JP

On the eve of a popular rebellion, the Chinese government starts to crack down in cities across the country. Fleeing the turmoil, Wang Yuan, the son of a famous general and grandson of the patriarch of The Good Earth, leaves for America to study agriculture. When he returns to China six years later, he encounters a nation still in the grip of violent uprisings. Unprepared for the social upheaval, Wang is torn by the tensions between old traditions and new ways and by his formidable family, whose struggles he hopes to solve.

Pip is an orphan, brought up in a village on the Essex marshes by his disagreeable sister and her husband Joe Gargery, the kind-hearted village blacksmith. Life is harsh and Pip has few prospects until he receives from an anonymous benefactor the chance of escaping the forge for a more promising life in London. But his expectations are fraught with difficulties as he is haunted by figures from his past such as the escaped convict Magwitch, the eccentric Miss Havisham, and her proud, beautiful ward, Estella.

For decades, statisticians, social scientists, psychologists, and economists (among them Nobel Prize winners) have spent massive amounts of precious time thinking about whether streaks actually exist. After all, a substantial number of decisions that we make in our everyday lives are quietly rooted in this one question: If something happened before, will it happen again? Is there such a thing as being in the zone? Can someone have a "hot hand"? Or is it simply a case of seeing patterns in randomness? Or, if streaks are possible, where can they be found?