三个函数来计算“开”、“关”或简单的“奇偶校验位”…

哈希表的实现程序，可以自动从一篇TXT文件中扫描所有的单词，并为这些单词创建哈希表，来统计单词在文章中出现的次数。本程序采用线性探测再散列的方法处理冲突，支持打印HASHLIST，可以很方便的看到单词在表中的位置，便于理解哈希表。-Hashtable realize procedure, you can automatically scan a TXT file all the words, and for these words create a hash table to statistical word appears in the article number. This procedure using a linear method to detect re-hash of dealing with conflict, to support the print HASHLIST, it is easy to see that word in the table location, easy to understand the hash table.

一个用VC写的操作鼠标的小程序.-a VC operation of the mouse to write small programs.

前一段时间，我开发一个有关硬件的程序，需要初始化很长时间，为了防止用户误认为程序已经死掉，必须显示一个漂亮的界面让用户没有这种误解。就像我们系统拷贝很大的文件的时候显示的窗体一样。可惜我没有找到，只有自己亲自开发了。开发一个类，继承于CWnd,很方便。代码比较简单希望有兴趣的朋友下载看看。-some time ago, I developed a hardware-related procedures, the need to initialize a very long time, in order to prevent users mistakenly believe that the procedure has survived, must show a pretty interface to let users do not have this misconception. Like our system great copy of the document shows the same window. Unfortunately, I did not find that only personally developed. The development of a class, in succession CWnd, very convenient. Hope relatively simple code are interested to see friends download.

eVC上的COM编写组件的例子，这是客户端的代码-eVC prepared on the COM component example, this is the client code

这是有关大数问题的-This is the fate of

这一项目显示 windows 窗体的 gaz 传感器...

spike power doppler specctrum formula

如何用CZip/CUnzip类压缩/解压缩文件，这个类使用gzip GNU源代码-how CZip/CUnzip type compression/decompression, the type used gzip GNU source code

vb vb+sql学生信息管理系统.zip-vb vb sql student information management system. Zip

题目    The 15-puzzle has been around for over 100 years; even if you don"t know it by that name, you"ve seen it. It is constructed with 15 sliding tiles, each with a number from 1 to 15 on it, and all packed into a 4 by 4 frame with one tile missing. Let"s call the missing tile "x"; the object of the puzzle is to arrange the tiles so that they are ordered as:   1  2  3  4  5  6  7  8  9 10 11 12 13 14 15  x where the only legal operation is to exchange "x" with one of the tiles with which it shares an edge. As an example, the following sequence of moves solves a slightly scrambled puzzle: