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, ... gnidan, MaureenLdH, drf93, Raistlen, rae_cat, Tank, stafen, Flinty, olliwright, NEWS, 9Rookienumbers, me and the paws, flaemmchen, HakabaRemi, Crul, mabjim007, Spooof, Jodelbanane, Lurchwart
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.