Given
- Decimal numeric system; 10 possible digits: 0, 1, 2, 3, 4, ,5 ,6, 7, 8, 9;
- The number of reputation points I currently have is composed of 5 digits;
- No digits repeat in the number of reputation points I currently have.
You can make 30240 educated guesses to determine the number of reputation points I currently have.
You may also wish to note that the one of the digits in the number of guesses resides in the number of reputation points I currently have. None of the other digits of the number of guesses resides in the number of reputation points I currently have. Therefore, you can not eliminate any of the numbers, except one of the zeros, because it is repetitious in the number of guesses, but may or may not appear in the number of reputation points I currently have.
To make it easier to figure it out, I will let you know that the first digit of the number of guesses from the left side is the appearing digit in the number of reputation points I currently have. None of the others (0, 2, 4) appear. The first digit of the number of guesses from the left side appears in the same location in the number of reputation points I currently have.
To finish, I will tell you that other than the first digit of the number of guesses from the left side, there are no digits with a value less than 4 in the number of reputation points I currently have.
To make it easy, I currently have 38569 reputation points.