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  • 【精选】kvm虚拟机出现启动不了,NOT available,PV大于分区

    25:5E:FD:F7:0E:9D:12:BA:70:91:4C:24:B5:A6:14:06:19:2F:B8:A7: 4F:DC:9D:A2:C0:D0:47:B0:81:97:F0:26:A0:DF:11:BD:0C:DE:73:8A: E2:02:31:23:9A:1D:9C:AD:B9:85:F6:D1:BA:52:15:8A:59:97:C7:...

  • Quartus II IP生成报错

    https://blog.csdn.net/weixin_36339155/article/details/73741732 https://blog.csdn.net/qq_37145225/article/details/86568449 Quartus II的很全Full License。09-30 08-21 12-17 3380 5987 ...

  • signature=0fe701f49ca2b0d1b829ac1255f36b0e,certbot/letsencrypt

    if you want to change where the virtual environment will be installed HOME might not be defined when being run through something like systemd if[-z"$HOME"];then HOME=~root fi if[-z...

  • 小E开发板wifi音箱一实现PC通过wifi传数据到开发板进行播放

    (http://blog.csdn.net/chengdong1314/article/details/54171667博客关键内容1)所以我们可以以“RIFF”和“WAVE”这两个字符串来确定这个文件是不是WAV文件,这里在代码上的实现是这样的:...

  • 在Ubuntu18.04中搭建fabric

    0.0.0.0:8053->8053/tcp peer0.org2.example.com 98ff47db98dc hyperledger/fabric-peer:1.3.0 "peer node start" 11 seconds ago Up 10 seconds 0.0.0.0:7051->7051/tcp,0.0.0.0:7053->7053/tcp

  • signature=d745a3a82b996f94b4d7d620cea7c3f0,Squashed 'drivers

    73e008ff remove authors e-mail 5816c90f rename kobuki_apps as kobuki_rapps to resolve#336 638a21a7 0.6.2 d2468655 update changelog 1ccac515 Merge pull request#340 from yujinrobot/...

  • FastDFS的详细安装步骤二(亲搭

    192-168-165-7 data]#ls 00 07 0E 15 1C 23 2A 31 38 3F 46 4D 54 5B 62 69 70 77 7E 85 8C 93 9A A1 A8 AF B6 BD C4 CB D2 D9 E0 E7 EE F5 FC 01 08 0F 16 1D 24 2B 32 39 40 47 4E 55 5C 63 ...

  • TLSv1.2抓包解密分析过程之RSA

    0b00037500037200036f3082036b30820253a00302010202044f3e3a8e300d06092a864886f70d01010b05003066310b3009060355040613027a68310b3009060355040813026764310b300906035504071302677a3110300e...

  • CTF论剑场学习—杂项

    import re str1="826042AE444E454900000000B202663A259009D007FD7A4A012179C8F76403B7F0077E803BF761A9D5EDDDCC1600EFDBE242F0BA6E9F02C8F96935D3B7D90006800D5E927EC87043E920844E631AD4F...

  • Wechat文章

    参考文章: 深度学习算法工程师面经(微软、阿里、商汤、滴滴、华为、海康、平安、陌陌等offer) https://zhuanlan.zhihu.com/p/148246487?utm_source=wechat_session K近邻算法:以"同类相吸"解决分类问题! https://blog.csdn.net/qq_27590277/article/details/108439764 【基础积累】1x1卷积到底有哪些用处? https

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