NYOJ之茵茵的第一课
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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) System.out.println(sc.nextLine()); } }
题目来源:http://acm.nyist.net/JudgeOnline/problem.php?pid=259
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