Sam Loyd (1841-1911) was the all time greatest inventor and developer of puzzles. He is described by Martin Gardner, the author of the "Mathematical Games" column in Scientific American, as "America's greatest puzzlist and an authentic American genius". His fame is world wide and books of his puzzles have been published in Russian and many other languages. This book, Sam Loyd's Cyclopedia of 5,000 Puzzles Tricks & Conundrums with Answers, was compiled by his son and published in 1914 after his death. Although many books have been written about some of Loyd's puzzles, this remains the most complete volume of all of his puzzles. This is considered to be the most fabulous and exciting collection of puzzles ever assembled in one volume. The puzzles come with wonderful illustrations.
Sam Loyd's Cyclopedia of 5000 Puzzles, Tricks and Conundrums: With Answers
Cyclopedia of Five Thousand Puzzles, Tricks and Conundrums
It contains eight apple trees and eight pear trees, each tree being represented by a specimen of fruit. The puzzle is to begin at any one of the eight pears. Mark out the shortest possible route that will go through all sixteen pieces ...
This compilation of long-inaccessible puzzles by a famous puzzle master offers challenges ranging from arithmetical and algebraical problems to those involving geometry, combinatorics, and topology, plus game, domino, and match puzzles.
Collected by Sam Loyd, America's great puzzle expert, these 700 endlessly absorbing tangrams offer hours of mind-expanding amusement. Sam Loyd's The Book of Tangrams is also a tribute to this tricky and intriguing puzzle.
Originally published in 1968, it is now reprinted in 2006. This book was written as the Bible of the sex revolution of the 1960s. It teaches how to organize demonstrations for sex and how to organize nude parties and sex orgies.
536 Curious Problems and Puzzles
This is, quite simply, the best and most popular puzzle book ever published in the Soviet Union.
If it is also allowed to turn the necklaces over , how many distinguishable cases are there ? ... Six distinct colors of paint are available , and the six faces of a cube are to be painted , each with a different color .
The idea of this book is to help build confidence with maths via a series of tests and puzzles. After a gentle 'warm-up' section, the puzzles and tests get progressively more challenging over the course of the book.