Sorry No Three in the Corner
(Eingestellt am 2. April 2026, 03:18 Uhr von EricRathbun)
- Normal Sudoku Rules apply.
- Normal Little Killer rules apply.
- Digits do not repeat within a cage.
- Digits separated by a white dot have a difference of one , not all dots are given.
- Gray squares contain even digits
- Digits separated by an "X" add to 10.
- Digits separated by a knight's move (in chess) do not repeat.
The puzzle can be played here:
Hope you enjoy the puzzle. Comments appreciated.
Lösungscode: Top row
Kommentare
am 14. Mai 2026, 01:29 Uhr von itsid
I am missing the tricks in my pocket that Gullie mentioned as well.. Boy that was again super brutal for me.
I scanned each and everything and finally found row 2,3,7&8 and rows 2,4,6&8 but it led to nowhere.
Using colours whenever I can
I was staring at r7c3 and it's counterparts for soooo long that I finally gave in and checked my colours to rule the ones out I didn't want to.
and eventually I found a contradiction but that was not the intended solve path I'm sure. Still felt great when it gave way to single colour cells and of course when the numbers also made sense.
But what a tough nut (for me) again.
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Response from Eric: You may not have found the intended route, but you did find "a" way. Congratulations on sticking with it. Well done!
am 11. Mai 2026, 19:11 Uhr von superkinkel
Absolutely brutal. I thought the "Colors in the (k)night" series had taught me all, but if worked on this on and off for days ...
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Response from Eric: Way to stick with it! Glad you found your way through it.
am 3. April 2026, 20:43 Uhr von Gullie
Another excellent puzzle! Not too hard this time, if you know some tricks :-). Thanks Eric for setting and sharing!
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Response from Eric: Thanks Gullie. Yes, knowing a few tricks certainly helps and I think you have most of my tricks figured out by now. Take care. ~Eric
am 2. April 2026, 18:07 Uhr von Snookerfan
Excellent! Because this one required my major weakness, I found it very hard, but I am also proud for (finally) getting it. Thanks
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Response from Eric: Well done, Snookerfan. Glad you found your way.
am 2. April 2026, 13:09 Uhr von Elliott810
Brilliant construction! Thank you:)
Response:
Thanks Elliot. And another well-done solve by you.
