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"width":875,
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"width":130,
"height":22
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"height":26
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"height":185,
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"width":550,
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"width":965,
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"_text":"MAKS. WYGRANA",
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"width":1400,
"height":70,
"overflow":0
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],
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"_text":"Wygrane ze wszystkich symboli wypłacają od lewej do prawej na przyległych bębnach począwszy do pierwszego z lewej.",
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"_text":"Wygrane z darmowych obrotów i bonusów są dodawane do wygranych z linii.",
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"width":851,
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"_text":"Bębny od 1 do 6 mogą posiadać do 7 symboli. Łącznie maksymalna liczba możliwych kombinacji to 117649. ",
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"_text":"Zapłać 300x łączny zakład, aby aktywować funkcję DARMOWE OBROTY Z PODWÓJNYM MNOŻNIKIEM, w której wszystkie wygrane są mnożone przez dwukrotność liczby wybuchających symbolów w danym opadnięciu.",
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"_text":"Ten symbol to WILD, który zastępuje wszystkie symbole z wyjątkiem SCATTER.",
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"_text":"Maksymalna suma wygranych jest ograniczona do {0}x zakład zarówno w grze bazowej jak i darmowych obrotach. Jeśli łączna wygrana RUNDY DARMOWYCH OBROTÓW osiągnie {1}x zakład runda natychmiast dobiega końca, wygrana jest przyznawana, a wszystkie pozostałe darmowe obroty są anulowane.",
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"_text":"Wygrana z darmowych obrotów jest przyznawana graczowi po zakończeniu rundy. ",
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"width":1400,
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"_text":"Podczas rundy każda wygrana jest mnożona przez liczbę równą łącznej liczbie symboli, które eksplodowały w bieżącej rundzie. ",
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') format('woff')}"
}
}
]}