Corner Prison
Rules:
Normal sudoku rules apply. Digits in a cage don't repeat and sum to the given clue in the top left corner of the cage (the clue is always given and is on the uppermost row of the cage, in the row's leftmost cage). Digits separated by a white dot are consecutive digits. Additionally the grid is partially covered in fog. Placing correct digits will clear the fog from surrounding cells, possibly revealing more clues.
Solution code: Row 1 followed by row 2.
on 16. February 2024, 14:57 by PrinnyDidi
I found it quite difficult but some really beautiful logic moments - especially the first few steps
on 25. December 2023, 17:05 by Thirdmango
Absolutely adored this puzzle, took me about an hour and a half. Great logic.
on 14. December 2023, 23:07 by Fool on Hill
This is an excellent puzzle and I am glad someone pointed me in this direction. It used a combination of tricky things I spotted because I'd seen them before, classy logical deductions I had to work for, and magical use of familiar logic in a less familiar setting to progress the solve.
on 10. November 2023, 01:32 by marty_sears
I finished it in the end but wow, another very hard one from you! Some beautiful moments in there too, some very well-crafted bits of mischief. It felt like a fresh take on killer cages.
on 9. November 2023, 18:53 by anyeyeball
I liked the way that the fitting of the possible killer cage cells in the fog worked its magic. Fun puzzle and very nice setting; took me a long time though, but that's on me.
on 8. November 2023, 22:48 by steveire
Some nice tricks here!
on 8. November 2023, 16:13 by Snookerfan
Great puzzle! Thank you
on 7. November 2023, 23:51 by Myxo
Very nice puzzle!
on 7. November 2023, 20:26 by wisty
Fun idea!
on 7. November 2023, 13:47 by GeorgeTheToad2
Nice smooth solve. Thank you for sharing.
on 7. November 2023, 13:45 by CaptRob
Really nice puzzle! Thanks a lot
on 7. November 2023, 11:41 by Xendari
great puzzle, thanks!
on 7. November 2023, 11:39 by Malrog
I really enjoyed solving this puzzle. The repeated use of logic in subtly different was was gratifying to uncover, and I felt smarter for having solved it. Thank you.