Logic Masters Deutschland e.V.

Dancing Like Butterfly Wings

(Published on 31. December 2024, 02:28 by dennischen)

CTC

Digits on a diagonal do not repeat.

Digits on a Renban form a consecutive set of digits without repeat.

Digits separated by a white dot have a difference of 1. Digits separated by a black dot have a 1:2 ratio.

Solution code: Row 1


Solved by symbolic23, wang, jalebc, Chefofdeath, Fool on Hill, lmdemasi, Snookerfan, SKORP17, Chilimy, WedgeOfCheese, askaksaksask, Da Letter El, lianarox, SXH, Bjd, Norkas, dickey, Grothenlace, shangchenxi123, mutex, shteev, Brodie2000, m_or, Silverstep, paranoid, Chelo, harryb, feverlute, Paletron, soroush, GoodMorningCallum, Clara123, Djirt
Full list

Comments

on 17. January 2025, 16:07 by GoodMorningCallum
This was such a beautiful puzzle, and I absolutely loved the break-in - so rewarding!

on 10. January 2025, 02:11 by feverlute
I wish there were a rating above Very Nice

on 5. January 2025, 16:15 by Silverstep
Nice puzzle! I got lucky and hit the correct fifty/fifty so I didn't have to flip :D Final time 58:15

on 3. January 2025, 03:23 by shteev
Sublime

on 1. January 2025, 09:44 by Norkas
What an elegant puzzle. Nothing was wasted and the breakthrough came in the way I least expected it to.

on 31. December 2024, 20:15 by dennischen
Thanks for the kind comments all!

on 31. December 2024, 18:43 by askaksaksask
Woooow this solve path is so delicate! It took a bit to understand the superstructure of the puzzle--sublime interactions!-- and once i could prove the dispositions of the lines, there was still some more beauty waiting with some really fun clues. This was great, thank you!

on 31. December 2024, 14:48 by Snookerfan
Excellent! Thank you

on 31. December 2024, 11:35 by Fool on Hill
Beautiful construction - and quite a challenge. Eventually hit on a good idea: it felt unlikely to solve right to the end.

on 31. December 2024, 07:31 by Chefofdeath
Wow! That was tough but absolutely beautiful! Thank you for sharing!

Difficulty:5
Rating:96 %
Solved:33 times
Observed:3 times
ID:000LCU

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Solution code:

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