Looping Chaos
(Eingestellt am 12. März 2024, 20:44 Uhr von Paletron)
Rules:
- Each row, column, and region must contain the digits 1-9 once each. Regions consist of a set of nine orthogonally connected cells and must be determined by the solver.
- All circles indicate the number of surrounding 3x3 cells (including itself), that are in the same region as the circle. Not all possible circles are given.
- Draw a single closed loop moving orthogonally through centers of some cells. The loop does not cross nor intersect itself. If it enters a region, it must visit every cell of the region before leaving it. Red circles are visited by the loop, black circles are not.
Puzzle:
Lösungscode: Row 5
Gelöst von yttrio, TeamSchmidt, Sinuit, dogfarts, Chefofdeath, thoughtbyte, Calesch, onbu, KNT, Nylimb, rameshsrivats, Lavender Gooms, MagnusJosefsson, dmgciubotaru, Jorrr2, h5663454, marcmees, Kallor, thrutch, ... Jesper, makimaki, Martijn314, Kavman15, koba1917, meowme, SKORP17, Komeiji_Carey, jkuo7, mathaddict, Mip, nearestneighbour, japanoise_breakfast, kmoter, misko, BeeBoi, skwylcy, Lithusei, ONeill
Kommentare
am 15. März 2024, 11:44 Uhr von cam
Awesome puzzle! I thought it was quite hard though!
am 14. März 2024, 13:57 Uhr von Christounet
Impressive that a CC can be so approachable, and still very interesting ! The mark of a clever set. Thanks :)
am 13. März 2024, 01:17 Uhr von thoughtbyte
Excellent puzzle, very smooth and tons of fun. Thanks!
am 13. März 2024, 00:35 Uhr von Chefofdeath
Great puzzle! Thanks for sharing!
am 12. März 2024, 23:23 Uhr von Sinuit
Wow, this was really fun! I love chaos construction in this difficulty. Thanks a lot!
am 12. März 2024, 21:39 Uhr von yttrio
Fun puzzle! Relatively approachable for a chaos construction, but plenty of really nice deductions!
