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linuxcici1
- 广东技术师范学院大一陈兴华获校比赛作品. C的动画-Guangdong Technical Teachers College freshman Frog Chan school of the competition. C animation
青蛙交换游戏，用c语言编写的
- 青蛙交换游戏，用c语言编写的，亲测可行！亲们，可以下载学习下~-Frog exchange game, with the c language, pro-test possible! Pro, you can download to learn the next ~!!!
MazeOff
- 一个用C++语言编写的青蛙跳的小游戏 适合初学者熟悉游戏编程-One with C++ Languages frog jump game suitable for beginners familiar with the game programming
QingWa
- 小游戏青蛙跳 需要.net3.5支持.... .net-wpf-c#-Frog jump game needs. Net3.5 support ..... net-wpf-c#
frog
- 有一条河，左边一个石墩（A区）上有编号为1，2，3，4，…，n的n只青蛙，河中有k个荷叶（C区），还有h个石墩（D区），右边有一个石墩（B区），如图3-1所示。n只青蛙要过河（从左岸石墩A到右岸石墩B）-There is a river, the left side of a stone (A zone) has numbered on 1,2,3,4, ..., n of n only frogs, the river has k-lotus leaf (C zone), also a Shi
Flopping_Frogs
- 利用遞迴完成青蛙跳，用C++寫的，在windows和linux/unix皆可執行。-frog-jumping which is written by recursive
frog_094
- Frog CMS 是Radiant CMS(一个著名的ROR应用程序)的一个php版本, Frog CMS通过提供一个极度友好的 用户界面,灵活的页面模板,简单的用户权限管理以及文件管理所需的工具来简化内容管理.Frog的优势在于其开发人员一直致力于开发极其实用的CMS并保持高度用户友好. -Frog CMS is a Radiant CMS (ROR application of a well-known), a php version, Frog CMS by providing an ex
SFLA
- 一种基于Visual C++的混合蛙跳算法程序，希望对各位学习者提供一点帮助-Visual C++ based on the shuffled frog leaping algorithm program you want to provide learners with a little help
C-frog-move-game
- 为青蛙移动一步的标记1：尚未移动青蛙 0：已经移动青蛙若公青蛙可以向右跳过母青蛙，则公青蛙向右跳-Markers for the frog move step 1: 0 not move the frog: the frog has been moved to the right if the public can skip the female frog frog, the male frog jump right
03
- 青蛙相互交换的C语言源代码，需要的可以-Frog exchange of C language source code needed to be able to look at
SFLA
- 用C++实现混合蛙跳算法（SFLA），程序可以运行，并有仿真图。-suffled frog leaping algorithm(SFLA)
shuffled-frog-leaping--algorithm
- SFGA 混合蛙跳算法 用c++语言实现-SFGA SFLA with c++ language
Frog_eat_worms
- 初学C++而写的青蛙吃虫子的小游戏，主要用于学习交流-C++ beginner to write the frog eating insects of the game, mainly for the exchange of learning
混合蛙跳C语言
- 用C语言编程实现的混合蛙跳算法（SFLA）,该算法于2003年首次提出~！(The shuffled frog leaping algorithm with C language programming (SFLA), the algorithm is put forward for the first time in 2003!)