Two Sum Sudoku Finale - With Only One Numerical Clue!
(Published on 1. May 2020, 21:35 by ProwlingTiger)
Normal sudoku rules apply. In a normal killer sudoku, the number within each cage denotes the sum of the numbers inside the cage. Numbers may not repeat within a cage. Additionally, in a normal little killer sudoku, each arrow denotes the sum of the digits along that diagonal (and digits may repeat along the diagonal).
In this puzzle, no sums are given. Each sum is one of two numbers, both of which can be deduced. (If you did my previous puzzle, each sum is a m/n clue). For example, the two sums could be 8 and 17; and therefore each cage or arrow sums to either 8 or 17. I hope you enjoy!
Solution code: Column 2 then 3, from top to bottom; nothing separating the numbers.
Comments
on 17. September 2020, 13:57 by cdwg2000
Video problem solving from Bilibili website: https://b23.tv/NzMLXL
on 12. May 2020, 23:14 by ProwlingTiger
Added sudoku label.
on 10. May 2020, 13:58 by Madmahogany
Brilliant puzzle! Didn't think I would need to use algebra anytime soon.
on 10. May 2020, 05:06 by trivial171
Absolutely wonderful puzzle
on 7. May 2020, 00:49 by Realshaggy
Amazing!
on 3. May 2020, 08:22 by Mody
Die reinste Detektivarbeit, hat viel Spaß gemacht :)
on 3. May 2020, 07:37 by r45
Wunderschön!
on 2. May 2020, 18:42 by Player
Besutiful puzzle. Thank you so much. (I think I solved it without using the left hand arrow.)
on 2. May 2020, 18:23 by marcmees
beautiful finale... nice opening and tricky till the end
on 2. May 2020, 18:16 by ch1983
Toll, vielen Dank!
on 2. May 2020, 07:02 by cdwg2000
Thanks to the author's creativity, judging the values of m and n is the key to solving this problem. An arrow has been added below R9C56, eliminating the multiple possibilities of this puzzle.
on 2. May 2020, 05:09 by ProwlingTiger
Corrected a mistake in the puzzle. Thanks to cdwg2000 for pointing this out!!
on 2. May 2020, 00:45 by zhergan
Great construction. Thanks..
on 1. May 2020, 22:46 by Puzzle_Maestro
That was incredible! Beautifully logical throughout.
I've officially come to the conclusion that people who use this formatting make amazing puzzles...
