Limit this search to....

Binary Puzzles Mixed Grids Deluxe - Easy to Hard - Volume 6 - 474 Puzzles
Contributor(s): Snels, Nick (Author)
ISBN: 1502891905     ISBN-13: 9781502891907
Publisher: Createspace Independent Publishing Platform
OUR PRICE:   $16.75  
Product Type: Paperback - Other Formats
Published: October 2014
Qty:
Additional Information
BISAC Categories:
- Games & Activities | Logic & Brain Teasers
- Games & Activities | Sudoku
- Religion | Christian Education - General
Physical Information: 0.61" H x 8.5" W x 11" (1.50 lbs) 292 pages
 
Descriptions, Reviews, Etc.
Publisher Description:

Become a master in solving Binary Puzzles. You will experience Binary Puzzles with a 10x10, 12x12 and 14x14 grid size. You get the perfect mix of different sizes of Binary Puzzles to keep you entertained for weeks. After solving all the puzzles in this book, you will be a Binary Puzzles Pro. You start with easy Binary Puzzles, which keep getting bigger and bigger and you gradually build your way up to extremely hard Binary Puzzles. Once you pick up this book, you won't be able to put it back down. You have been warned

Binary Puzzles Mixed Grids Deluxe - Easy to Hard is a collection of 474 puzzles:

  • 48 easy Binary Puzzles per grid size, totaling 144 easy puzzles
  • 48 medium Binary Puzzles per grid size, totaling 144 medium puzzles
  • 48 hard Binary Puzzles per grid size, totaling 144 hard puzzles
  • 42 extra logic puzzles

The goal of a Binary Puzzle is to fill in the grid with the numbers 0 and 1 according to the following rules:

  • There are as many ones as zeros in every row and every column (or one more for odd sized grids).
  • No more than two of the same number can be next to or under each other.
  • Each row is unique, and each column is unique.

I guarantee that every logic puzzle in this Binary Puzzle book has been carefully checked to ensure that each puzzle has only 1 solution.

None of the puzzles in this book will appear in any of the other PuzzleBooks.net books.

Binary Puzzles are also known as Takuzu, Tohu wa Vohu and Binero.