How can a thirsty crow drink from an almost-empty pitcher? How does arresting a stone help a judge find a boy's stolen money? This artfully illustrated book presents fourteen intriguing mysteries from world folklore. Each brain-teasing tale is followed by a simple explanation of the solution, while notes at the back of the book describe the origins of these classic mysteries.

From Ashima Shiraishi, one of the world's youngest and most skilled climbers, comes a true story of strength and perseverance--in rock climbing and in life. To a rock climber, a boulder is called a "problem," and you solve it by climbing to the top. There are twists and turns, falls and scrapes, and obstacles that seem insurmountable until you learn to see the possibilities within them. And then there is the moment of triumph, when there's nothing above you but sky and nothing below but a goal achieved. Ashima Shiraishi draws on her experience as a world-class climber in this story that challenges readers to tackle the problems in their own lives and rise to greater heights than they would have ever thought possible.

Would you like to serve on jury and decide whether someone accused of a crime is guilty or not? Who doesn't love a twisty mystery--a locked room, a seemingly impossible crime, a pivotal piece of evidence that seems to make no sense. Here are 15 diabolically clever crimes that made the author smile and say, "You'll never untangle this one"; but you'll want to keep looking till you find the simple twist that lets you sneer and reply, "I fooled you!" These little murders and other crimes hark back to old-fashioned whodunits--you don't need special police knowledge or have to engage in chases and fights. There's not even a complicated logic involved, just good use of your imagination. 96 pages, 12 b/w illus., 5 3/8 x 8 1/4.

A collection of five mystery stories, in which clues are provided for the reader to solve the mystery himself.

Brief folktales in which there is a mystery or problem that the reader is invited to solve before the resolution is presented.

As gripping as it is gruesome, How to Solve a Murder is a fascinating insight into the career of a forensic scientist told by experts in the field. Includes a foreword from Dr Richard Shepherd, bestselling author of Unnatural Causes.

Challenging assignments invite young would-be detectives to solve cases involving burglaries, murders, jewel heists, arson, embezzlement, and other criminal activities. Solutions included for cases involving the Attic Arsonist, the Bashful Bullet, the Conked Clerk, and 38 other intriguing puzzles.

Contains 3 solve-it-yourself adventures. 10-14 yrs.

Six murders. One hundred pages. Millions of possible combinations... but only one is correct. Can you solve Torquemada's murder mystery? 'If James Joyce and Agatha Christie had a literary love child, this would be it.' The Daily Telegraph In 1934, the Observer's cryptic crossword compiler, Edward Powys Mathers (aka Torquemada), released a novel that was simultaneously a murder mystery and the most fiendishly difficult literary puzzle ever written. The pages have been printed in an entirely haphazard order, but it is possible - through logic and intelligent reading - to sort the pages into the only correct order, revealing six murder victims and their respective murderers. Only three puzzlers have ever solved the mystery of Cain's Jawbone: do you have what it takes to join their ranks? Please note: this puzzle is extremely difficult and not for the faint-hearted. 'A unique hybrid of word puzzle and whodunnit.' Literary Review

Maths wiz Gemma Rowe has found the one problem her maths can't solve: she's fallen for her female & very heterosexual best friend. --- Gemma Rowe is a shy maths nerd from Sydney who, despite having an affinity for probability and logic, only just worked out at 28 that she's not actually straight. Not only is she not straight, but she's developed feelings for her best friend Sarah. Sarah and Gemma go way back-since they met at university, they've been completely inseparable. They've travelled together, landed jobs at the same company, and shared each other's triumphs and sorrows. There was even that one memorable night when Sarah, completely drunk, told Gemma she couldn't live without her. To Gemma, romance seems like the natural progression. There's just one teensy little problem with this whole equation: Sarah is straight. Gemma knows the logical thing to do is to get over Sarah. She wants to be in her own happy relationship and not caught up on her straight best friend. But how is she supposed to get over Sarah when, despite all those advanced problem-solving skills, she can't even figure out who she's attracted to anymore?