Logic Masters Deutschland e.V.

Teams Sudoku - Counts or Sums?

(Published on 17. August 2020, 20:00 by stephane.bura)

This is a new entry in my Teams series. Enjoy!


Normal Sudoku rules apply.

Digits are split into two teams: A and B. You have to find which digits belong to each team.

An arrow in a white cell containing a digit from team A indicates that this digit is the sum of the digits from team B in that direction.
An arrow in a gray cell containing a digit from team A indicates that this digit is the number of digits from team B in that direction.

An arrow in a white cell containing a digit from team B indicates that this digit is the number of digits from team A in that direction.
An arrow in a gray cell containing a digit from team B indicates that this digit is the sum of the digits in gray cells in that direction (from teams A and B).

Note: All the possible arrows are given but the negative constraint is not useful in this puzzle.


Many thanks to @Yohann and @stefliew for helping test and improve this puzzle.

Penpa+ link for this puzzle to play it online.

                 







Solution code: Column 2, column 3

Last changed on -

Solved by Yohann, MavericksJD, Jesper, Filto, NikolaZ, Mody, marcmees, Tojvoh, udukos, SquaringSquirrel, polar, zhergan
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Comments

Last changed on 8. October 2021, 12:22

on 8. October 2021, 11:49 by polar
Brilliant puzzle! Thank you

Edit: Happy to see this get rated! :)

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So am I :)
Thanks!

Last changed on 22. August 2020, 12:32

on 22. August 2020, 12:28 by Tojvoh
What a fantastic puzzle! Loved and enjoyed every single bit of it from start to finish!

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Stéphane: Thanks Tojvoh :)

on 21. August 2020, 18:58 by marcmees
Amazing puzzle. Thanks Stephane. I consider myself warmed up for Richards upcoming teamsudoku on SVS.

Last changed on 19. August 2020, 11:58

on 19. August 2020, 11:47 by Mody
Großartig

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Stéphane: Thanks Mody :)

on 18. August 2020, 08:01 by Filto
Great puzzle!

on 17. August 2020, 23:15 by Jesper
I really like the Teams series, but my favourite is still the first one.

Difficulty:4
Rating:95 %
Solved:12 times
Observed:9 times
ID:00044O

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