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Tower-of-Hanoi-game
- 使用C#语言实现简单汉诺塔游戏，可选择盘子数和看到单步过程-Using the C# language simple Tower of Hanoi game, you can choose the number plate and see single-step process
Hanoi
- 用Visual Basic开发的一个汉诺塔问题求解。-Using Visual Basic development of a Tower of Hanoi problem solving.
Tower-of-Hanoi-problem-
- VC++6.0中“汉诺塔”问题的实例源程序-Source code of "Tower of Hanoi""problem in VC++6.0
hanoi
- 提高递归的编程思想，此函数是对汉诺塔的操作-Improve recursive programming ideas, this function is the operation of the Tower of Hanoi
hanoi
- 汉诺塔演示程序本来是从其他地方下载下来的，然后我改了一点地方。-Tower of Hanoi demo program was originally downloaded from other places, and then I changed a little place.
Tower-of-Hanoi
- 汉诺塔 感觉非常不错，贴上来大家参考，-Hanoi feeling very good, Tieshanglai reference
Hanoi-tower-deluxe-
- c语言编写的汉诺塔动画-Hanoi tower deluxe animation written in C language
Tower-of-Hanoi
- Tower of Hanoi,Tower of Hanoi-Tower of Hanoi
Hanoi
- 汉诺塔源码，有汉诺塔基本功能，在vc6.0下开发，命令提示符的显示-source code of Hanoi
Tower-of-Hanoi
- 通过Java编程语言来实现汉诺塔问题，内含详细的代码，实验能够运行、-Through the Java programming language to implement Tower of Hanoi problem, including a detailed code, test to run,
Tower-of-Hanoi
- 怎样玩汉诺塔？这是一个能够计算最简单摆法的程序。-How to Play Tower of Hanoi? It is simple to calculate a pendulum method procedures.
Hanoi
- c#汉诺塔图形界面 汉诺塔图形界面-Tower of Hanoi graphical interface c#
Color-Hanoi
- 实现双色汉诺塔的移动，利用递归的方法，是一个简单的C.-Tower of Hanoi movement to achieve color using recursive method, is a simple C.
Mobile-tower-of-Hanoi-animation
- 汉诺塔移动方法，并且出示动画,详细的代码注释-Tower of Hanoi moving method, and show the animation,Detailed code comments
HANOI
- 汉诺塔堆栈程序小东西求下载竟然要20个字给跪了-Hanoi stack program dot to download went to 20 words to kneel
hanoi
- 这是hanoi的塔实现的。用C语言实现的。好好学习吧。-This is achieved hanoi tower. Implemented using C language. Learn it.
Hanoi
- hanoi塔问题的C++解法，利用递归做法，是比较基础的一个程序-hanoi problem
Tower-of-Hanoi-problem
- 算法设计与分析之汉诺塔问题介绍与讲解 希望大家有时间看看 -Tower of Hanoi problem descr iption and explanation of the design and analysis of algorithms hope that we have time to look at
Hanoi
- 汉诺塔C++递归求解 代码很短，思想要-the tower of hanoi C++ code
Hanoi
- This hanoi algorithm-This is hanoi algorithm