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已选条件
  1. 编程语言:Visual C++
  2. 代码类别:网络
  3. 发布时间:半年内
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▍1. hackqqqwq

  黑客强大源码,黑客强大源码,黑客强大源码,黑客强大源码,黑客强大源码,黑客强大源码(Hackers powerful source code, hacking powerful source code, hacking powerful source code, hacking powerful source code, hacking powerful source code, hacking powerful source)

8
下载
369
浏览
2014-02-05发布

▍2. yihuo

  利用BP神经网络实现异或问题求解,这里使用的是VS2012版本(BP neural network XOR problem solving, here is the VS2012 version)

6
下载
105
浏览
2014-01-20发布

▍3. yihuo

  利用BP神经网络实现异或问题求解,这里使用的是VS2012版本(BP neural network XOR problem solving, here is the VS2012 version)

6
下载
133
浏览
2014-01-20发布

▍4. libcurltest

  上传下载源码,支持 断点续传,使用 libcurl(Upload and download the source code, support for HTTP, use libcurl)

51
下载
404
浏览
2014-01-19发布

▍5. AUpdateProvider

  一个完善的升级程序,可供编写自动升级程序模块参考。(A complete update program solution.)

8
下载
356
浏览
2014-01-18发布

▍6. AUpdateProvider

  一个完善的升级程序,可供编写自动升级程序模块参考。(A complete update program solution.)

8
下载
328
浏览
2014-01-18发布

▍7. Draw--rectangle-and-fill-

  适用于采摘机器人的柑橘扰动状态下的识别定位。(Suitable for citrus picking robot disturbance to identify the location state.)

5
下载
200
浏览
2014-01-16发布

▍8. Draw--rectangle-and-fill-

  适用于采摘机器人的柑橘扰动状态下的识别定位。(Suitable for citrus picking robot disturbance to identify the location state.)

4
下载
169
浏览
2014-01-16发布

▍9. Phrack-Magazine

  phrack有什么nb的地方:有人问我成为nb黑客(不是骇客)的捷径是什么?我发现这里面可以细分为:1.谁是nb的黑客? 我的答案是phrack杂志上每个领域发表开拓性文章的人; 2.如何成为nb的黑客? 我的答案是把phrack杂志大部分文章用几年时间全部真正弄懂 --不看文章,不查资料能把例子实现一遍,还能改--xscan作者(What place phrack nb: nb what I was asked to become a hacker (not a hacker) is a shortcut? I found that there can be subdivided into: (1) Who is nb hackers? My answer is to explore every area of ​ ​ published journal articles on phrack people 2 nb how to become a hacker? My answer is that most of the phrack magazine article a few years time all truly understand- do not look at the article, the example does not check the information can achieve it again, but also to change- xscan author)

18
下载
405
浏览
2014-01-13发布

▍10. Phrack-Magazine

  phrack有什么nb的地方:有人问我成为nb黑客(不是骇客)的捷径是什么?我发现这里面可以细分为:1.谁是nb的黑客? 我的答案是phrack杂志上每个领域发表开拓性文章的人; 2.如何成为nb的黑客? 我的答案是把phrack杂志大部分文章用几年时间全部真正弄懂 --不看文章,不查资料能把例子实现一遍,还能改--xscan作者(What place phrack nb: nb what I was asked to become a hacker (not a hacker) is a shortcut? I found that there can be subdivided into: (1) Who is nb hackers? My answer is to explore every area of ​ ​ published journal articles on phrack people 2 nb how to become a hacker? My answer is that most of the phrack magazine article a few years time all truly understand- do not look at the article, the example does not check the information can achieve it again, but also to change- xscan author)

17
下载
414
浏览
2014-01-13发布

▍11. cPP-Guinness-classic-code

  c++经典代码大全,适合初学者下载参考使用。(c++ Guinness classic code, suitable for beginners reference.)

2
下载
358
浏览
2014-01-13发布

▍12. cPP-Guinness-classic-code

  c++经典代码大全,适合初学者下载参考使用。(c++ Guinness classic code, suitable for beginners reference.)

2
下载
310
浏览
2014-01-13发布

▍13. CommunicationEngineerNetWorkPractise

  通信工程师电信网络专业习题集 通信工程师电信网络专业习题集 通信工程师电信网络专业习题集(CommunicationEngineerNetWorkPractise CommunicationEngineerNetWorkPractise CommunicationEngineerNetWorkPractise)

0
下载
312
浏览
2014-01-12发布

▍14. CommunicationEngineerNetWorkPractise

  通信工程师电信网络专业习题集 通信工程师电信网络专业习题集 通信工程师电信网络专业习题集(CommunicationEngineerNetWorkPractise CommunicationEngineerNetWorkPractise CommunicationEngineerNetWorkPractise)

1
下载
278
浏览
2014-01-12发布

▍15. Genetic-algorithm(Savage-River)

  基于遗传算法解决野人过河问题,实现最优路径求解,具体见源码标注(Savage river based on genetic algorithm to solve the problem, to solve the optimal path, see the specific source tagging)

2
下载
117
浏览
2014-01-12发布

▍16. Genetic-algorithm(Savage-River)

  基于遗传算法解决野人过河问题,实现最优路径求解,具体见源码标注(Savage river based on genetic algorithm to solve the problem, to solve the optimal path, see the specific source tagging)

2
下载
131
浏览
2014-01-12发布

▍17. shortest-path

  通信网络的架设问题 若要在n(≥10)个城市之间建设通信网络,只需要架设n-1条线路即可(With the Dijksra algorithm to network G from source points to the rest of the vertices of the shortest path)

0
下载
487
浏览
2014-01-11发布

▍18. shortest-path

  通信网络的架设问题 若要在n(≥10)个城市之间建设通信网络,只需要架设n-1条线路即可(With the Dijksra algorithm to network G from source points to the rest of the vertices of the shortest path)

0
下载
426
浏览
2014-01-11发布

▍19. hacker

  学习网络安全的一本书籍。《黑客入侵(超级详细版)》(A learning network security books. " Hacking (super-detailed version)" )

18
下载
389
浏览
2014-01-10发布

▍20. hacker

  学习网络安全的一本书籍。《黑客入侵(超级详细版)》(A learning network security books. " Hacking (super-detailed version)" )

17
下载
307
浏览
2014-01-10发布