windows下多线程

关于一个简单的黑杰克游戏，提供玩家与计算机的对抗功能(About a simple black Jack game that provides player and computer resistance)

用C++编写的大整数计算的模板，可实现加、减、乘、除、取模等运算，可以通过此源码学习高精度的实现。(Written with C++ template large integer can be realized addition, subtraction, multiplication, division, modulus and other operations, you can achieve high-precision study of this source.)

说明：  蚁群算法仿真因特网中的路由选择，给出正常情况、节点阻断和路径拥塞等不同情况下的最优路径选择与更新实现，仿真结果能够提供可视化的过程模拟(Simulation of Ant Colony Algorithm for Routing in the Internet, given normal circumstances, and the path blocked node under different circumstances, such as congestion of the optimal path selection and update the realization of simulation results can provide visualization of the process simulation)

.NET+MSSQL 注意：该数据库为MSSQL2005数据库文件，从4.0开始不再支持SQL2000。 1、数据文件结构说明 ————–DTcmsdb4.mdf (数据库主体文件) ————–DTcmsdb4.log.ldf (数据库日志文件) ————–DTcmsdb4.sql (数据库建表语句含演示数据)

用于xillinx芯片xc2s200-pq208 PCI引脚测试的，有时担心焊接是否良好，需要测试PCI引脚，也可以修改后测试其它XILLINX芯片，对于想学习CPLD，FPGA的朋友有很大的帮助，可以学习引脚的绑定等等。-Xillinx chip for xc2s200-pq208 PCI pin test, and sometimes worry that welding is good, need to test PCI pin can also be modified to test other XILLINX chips, want to learn for the CPLD, FPGA

C# 实现验证码识别

1. 对信息进行填充，使其字节长度与448模512同余 2. 设置好4个链接变量，进入算法的4轮循环运算 3. 每轮一个非线性函数 F(x, y, z)  (((x) & (y)) | ((~x) & (z)))   G(x, y, z)  (((x) & (z)) | ((y) & (~z))) H(x, y, z)  ((x) ^ (y) ^ (z)) I(x, y, z)  ((y) ^ ((x) | (~z))) MD5轮主要操作: FF(a, b, c, d, x, s, ac) { (a) += F ((b), (c), (d)) + (x) + ac; (a) = ROTATE_LEFT ((a), (s)); (a) += (b); } GG(a, b, c, d, x, s, ac) { (a) += G ((b), (c), (d)) + (x) + ac; (a) = ROTATE_LEFT ((a), (s)); (a) += (b); } HH(a, b, c, d, x, s, ac) { (a) += H ((b), (c), (d)) + (x) + ac; (a) = ROTATE_LEFT ((a), (s)); (a) += (b); } II(a, b, c, d, x, s, ac) { (a) += I ((b), (c), (d)) + (x) + ac; (a) = ROTATE_LEFT ((a), (s)); (a) += (b); }

针对原来的winio不能访问高端内存的问题，进行了修改，可以2G以上的内存(For the original winio not have access to high-end memory problems been modified, you can more than 2G of memory)

计算机模拟和蒙特卡洛方法，文件格式为pdg,主要介绍随机模拟方法(Computer Simulation and the Monte Carlo method, file format pdg, stochastic simulation method introduced)