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Sandwich Sudoku Puzzle Book

If you're reading this page, the chances are that you've heard of the fun sudoku variant sandwich sudoku, which you may also know as between-1-and-9-sudoku.

If you're new to the variant, then the rules are simple: in addition to the standard sudoku rule of placing 1-9 once in each region, you must also obey the totals around the edge of the grid that tell you the sum of the digits placed between the 1-9 in that region (or 1-6 in the smaller 6x6 sandwich sudoku puzzles).

This book contains 50 6x6 sandwich sudokus and 50 9x9 puzzles. All can be solved with logic alone and have a single solution, but that doesn't mean they aren't tricky to solve! If you're new to the puzzle type we suggest you warm-up with some 6x6 puzzles, or if you're an experienced solver you might want to keep those for when you have a few minutes spare and want a quick challenge.

Here are the rules of sandwich sudoku explained in a video:

100 Sandwich Sudoku is available to purchase right now from Amazon.co.uk, Amazon.com and Amazon.eu. Please click the relevant link below to purchase this book via Amazon:

If you're based in Europe but outside the UK, then this book is also available on the version of Amazon in your country.

This video outlines how to solve a 6x6 sandwich sudoku, if you'd like to give the puzzle a go before watching the video you can do so with our Online Sandwich Sudoku Puzzle Player:

Never tried a 9x9 sandwich sudoku puzzle? You can also try a sample 9x9 Sandwich Sudoku here. If you prefer to play puzzles online rather than in print, you can also play thousands of online puzzles, including a daily sandwich sudoku puzzle, with a membership to the Puzzle Connoisseur's Club.
Sandwich sudoku book cover

Consecutive Sudoku Rules

In our new series of videos, you can learn about new puzzle types and take part in quizzes. Why not have a watch?

The rules of this unusual sudoku variant are explained in this video - they can be really fun to solve but you need to understand what the bars between squares mean and that all are shown...

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