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"width":965,
"height":75,
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"_text":"1'den 6 numaralı makaraya en fazla 7 sembol olabilir. Toplamda maksimum kazanmanın olası yolu 117649'tür.",
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"_text":"VOLATİLİTE",
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"width":1400,
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"_text":"İKİ KAT ÇARPANLI FREESPİN SATIN ALMA kullanıldığında oyunun RTP'si %{0}'dir",
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') format('woff')}"
}
}
]}