NYOJ题目770仿射密码

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

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

跟另一道题的解法是一样的，因为考虑到是解密使用所以做映射表的时候就要方便解密的做。

AC代码：

 import java.io.BufferedReader;
 import java.io.IOException;
 import java.io.InputStreamReader;

 public class Main {

     public static void main(String[] args) throws NumberFormatException, IOException {

         BufferedReader reader=new BufferedReader(new InputStreamReader(System.in));

         boolean first=true;
         while(first || reader.ready()){
             first=false;

             String ss[]=reader.readLine().split(" ");

             initMapping(Integer.parseInt(ss[]),Integer.parseInt(ss[]));
             char ans[]=decoding(ss[].toCharArray());

             System.out.println(new String(ans));
         }

     }

     public static int mapping[]=new int[];

     public static void initMapping(int k1,int k2){
         for(int i=;i<;i++){
             mapping[(k1*i+k2)%]=i;
         }
     }

     public static char[] decoding(char cs[]){
         for(int i=;i<cs.length;i++){
             cs[i]=(char) (mapping[cs[i]-'A']+'A');
         }
         return cs;
     }

 }

题目来源： http://acm.nyist.net/JudgeOnline/problem.php?pid=770