3/27 350-701 PASS
題目總共 104 題data:image/png;base64,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
恭喜考過{:1_1:}!!!!
版主您好,請問題庫哪裡取得? 謝謝 版主請問您在哪取得的題庫,有實驗題嗎謝謝 恭喜版主,可否分享題庫呢?感謝 恭喜版主,可否分享題庫呢?感謝
题库有多少道 {:6_265:}{:6_265:}{:6_265:}{:6_265:}{:6_265:}{:6_265:} 恭喜版主,可否分享題庫呢?感謝 恭喜版主,可否分享題庫呢?感謝1 恭喜樓主 謝謝提供資訊! 恭喜通過考試! 恭喜版主,可否分享題庫呢?感謝 恭喜,謝謝分享! 恭喜版主!
請教題庫可否分享呢
恭喜樓主
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