DECONSTRUCTION SUDOKU
- There exist nine non-overlapping 3x3 square regions which must be located. Each region contains the digits from 1 to 9 once each, such that no digit repeats in any row or column.
- All cells that do not belong to a region contain a 0.
COUNTING PALINDROMES
- The digits on a grey line form a palindrome, i.e. they read the same forward and backward.
- Along a palindrome, there may not be two consecutive 0s.
- Any digit greater 0 that lies on a palindrome indicates exactly how many of its up to 8 surrounding cells contain a 0.
GERMAN WHISPERS
- Adjacent digits on a green line must have a difference of at least 5.
Here you can solve the puzzle online (note: solution check requires entering all 0s):
Solution code: Row 10 from left to right (11 digits from left to right)
on 4. February 2025, 08:40 by EDL
Beautiful puzzle! Hope to see more of deconstruction puzzles from you later.
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Thank you for your kind feedback, EDL! I had much fun setting this, so I am definitely open for setting more at some point.
Kind regards, sujoyku
on 20. January 2025, 14:01 by ChinStrap
Did this one in testing but hadn't registered my solve yet. Loved this! The counting palindrome rule made this a fresh and smooth solve throughout. Great approachable decon puzzle!
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Thank you for testing and now leaving such a nice comment, ChinStrap! I am glad you had a smooth solve and liked the concept of the counting palindromes.
Kind regards, sujoyku
on 11. January 2025, 04:59 by killer_rectangle
It took me a long time to find the break-in to this excellent puzzle.
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Thank you for your comment, killer_rectangle! I am glad that you stuck with the puzzle and had a good solve.
Kind regards, sujoyku
on 11. January 2025, 03:04 by TheKyoshiroFan
Utterly beautiful puzzle. As I am new to self constructing regions (no Idea what it is called), I had to look up some theorem that states, which 9 cells are guaranteed in boxes in a 11x11 grid, before I even could start solving, from which the whole solve was smooth sailing when following the rules. Awesome job!
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Thank you for your comment, TheKyoshiroFan! I am glad you enjoyed the puzzle.
Kind regards, sujoyku
on 9. January 2025, 20:05 by RedBarchetta
I loved it! At first I thought it was irregular regions and I thought impossible! Maybe not, but re-reading the rules sure helped! Finding the 3x3 boxes was easier for me than the sudoku. That's always a challenge on the 11x11 puzzles. Thanks for setting this Sujoyku! Impressive!
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You are much welcome, RedBarchetta, thank you for your comment! It is great to know that you liked the puzzle. I agree with you that the region-building is easier than the Sudoku that follows.
Kind regards, sujoyku
on 9. January 2025, 15:08 by QuiltyAsCharged
I'm impressed this is your first deconstruction puzzle, it's excellent! I enjoy the open-ended nature of deconstruction puzzles when they're approachable like this one is.
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Thank you for your comment, QuiltyAsCharged! I am glad that you liked my first deconstruction puzzle. I enjoyed creating it so much that I might set another one soon. :)
Kind regards, sujoyku
on 9. January 2025, 11:28 by Visumation
Very good fun. Cool with counting constraint on the palindromes. Worked really nicely. Thanks
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You are much welcome, Visumation, thank you for your comment! I am glad you had a fun solve.
Kind regards, sujoyku
on 9. January 2025, 04:46 by aqjhs
loved the counting palindromes (even though i totally missed the counting part for a good 20 minutes, lol)
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Thank you for your comment, aqjhs! It is great to hear that you liked the Counting Palindromes.
Kind regards, sujoyku
on 9. January 2025, 03:47 by Paquet Voleur
Deconstructions are fun, and this one is no exception, but seldom are they this approachable. An enjoyable snack. Thank you!
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You are much welcome, Paquet Voleur, thank you for commenting! I am glad you enjoyed the puzzle and found it to be approachable.
Kind regards, sujoyku
on 8. January 2025, 20:18 by mathpesto
Very fun! Impressive setting
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Thank you for your comment, mathpesto! I am glad you had a fun solve.
Kind regards, sujoyku