Net5-

用C++实现的螺旋阵列,代码少，且看起来简洁明了(Spiral Array Implementation)

C语言游戏——五子棋，文中详细描述了五子棋游戏的设计规则，如何操作，而且有注释，可以简单明了的看懂操作(C language games- backgammon, backgammon paper describes in detail the design rules of the game, how to operate, and there are notes, you can understand straightforward operation)

Function: // riffle Description: // 洗牌,然后随机的得到9张牌,要求九张牌不能有重复. Calls: // Called By: // main() Table Accessed: //被修改的表（此项仅对于牵扯到数据库操作的程序） Table Updated: // 被修改的表（此项仅对于牵扯到数据库操作的程序） Input: //Card card[] 牌结构, int size 结构数组的大小 Output: //(Function:// riffle Description:// shuffle, and then randomly get nine cards, requiring nine cards can not be duplicated. Calls:// Called By:// main () Table Accessed:// modified table ( This only involves the operation of the database for the program) Table Updated:// modified table (this only involves the operation of the database for the program) Input:// Card card [] licensing structure, int size structure of the array size Output ://)

VC++开发的跳跳棋益智小游戏，跳跳棋益智游戏(Jumping chess program VC++ developed jumping chess puzzle game)

说明：  俄罗斯方块 一道简易的俄罗斯方块的制作 附源代码(Tetris Tetris together simple source code for the production of by-laws)

五子棋代码 源码 源码 源码 源码 源码 源码 源码 源码 源码 源码(wuziqi )

简单的10点半扑克牌游戏,最接近10点半者为胜，花牌算半点！(pukepai)

象棋是一种完全知识博弈，本书介绍一些技术应用于这种博弈(Chess is a game full of knowledge, the book introduces some of the techniques used in this game)

五子棋的实验报告 人工智能 包含的内容很丰富，要了很久，师兄才给的。(very good lecture for)

五子棋是有两个人在一盘棋上进行对抗的竞技运动。在对局开始时，先由用户选择哪方先开局，先开局一方将一枚棋子落在一点上，然后由另一方在对方棋周围的交叉点上落子，如此轮流落子，直到某一方首先在棋盘的直线、横线或斜线上形成连续的五子则该方就算获胜。此时，算法结束。当有任何一方想退出时，都可在算法中实现。(Backgammon is a competitive sport confrontation of two people in a game of chess. At the beginning of the game, the first users to choose which side first start, first start the party will be a pawn falls point, and then by the other party on the other chess around the intersection of Lazi, so turns Lazi, until the party first the chessboard straight, horizontal or diagonal to form a continuous five sons even if the party wins. In this case, the algorithm ends. When either party wishes to withdraw from, can be realized in the algorithm.)