Is this sudoku solvable?
Playing sudoku with variants, as follows:
- All digits along a green line must be a consecutive set, but not necessarily in order.
- For any column or row with a number at the beginning: the number is the sum of the first [X] digits of that row, where X is the first digit in the row.
- Any 2 digits on either side of a hollow circle are consecutive; for any 2 on either side of a solid circle, one is double the other.
Problem I'm running into is that all of those rules are already fulfilled by any of the remaining numbers. I think there are 3 possible solutions for this puzzle. Am I missing something?
Playing sudoku with variants, as follows:
- All digits along a green line must be a consecutive set, but not necessarily in order.
- For any column or row with a number at the beginning: the number is the sum of the first [X] digits of that row, where X is the first digit in the row.
- Any 2 digits on either side of a hollow circle are consecutive; for any 2 on either side of a solid circle, one is double the other.
Problem I'm running into is that all of those rules are already fulfilled by any of the remaining numbers. I think there are 3 possible solutions for this puzzle. Am I missing something?