Teotihuacan
(Published on 29. August 2025, 00:00 by aqjhs)
- Normal sudoku rules apply.
- Global Indexing: Cells in the same relative position with respect to their box form an indexed set: if the cell in position P for box A has the digit B, then the cell in position P for box B must have the digit A.
- Adjacent digits along a green line must have a difference of at least 5.
See also:
Solution code: Row 9
Last changed on -
Solved by tuturitu, TripleABattery, SKORP17, Maximus, dkfan9, waffles_the_dog, LuridGraph, tuoni2, DragonEgg, paranoid, MathGuy_12, Piff, TitaniaLowe, reading_robo
Comments
Last changed on 16. September 2025, 02:41
on 16. September 2025, 02:41 by MathGuy_12
Another classic! Love the indexing rule and GW interactions
on 31. August 2025, 07:21 by waffles_the_dog
Really fun puzzle, it took me a while to realize what I should be looking for in the break in, but after that it flowed smoothly to the finish.
Biggest problem I had after the initial break-in was confusing which boxes and cells I meant to update due to the global indexing constraint, but that wasn't due to the logic just muppetry :D
