Quantity: 1 available
Book Condition: Fine
When one of Raymond Donne's former students is found stabbed to death under the Williamsburg Bridge, Ray draws on his past as a cop to find the truth in Tim O'Mara's second New York mystery.
Raymond Donne's former student Douglas Lee had everything going for him thanks to a scholarship to an exclusive private school in Manhattan, but all of that falls apart when his body is found below the Williamsburg Bridge with a dozen knife wounds in it. That kind of violence would normally get some serious attention from the police and media except when it's accompanied by signs that it could be gang related. When that's the case, the story dies and the police are happy to settle for the straightforward explanation. Dougie's mom isn't having any of that and asks Ray, who had been a cop before an accident cut his career short, to look into it, unofficially. He does what he can, asking questions, doling out information to the press, and filling in some holes in the investigation, but he doesn't get far before one of Dougie's private school friends is killed and another is put in the hospital.
What kind of trouble could a couple of sheltered kids get into that would end like that? And what does is have to do with Dougie's death? None of it adds up, but there's no way Ray can just wait around for something to happen.
Following on the heels of his acclaimed debut, Tim O'Mara's "Crooked Numbers "is another outstanding mystery that brings the streets of Brooklyn and Manhattan to life and further solidifies O'Mara's place among the most talented new crime fiction writers working today.
Title: Crooked Numbers A Raymond Donne Mystery
Categories: Crime Fiction,
Publisher: New York, Minotaur: October 2013
ISBN Number: 1250009006
ISBN Number 13: 9781250009005
Book Condition: Fine
Jacket Condition: fine Jacket
Item: 1.00 Item
Seller ID: 0001641
Description: 306pp. 8vo. Author's second novel after "Sacrifice Fly." Book is unread, tight, clean, unmarked, unclipped, and Brodart protected. Book has a complete number line from 1-10.