Logic Masters Deutschland e.V.

Primes Times (6x6)

(Published on 14. December 2023, 16:20 by Dr Logic)

Rules: Normal Sudoku Rules apply.

Normal 6x6 Sudoku Rules Apply.
Along each blue line, the sum of all digits along that line must be equal to the product of the primes along that line. (e.g if a line had 1,2,3 along it the line would need to add to 6 as 2x3 =6. Alternatively if a line had 1,2,4 this would not be allowed as 2 (product of primes) is not equal to 7 (1+2+4))
Numbers cannot repeat on a line. Different lines may have different totals.
Anti-Knight - Digits separated by a knights move (in chess) cannot be the same.
Kropki dots (ratio) - Digits separated by a black dot must be in a 1:2 ratio.

To Play:
CTC
F-Puzzles

Please leave a comment on your thoughts.


The 9x9 is now active and you can play using this link: 9x9
Hope you Enjoy!

Solution code: Row 1 followed by Row 2

Last changed on on 21. December 2023, 16:47

Solved by goodcity, daaahvi, SKORP17, qych1992, saskia-daniela, efnenu, mjozska1985, Dr Sudoku , e5ten, Prof.Dori, Myxo, MicroStudy, CrippledLamp, Guillem98, nyxie, drifting, AdamPI, AdarshN, Lovejoy , ... Nylimb, Vodakhan , Woody03130, JackChampagne, permafrostyx, Fast_Runner, Dez256, moss, Carolin, Julianl, Uhu, yusuf17, drf93, jgarber, skywalker, Javier Rebottaro, LachyDachy, CHalb, Drawoon, Archon
Full list

Comments

on 21. December 2023, 16:47 by Dr Logic
Added link to 9x9 puzzle

on 15. December 2023, 17:46 by MtodaP
My german brain doesn't get it. Can someone translate?

Last changed on 15. December 2023, 11:23

on 15. December 2023, 11:18 by zorant
Great!

on 15. December 2023, 05:13 by AdarshN
Fun! Would definitely like to see the 9x9!

on 14. December 2023, 22:42 by Prof.Dori
Very nice puzzle. I approve the puzzle on 9x9.

on 14. December 2023, 21:56 by Dr Sudoku
If u upload the 9x9 i will cry

on 14. December 2023, 16:22 by Dr Logic
Added info about 9x9 version

on 14. December 2023, 16:21 by Dr Logic
Changed layout

Difficulty:1
Rating:86 %
Solved:65 times
Observed:6 times
ID:000G68

Variant combination New Beginners

Enter solution

Solution code:

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