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, ... koba1917, meowme, SKORP17, Komeiji_Carey, jkuo7, mathaddict, Mip, nearestneighbour, japanoise_breakfast, kmoter, misko, BeeBoi, skwylcy, Lithusei, ONeill, Tomatenalat, deltameth, steeto, han233ing
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!
