denme más pairrows
(Eingestellt am 8. Dezember 2024, 07:15 Uhr von aqjhs)
I borrowed DubiousMobius' pairrow ruleset so i could make a puzzle with this title.
- Normal sudoku rules apply.
- Two arrows of the same color on a cell with a digit D point to two cells D steps away in the direction of the arrows and the digits on those cells follow the corresponding rules:
- Red (Renban): the digits along with D make a set of three different consecutive numbers in any order.
- Blue (Modulo): the digits are in the same residue class modulo D.
- Green (Difference): the difference of the digits is equal to D.
- Yellow (Sum): the sum of the digits is equal to D.
- Not all possible pairrows (pairs of arrows) are given.
Note: Two numbers are in the same residue class modulo D when they have the same remainder when divided by D.
Lösungscode: Column 2 top to bottom
Zuletzt geändert -
Gelöst von tuturitu, Piff, SKORP17, Joyofrandomness, Gene The Supreme, peterkp, DubiousMobius, paranoid, earthpuzzles, brimmy, rkm_sts, utsavb, AKernel, tgstar, ludvigr04, MorsBe, atomvic, Crul, Lovejoy , AKropki
Kommentare
am 10. Dezember 2024, 03:50 Uhr von DubiousMobius
Thanks again for this delightful puzzle! I enjoyed the updates since testing.
And I, for one, think mod 1 pairrow clues are lovely. What other constraint is happy no matter what it sees? We could all learn a little something from mod 1 pairrows. XD
(Also they can be sneakily useful for eliminating digit options in the pairrow cell itself).
