100 Challenging CalcuDokus
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About this ebook
You are probably familiar with Sudoku puzzles. CalcuDoku puzzles (which are also known under the names KenKen®, KenDoku®, both registered trademarks of Nextoy LLC, MathDoku, and several others) are, like Sudokus, squares that you have to fill with digits between 1 and 9. Like in Sudokus, the digits must be unique within each row and each column.
Unlike with Sudokus though, CalcuDokus have no 3x3 boxes. Instead, they have "cages" of different shapes and sizes.
Each cage contains a target number and a code to indicate one of the four basic operations: "x", "+", "-", and ":". To solve a CalcuDoku puzzle, you have to solve all its cages; and to solve each cage you must write in its cells the digits that give you the cage target when you apply to them the cage operation.
Unless a cage consists of a single cell (in which case there is no operation and its solution coincides with its target), you can solve it in several ways. For example, a 2-cell cage marked "7+" admits six solutions: 61, 16, 52, 25, 43, and 34. But only one of those solutions is correct and will let you solve the whole puzzle.
The first sixty puzzles of this book consist of randomly generated cages. They are difficult, but I limited their difficulty by setting to 2 the maximum number of cages admitting more than 200 combinations. Therefore, although I haven't tried them all, I'm pretty confident that they can be solved analytically. That is, without having to guess.
To create the other forty puzzles, I used a different strategy: instead of generating random cages, I arranged them in fixed patterns and only generated random digits, targets, and op-codes. These puzzles are in most (but not all) cases more difficult than the random ones. In fact, some of them are quite diabolical. The first couple of patterned puzzles are easier than those that follow. Otherwise, the difficulty of the puzzles varies in no particular order.
Giulio Zambon
Giulio holds a doctorate in Physics from the University of Rome (Italy), where he graduated cum laude. After a period of teaching Electrotechnics in a high school and a fifteen-month stint in the technical corps of the army, he joined the computer industry. In the ensuing thirty years, he worked as a software developer, system consultant, process improvement manager, project manager, and chief operating officer. During his career in computing, Giulio wrote hundreds of technical reports and presented several courses and seminars. He published several computing books and manuals and some Science Fiction stories. The list of his published work is at his website zambon.com.au. In October 2011, he released CalcuDoku 1.0, an application to play CalcuDoku on the iPad. You can find it in Apple's iTunes application store.
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100 Challenging CalcuDokus - Giulio Zambon
100 Challenging CalcuDokus
By Giulio Zambon
Copyright 2012 Giulio Zambon
Smashwords Edition
This book is available in print at lulu.com.
Smashwords Edition, License Notes
This eBook is licensed for your personal enjoyment only. This ebook may not be re-sold or given away to other people. If you would like to share this book with another person, please purchase an additional copy for each recipient. If you’re reading this book and did not purchase it, or it was not purchased for your use only, then please return to Smashwords.com and purchase your own copy. Thank you for respecting the hard work of this author.
Table of Contents
CalcuDokus?
The Puzzles
1-10
11-20
21-30
31-40
41-50
51-60
61-70
71-80
81-90
91-100
About the Author
CalcuDokus?
You are probably familiar with Sudoku puzzles. CalcuDoku puzzles (which are also known under the names KenKen®, KenDoku®, both registered trademarks of Nextoy LLC, MathDoku, and several others) are, like Sudokus, squares that you have to fill with digits between 1 and 9. Like in Sudokus, the digits must be unique within each row and each column. Unlike with Sudokus though, CalcuDokus have no 3x3 boxes. Instead, they have cages
of different shapes and sizes.
Each cage contains a target number and a code to indicate one of the four basic operations: x
, +
, -
, and :
. To solve a CalcuDoku puzzle, you have to solve all its cages; and to solve each cage you must write in its cells the digits that give you the cage target when you apply to them the cage