¡que lindas trencitas!
(Published on 29. March 2026, 07:17 by aqjhs)
I borrowed Scojo's Let's Sausage! ruleset for this puzzle.
- Normal sudoku rules apply.
-
Full Rank:
- The digits on columns and rows, read in both directions, make a total of 36 numbers of nine digits each.
- Spaces outside the grid have a value equal to the rank for the indicated row/column among those 36 numbers, where the lowest is 1 and the highest is 36.
- The difference between the sums of two linked sausages on a chain must be exactly equal to the number of sausages in that chain.
See also:
Solution code: Number in rank 21 (9 digits)
Last changed on -
Solved by Piff, Exigus, Angara, bansalsaab, ralphwaldo1, SKORP17, Andrewsarchus, Azumagao, emoney1374, marcmees, zeniko, brimmy, Isael, h5663454, steeto, BlazingSnow, earthpuzzles, flyjim, War, Brodie2000, BloodbuzzCorio, Scojo, ChinStrap, palpot, klasse37
Comments
on 30. March 2026, 13:32 by marcmees
Extremely satisfying solve. I enjoyed working out the sausage sums. Thanks
on 29. March 2026, 16:53 by ralphwaldo1
Rankest sausages I've had!
on 29. March 2026, 16:53 by bansalsaab
Yummy!
on 29. March 2026, 16:15 by Angara
Mind blowing puzzle, 5 stars for me. Thank you
Last changed on 29. March 2026, 15:32
on 29. March 2026, 15:32 by Exigus
Sausagetastic! Took me a bit over an hour but still never felt like I got stuck. Great puzzle, thanks!
