the compeationist
(Eingestellt am 5. Juni 2025, 05:28 Uhr von aqjhs)
This is my first(?) second time implementing SamuPiano's Split Peas ruleset, and it's the perfect timing only a week late to celebrate his birthday! 🥳
- Normal sudoku rules apply.
-
Full Rank:
- The digits on columns and rows, read in both directions, make a total of 36 nine-digit numbers.
- Cells outside the grid have a value equal to the rank in ascending order among those 36 numbers for the indicated column or row in the direction of the cell.
-
Split Pea Lines:
- Cells inside the grid have a value equal to the digit in them.
- The values along a green line sum to a number obtained as a concatenation of the two digits in the circles attached to it, in at least one order. (The sum doesn't include the circled digits.)
- A line with a single circle on both ends has a value sum equal to the number obtained as the concatenation of two copies of the circled digit.
- Differences in color are merely cosmetic.
See also:
Lösungscode: Number in rank 30 (9 digits)
Kommentare
am 21. September 2025, 00:22 Uhr von The Book Wyrm
Great puzzle, very smooth and clean logic throughout with some very nice use of the full rank clues right up till the end.
am 29. Juni 2025, 19:03 Uhr von SamuPiano
Amazing idea, and sorry I'm just now getting around to solving it! Thank you for the excellent birthday gift, aqjhs! It means a lot to me, and the puzzle you were able to create with this ruleset is just extraordinary!
***
so glad you liked it! :D
am 12. Juni 2025, 22:02 Uhr von peacherwu2
Wow, that two digit calc is monstrous!
am 6. Juni 2025, 13:12 Uhr von Snookerfan
Excellent puzzle! I loved the final disambiguation a lot amongst many other deductions in the solve. Thank you
am 5. Juni 2025, 13:40 Uhr von RockyRoer
Whew!
am 5. Juni 2025, 10:25 Uhr von marcmees
looks very impressive, but once the first digits have been found, the puzzle solves really smooth. Very nice. Thanks
am 5. Juni 2025, 10:19 Uhr von oskode
This is a fantastic puzzle! While challenging, the flow is incredibly smooth. Thank you for sharing this beauty!
