Tentroppelgänger
(Eingestellt am 28. Dezember 2025, 22:31 Uhr von MSDOS)
click on image to play
This puzzle was made for Scojo's weekly prompt. The prompt redeemed by LMDemasi, and was to create an approachable doppelgänger puzzle using at most 2 constraints. I'm not sure this was as approachable as intended, but I hope you enjoy!
Rules
DOPPELGÄNGER SUDOKU
- Fill each cell of the main 9x9 grid such that every row, column and 3x3 box contains a 0 and eight different digits from 1-9.
- No two rows, no two columns and no two boxes may be missing the same digit.
- For each 0 in the grid, the digits missing in its row, column and region must be three different digits.
TENTROPY LINES
- Every set of 4 adjacent digits on a hollow peach line must contain a digit from each of the X-pair (ten-pair) subsets of {1,9}, {2,8}, {3,7}, and {4,6}. No 0 or 5 may appear on a tentropy line. Digits on a line may repeat if allowed by other rules.
UP TO ZERO SUMS
- A clue outside the grid indicates the sum of all digits from the clue up to the zero (0) in the corresponding row/column.
Play on SudokuPad!
Lösungscode: Digits in row 7, including its missing digit at the end (10 digits total)
Gelöst von SincereEngineer, SKORP17, Azumagao, RedBulls75, Joyofrandomness, aqjhs, tuturitu, MaxSmartable, TheCutmaster, Briks, NEWS, gdc, brimmy, marcmees, Scojo, Oddlyeven
Kommentare
Gestern, 20:43 Uhr von marcmees
First deductions are hard but when the first ten pairs are found, the puzzle becomes approachable indeed. Very nice. Thanks