Logic Masters Deutschland e.V.

Suguru Chaos Deconstruction: Quadruples

(Eingestellt am 3. Mai 2022, 12:39 Uhr von Niverio)

This puzzle was inspired by the amazing works of mathpesto and Crispy. If you haven't, please check their puzzles in Suguru Chaos Deconstruction series first, they are incredible!


- Deconstructed Suguru: Fill some cells in the grid with the digits 1–9 such that no digit repeats in a row or column. All digits must belong to a region, which is a collection of orthogonally connected cells. A region of size n contains the digits 1 through n once each. Regions may not touch each other orthogonally, although they may touch each other diagonally.

- Quadruples: Digits in a white circle must appear in the four surrounding cells.

Puzzle Links: Solve in F-Puzzles or in the CTC (recommended)


Lösungscode: Ignoring blank cells, write in the contents from Row 7 (left to right) followed by Row 10 (left to right) with no spaces.

Zuletzt geändert am 4. Mai 2022, 00:55 Uhr

Gelöst von mathpesto, crispy16, Jesper, Siebuhh, JayForty, marcmees, Elliott810, Greg, MagnusJosefsson, Crusader175, polar, cmb, BenceJoful, KNT, RJBlarmo, Beanie, dunder, Statistica, galgamer, Fago, ___, ... johnyzzh, Krokant, amarins, jkuo7, ns08, mike-smith, karen_birgitta, soroush, misko, Vebby, ChristJan, Mody, Martijn314, rimodech, h5663454, lsw770770, cdwg2000, Christounet, mnasti2, Qodec, cornuto
Komplette Liste


am 13. September 2022, 10:20 Uhr von Christounet
Very nice combination. I had not done a SCD since the long serie by mathpesto so that feels good to get lost in such a big grid again. Nothing too complicated apart some tricky region logic around midsolve for me. Thanks++

am 6. Juni 2022, 19:27 Uhr von Vebby
Very nice! Tricky opening, but quite smooth afterwards. Enjoyed it more and more as the regions started filling up.

am 13. Mai 2022, 23:46 Uhr von Krokant
I don't know if it was exactly quadruple the fun, but certainly plenty of it. Amazing puzzle. :)

am 6. Mai 2022, 20:47 Uhr von Agent
Was a lot of fun to live solve! Thanks :)

am 5. Mai 2022, 05:58 Uhr von KNT
Probably my favorite SCD puzzle i've done, thanks niverio

am 5. Mai 2022, 02:03 Uhr von BenceJoful
What a great puzzle, thanks!

am 4. Mai 2022, 19:38 Uhr von Crusader175
This was very nice puzzle! Really enjoyed solving it. There's a lot of beautiful logic throughout the puzzle.

am 4. Mai 2022, 16:21 Uhr von Dandelo
I've started a discussion in http://forum.logic-masters.de/showthread.php?tid=2042
Maybe we can find more consistent names?

am 4. Mai 2022, 11:51 Uhr von Dandelo
So probably this discussion should be moved to the forum. But I think most of the SCD friends are not active there? Anyway, I'll start it and post the link here.

BTW, e.g. at janko.at you get an excellent overview about puzzle types, incl. rules, different names and origin.

am 4. Mai 2022, 08:19 Uhr von MagnusJosefsson
Great puzzle! Very nice and consistent solution path!

am 4. Mai 2022, 00:55 Uhr von Niverio

am 4. Mai 2022, 00:32 Uhr von Niverio
Changed the rules to clarify.

Zuletzt geändert am 4. Mai 2022, 10:47 Uhr

am 4. Mai 2022, 00:01 Uhr von Dandelo
Do I read it correctly? Numbers can be greater than 9 and repeat in rows/columns?

~ Oh, well spotted. No they cannot, I just realized I forgot the first sentence. Sorry. And they cannot repeat.

~~ Thx. I've expected this, because of the other SCDs. But since in Suguru the standard is 'touching forbidden, repeating allowed' I was not sure...
BTW, I wonder (not only here, but all the time) if Suguru is the correct name. It has not too much in common with classical Suguru IMO. Or: not more than e.g. with Hakyuu or Renban or similar puzzle types.

~~~ That discussion actually came up in the CTC discord server as well when Sam (Cappleman-Lynes) pointed it out. I did agree with it, however, since all the puzzles in this type were called as such, I did not know what to change it to (as I am not that proficient in pencil puzzle genres), so I left it as is :D

am 3. Mai 2022, 20:05 Uhr von Jesper
Very nice, well constructed!

am 3. Mai 2022, 14:26 Uhr von crispy16
This is an excellent puzzle, and wonderful to see another constraint being used in an SCD in such and elegant way.

am 3. Mai 2022, 12:46 Uhr von mathpesto
What an elegant puzzle! Very clever use of quadruples. I thoroughly enjoyed solving this!

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