Kaprekar's Constant is 6174
Take a 4-digit number (using at least two different digits) and then do these two steps around and around:
• Arrange the digits in descending order
• Subtract the number made from the digits in ascending order
and we will eventually end up with 6174
Example: 1525
5521 - 1255 = 4266
6642 - 2466 = 4176
7641 - 1467 = 6174
This will now repeat!
So we have reached a stable value. This happens in at most 7 rounds.
The only numbers that don't work are fully repeated digits like 1111, 2222, etc as they become 0