Broken Clock Tessellation
(Published on 26. December 2024, 09:46 by juggler)
This puzzle is part of a series!
(If you haven't solved it already, you may want to warm up with Clock 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.
PARTIAL CLOCKS
- Each clock has two hands pointing into the grid, and shows the total number of smaller digits in the indicated directions... but some have fallen off, and their original direction must be determined by the solver.
(If you haven't solved it already, you may want to warm up with Clock Tessellation)
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.
PARTIAL CLOCKS
- Each clock has two hands pointing into the grid, and shows the total number of smaller digits in the indicated directions... but some have fallen off, and their original direction must be determined by the solver.
Solution code: Row 5
Last changed on on 5. January 2025, 00:17
Solved by OutOfMyMindBRB, werkelmann, ErnoWindt, tuturitu, SKORP17, sze, Rickium, fkib, brimmy, QuiltyAsCharged, widjo, Mikemerin, Clairitin, randall, Hazem-77, misko, Grothenlace, NEWS, Mr. Happy, Sus
Comments
on 2. January 2025, 21:22 by Clairitin
The broken clock series is quite a bit harder than the puzzles I usually stick with until finishing, but they are so satisfying I can’t resist coming back over and over until it’s cracked. Thanks Juggler!
on 26. December 2024, 23:29 by sze
A broken clock is right twice a day, but only if it still has its hands.
Last changed on 26. December 2024, 14:03
on 26. December 2024, 12:31 by OutOfMyMindBRB
Fun solve and i love the series of this constraint :-)
The clock hands at the bottom ads a nice touch :-)
