xuuxup_0101 发表于 2020-6-9 17:04:46

2020.06.09 2V0-21.19 471Pass

2V0-21.19 有新題,要考的要快喔,附上考題,螢光筆畫的是考試選的答案。
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

circa302 发表于 2020-6-9 17:21:12

{:6_267:}{:6_267:}{:6_267:}

Lapot16 发表于 2020-6-9 19:53:41

Congratulation !!
Thanks for sharing !!

hwhzz2019 发表于 2020-6-9 22:38:55

感谢分享,,,高手!

WesleyMesschen 发表于 2020-6-9 22:52:51

jampson 发表于 2020-6-9 22:54:31

{:6_267:}{:6_267:}{:6_267:}

Fylon85 发表于 2020-6-10 13:53:25

非常感谢,学习学习!

danis_win 发表于 2020-6-11 10:34:20

感谢分享

support87 发表于 2020-6-12 09:55:20

谢谢分享

巧然 发表于 2020-6-12 16:30:19

看PDF上的答案都是对的吗?

killmsitp 发表于 2020-6-12 17:19:03

谢谢,祝贺祝贺

hongxingye18 发表于 2020-6-14 21:12:16

谢谢分享!

yu2006070 发表于 2020-6-15 22:55:26

非常感谢

linyufeng 发表于 2020-6-16 08:46:52

感謝大大分享

xuuxup_0101 发表于 2020-6-17 12:01:42

巧然 发表于 2020-6-12 16:30
看PDF上的答案都是对的吗?

對喔    但要有新題了要考要快喔
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