YinYang Miniman
(Eingestellt am 18. April 2025, 23:50 Uhr von GameWorksRP)
Yin-Yang Miniman
Hey! I got the idea for this puzzle when setting my last one. This made me want to work the concept out further. It did seem to work better in a 6x6 grid. I am fairly new to setting and still figuring things out. This was my first attempt with Penpa+. Thank you for checking out my puzzle!
Rules
Normal 6x6 sudoku rules apply. Put the numbers 1 to 6 in every row, column and box.
Yin Yang: Shade some cells such that no 2x2 is entirely shaded or unshaded. And both form one orthogonally connected region.
Pointers: A digit in an arrow cells count how many cells are the same shading as itself in the indicated direction. (not including itself) Each direction is counted seperately.
Kropki: Digits connected by a white dot are consecutive.
The puzzle

Please check out
my channel too!
Lösungscode: Row 3:
Zuletzt geändert am 19. April 2025, 00:05 Uhr
Gelöst von nunc, claymategirl, Hunsar, tgstar, gdc, Calesch, marcmees, JohnsonM, RailMan, zeniko, Fizz, biorycbyd, sasheo, SKORP17, Kcafecalb, zrbakhtiar, Jonnybirdy, JVA, unlogical, firespire, fishsaltyak, ... thomamas, Imorus, jgarber, asdfg, Cryccu, SephironNyl, gnidan, MaureenLdH, drf93, Raistlen, rae_cat, Tank, stafen, Flinty, olliwright, NEWS, 9Rookienumbers, me and the paws, flaemmchen, HakabaRemi
Kommentare
am 22. April 2025, 14:14 Uhr von Flinty
This is a lot better than the rating would suggest.
am 19. April 2025, 20:07 Uhr von Franjo
Nice and funny puzzle-snack. Thank you for sharing.
am 19. April 2025, 20:02 Uhr von fishsaltyak
I couldn't figure this out without brute force :(
am 19. April 2025, 18:56 Uhr von firespire
Thanks for yor puzzle.
In case anyone was wondering you are counting all cells, it is not one of those puzzles where a change of colour blocks vision.
Zuletzt geändert am 19. April 2025, 00:06 Uhram 19. April 2025, 00:05 Uhr von GameWorksRP
Changed some wording/spelling.