Towers of Hanoi
Your mission is to move the stack from the left peg to the right peg. The rules are well known:
Only one disk may be moved at a time. Each move consists of taking the upper disk from one of the pegs and sliding it onto another rod, on top of the other disks that may already be present on that rod. No disk may be placed on top of a smaller disk.
And finally to prove that you are a genius and a master of mouse handling, you have a timelimit of 60 seconds.

这是一个汉诺塔游。要求60秒内完成。(以我单身xx年的手速都无法完成...)
下载这个 java applet, 反编译。
每移动一个会向服务器发送一个请求 (像:?query=ab; ?query=cb),返回对应的编码,将返回的数据append到 StringBuffer变量solution中。最后solution进入SHA512后,提交?solution= SHA512(solution)
query 对应的返回值是:
ab we
ac ch
ba lr
bc al
ca ul
cb z!
ab表示 将 a柱中最上面的柱移动到b柱的最上面。其它同理。
然后就是求解汉诺塔了,是一个递归的过程。
import java.security.MessageDigest;
import java.util.HashMap;
import java.util.Map; public class Main {
static Map<String, String> query;
static StringBuffer solution; /**
* 汉诺递归
*
* @param a
* --源柱子
* @param b
* --中间临时可存放的柱子
* @param c
* --目标术子,要搬运到的柱子
* @param n
* --源柱子有n个柱子
*/
private static void foo(char a, char b, char c, int n) {
if (n == 1) {
solution.append(query.get("" + a + c));
return;
}
foo(a, c, b, n - 1);
solution.append(query.get("" + a + c));
foo(b, a, c, n - 1);
} public static String SHA512(String s) {
try {
MessageDigest digest = MessageDigest.getInstance("SHA-512");
byte[] pt = s.getBytes();
byte[] ct = digest.digest(pt);
return bytesToHex(ct);
} catch (Exception e) {
}
return null;
} public static String bytesToHex(byte[] data) {
if (data == null) {
return null;
}
int len = data.length;
StringBuffer hexString = new StringBuffer(len * 2);
for (int i = 0; i < len; i++) {
if ((data[i] & 0xFF) < 16) {
hexString.append(0);
}
hexString.append(Integer.toHexString(data[i] & 0xFF));
}
return hexString.toString();
} public static void main(String[] args) {
int n = 10;
query = new HashMap<String, String>();
query.put("ab", "we");
query.put("ac", "ch");
query.put("ba", "lr");
query.put("bc", "al");
query.put("ca", "ul");
query.put("cb", "z!");
solution = new StringBuffer();
foo('a', 'b', 'c', n);
System.out.println(SHA512(solution.toString()));
}
}
Towers of Hanoi的更多相关文章
- The Towers of Hanoi Revisited---(多柱汉诺塔)
Description You all must know the puzzle named "The Towers of Hanoi". The puzzle has three ...
- [CareerCup] 3.4 Towers of Hanoi 汉诺塔
3.4 In the classic problem of the Towers of Hanoi, you have 3 towers and N disks of different sizes ...
- POJ 1958 Strange Towers of Hanoi 解题报告
Strange Towers of Hanoi 大体意思是要求\(n\)盘4的的hanoi tower问题. 总所周知,\(n\)盘3塔有递推公式\(d[i]=dp[i-1]*2+1\) 令\(f[i ...
- POJ 1958 Strange Towers of Hanoi
Strange Towers of Hanoi Time Limit: 1000MS Memory Limit: 30000K Total Submissions: 3784 Accepted: 23 ...
- POJ-1958 Strange Towers of Hanoi(线性动规)
Strange Towers of Hanoi Time Limit: 1000MS Memory Limit: 30000K Total Submissions: 2677 Accepted: 17 ...
- ural 2029 Towers of Hanoi Strike Back (数学找规律)
ural 2029 Towers of Hanoi Strike Back 链接:http://acm.timus.ru/problem.aspx?space=1&num=2029 题意:汉诺 ...
- POJ1958 Strange Towers of Hanoi [递推]
题目传送门 Strange Towers of Hanoi Time Limit: 1000MS Memory Limit: 30000K Total Submissions: 3117 Ac ...
- poj 1920 Towers of Hanoi
Towers of Hanoi Time Limit: 3000MS Memory Limit: 16000K Total Submissions: 2213 Accepted: 986 Ca ...
- zoj 2338 The Towers of Hanoi Revisited
The Towers of Hanoi Revisited Time Limit: 5 Seconds Memory Limit: 32768 KB Special Judge You all mus ...
- poj1958——Strange Towers of Hanoi
The teacher points to the blackboard (Fig. 4) and says: "So here is the problem: There are thre ...
随机推荐
- Oracle建表添加数据
- msp430FR5739 FRAM的学习
FRAM,中文名称为铁电存储器..FRAM提供一种与RAM一致的性能,但又有与ROM 一样的非易失性. FRAM 克服以上二种记忆体的缺陷并合并它们的优点,它是全新创造的产品,一个非易失性随机存取储存 ...
- Scrollview 嵌套 RecyclerView 及在Android 5.1版本滑动时 惯性消失问题
标签:scrollview android 滑动 嵌套 scrollview 嵌套recyclerview 时,recyclerview不显示,这就需要我们自己计算recyclerview ...
- [linux] FastDFS访问文件,400 Bad Request
linux 安装nginx,FastDFS后,启动访问指定文件出错, 文件名称格式化错误. 解决办法: vi /etc/fdfs/mod_fastdfs.conf 将 url_have_group_n ...
- SQL总结(七)查询实战
SQL总结(七)查询实战 一.场景 给定一个场景,学生选课系统为例,大家很熟悉. 主要关系: 学生(学号.姓名.年龄.性别) 教师(教师ID,教师姓名) 课程(课程ID,课程名称,任教教师ID) 成绩 ...
- 一台机器运行多个JBoss 4.2.3多实例,或多个同一版
http://www.java123.net/v/426419.html 暂未验证 今天应用更新,放到测试服务器上打算测试.测试服务器上有个jboss4.2.3有项目在跑,我是功能改造又不想影 ...
- 53. Maximum Subarray
Find the contiguous subarray within an array (containing at least one number) which has the largest ...
- ADF_Starting系列8_使用EJB/JPA/JSF通过ADF构建Web应用程序之扩展UI Method
2013-05-01 Created By BaoXinjian
- linux 下的clock_gettime() 获取精确时间函数
#include <time.h> int clock_gettime(clockid_t clk_id, struct timespec* tp); clock_gettime() 函数 ...
- linux 安装软件程序
1.用aptitude管理软件包 查看已安装的/未安装的等软件包 无法通过aptitude看到一个细节是所有跟某个特定软件包关联的所有文件的列表.利用dpkg命令能看到这个列表. dpkg -L pa ...