CEH V12 題庫 - 2024年4月21日
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{:6_299:} {:6_290:} 感謝大大的分享
正好有需要 要準備CEH考試,感謝分享! 感謝大大{:6_267:} 謝謝 感謝大大的分享,一直找不到適合的 感謝分享 非常感謝您的即時分享{:6_268:}{:6_268:}{:6_268:}{:6_268:} {:6_267:}{:6_267:}{:6_267:}{:6_267:}感謝大大無私分享 謝謝大大 {:6_277:}{:6_277:}{:6_277:} {:6_267:}