Logic Masters Deutschland e.V.

Hairy Ball

(Published on 12. March 2025, 08:24 by Gliperal)

Penpa CtC

Irregular Gattai: Within each of the four overlapping 6x6 grids, fill each row, column, and outlined region with the digits 1-6 once each.

Renban: A pink line contains a set of consecutive digits in any order.

German Whisper: Adjacent digits along a green line must differ by at least 3.

Region Sum: Digits along a blue line sum to the same total within each box the line passes through.

Thermometer: Digits along a thermometer must increase, starting from the bulb end.

Clone: There are two pairs of gray rectangles, each of which contain the same digits in the same positions, without rotation or reflection.

Solution code: Row 5 (13 digits)

Last changed on on 12. March 2025, 12:29

Solved by clover, lmdemasi, zhangjinyang, SirWoezel, tuturitu, by81996672, Snookerfan, TripleABattery, pythonssssss, bansalsaab, zlotnleo, kublai, Alce, SKORP17, GG_70, Chlorophyll, zuzanina, bernhard, Dragonslayer, Blake Saligia, Madoka42
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Comments

on 13. March 2025, 19:20 by Gunslinger8912
I presume that the whispers line rule is supposed to read that the numbers must differ by at least 3? not 5?

on 12. March 2025, 16:23 by nunc
Please correct the rules in the CtC version. Thanks.

on 12. March 2025, 12:00 by Snookerfan
Great puzzle! I think I found the real break-in realtively quickly by pure luck, that is by focusing on the right cells, of which there are so many in this puzzle. After that everything resolved really smoothly and beautifully. Thank you

on 12. March 2025, 09:46 by SirWoezel
Aha, thank you Indemasi.

on 12. March 2025, 09:44 by lmdemasi
Green lines differ by 3.

on 12. March 2025, 09:43 by SirWoezel
Well, the top three rows have me pretty stumped too. What am I missing in the rules?

on 12. March 2025, 09:09 by King_Pusher
I want to ask a question, how does Adjacent digits along a green line must differ by at least 5 and it is 1 to 6, how to fill the box in the top since the it will be made out of 1s and 6s only!

on 12. March 2025, 08:25 by clover
what a well-combed ball

Difficulty:3
Rating:82 %
Solved:21 times
Observed:6 times
ID:000MD4

Variant combination Online solving tool Irregular grid

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Solution code:

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