Entropic Eyes
(Published on 20. September 2026, 15:30 by Nelyn)
A new puzzle with a new rule :)
RULES :
Normal Sudoku rules apply.
Entropic line : Every 3 consecutive cells along a peach line must contain a low digit (1,2,3), middle digit (4,5,6) and high digit (7,8,9).
One of the 1-9 digit is a rebel and cannot go on an entropic line.
Entropic eyes : 2 digits N and M separated by an entropic eye abide by the following rules :
- N indicates the position of the rebel digit which has to be placed in the Nth cell in the corresponding direction, without couting the cell N is on.
- For a circle eye, N is lesser than M. For a diamond eye, N is greater than M. The square eyes are eyes at the edges of the grid, where there is only N.
- ALL THE POSSIBLE EYES ARE GIVEN. N and M may not be the same for every eye.
Kropki dots : 2 digits separated by a white dot must be consecutive. Not all kropki dots are necessarily given.
Play it in SudokuPad
I hope you enjoy !
RULES :
Normal Sudoku rules apply.
Entropic line : Every 3 consecutive cells along a peach line must contain a low digit (1,2,3), middle digit (4,5,6) and high digit (7,8,9).
One of the 1-9 digit is a rebel and cannot go on an entropic line.
Entropic eyes : 2 digits N and M separated by an entropic eye abide by the following rules :
- N indicates the position of the rebel digit which has to be placed in the Nth cell in the corresponding direction, without couting the cell N is on.
- For a circle eye, N is lesser than M. For a diamond eye, N is greater than M. The square eyes are eyes at the edges of the grid, where there is only N.
- ALL THE POSSIBLE EYES ARE GIVEN. N and M may not be the same for every eye.
Kropki dots : 2 digits separated by a white dot must be consecutive. Not all kropki dots are necessarily given.
Play it in SudokuPad
I hope you enjoy !
Solution code: Row 8 left to right
Last changed on on 20. September 2026, 16:52
Solved by Saltensity, SKORP17, kangaroo
Comments
Last changed on 20. September 2026, 20:36
on 20. September 2026, 17:52 by Saltensity
Quite a nice puzzle! After some clarification, the constraints were easy to understand and the break-in is actually quite clever. Thank you for innovating and making this puzzle, Nelyn! :D
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Thank you so much for doing my puzzles and all the nice comments ! It is very appreciated ! :)
on 20. September 2026, 16:52 by Nelyn
Clarifying the rules
