Knapp Daneben Hexuro
(Published on 16. November 2025, 17:41 by Nell Gwyn)
- Place a digit from 1 to 9 in each empty cell such that digits do not repeat in an unbroken row with no black hexagons separating them (along any of the three directions in which cells share edges).
- Knapp Daneben: Clues in black hexagons give the sum of the digits that clue sees in the indicated direction, up to either the next black hexagon or the edge of the grid... However, every clue is off by exactly one. For each clue, the actual sum is either one more or one less than the clue says.
Solution code: Row 4, ignoring clue cells
Solved by Piatato, Mr_tn, pep9, panthchesh, Donatello_86 , Lissa41585, isajo4002, KNT, tuturitu, SKORP17, r45, Statistica, Mark Sweep, Franjo, AKernel, Christounet, misko, JustinTucker, ManuH, Jesper, forsen
Comments
on 19. November 2025, 19:16 by Franjo
Absolutely incredible that this could lead to a unique solution! But of course it did, the setting is perfect. Thank you very much for creating and sharing this amazing puzzle.
on 17. November 2025, 04:24 by isajo4002
This was very fun to test and the break-in is amazing
Last changed on 17. November 2025, 01:59
on 17. November 2025, 01:57 by Donatello_86
What Piatato said!
on 17. November 2025, 01:55 by isajo4002
This was very fun to test and the break-in is amazing
on 16. November 2025, 23:43 by panthchesh
that was fun!!
on 16. November 2025, 20:07 by Piatato
Fun and smooth, thanks!
