Find the number if: The cipher is made of 6 different numerals. Even and odd digits alternate, including zero (in this case as an even number). The difference between two adjacent numerals is always greater than one (in absolute value). The first two numerals (as one number) as well as the two middle numerals (as one number) are a multiple of the last two numerals (as one number). What is the cipher? There is more than 1 solution.
If E are even digits and O are odd digits with no digit repeated, find all digits in the image?
In the following sum the digits 0 to 9 have all been used, O = Odd, E = Even, zero is even and the top row's digits add to 9. Can you determine each digit?
