基于template的windows应用程序框架！

windows核心编程随书源码, 此书为Windows下程序开发的经典读物, 推荐大家研究一下其中源码， 必将大受裨益,  比如DLL注入技术, 都有很详尽的讲解, 并介绍了5种注入方法。

个人信息的发布系统。原代码你可以参考学习- the system of the person information express.

弹珠台游戏，呵呵不知道对你们有用吗，有用就下载吧，呵呵，看看好不好、-Pinball games, Oh do not know any use to you, useful to download it, huh, huh, good to see,

库存管理系统的销售和购买的选项来修改它，如你所愿，也不要忘记分享它再一次请不要不客气

windows mobile下面的线程实例，演示了用户线程和工作者线程的使用，evc开发环境下调试通过-windows mobile thread below examples demonstrate the user threads and worker threads to use, evc debugging development environment through

们常常要在web上显示流程图,网上比较难找,到处要收费,自己琢磨了一个,比较简单,包括开始节点，结束结点，两种节点框图(节点、容器)和两种特殊线（跳线、返回线）,使用xml文件或xml字串作为数据源，没有多少需求分析,给有心人参考,也收集一些建议，源码过段时间整理再放上。demo代码：-Often displayed in the web flow chart, on-line comparison was difficult to find, everywhere, should be charged, pondering their own one, relatively simple, including the start node, end node, two node diagram (node, container) and the two special lines (jumper, return line), use the xml file or xml string as a data source, not the number of needs analysis, reference to the people, but also to collect some of the proposals, source code over time add the finishing. demo code:

创建一个复杂的链表，对这个复杂的链表进行复制，生成一个副本，从而可以熟练掌握链表的相关操作，巩固对于链表的学习。

Windows Mobile SP/PPC手机上操作联系人，SIM卡联系人，提醒，工作的封装类，使用简单。-Windows Mobile SP/PPC phone operator contact, SIM card contacts, reminders, work package categories, using a simple.

这是一个函数模板的题目,用的是函数模板解决简单的问题-This is a function of template topics, using a template function to a simple question

计算A(n,x,y)，当n0,y0时，用函数调用A(n,x,y-1)代替，其中B=A(n,x,y-1)。在计算A(n,x,y-1)前，应先将参数n,x,y保存起来，待计算出A(n,x,y-1)的值之后，设其值为B，再回来计算A(n,B,x)。如果计算出A(n,x,y-1)时，仍有y-1>0，又要将n,x,y-1保存起来，去计算A(n,x,y-2),...,直到能计算出值，再返回来计算各中间值反复进行这一过程，直到最后求得最初的函数值-calculation A (n, x, y), 4; Gt; 0, ylt; Gt; 0:00 a.m., with a function call A (n, x, y-1) to replace, B = A (n, x, y-1 ). In the calculation of A (n, x, y-1), before first parameter n, x, y saved, the question calculate A (n, x, y-1) value, based Value B, A calculation of return (n, B , x). If calculated A (n, x, y-1), there is still y-1gt; 0, but also to n, x, y-1 saved, the calculation of A (n, x, y-2 ),..., until value can be calculated and then back to calculate the median repeated the process, until the last strike initial function