544363373 发表于 2024-4-20 20:07:01

HCIP加个实验考试,openGauss早就是了,不难的这些实验


HCIP加个实验考试,openGauss早就是了,不难的这些实验。反正我个人觉得比背题好多了
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data:image/png;base64,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

小乔 发表于 2024-4-20 21:36:24

有基础的难度降低0基础的死背题目不太行了

小乔 发表于 2024-4-20 21:37:07

思科NA NP考试一直有实验题   

WarmZling 发表于 2024-4-21 14:38:25

这实验是要在考试机房现场实操吗

db3133 发表于 2024-4-22 08:42:20

现在已经加实验了嘛

wang131411 发表于 2024-4-22 09:51:24

831 多久能考试呀?{:6_268:}

小乔 发表于 2024-4-22 18:08:28

本帖最后由 小乔 于 2024-4-23 11:31 编辑

wang131411 发表于 2024-4-22 09:51
831 多久能考试呀?
831论坛本周可以更新完毕

WarmZling 发表于 2024-4-24 10:36:14

加了实验,考试费用也会提高了吧
页: [1]
查看完整版本: HCIP加个实验考试,openGauss早就是了,不难的这些实验