Prime Killer Sudoku
(Published on 25. July 2020, 17:54 by udukos)
Normal sudoku rules apply.
Areas surrounded by a dashed line are also called cages. Digits may not repeat within a cage. The sum of the digits in each cage is an ODD prime number between 1 and 45. Few of the sums have been given (13, 17, 37) and others have to be found out. No two cages can have the same sum and every ODD prime number between 1 and 45 appears in the grid as a killer cage sum.
The diagonal contains all the numbers from 1 to 9.
Areas surrounded by a dashed line are also called cages. Digits may not repeat within a cage. The sum of the digits in each cage is an ODD prime number between 1 and 45. Few of the sums have been given (13, 17, 37) and others have to be found out. No two cages can have the same sum and every ODD prime number between 1 and 45 appears in the grid as a killer cage sum.
The diagonal contains all the numbers from 1 to 9.
F - puzzles link
Good luck. Have fun.
Solution code: Row 2 Column 8
Last changed on on 25. July 2020, 20:03
Solved by tzael, Yohann, skywalker, NikolaZ, stefliew, stephane.bura, henrypijames, Joe Average, Narayana, Imperial Marcher, Hareeb, marcmees, mse326, zhergan, samuella, MagnusJosefsson, Euclid, Julianl, ... bob, Kompetenzpartner, Uhu, tinounou, geronimo92, ThrowngNinja, HugoSimon, keelyc27, polar, misko, mlkj, Vebby, Crul, Mody, twobear, Ragna, by81996672, PsychedelicCreature, Just me, Steven R
Comments
on 27. July 2020, 04:43 by udukos
@tzael @henrypijames @marcmees Thank you for the feedback. I am glad you have enjoyed it.
on 26. July 2020, 09:55 by marcmees
delightful
on 26. July 2020, 01:39 by henrypijames
Another suitable candidate for CTC - fairly simple ruleset, but offers a combination of various kinds of logic.
on 25. July 2020, 20:03 by udukos
@Rotstein Thank you for your suggestion. Added Sudoku in the name of the puzzle and as a label.
Last changed on 25. July 2020, 19:23
on 25. July 2020, 19:22 by Rotstein
please add sudoku icon so people can find your puzzle
on 25. July 2020, 18:45 by tzael
Great puzzle, really enjoyed how it played!
