12/20 CCSE 86分 Pass 並提供練習檔
本帖最后由 90309 于 2023-12-21 10:09 编辑12/20 CCSE 86分 Pass
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VCE软件是什么东东 題庫有5題可以修正
#57 應該是mplane 那個答案
#174 fw ctl conntab -x -dport=22 那個答案
#255 應該不是license問題 是threat prevention policy問題
#315 應該是bash mode 用 gaia_api 的答案
#333 應該是HA mode 那個答案
{:6_299:} 希望準確度高一些 可以分享下VCE的 designer.exe嗎?
論壇找到的版本都開不到... 认真学习！！！ {:6_269:}{:6_269:}{:6_269:}{:6_269:} {:6_276:}{:6_276:}{:6_276:}{:6_276:}{:6_276:} {:6_295:}{:6_295:}{:6_295:}{:6_295:} 希望準確度高一些 Thx 恭喜大佬通過考試 恭喜大佬通過考試 恭喜大佬通過考試{:6_290:}{:6_290:}{:6_290:}{:6_290:}{:6_290:}{:6_290:}{:6_290:}{:6_290:}