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技术 2022年11月15日
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题意:SP4546 ANARC08A – Tobo or not Tobo 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” alt=”” />旋转A,B,C,D,一并带着相邻的四个数字旋转。给定初始状态,求在给定次数下,能否到达如figure(a)的状态。输入:十位字符串,第一位为给定次数,后九位为初始状态。


提交次数:3次(然鹅洛谷上的remotejudge一直CE)错误:mxd初值设成了1,qwq 题解:思路:搜索,IDA*估价函数$h()$:每个数到应到位置的曼哈顿距离$\frac {\sum dis[i]}{4}$正确性:每次旋转至多将这个值减少$4$ 代码:

#include<cstdio>
#include<iostream>
#include<cmath>
#include<cstring>
#define R register int
using namespace std;
#define ull unsigned long long
#define ll long long
#define pause (for(R i=1;i<=10000000000;++i))
const int N=;
const int p[]={,,,};
char s[N];
const int d[N][]={
{,},
{,},
{,},
{,},
{,},
{,},
{,},
{,},
{,},
{,}
};
int mp[N],mxd;
inline void rot(int* a,int d) {
memmove(a+d+,a+,sizeof(int)*);
if(d==) a[]=a[],a[]=;
if(d==-) a[]=a[],a[]=;
}
inline void change(int pos,int d) {
R a[];
a[]=mp[pos],a[]=mp[pos+],a[]=mp[pos+],a[]=mp[pos+];
rot(a,d);
mp[pos]=a[],mp[pos+]=a[],mp[pos+]=a[],mp[pos+]=a[];
}
inline int h() { R ret=;
for(R i=;i<=;++i) {
ret+=abs(((i-)/+)-d[mp[i]][])+abs((i-)%+-d[mp[i]][]);
} return (ret+)/;
}
inline bool dfs(int s,int lstp,int lstd) {
if(h()+s>mxd) return false;
if(!h()) return true;
R tmp[];
memcpy(tmp,mp,sizeof(mp));
for(R i=;i<=;++i) for(R j=-;j<=;j+=) if(!(i==lstp&&j==-lstd)) {
change(p[i],j);
if(dfs(s+,i,j)) return true;
memcpy(mp,tmp,sizeof(mp));
} return false;
}
signed main() { R T=,Lim;
while() { register bool flg=true;
scanf("%s",s); Lim=s[]^;
for(R i=;i<=;++i) mp[i]=s[i]^,flg&=(s[i]==);
if(flg) break;
for(mxd=;mxd<=Lim&&!dfs(,-,);++mxd) ;
printf("%d. %d\n",++T,mxd<=Lim?mxd:-);
}
}

2019.07.13

  

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一、Struts2的获取  Struts的官方网站为:http://struts.apache.org/  下载完Struts2的jar包,…
日期:2022-11-24 点赞:671 阅读:4,848