NYOJ题目874签到

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" alt="" />

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是有规律的,我们可以看做是每天都能领取一个币,并且每满五天就额外的奖励5个币,公式如下:

连续签到的币数取值:

aaarticlea/png;base64,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" alt="" />

AC代码如下:

 import java.util.Scanner;

 public class Main {

     public static void main(String[] args) {

         Scanner sc=new Scanner(System.in);

         while(sc.hasNextInt()){
int ans=sc.nextInt();
int n=sc.nextInt(); ans+=(n>=5)?(n+5+(n-5)/4*5):n; System.out.println(ans);
} } }

题目来源: http://acm.nyist.net/JudgeOnline/problem.php?pid=874

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