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12/8/14

Random Recommendation Guest Post: The Truth About The Harry Quebert Affair by Joel Dicker

This recommendation comes from Geoff. Lamb. You can follow him on twitter @Onceatenor.



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 Truth About the Harry Quebert Affair (2012) by Joel Dicker

"August 30, 1975: the day fifteen-year-old Nola Kellergan is glimpsed fleeing through the woods, never to be heard from again; the day Somerset, New Hampshire, lost its innocence. Thirty-three years later, Marcus Goldman, a successful young novelist, visits Somerset to see his mentor, Harry Quebert, one of the country’s most respected writers, and to find a cure for his writer’s block as his publisher’s deadline looms. But Marcus’s plans are violently upended when Harry is suddenly and sensationally implicated in the cold-case murder of Nola Kellergan—whom, he admits, he had an affair with. As the national media convicts Harry, Marcus launches his own investigation, following a trail of clues through his mentor’s books, the backwoods and isolated beaches of New Hampshire, and the hidden history of Somerset’s citizens and the man they hold most dear. To save Harry, his own writing career, and eventually even himself, Marcus must answer three questions, all of which are mysteriously connected: Who killed Nola Kellergan? What happened one misty morning in Somerset in the summer of 1975? And how do you write a book to save someone’s life?"

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