Liar Sudoku ist eine neue Variante, die ich mir kürzlich ausgedacht habe. Ich war mir nicht sicher, ob es möglich sein würde, ein 9x9-Raster mit einer einzigartigen Lösung zu erstellen, aber ich bin froh, dass ich dabei geblieben bin, weil mir dieses Puzzle wirklich gefällt. Es ist leicht das, was bisher am meisten Zeit gekostet hat. Ich hoffe du genießt es!
Es gelten die Standard-Sudoku-Regeln. Jeder Hinweis belügt Sie jedoch.
(Übersetzt mit Google Translate)
Lösungscode: Zeile 4, Zeile 5
am 28. Februar 2024, 17:22 Uhr von Sapio
The puzzle that started it all... to be able to tackle it on my own after all this time was a delight. Thank you so much!
am 28. Juni 2023, 09:26 Uhr von Playmaker6174
The OG of wrogn puzzles trend, it was still lots of fun to revisit this one and experience different kinds of emotion x)
am 1. Juli 2021, 16:25 Uhr von Vebby
Very creative and enjoyable!
am 22. Dezember 2020, 05:12 Uhr von panthchesh
Thanks for the puzzle! It was fun!
am 19. Dezember 2020, 08:28 Uhr von ashwin
really fun - one of the best puzzles ive completed
am 9. November 2020, 05:35 Uhr von MatthewDonovan
A very nice puzzle! Thanks! I absolutely love how everything works together.
@MatthewDonovan Thanks for solving it!
am 3. November 2020, 17:21 Uhr von DiMono
Added a bit of extra clarity on thermo rules.
am 3. November 2020, 16:08 Uhr von mathtype
Great inventive puzzle. Beautiful how the logic guides you all the way through the puzzle.
@mathtype I'm glad you enjoyed it. Thanks for the solve and rating!
am 2. November 2020, 00:59 Uhr von DiMono
Increased difficulty
am 19. September 2020, 14:49 Uhr von mandourin
So inventive and fun!
@mandourin Thanks!
am 18. September 2020, 23:38 Uhr von Laz0r
All Xs and Vs you need are shown. The grid would be cluttered if all dominos of cells that do not add up to 5 or 10 was filled in! The bulb can be anywhere, also in the middle.
am 18. September 2020, 23:17 Uhr von ThrowngNinja
I have some questions about the rules. Are all the X and V's marked? And can the maximum cell be greater than 1 of the adjacent cells? And for the thermometers, can the bulb be in the middle of it or only the ends? and I assume the thermo still increases as it goes? (assuming you know where the bulb is). Theres just so many rules that I am a bit confused hahaha
@ThrowingNinja There is no negative constraint on Xs and Vs. The maximum cell has at least one adjacent cell that is greater than it. Thermo still increases from the bulb, the bulb just isn't in the place shown. It can be in any other cell on the thermometer. Hope this helps!