VCAP模拟考试版
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666 这个马上下线不考了 骗子，压缩包根本无法解压。 vce文件无法用自带palyer打开 幸亏没买 大家在哪里下vce对应的软件呀 能分享一个高版本的vce吗？ 你这个是6.7还是7？
Congratulation
Thanks for sharing 这个是哪个版本的？ 感謝大大無私分享 {:6_263:} apextop 发表于 2021-4-3 21:57
骗子，压缩包根本无法解压。
怎么可能，我都是没有问题传的
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