Tenban
(Eingestellt am 14. September 2025, 17:51 Uhr von chrisjnap)
Place the digits 0-9, once each, into every row, column and 3x3 box.
To enable this, one cell in every row, column and 3x3 box is a “Schrödinger cell” that contains two center-marked digits. The value of these cells equates to the sum of those two digits.
Each purple line contains a set of consecutive values with no repeats.
Cells separated by white dots contain consecutive values. All white dots are given.
Numbered rooms: Clues outside of the grid indicate the value which has to be placed in the Nth cell in the corresponding direction, where N is the digit placed in the first cell in that direction.
Lösungscode: The sum of all 9 S-Cells.
Kommentare
am 20. September 2025, 06:14 Uhr von AdarshN
Absolutely brilliant puzzle, love a good negative constraint, very satisfying ending
am 15. September 2025, 18:19 Uhr von War
Love the puzzle, the negative constraint made it very approachable and fast, thanks!
am 15. September 2025, 13:14 Uhr von Exigus
Great fun, a bit tricky mid-game. Thanks!
am 15. September 2025, 11:40 Uhr von Myfyr MJ
Very nice but quite tough, especially the negative constraint.
am 15. September 2025, 10:46 Uhr von Snookerfan
Very nice! The negative constraint made the scannning hard. Rewarding and fun solve. Thank you
am 14. September 2025, 22:37 Uhr von sanabas
Very good fun
am 14. September 2025, 21:51 Uhr von erml
Wow, what a ride! Heavy recommendation.
am 14. September 2025, 17:56 Uhr von ViKingPrime
So rare to see the "all-inclusive" kropki rule, really interesting interplay with the S-Cells.
