Rätselwochenende 2013: Variables Kropki 9x9
(Published on 13. February 2013, 09:09 by CHalb)
This variation is in another way variable as Luigis Variables Kropki.
Enter the numbers from 1 to 9 into the diagram, so that every number appears exactly once in every row and every column.
If there is a white circle between two cells, the difference between the two numbers is 1 or one of the numbers in these two cells must be twice the value of the number in the other cell. If there is a black circle between two cells, one of the numbers in these two cells must be twice the value of the number in the other cell. If there is no circle between two cells, none of these two relations is valid.
Enter the numbers from 1 to 9 into the diagram, so that every number appears exactly once in every row and every column.
If there is a white circle between two cells, the difference between the two numbers is 1 or one of the numbers in these two cells must be twice the value of the number in the other cell. If there is a black circle between two cells, one of the numbers in these two cells must be twice the value of the number in the other cell. If there is no circle between two cells, none of these two relations is valid.
Solution code: The diagonal top left to bottom right, followed by the diagonal top right to bottom left.
Last changed on -
Solved by zorant, MiR, ffricke, rimodech, Hansjo, pokerke, ibag, ch1983, Mody, ManuH, Kekes, Skinny Norris, lutzreimer, Realshaggy, adam001, jirk, deu, dm_litv, sandmoppe, SilBer, derwolf23, pin7guin, ... tuace, Joe Average, Krokofant, Uhu, marcmees, rob, Thomster, Toastbrot, Julianl, Pfannkuchener, NikolaZ, CJK, Greg, Raistlen, starelev5, Dugong, ildiko, Simon919, Drawoon, Drag0nFly, rav, helle
Comments
on 10. September 2022, 23:49 by Drawoon
penpa+: https://tinyurl.com/2zwkdutx
on 25. February 2013, 16:20 by AnnaTh
Diese Variablen Kropkis haben mir gut gefallen!
on 14. February 2013, 11:33 by SilBer
Hm, das hatte ich gestern Julia mit in die Schule gegeben, auf der Rückseite stand eine Nachricht an ihre Lehrerin. Auch hier heißt es dann wohl: Nochmal lösen... ;-)
