NYOJ题目125盗梦空间

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" alt="" />

-----------------------------------------

开始的时候打算每进入或退出一层就换算成那层的时间,然而WA了。

怒,干脆就来点暴力的,管你什么跟什么只要停留了就根据层次统一换算成现实时间,使用BigDecimal保证精度,AC。

AC代码:

 import java.math.BigDecimal;
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){
BigDecimal ans=BigDecimal.ZERO;
int level=0;
int n=Integer.parseInt(sc.nextLine());
for(int i=0;i<n;i++){
String command=sc.nextLine();
if(command.startsWith("IN")){
level++;
}else if(command.startsWith("OUT")){
level--;
}else if(command.startsWith("STAY")){
int stay=Integer.parseInt(command.substring(5,command.length()));
ans=ans.add(BigDecimal.valueOf(stay*60).divide(BigDecimal.valueOf(Math.pow(20,level))));
}
}
System.out.println(ans);
}
} }

题目来源: http://acm.nyist.net/JudgeOnline/problem.php?pid=125

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