Chinese Dragon (and his 9 sons)
(Eingestellt am 24. April 2020, 06:37 Uhr von Strosahl)
In addition to normal sudoku rules, you must place 4 straight triominoes and 4 L-shaped triominoes, each containing a 9 and a unique 2-digit multiple of 9 (918, 927, 936, etc), and one monomino that contains the final 9.
The 3 digits can go in any direction, but are always counted starting at the 9. (e.g. both triominoes below are '981').
The 3 digits can go in any direction, but are always counted starting at the 9. (e.g. both triominoes below are '981').
Lösungscode: Rows 5 and 9
Gelöst von ManuH, Ours brun, marcmees, ch1983, dm_litv, jessica6, skywalker, bob, saskia-daniela, Mody, Joe Average, Julianl, zorant, NikolaZ, Realshaggy, rimodech, sf2l, geronimo92, ildiko
Kommentare
am 26. April 2020, 12:06 Uhr von Joe Average
@sf2l:
They don't overlap.
am 26. April 2020, 08:39 Uhr von sf2l
Can a digit be part of more than one trimino? In other words can the trimnos overlap?
