Anti-Factor Pseudoku
(Eingestellt am 7. Februar 2025, 22:45 Uhr von starwarigami)
Normal Sudoku rules (mostly) apply.
Fill the 9x9 grid with the digits 1-9 (and 0) so that (almost) no digit repeats within the grid in any row, column or box.
(Each unique digit may appear twice in exactly one row, column OR box. No row, column or box may contain more than one repeated digit.)
Digits along a line of length n must not be a multiple or factor of n (other than 1 (or 0)), and must sum to a multiple of n.
Digits on lines outside of the grid are skyscraper clues, showing the number of digits visible from that location in the indicated row or column, where larger digits hide smaller (or equal) digits from sight.
Sudokupad link
Mini Pseudoku puzzles: Other full-size puzzles in this series:
Lösungscode: Row 6 of the grid (left to right) - 9 digits, no spaces
Kommentare
am 25. März 2025, 08:56 Uhr von apothycus
Lots of very clever deductions throughout, sometimes in unintuitive places. I found it extremely difficult - so easy to break. Grateful for all the black cells around the border! I needed to use them to keep track of doubles/missing digits.
am 12. Februar 2025, 22:50 Uhr von Da Letter El
@krytolandros no
am 11. Februar 2025, 23:37 Uhr von krytolandros
Rule clarification: can a digit repeat in a box on the same column? E.g., could R1C1 and R2C1 both contain 7?
@krytolandros "Each unique digit may appear twice in exactly one row, column OR box". A 7 in both R1C1 and R1C2 repeating in both the box and the column would be in violation of the rules as stated.
Thanks for giving the puzzle a try! Hopefully you'll get some traction and find your way through it. Good luck!
am 9. Februar 2025, 12:04 Uhr von Da Letter El
absolutely brutal; took me all day. great work.
