VCE考试工具,手机+电脑版本,绝对好用!!!!!!!!!!!!!
解决这个问题找到的,贡献给大家!!!data:image/png;base64,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
萌新不易,第一次发,混点鸿鹄币,软件绝对好用,亲测 THX A LOT 感謝樓主分享,可惜沒有IOS的{:6_267:}{:6_267:} 谢谢分享 感谢分享!!!!!! Thanks a lot .................... Thanks a lot先攒点分 mark一下,插个眼 找了很久才找到这个工具 Thanks a lot先攒点分 THANKS FOR SHARING 谢谢分享啊 {:6_267:}{:6_267:}{:6_267:}{:6_267:} Thanks a lot ....................