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真笑Puzzles037--Chaos Construction-- “邹子”002

(Published on 2. April 2021, 15:51 by cdwg2000)

Authorized by the author 真笑(洪卫华), he plans to publish his hand-made puzzles on this website, If you like it and have good suggestions, you can leave a message.I hope you can laugh innocently, really laugh every day!

Author: 真笑(洪卫华), from China, this question comes from his personal blog.


This is the 7th part of the series of dividing areas.

"邹子" Sudoku
According to the following rules, the grid is divided into 9 different rigions, each regions contains 9 cells:
1.Fill in a number from 1-9 in each region, and make each row, column and region have no repeated numbers;
2. In the same region, if the difference between the numbers of two orthogonal adjacent cells is 2, mark the larger number between them.
3. In different regions, if the difference between two orthogonally adjacent cell numbers is 1, mark the larger number between them.
4. All eligible numbers have been marked.





This is the main course.


Click enter main course Penpa+


This is the sample.

Click enter the sample Penpa+


Zou Zi (approximately 324 BC ~ 250 BC), a native of Qi in the late Warring States Period in ancient China. The representative of the Yin-Yang family, and the founder of the Five Elements "Turkish water, wood resists soil, gold and wood, fire resists gold, and water resists fire", the era of activities was later than Mencius. A well-known thinker, philosopher, and geographer in ancient China, author of the book "Zou Zi".


Solution code: In the reading direction (from top to bottom, from left to right), the content of the irregular area where R4C3 is located, and the content of the irregular area where R9C6 is located, a total of 18 grids. (for example, in the example, the content of the irregular area where R3C5 and R4C4 are located: 436251235614).

Last changed on on 30. July 2021, 11:56

Solved by Jesper, DiMono, SudokuExplorer, Storm, marcmees, Frankenfruity, polar, NikolaZ, Bobby, Luigi, Statistica, Mark Sweep, Mody, zuzanina, AnnaTh, Realshaggy, ScatterBrain, sandmoppe, umutay, misko, derKrampus, RyanDuarte56
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Comments

Last changed on 30. April 2021, 00:33

on 30. April 2021, 00:32 by cdwg2000
@Mark Sweep
If you have a good idea, you can also make similar puzzles like SudokuExplorer, and look forward to your more exciting puzzles!

on 29. April 2021, 23:29 by Mark Sweep
@cdwg2000 Yeah, I'm working on it, they're a lot of fun and probably gave me inspiration for a puzzle I want to create as well :)

on 29. April 2021, 21:43 by cdwg2000
@Mark Sweep

Glad you like it, thank you for your high rating! If you have time, you can challenge other Chaos construction series that you missed.

on 29. April 2021, 18:49 by Mark Sweep
It was a lot of fun to work this one out. Nice one!

on 23. April 2021, 14:40 by cdwg2000
Increase difficulty.

on 19. April 2021, 13:24 by cdwg2000
Repaired txt.

Last changed on 6. April 2021, 14:36

on 6. April 2021, 14:33 by Bobby
Very fun idea!

******I am glad you like it.Thanks.

on 4. April 2021, 15:27 by cdwg2000
Erhöhen Sie die Übersetzung der deutschen Version. Meine Muttersprache ist Chinesisch. Wenn es eine falsche Übersetzung gibt, helfen Sie mir bitte, darauf hinzuweisen.

on 4. April 2021, 14:31 by Dandelo
BTW, there is a mistake in the solution code, it must read 18 instead of 14.

Last changed on 4. April 2021, 14:30

on 4. April 2021, 14:28 by Dandelo
Solution code:
In Leserichtung (von oben nach unten, von links nach rechts) der Inhalt des Gebiets, in dem sich Z4S3 befindet, und der Inhalt des Gebiets, in dem sich Z9S6 befindet, insgesamt 18 Ziffern. (Im Beispiel mit Z3S5 und Z4S4: 436251235614).

on 4. April 2021, 14:24 by Dandelo
Unterteilen Sie das Gitter in 9 Gebiete mit jeweils 9 Zellen.
Tragen Sie dann die Zahlen von 1 bis 9 so in das Diagramm ein, dass in jeder Zeile, jeder Spalte und jedem Gebiet jede Zahl genau einmal vorkommt.
Wenn die Differenz zwischen zwei orthogonal benachbarten Zahlen im selben Gebiet 2 beträgt oder wenn die Differenz zwischen zwei orthogonal benachbarten Zahlen in verschiedenen Gebieten 1 beträgt, steht die größere Zahl auf der Grenze dazwischen. Alle derartigen Differenzen sind gegeben.

Last changed on 4. April 2021, 14:23

on 4. April 2021, 14:20 by Dandelo
This is a German translation of the rules. Feel free to add it to the German version of the puzzle.

Maybe a native English speaker could also improve the English version? Or maybe someone has an idea to improve my translation.

on 3. April 2021, 01:05 by marcmees
another great chaos construction. thanks.

on 3. April 2021, 00:42 by cdwg2000
@DiMono

Thank you for your feedback! When I tested it, I thought it was 3.5-4.5 stars. Dividing regions may be difficult. It takes enough patience to complete it and make full use of "negative constraints" and "differences." I am very glad that you finally succeeded in the challenge.

on 2. April 2021, 20:06 by DiMono
This is a difficult constraint to keep straight. Definitely a 5/5 for me.

Difficulty:4
Rating:94 %
Solved:22 times
Observed:5 times
ID:0005V2

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