NYOJ题目840吃花生

时间:2023-03-09 02:00:08
NYOJ题目840吃花生

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" alt="" />

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这道题有坑,如果直接使用题描述中给出的单词比较是不相等的,猜测可能使用了缩写,不过只使用前两个字符就可以区分,所以如下:

AC代码:

 import java.util.Arrays;
import java.util.Scanner; public class Main { public static void main(String[] args) { Scanner sc=new Scanner(System.in); int times=Integer.parseInt(sc.nextLine()); while(times-->0){ String ss[]=sc.nextLine().split(" ");
int a[]=new int[7];
for(int i=0;i<a.length;i++){
a[i]=Integer.parseInt(ss[i]);
} Arrays.sort(a); String s=sc.nextLine(); int ans=0;
if(s.charAt(0)=='M'){
ans=0;
}else if(s.charAt(0)=='T' && s.charAt(1)=='u'){
ans=1;
}else if(s.charAt(0)=='W'){
ans=2;
}else if(s.charAt(0)=='T' && s.charAt(1)=='h'){
ans=3;
}else if(s.charAt(0)=='F'){
ans=4;
}else if(s.charAt(0)=='S' && s.charAt(1)=='a'){
ans=5;
}else if(s.charAt(0)=='S' && s.charAt(1)=='u'){
ans=6;
} System.out.println(a[ans]); } } }

题目来源: http://acm.nyist.net/JudgeOnline/problem.php?pid=840