NYOJ题目806HEIHEI的心情
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" alt="" />
---------------------------------------
AC代码:
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 ans=0;
if("Sunday".equals(ss[0]) || "Saturday".equals(ss[0])){
ans=Integer.parseInt(ss[1])+Integer.parseInt(ss[2])+Integer.parseInt(ss[3]);
}else{
ans=Integer.parseInt(ss[1])+Integer.parseInt(ss[2]);
}
System.out.println(ans);
} } }
题目来源: http://acm.nyist.net/JudgeOnline/problem.php?pid=806
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