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Book Hashi

    Book Details:
  • Author : Alastair Chisholm
  • Publisher : Crombie Jardine
  • Release : 2006-05-01
  • ISBN : 9781905102792
  • Pages : 256 pages

Download or read book Hashi written by Alastair Chisholm and published by Crombie Jardine. This book was released on 2006-05-01 with total page 256 pages. Available in PDF, EPUB and Kindle. Book excerpt: Hashi (short for Hashiwokakero, meaning "build bridges") is a new logic puzzle from Japan. In Hashi, the goal is to join islands together with up to two vertical or horizontal bridges, so that every island is connected. The larger in number value the island, the more bridges connect to it (an island of size 6 must be connected to 6 bridges), and no bridge can cross another. Successful logic puzzles have certain things in common: a unique game with one solution, easy to pick up, fun and challenging, able to be put down and picked back up again. Hashi has all these qualities, and puzzle master Alastair Chisholm has created 201 puzzles in three levels of difficulty--Easy, Medium, and Hard; you'll be thinking about them even when you're not working on them.

Book The Times

Download or read book The Times written by and published by Times Books. This book was released on 2006 with total page 0 pages. Available in PDF, EPUB and Kindle. Book excerpt: After Su Doku, Hashi is one of the most popular Japanese logic puzzles in Japan. Hashi requires logic and reasoning, not mathematical ability. If you think Su Doku is addictive, you'll certainly enjoy the challenge of Hashi. A collection of 150 new puzzles of varying degrees of difficulty: 10 easy, 30 mild, 60 difficult, 40 super difficult, 10 super super difficult. Hashi means 'Bridge' in Japanese. In Hashi you must connect a series of circles (islands) containing numbers by lines (bridges) so that the islands form one continuous connected path. Easy enough? Well there are naturally some extra rules to make life a little harder: the bridges must be straight lines, running horizontally or vertically between the islands; they cannot run diagonally. The bridges cannot cross each other or any island. The number of bridges connected to each island is the same as the number inside the island and there can be a maximum of two bridges between any two islands.