JZOJ.5234【NOIP2017模拟8.7】外星人的路径
阅读原文时间:2023年07月11日阅读:2

Description

有一个外星人控制了你的大脑。一开始你处于原点(0,0)。外星人有一个由(R,U,D,L)组成的长度为M 的操作序列,分别代表(右,上,下,左)。
平面上有N 个关键点,每当外星人给出一个操作,你需要在这个方向上找到最近的一个关键点,并走到那个点上。保证输入数据合法。
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" alt=" " />
上图为第三个样例的图示。

Input

第一行两个整数N,M。
接下来N 行,每行两个整数xi,yi,代表第i 个点的坐标。
接下来一行,一个长度为M 的字符串,代表操作序列。

Output

一行两个整数,代表最终你所处的位置。

Sample Input

输入1:
4 4
1 1
1 0
0 1 
0 0
RULD

输入2:
7 5
0 0
0 1
0 -1
1 0
1 -1
3 0
3 -1
DRRUD

输入3:
10 6
0 0
1 1
2 1
0 2
-1 2
-1 3
2 3
2 4
4 3
2 -1
ULURDL

Sample Output

输出1:
0 0

输出2:
3 -1

输出3:
1 1

Data Constraint

56%的数据,N≤3000,M≤3000。
100%的数据,N,M≤100000,xi,yi≤200000。

两次快排记录一下每个点上下左右能到哪个点就好了…

#include
#include
#include
#include
#include
#include
using namespace std;
struct data{
int x,y,z;
}po[];
int n,m,f[][],a;
string qwq;
bool comp1(const struct data a,const struct data b){
if (a.x>qwq;
sort(po+,po++n,comp1);
for (int i=;i<=n;i++){ if ((po[i].x==po[i-].x)&&(po[i].ypo[i-].y)) {f[po[i].z][]=po[i-].z; f[po[i-].z][]=po[i].z;}
}
sort(po+,po++n,comp2);
for (int i=;i<=n;i++){ if ((po[i].y==po[i-].y)&&(po[i].xpo[i-].x)) {f[po[i].z][]=po[i-].z; f[po[i-].z][]=po[i].z;}

 }  
 for (int i=;i<m;i++){  
     x=(int)qwq\[i\]-(int)'A';  
     if (x==) a=f\[a\]\[\];  
     else if (x==) a=f\[a\]\[\];  
     else if (x==) a=f\[a\]\[\];  
     else if (x==) a=f\[a\]\[\];  
 }  
 for (int i=;i<=n;i++)  
 if (po\[i\].z==a){  
     printf("%d %d",po\[i\].x,po\[i\].y);  
     return ;  
 }  

}

神奇的代码

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