NYOJ题目817英文藏头诗
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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 n=Integer.parseInt(sc.nextLine()); StringBuilder ans=new StringBuilder(n);
while(n-->0){
ans.append(sc.nextLine().charAt(0));
}
System.out.println(ans.toString()); } }
题目来源:http://acm.nyist.net/JudgeOnline/problem.php?pid=817
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