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" alt="" />

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

水题,没啥好说的。

还是有点感悟,很多时候所谓评价是很不客观的,凡事一定要有自己的想法。

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 s=sc.nextLine();
int ans=solve(s);
System.out.printf("%s\n%d\n",ans>0?"Lucky Word":"No Answer",ans);
} } public static int solve(String s){
int book[]=new int[26];
for(int i=0;i<s.length();i++){
book[s.charAt(i)-'a']++;
}
int max=Integer.MIN_VALUE, min=Integer.MAX_VALUE;
for(int i=0;i<book.length;i++){
if(book[i]!=0){
max=Math.max(max,book[i]);
min=Math.min(min,book[i]);
}
}
return isPrime(max-min)?max-min:0;
} public static boolean isPrime(int n){
for(int i=2,end=(int) Math.sqrt(n);i<=end;i++) if(n/i*i==n) return false;
return n>=2;
} }

题目来源: http://acm.nyist.net/JudgeOnline/problem.php?pid=62

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