Profusion (Yin Yang Killer)
(Eingestellt am 14. Februar 2023, 19:07 Uhr von troptot)
Every cell in the grid is either shaded or unshaded. All shaded cells are orthogonally connected, as are all unshaded cells. No 2x2 area may be fully shaded or fully unshaded. A digit in a circle tells you how many of its surrounding (up to 8) cells have a different parity compared to itself (shaded/unshaded). Digits in a cage add up to the number in the topleft
Lösungscode: Row 3 plus the number of shaded squares in each of rows 2 and 7 assuming R1C1 is shaded (11 digits)
Kommentare
am 27. September 2023, 13:25 Uhr von codewizard
That was a really nice puzzle, flowed very nicely. Although I could solve the sudoku before the shading. Great work!
am 19. Februar 2023, 20:29 Uhr von Briks
It took me very long to see but then it was quite straight. I really liked it.
am 18. Februar 2023, 21:11 Uhr von Snookerfan
Very nice! Love yin yang, thank you
am 15. Februar 2023, 02:11 Uhr von sacklunch
Great puzzle! I also found the solution code unnecessarily confusing, tbh, but the puzzle itself was challenging and fun. Thanks for setting!
am 15. Februar 2023, 00:10 Uhr von troptot
Hi Calvinball, thanks for your comment, hopefully all is clear now for future solvers (if any).
am 15. Februar 2023, 00:07 Uhr von troptot
Changed solution code description
am 14. Februar 2023, 23:51 Uhr von Calvinball
Very nice! For me at least it seemed to get trickier the farther in I got in, making it even more rewarding as I started breaking it all down.
On a side note if anyone gets confused on the solution code (like I did lol). The solution code is 11 numbers, don't go typing out all the shaded cells in those rows just count them.
