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ProTahmin Kombine %100 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"},{"u":"tunnelingvvip","t":"JUAL 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"},{"u":"pythonuio","t":"Python 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"},{"u":"antontruesound","t":"ATS","i":"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Likê â Phoênix 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"},{"u":"maximum_income","t":"Максимальный 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𝗙𝗥𝗜𝗘𝗡𝗗𝗦 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🚩𝑻𝑨𝑴𝑰𝑳 🦅𝑻𝑯𝑨𝑳𝑨𝑰𝑽𝑨𝑺 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