SrcSdk

该文件能够实现Xilinx平台FPGA芯片流水灯实验，能够看到绿色的8盏灯依次点亮(This file can realize the Xilinx platform FPGA chip pipelining lamp experiment, and can see eight green lights turn on in turn.)

多路并行扰码，比单路分别扰码节省大量资源，速度没有下降。(Multi-Channel Parallel scrambling code, respectively, than the single scrambling code to save a lot of resources, speed did not decline.)

千年私服辅助外挂~~基本服所有都能用~~~分享一下，自动打怪，下洞(Millennium personal service auxiliary plug-in)

book about quantum security and quantum technique , like bb84 and sarg04 and other protocols

JAVA编写的俄罗斯方块 超级老的游戏了-JAVA prepared super old Tetris game

Rossker系统设计庞加莱截面，得到参数c的分叉图。把程序function改一下编程Lorenz系统即可(The Poincare cross section of Rossker system is designed and the bifurcation diagram of parameter C is obtained. Change the program function to programming Lorenz system)

8086交通灯，用8255控制动态显示数码管来作为红绿灯的秒数，用8253作为计数器(8086 traffic lights, using 8255 control to dynamically display the digital tube as the number of seconds of the red and green light, and use 8253 as a counter)

说明：  一个很经典的GPS短基线解算程序，matlab编写(A classical GPS baseline processing software, developed using Matlab)

Mandala File design used also in photoshop

本书示例丰富,图文并茂,以简明易懂的方式阐释了算法,旨在帮助程序员在日常项目中更好地利用 算法为软件开发助力。前三章介绍算法基础,包括二分查找、大 O 表示法、两种基本的数据结构以及递归 等。余下的篇幅将主要介绍应用广泛的算法,具体内容包括 :面对具体问题时的解决技巧,比如何时采用 贪婪算法或动态规划 ;散列表的应用 ;图算法 ;K 最近邻算法。 本书适合所有程序员、计算机专业相关师生以及对算法感兴趣的读者(This book is rich in examples and illustrates algorithms in a concise and easy-to-understand way. It aims to help programmers make better use of algorithms in daily projects to help software development. The first three chapters introduce the basic algorithms, including binary search, large O representation, two basic data structures and recursion. The rest of the paper will focus on the widely used algorithms, including: when to use greedy algorithm or dynamic programming, hash table application, graph algorithm, K nearest neighbor algorithm when facing specific problems. This book is suitable for all programmers, computer-related teachers and students, and readers interested in algorithms.)