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"width":1075,
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],
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"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/FSOptions/Option5/FSOptionsInfo3",
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],
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},
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"_text":"Wylosuj 3 symbole          podczas RUNDY DARMOWYCH OBROTÓW, aby aktywować nową FUNKCJĘ DARMOWYCH OBROTÓW, która zostanie rozegrana na koniec bieżącej rundy. Możesz wybrać inną opcję przed rozpoczęciem nowej rundy. Nie ma limitu na możliwe reaktywacje.",
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"width":1400,
"height":552,
"overflow":0,
"alignment":2,
"spacingY":13
},
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],
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},
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"_text":"TAJEMNICZA liczba darmowych obrotów, wybrana z innych opcji\nTAJEMNICZY zakres mnożnika, wybrany z innych opcji",
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"anchorY":0,
"width":1175,
"height":440,
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"spacingY":4
},
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],
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},
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],
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],
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],
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],
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') format('woff')}"
}
}
]}