Swappy Cats
(Eingestellt am 20. September 2026, 07:34 Uhr von Andrewsarchus)
About:
This puzzle was created for
Scojo's 3rd annual
Secret Impostor event.
This was the
real Andrewsarchus puzzle.
I successfully defended my identity against my imposter,
yttrio,
who set this excellent puzzle:
Curiosity
After the event, I removed one line which was not needed for the solve.
original puzzle
Rules:
- Normal Sudoku rules apply.
- Swappy Cats:
One cell in each row, column, and box is a Swappy Cat cell.
A Swappy Cat cells swaps its value with the cell rotationally opposite from it in the grid.
These two cells cannot have the same digit.
The Swappy Cat cell's value is the digit in the rotationally opposite cell, and the value of the rotationally opposite cell is the digit in the Swappy Cat cell.
DIGITs cannot repeat within the nine Swappy Cat cells, but VALUEs may.
- Circles:
Circled VALUEs count the number of Swappy Cat cells in the up to eight surrounding cells. All possible Circles are given.
- Region Sum Lines:
Box borders divide region sum lines into segments with equal sums of VALUEs. Segments on different lines may have different sums.
Play Online:
sudokupad:
Swappy Cats
Lösungscode: The digit in the Swappy Cat cell for each row from top to bottom.
Gelöst von NEWS, Sotehr, nocturnomath, earthpuzzles, aqjhs, widjo
Kommentare
am 21. September 2026, 00:00 Uhr von earthpuzzles
I appreciate that it is part of the puzzle to figure out which are the “real” swappycat cells. At first I thought the rules were broken, and then I thought just a little bit harder.