data:image/png;base64,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data:image/png;base64,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

of $

Alright! Let's $2

121deposit of $90 on 24/9/2019 at 12:14:31,withdrawal of $67 on 24/9/2019 at 12:14:33,failed withdrawal of $80 on 24/9/2019 at 12:14:35,deposit of $98 on 27/9/2019 at 10:56:27deposit,withdrawal