Chaotic Six
(Eingestellt am 4. Oktober 2024, 10:47 Uhr von wuc)
This is one of two final challenge puzzles for my students who worked for one week very successful with variant sudokus - we called it the "mind benders week". To the students which are new to chaos construction this puzzle surely is challenging. It still maybe much easier to more experienced solvers. Leave a comment if you like it.
Rules:
6x6 Chaos Construction: In every row and column, each digit from 1 to 6 occurs exactly once. In addition, there are 6 continuous regions in which each digit from 1 to 6 occurs exactly once. The shape of these regions have to be determined by the solver.
Digits in circles indicate the number of cells seen horizontally and vertically combined, including itself. Region borders block the vision.
White Dots: Digits joined by a white dot are in the same region and must be consecutive.
Black Dots: Digits joined by a black dot are in the same region and must be in a 1:2 ratio.
Lösungscode: Row 4 with a "-" between digits of different regions (e.g. "3-16-245").
Kommentare
am 17. Oktober 2024, 05:32 Uhr von aguyd
Many thanks to AMWSP for the warning. Ironically, this ruleset is hard on experienced solvers, since it's too easy to see, "* Dots" and think, "I know what this means, so I'll skip reading this rule."
am 13. Oktober 2024, 00:37 Uhr von AMWSP
Really cool puzzle! And very approachable. Though, I tried solving this with a few (too many) beers and didn't pay attention to the rules. After staring stupidly at an empty grid for longer than I'll admit, I finally re-read the rules. Don't be like me
am 6. Oktober 2024, 20:01 Uhr von permafrostyx
yay six
am 6. Oktober 2024, 19:15 Uhr von MattConco
40 minutes and Ive gone wrong...
am 5. Oktober 2024, 18:15 Uhr von Franjo
Nice little CC. Thank you for sharing.
am 5. Oktober 2024, 17:01 Uhr von Karitsu
Took me a while to get started until I closely reread the rules. Turns out it’s pretty important that cells separated by dots are in the same region! After realizing that, it flowed fast and easy!
am 5. Oktober 2024, 16:36 Uhr von gdc
Loving this approachable chaos construction. More of those please!
am 5. Oktober 2024, 13:06 Uhr von Hamsterbase
Very smooth, gentle solve. Thanks
am 5. Oktober 2024, 04:25 Uhr von brightonsimon
17 minutes of chaotic fun for me, many thanks :-)
am 4. Oktober 2024, 21:04 Uhr von MSDOS
Very nice construction! Loved the logic throughout.
