Domino Reduction
(Eingestellt am 30. Juli 2024, 19:09 Uhr von Calesch)
Rules:
Normal sudoku rules apply: place the digits 1-9 once each in every row, column, and box.
Divide all cells that are not shaded gray into 1x2 dominoes, which do not occupy gray cells or overlap.
Make each domino red, blue, or yellow so that:
- Yellow dominoes contain consecutive digits
- Blue dominoes contain digits in a 1:2 ratio
- Red dominoes contain digits that sum to 10
(if you prefer, any other combination of 3 colors also works)
Dominoes of the same color cannot touch orthogonally.
The digit in a cell with an arrow indicates how many dominoes have at least one cell that appears in the given direction.
Example:
Lösungscode: Row 3, with hyphens (-) between cells of different colors
(gray cells are a different color from domino cells)
Gelöst von sarabtx, bansalsaab, SKORP17, futoysl, MonsieurTRISTE, Bankey, han233ing, marcmees, Franjo, cybers, lianarox, trashghost, StephenR, Asphodel, wuc, sorryimLate
Kommentare
am 19. August 2024, 22:10 Uhr von wuc
Awesome puzzle. Very hard took me 90 minutes. Twice I almost gave up. But very rewarding to find the cool small steps to continue. Great fun thx.
am 5. August 2024, 23:07 Uhr von StephenR
Excellent puzzle, thanks. Very interesting ruleset which I have not seen before, and satisfyingly tricky in parts.
am 31. Juli 2024, 15:14 Uhr von marcmees
very nice. thanks
am 31. Juli 2024, 08:51 Uhr von Bankey
Fun puzzle. Thanks, @ Calesch :).
am 30. Juli 2024, 21:24 Uhr von bansalsaab
Loved it. Amazing interaction between dominos