- Fill every row, column, and 3x3 box with digits 1-9 without repeating any digit.
- No digit can appear in two cells that are a knight's move away from each other on a chessboard.
- Cells in outlined cages must sum to the number indicated; no repeated digits within cages.
- The sum of the digits along the path of an arrow must equal the digit in the originating circle.
- Digits along a thermometer must strictly increase from the bulb to the end.
- Digits along purple lines must be consecutive.
- Cells separated by the X must sum to 10.
Lösungscode: The digits along the positive diagonal (bottom left - top right)
am 25. Juni 2024, 01:49 Uhr von rab1226
Thanks!
am 25. Juni 2024, 01:03 Uhr von dmmn
@rab1226 @28righthand I should clarify that R8C9 and R9C9 are on two seperate renban lines. They are sort of crossing each other
am 24. Juni 2024, 20:15 Uhr von rab1226
@28righthand, you're not alone, I get the same contradiction.
am 24. Juni 2024, 18:22 Uhr von 28righthand
I must be having on one of those days as I seem to get an immediate contradiction with R8C9 and R9C9 being not able to be in a consecutuve set.
[Edit] Thank you for pointing out there are 2 renbans ! Seems obvious now it was not drawn as a square but my brain kept joining them together!