Below is an implementation of an exercise I've been asked to do (see comments). It works, and the reason I'm posting it is that the function checkMiracle looks like it should be contained in a much smaller loop of code - I'm writing out the same thing plus one ten times. The problem is, I can't seem to find a shorter way of doing it. My question then is can someone point me in any direction of reducing the code in this listing, maybe something to think about that makes it more compact or a 'clever' way of coding it. Any help appreciated. (The exercise sheet is on the JCF so he is forcing us to code this using collections)
/*A 10-digit decimal number N is said to be miraculous if it contains each of the ten decimal digits, and if
the 2-digit number consisting of the first two (most significant, i.e. leftmost) digits of N is divisible by
2, the 3-digit number consisting of the first three digits of N is divisible by 3, and so on up to and including
that N itself is divisible by 10. Write a program to discover a miraculous number (there really is one).
Proceed by making a list of the ten decimal digits, and repeatedly shuffling them until you chance upon an
arrangement that constitutes a miraculous number.
(Note: Type long rather than int is needed for 10-digit decimal integers.) */
import java.util.*;
public class Miracle {
static private long miracleNum = 0;
static private ArrayList<Integer> listing = new ArrayList<Integer>();
static String castValue = "";
public static void main(String[] args) {
for(int i = 0; i < 10; i++) listing.add(i);
Collections.shuffle(listing);
while(listing.get(0)==0) Collections.shuffle(listing); //make sure the number doesnt start with zero
while(!(checkMiracle(listing))) Collections.shuffle(listing);//keep changing it until we get a miracle number
for(long l : listing) castValue += l;
miracleNum = Long.parseLong(castValue);
System.out.println("Miracle num: " + miracleNum);
}
static public boolean checkMiracle(ArrayList<Integer> l) {
long checkValue = Long.parseLong("" + l.get(0) + l.get(1));
if(checkValue %2 != 0) return false;
checkValue = Long.parseLong("" + l.get(0) + l.get(1) + l.get(2));
if(checkValue %3 != 0) return false;
checkValue = Long.parseLong("" + l.get(0) + l.get(1) + l.get(2) + l.get(3));
if(checkValue %4 !=0) return false;
checkValue = Long.parseLong("" + l.get(0) + l.get(1) + l.get(2) + l.get(3) + l.get(4));
if(checkValue %5 !=0) return false;
checkValue = Long.parseLong("" + l.get(0) + l.get(1) + l.get(2) + l.get(3) + l.get(4) + l.get(5));
if(checkValue %6 !=0) return false;
checkValue = Long.parseLong("" + l.get(0) + l.get(1) + l.get(2) + l.get(3) + l.get(4) + l.get(5) + l.get(6));
if(checkValue %7 !=0) return false;
checkValue = Long.parseLong("" + l.get(0) + l.get(1) + l.get(2) + l.get(3) + l.get(4) + l.get(5) + l.get(6) + l.get(7));
if(checkValue %8 !=0) return false;
checkValue = Long.parseLong("" + l.get(0) + l.get(1) + l.get(2) + l.get(3) + l.get(4) + l.get(5) + l.get(6) + l.get(7)+ l.get(8));
if(checkValue %9 !=0) return false;
checkValue = Long.parseLong("" + l.get(0) + l.get(1) + l.get(2) + l.get(3) + l.get(4) + l.get(5) + l.get(6) + l.get(7)+ l.get(8) + l.get(9));
if(checkValue %10 !=0) return false;
return true;
}
}