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2024-December 🎄 Merry Christmas! 🎅

Kaleidoscope Logic Puzzles is my first variety slitherlink book, and my most beautiful book to-date. It is spiral-bound, and contains 124 puzzles, including both classic and variety Slitherlink puzzles. Lots of unique full-page tessellations that I have not published elsewhere. If you are new to Slitherlink, you'll appreciate the tutorials which cover both classic and non-square-grid Slitherlink puzzles. Enjoy!

Jigsaw Sudoku Puzzles

Jigsaw Sudokus (also known as Irregular, Nonomino, or Geometric Sudoku) are very similar to regular Sudoku puzzles, but instead of 3x3 blocks, they are divided into irregular jigsaw-like shapes. Each row, column and jigsaw shape contains all of the digits 1 thru 9. Here's a short tutorial to help you get started on these puzzles.

My Jigsaw Sudoku puzzles are collected in 100 printable booklets per volume. Within each volume, the puzzles are also ordered by ascending difficulty. Each booklet contains eight puzzles, hints, and answers.

Want to save some trees? Try the online version of these puzzles.


Select a difficulty level:


These puzzles require basic Sudoku strategy. In addition, you may find it helpful to acquaint yourself with the Law of Leftovers.


Volume 1 (1-per-page)  (4-per-page) 
Volume 2 (1-per-page)  (4-per-page) 
Volume 3 (1-per-page)  (4-per-page) 
Volume 4 (1-per-page)  (4-per-page) 
Volume 5 (1-per-page)  (4-per-page) 
Volume 6 (1-per-page)  (4-per-page) 
Volume 7 (1-per-page)  (4-per-page) 
Volume 8 (1-per-page)  (4-per-page) 
Volume 9 (1-per-page)  (4-per-page) 
Volume 10 (1-per-page)  (4-per-page) 
Volume 11 (1-per-page)  (4-per-page) 
Volume 12 (1-per-page)  (4-per-page) 
Volume 13 (1-per-page)  (4-per-page) 
Volume 14 (1-per-page)  (4-per-page) 
Volume 15 (1-per-page)  (4-per-page) 


These puzzles take longer to solve than the Intermediates.


Volume 1 (1-per-page)  (4-per-page) 
Volume 2 (1-per-page)  (4-per-page) 
Volume 3 (1-per-page)  (4-per-page) 
Volume 4 (1-per-page)  (4-per-page) 
Volume 5 (1-per-page)  (4-per-page) 
Volume 6 (1-per-page)  (4-per-page) 
Volume 7 (1-per-page)  (4-per-page) 
Volume 8 (1-per-page)  (4-per-page) 
Volume 9 (1-per-page)  (4-per-page) 
Volume 10 (1-per-page)  (4-per-page) 
Volume 11 (1-per-page)  (4-per-page) 
Volume 12 (1-per-page)  (4-per-page) 
Volume 13 (1-per-page)  (4-per-page) 
Volume 14 (1-per-page)  (4-per-page) 
Volume 15 (1-per-page)  (4-per-page) 


Tough puzzles require more advanced Sudoku strategy, such as X-Wing, XY-Wing and Swordfish. They also make greater use of the Law of Leftovers.


Volume 1 (1-per-page)  (4-per-page) 
Volume 2 (1-per-page)  (4-per-page) 
Volume 3 (1-per-page)  (4-per-page) 
Volume 4 (1-per-page)  (4-per-page) 
Volume 5 (1-per-page)  (4-per-page) 
Volume 6 (1-per-page)  (4-per-page) 
Volume 7 (1-per-page)  (4-per-page) 
Volume 8 (1-per-page)  (4-per-page) 
Volume 9 (1-per-page)  (4-per-page) 
Volume 10 (1-per-page)  (4-per-page) 
Volume 11 (1-per-page)  (4-per-page) 
Volume 12 (1-per-page)  (4-per-page) 
Volume 13 (1-per-page)  (4-per-page) 
Volume 14 (1-per-page)  (4-per-page) 
Volume 15 (1-per-page)  (4-per-page) 


These are the toughest Jigsaw Sudokus I make, and may require a little trial-and-error to finish.


Volume 1 (1-per-page)  (4-per-page) 
Volume 2 (1-per-page)  (4-per-page) 
Volume 3 (1-per-page)  (4-per-page) 
Volume 4 (1-per-page)  (4-per-page) 
Volume 5 (1-per-page)  (4-per-page) 
Volume 6 (1-per-page)  (4-per-page) 
Volume 7 (1-per-page)  (4-per-page) 
Volume 8 (1-per-page)  (4-per-page) 
Volume 9 (1-per-page)  (4-per-page) 
Volume 10 (1-per-page)  (4-per-page) 
Volume 11 (1-per-page)  (4-per-page) 
Volume 12 (1-per-page)  (4-per-page) 
Volume 13 (1-per-page)  (4-per-page) 
Volume 14 (1-per-page)  (4-per-page) 
Volume 15 (1-per-page)  (4-per-page) 

How to use the hints

My puzzles contain a page of hints in addition to a page of answers.

The hints are puzzles grids that contain numbers showing the order in which the squares were solved by the computer. Although this is not necessarily the order you would solve the puzzle, it's probably pretty close.

Follow the numbered squares in order 1,2,3,4,5... until you find a square you haven't solved yet. This square (or the one or two immediately after it) is a good candidate to solve next.