i wouldn't want to be like you
(Published on 10. February 2025, 00:00 by aqjhs)
A twist on the anti-pair rule on a tessellation puzzle.
- This puzzle consists of two grids.
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Entropic anti-pairing: Cells on the same position on either grid have digits in different sets of low digits {123} middle digits {456} and high digits {789}.
- Each grid follows the tessellation rules:
- Fill each cell with a digit from 1-9.
- Cells sharing an edge can't have the same digit.
- Each horizontal row and vertical column contains a non-repeating consecutive set of digits (like 23456) in any order.
- Cells joined by a black dot contain digits in a 1:2 ratio.
- A set of 3 cells around a white dot must contain a set of three different consecutive digits in any order.
- A set of 3 cells around a teal dot must contain digits in different residue classes modulo 3, i.e. in different sets from {147}, {258} and {369}.
- Not all possible dots are given.
Online in Sudokupad
See also:
Solution code: Row 7 of both grids, left to right (ten digits).
Last changed on -
Solved by ViKingPrime, roflsalot, Azumagao, tuturitu, Dentones, SKORP17, paranoid
Comments
on 10. February 2025, 01:58 by ViKingPrime
Tessellation really coming along as a ruleset. This was cool.