Stostone Meidjuluk
(Published on 21. June 2023, 17:06 by bolgat)
Stostone Meidjuluk
Rules:
- Meidjuluk: Divide the grid into 8 regions, one each of size 1 to 8. A region may not contain repeated numbers, and it may only contain factors of its size.
- Stostone: Shade at least one cell in each region such that all shaded cells in a region form an orthogonally connected group. If two shaded cells are orthogonally connected, they must be in the same region. If all of the shaded groups were to fall straight down without changing shape, they must completely fill the bottom half of the grid.
- In addition, each region must contain a number equal to the amount of shaded cells in that region.
Penpa+ link (solution check on edges): Click Here
Meidjuluk is a new and interesting pencil puzzle type created by glum_hippo. Of course, when I set one, I had to make it a stostone variant. Hope you enjoy :)
Solution code: The positions of shaded cells in row 1, then row 6
Comments
on 22. September 2024, 17:41 by Snookerfan
Lovely puzzle! Thank you
on 7. May 2024, 19:21 by ascension
Great puzzle
on 31. March 2024, 10:14 by lazyname1218
This is my first meidjuluk and stostone puzzle that I solved and I loved it!
on 17. March 2024, 04:15 by Tacosian
Cool idea! Thank you.
on 20. August 2023, 21:34 by szabog
Thank you. I am waiting for more Stostone variants :)
on 28. June 2023, 23:21 by glum_hippo
Marvelous! Nice to see meidjuluk in different contexts. Please do include the 'region division' tag if possible.
on 28. June 2023, 19:18 by wand
very fun!
on 21. June 2023, 20:19 by PrimeWeasel
Nice one!
