definiranog kompleta: 1x, 2x, 3x, 4x, 5x, 6x, 8x, 10x, 12x, 15x, 20x, 25x, 50x, 100x, 250x ili 500x ukupni ulog.",
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"_text":"ZADNJA PONOVNA VRTNJA",
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],
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"_text":"ČESTITAMO!",
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') format('woff')}"
}
}
]}