opencv-video-read-and-play

说明：  通过修改，注册表，实现修改默认打印机功能(it is used to modify the setting of the defualted printer )

输入一列整数，选择需要求子列的长度。在求最长子列，(Enter a list of integers, select the Child-giving the length of the column. Having failed to achieve the longest sub-columns,)

说明：  注册表操作，打开注册表，查询，并进行设置。后面有注释部分是进行系统的一些信息进行设置查询。(Registry operation, open the registry, query, and set up. Notes partly behind some of the information system set up inquiries.)

C++_Primer中文第四版(含习题解答+源码），很好的vc入门书(Chinese fourth edition (including exercises answers+ source), a good introductory book vc)

Tsai标定算法，用用于图像标定的，可以使用 (Tsai calibration algorithm used for image calibration, you can use)

包括全部opengl编程中所需的dll (Including all the required dll opengl programming)

本程序利用Card类数组模拟扑克牌,定义3个数组分别表示玩家手中的牌，电脑手中的牌和底牌，用srand((unsigned)time(NULL))产生随机数字，将底牌数组中随机的一项从底牌中移动到其他的数组中，模拟从洗好底牌中抓牌。表示出牌。 单人练习模式中，首先记下一个 1到13之间的随机数字,然后玩家抓牌,当手中的牌的点数恰与记下的随机数字相等,或用手中有的任意两张牌,通过加减乘除四则运算可以凑出该随机数字相等的点数,则停止抓牌并将这一张或两张出出去,随即记下一个新的随机数字,开始下一轮,直道手中的全部牌出完,游戏结束(This procedure using Card class array to simulate playing cards, the definition of the 3 arrays represent the game player cards, computer cards and cards, using srand ((unsigned) time (NULL)) to generate random numbers, random number in the array will be a move to the number of cards from other groups of cards, simulation from the wash hand in. Said. Single practice mode, first recorded random number between 1 to 13 next, and then the game player to draw cards, random number equal when the hand points exactly with the down, or in the hands of some arbitrary two cards, add, subtract, multiply and divide by four operations can make the random number equal points, then stop to draw a card and the card or two cards out, then write a new random number, start the next round, straight hands all the cards out, the end of the game)

马尔可夫的pdf资料，讲解详细。资源不错。希望大家和我一样能有所收获。(Markov pdf data, explain in detail. Good resources. I hope you like me can be harvested.)

用vs2008+sql server2005做的一个简单mvc bbs系统

HUFFMAN编码在信息论中的应用实例！(Huffman coding in information theory in the application!)