Whereabouts (Diagonal Killer Sudoku)
(Published on 18. December 2024, 20:28 by sujoyku)
- Normal sudoku rules apply, i.e. each row, column and 3x3 region has to contain the digits from 1 to 9 once each.
- Diagonals: On the main diagonals, digits do not repeat.
- Killer cages: Digits in a cage sum to the clue in the top left.
Here you can solve the puzzle online:
Solution code: Row 2 from left to right (9 digits in total)
Comments
on 7. February 2025, 15:34 by Piatato
Lovely!
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Thank you for commenting, Piatato! I am glad you enjoyed it.
Kind regards, sujoyku
on 27. December 2024, 23:33 by Lenivaya_Joppa
Thank you for this nice puzzle, dear sujoyku! :)
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You are much welcome, Lenivaya_Joppa, thank you for your comment! I am glad you enjoyed the puzzle.
Kind regards, sujoyku
on 22. December 2024, 00:15 by StephenR
Nice one, thanks, with some neat logic. Took me a while to figure out how to start but then it flowed smoothly.
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Thank you for commenting, StephenR! The break-in is arguably one of the toughest deductions required in this puzzle. I am glad that you had a smooth solve thereafter.
Kind regards, sujoyku
on 20. December 2024, 03:40 by meggen033
Beautiful puzzle Sujoyku! It seems like I always solve you puzzles without really knowing what happened. I just keep chipping away and they end up solving like magic! Well done! Thanks for setting!
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Thank you for your comment, meggen033! I am glad you enjoyed the solve. Concerning the "solving without knowing how it happened": I have felt like this in your puzzles as well sometimes. :D
Kind regards, sujoyku
on 20. December 2024, 01:24 by avishai
Delightful! Such a clever breakthrough, and a lot of fun the whole way through. Thank you!
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You are much welcome, avishai, thank you for your comment! I am glad you liked the break-in and had a fun solve.
Kind regards, sujoyku
on 19. December 2024, 18:48 by NCtide
I found the break through difficult. Really enjoyed piecing together the interesting logic between cages and diagonals. Thanks!
on 19. December 2024, 18:12 by saturnic
nice!
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Thank you for commenting, saturnic! I am glad you liked the puzzle.
Kind regards, sujoyku
on 19. December 2024, 15:22 by slowbiex
that break-in was brutal! thanks for setting.
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Thank you for your comment, slowbiex! I hope the break-in was "brutal" in a good way. :)
Kind regards, sujoyku
on 19. December 2024, 12:34 by NCtide
I found the break through difficult. Really enjoyed piecing together the interesting logic between cages and diagonals. Thanks!
on 19. December 2024, 03:35 by rameshsrivats
Very clever
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Thank you for your comment, rameshsrivats! I am glad that you liked it.
Kind regards, sujoyku
on 19. December 2024, 03:21 by sorryimLate
Super! Very joyful solving, thanks!
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You are much welcome, sorryimLate, thank you for commenting! I am glad you enjoyed the solve.
Kind regards, sujoyku
on 18. December 2024, 22:40 by NCtide
I found the break through difficult. Really enjoyed piecing together the interesting logic between cages and diagonals. Thanks!
on 18. December 2024, 21:53 by keenbowl
Absolutely wonderful and great puzzle, thanks for setting&sharing!
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You are much welcome, keenbowl, thank you for your kind words! It is great to hear that you enjoyed this puzzle.
Kind regards, sujoyku
on 18. December 2024, 21:48 by NCtide
I found the break through difficult. Really enjoyed piecing together the interesting logic between cages and diagonals. Thanks!
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You are much welcome, NCtide, thank you for your comment! I think the break-in might be somewhat unexpected. It definitely is one of the most challenging deductions in my own solve path. I am glad you enjoyed the interaction of the cages and diagonals.
Kind regards, sujoyku
on 18. December 2024, 21:45 by Calvinball
Muy bonito rompecabezas amigo.
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¡Muchas gracias para tu comentario, Calvinball!
