Wordless Kakuro
(Published on 26. November 2021, 08:34 by qiuyanzhe)
Sample:
Place a digit from 1 to 9 into each white cell.
The numbers in grey cells indicate the sum of digits in the adjacent "word" across or down.
(Across "words" are to the right of their sums, Down "words" are below their sums.)
Super Kakuro: All sums should be filled. Digits may not repeat within a whole row or column.
For instance, no digit in row 0 (7,2,0,8,1,5) or row 1 (9,3,6,7,1,2,4,8) may repeat.
The idea of this variant is by Chenhao Xu.
Solve on Penpa+
(without auto check)
Place a digit from 1 to 9 into each white cell.
The numbers in grey cells indicate the sum of digits in the adjacent "word" across or down.
(Across "words" are to the right of their sums, Down "words" are below their sums.)
Super Kakuro: All sums should be filled. Digits may not repeat within a whole row or column.
For instance, no digit in row 0 (7,2,0,8,1,5) or row 1 (9,3,6,7,1,2,4,8) may repeat.
The idea of this variant is by Chenhao Xu.
Solve on Penpa+
(without auto check)
Solution code: Contents of blank cells in row 2 and row 3 (12 digits). Sample code would be: 45317943
Solved by Ood, cdwg2000, Mark Sweep, ugly2333, jessica6, Kpn, ildiko, cornuto, moss, Lara Croft, hurrdurr, Gliperal, polar, KNT, Errorandy, AKernel, anderson, clue, tesu
Comments
on 12. April 2023, 06:17 by KNT
How was this found??
on 21. October 2022, 19:12 by polar
Totally bonkers construction and yet logically solvable. Brilliant puzzle!
on 18. September 2022, 10:09 by Gliperal
Absolutely fascinating that this exists. I have no idea how you managed to discover it, but boy am I glad that you did. That said, it's an absolute beast to solve logically xD
