IMO 2009 - Sudokuralley, (7) Kropki
(Published on 24. July 2009, 16:04 by pwahs)
To the main puzzle
Enter the digits from 1 to 7 into the grid such that in each row and column is each letter exactly once. If there is a white point between two numbers, their difference is one, and if there is a black point, their quotient is 2. If there is no point, none of those properties may hold.
Solution code: the last row
Last changed on on 2. November 2009, 14:52
Solved by pin7guin, Statistica, Luigi, ffricke, r45, CHalb, Realshaggy, PRW, RobertBe, flaemmchen, ibag, Maulef, SilBer, Le Ahcim, tubaner, UrRa, joyal, jirk, wolke, Semax, geibthor, GiantPanda, uvo, annusia, ... gabuz, GoogleEnPassant, chien2000gl, k2u5as, elpizw, Incurrsion, Gota, ChampionAsh5357, koiking, Gotroch, Eierkopp121, DiMono, renegade_duck, jgarber, jalebc, drf93, ArmagedDan, Jastucreudo, hasti2c
Comments
on 11. January 2023, 04:18 by TJReds
penpa link: https://tinyurl.com/2gre8ln9
(with answer check)
Last changed on 30. January 2022, 10:51
on 30. January 2022, 10:35 by jiayo48
Link to play on penpa: https://tinyurl.com/yc668u87
on 2. September 2021, 13:02 by uvo_mod
Label "Füllrätsel" entfernt.
