Twin Killer II
(Eingestellt am 25. März 2009, 10:19 Uhr von Richard)
The numbers in the grid are the sum of the digits in the smaller outlined areas. In the smaller areas digits may not repeat. Both grids have the same solution.
Lösungscode: Spalte 7 / Column 7
Kommentare
am 26. April 2023, 04:23 Uhr von Krokant
Another great one. :)
am 9. Oktober 2022, 07:54 Uhr von Richard
Added link and tag for online solving. Thx Nick!
am 4. Oktober 2022, 09:22 Uhr von Nick Smirnov
Penpa:
https://tinyurl.com/2qex8o8u
am 15. August 2021, 14:00 Uhr von uvo_mod
Label ergänzt.
am 25. Oktober 2012, 19:50 Uhr von Oliver Strauß
Richard, I love your Killer Twins. Thank you.
am 20. Juni 2011, 08:07 Uhr von Eisbär
This oldie took a lot of time last weekend... I liked it Richard, thank you!
am 28. Juli 2009, 15:26 Uhr von Alex
Yay! Another Twin-Killer done. This must be the easiest of the bunch. Also I liked that one could immediately fill in three numbers, so one isn't quite that discouraged forever. After those, nice logical build up.
am 9. Mai 2009, 14:08 Uhr von yureklis
That's wonderful, thanks a lot!
am 8. Mai 2009, 14:05 Uhr von Realshaggy
Immerhin vier Zahlen nach mehrstündigem Draufstarren. Ein Hammerrätsel :-)
am 27. März 2009, 14:46 Uhr von pin7guin
Dear Richard, thank you so much for this second Twinkiller. I really like them! Oh yes, and i had to search hard to find the logic ;-)
Best regards, Claudia
am 26. März 2009, 09:22 Uhr von Luigi
Hi Richard, I am looking forward to fighting with the Twin Killer III. Do you have another one?
am 26. März 2009, 08:50 Uhr von Statistica
Hi Richard, very nice! What a pleasure to solve it only with logic :-). Thanks!
am 25. März 2009, 19:53 Uhr von ffricke
Hello Richard,
thanks, this was quite amazing.
Regards
Fried
am 25. März 2009, 16:55 Uhr von Luigi
....I found several numbers but am now totally stuck. I suppose this one is much harder than the first one....
quite a challenge!
am 25. März 2009, 10:29 Uhr von Richard
As requested by pin7guin, another Twin Killer.
Again solvable by logic alone. Maybe you have to search hard for the logic, but it is in there!
