The Snake Nest
(Eingestellt am 9. Oktober 2020, 14:03 Uhr von matt383)
Hi guys, it's been a while! :) I'm back with a combination puzzle, borrowing rules from a few pencil puzzle variants I enjoy.
Normal sudoku rules apply, but to find the solution, you must find a number of snakes hiding in the grid.
A snake is a one cell wide path
in the grid. The head and tail cells of each snake needs to be determined. A snake can touch itself diagonally, but it can not touch itself orthogonally or revisit any cell twice.
The cells not covered by snakes form exactly 8 orthogonally connected areas
in the grid, one of each size from 1 to 8. These areas are called snake eggs. Each egg of size n contains the numbers from 1 to n exactly once
. Eggs must not touch orthogonally, but they might touch diagonally. The numbers given in the grid indicate the position of the highest number
of each snake egg.
If you consider the eggs as "land" and the snakes as "water" cells, standard Nurikabe rules apply. The snakes must connect to each other to form a single orthogonally connected area
of snake cells, where no 2x2 region is covered entirely by snakes
. Separate snakes might orthogonally connect anywhere, including the head cells.
The head and tail cell
of each snake must contain the same number
. (This number might be different for different snakes.) Numbers alongside the snake are not restricted: they might repeat, and the number in the snake's head cell might be found elsewhere on the snake.
Hint: the grid can be separated to 'snake' and 'egg' cells without knowing anything about the snakes, by using Nurikabe techniques only
You can try it on f-puzzles
Thanks to Phistomefel for the idea of combining Snake Egg with Sudoku. Check out his original puzzle if you haven't already, it's truly wonderful.
Lösungscode: Row 6
Zuletzt geändert am 9. Oktober 2020, 15:36 Uhr
Gelöst von SirWoezel, NikolaZ, cdwg2000, Yohann, smckinley, marcmees, polar, Sktx, PixelPlucker, Phistomefel, hurrdurr, juventino188, Thorsby, mse326, r45, jsh, Zoidzerg, harrison, geronimo92, peterchayward, MagnusJosefsson, tinounou, Jesper, Madmahogany, 97johny, zorant, dagwosh, panjus
am 2. Dezember 2020, 12:03 Uhr von Madmahogany
Just a fabulous puzzle!
am 30. Oktober 2020, 01:25 Uhr von Thorsby
Solved on Cracking the Cryptic. Took me 3 hours, 1 minute.
am 29. Oktober 2020, 17:11 Uhr von hurrdurr
Absolutely stunning puzzle, consistently very difficult yet never feeling impossible.
am 10. Oktober 2020, 11:38 Uhr von marcmees
fantastic puzzle, the way everything falls nice into place during solving. thanks
Zuletzt geändert am 10. Oktober 2020, 04:02 Uhr
am 10. Oktober 2020, 04:01 Uhr von Yohann
Thanks for this puzzle, it's awesome!
am 9. Oktober 2020, 19:15 Uhr von SirWoezel
One of the best puzzles I ever saw. This is going on my list of favourites right now.