2 Corinthians 4:18 (Aqre Anti-X-Sum Chaos Deconstruction)
(Eingestellt am 18. September 2024, 01:43 Uhr von MaizeGator)
RULES:
Chaos Deconstruction: There are 9 orthogonally connected regions in the grid that the solver must locate (not necessarily 3x3 regions). Place the digits 1-9 into each region, such that no digit repeats in a region, row, or column. The grid is 10x11, so some cells will remain empty.
Aqre: A Chaos Deconstruction Region may not have more than 3 cells in a row horizontally or vertically.
"Anti-X-sums":A small clue in the top left corner of a cell indicates the sum of digits in that cell’s region that can NOT be seen by that cell (region borders block vision). The digit in the cell is the number of cells involved in the sum. A "?" stands for any digit, 0-9. All clues are part of regions.
Shout-out and thanks to sfushidahardy for naming this puzzle!
Solve 2 Corinthians 4:18 in SudokuPad
Lösungscode: Column 10 (Second from last), top-to-bottom, with X for empty cell(s).
Kommentare
am 21. September 2024, 10:00 Uhr von Jesper
Very nice, thanks!
am 20. September 2024, 23:16 Uhr von wenchang
4-star difficulty? It is definitely a 5-star for me. Maybe I didn't find the correct path.
Spoiler alert! https://youtu.be/ycL1lGGph3M
am 19. September 2024, 13:38 Uhr von marcmees
very nice. thanks
am 18. September 2024, 18:20 Uhr von kamkam
Hello, could you provide an example for the anti-x-sums rule ? I struggle a bit to get around
-@kamkam certainly! Here is an example of one potential region. https://imgur.com/FAC3O3Y. The 5 digit in the 24 clue indicates that 5 cells are NOT seen by the clued cell and sum to 24 (2+4+6+9+3)
am 18. September 2024, 17:15 Uhr von sfushidahardy
Excellent puzzle! I really enjoyed developing intuition/learning logic for the anti-X-sum rule throughout the solve.
am 18. September 2024, 08:27 Uhr von Christounet
Very nice ! It takes a bit of time to get used to the anti x-sum rule at first, but it works well in this ruleset. Enjoyed it ! Thanks :)
am 18. September 2024, 03:27 Uhr von MaizeGator
Fixed solution code
