Kropki Stone Tessellation
(Published on 18. August 2025, 00:09 by juggler)
This puzzle is part of a series!
- 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.
KROPKI STONES
- Digits on opposite sides of a white stone (in cells touching the stone) differ by exactly N, where N is the digit on the stone.
- Digits on opposite sides of a black stone (in cells touching the stone) have a 1 to N ratio, where N is the digit on the stone.
click on the puzzle image to play
TESSELLATION
- 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.
KROPKI STONES
- Digits on opposite sides of a white stone (in cells touching the stone) differ by exactly N, where N is the digit on the stone.
- Digits on opposite sides of a black stone (in cells touching the stone) have a 1 to N ratio, where N is the digit on the stone.
See also
Solution code: Row 5
Solved by tuturitu, eladv, MSDOS, dorverbin, Strum, atmospherium, vitaminz, Neumino, Andrewsarchus, DaleVandermeer, tiwe, MattYDdraig, Fizz, lars, Franjo, zrbakhtiar, zeniko, SKORP17, Imperial Marcher, giladooshlon, Jensa, Exigus, Adaki, tuoni2, Elytron, OWAWAW, blake, ordnanceordinance, EFlatMinor, spookyripper, SZCrow, Sudokode, pshubes, jsxft, elsquared, woody, NEWS, dingledork, brimmy
Comments
on 18. August 2025, 14:42 by Franjo
Brilliant! The minimalistic setting leads you along a smooth path. Thank you very much for creating and sharing this gem.
on 18. August 2025, 02:04 by MSDOS
Great addition to the series!
