No Stone Unturned

✍ Scribed by Kane, Andrea

• Publisher: Calibre
• Year: 2019
• Tongue: English
• Weight: 270 KB
• Series: Forensic Instincts 8
• Category: Fiction
• ISBN: 1682320405

✦ Synopsis

WHAT IF YOU FOUND YOUR FRIEND DEAD AND FEARED YOU'D BE NEXT?

Jewelry designer Fiona McKay is working on her latest collection of Celtic-inspired jewelry. She's excited by the possibilities uncovered by Rose Flaherty, the antiquities dealer helping her research the heirloom tapestries inspiring her new collection. So when Rose calls to tell her she has answers, Fiona hurries to meet her. But her artistic world is shattered when she finds the lifeless body of the elderly woman.

Why would anyone kill such a harmless person? And what if Fiona had arrived just a few minutes earlier? Would she have been killed as well? Unnerved, she heads for her brother's Brooklyn apartment seeking advice and comfort.
Ryan McKay, Forensic Instincts' technology wiz is not amused by his little sister interrupting his evening with his girlfriend and co-worker, Claire Hedgleigh. But when Ryan and Claire hear the details of Rose's murder, they fear that Fiona could be next, and quickly assume the role of her protectors. What they're unaware of is how many people are desperately seeking the information now buried along with Rose.

A former IRA sniper. A traitorous killer who worked for the British. Two vicious adversaries taking their epic battle to America. A secret Irish hoard as the grand prize in a winner takes all fight to the death.

As the story woven into the tapestries passed down from McKay mother to daughter unravels, Forensic Instincts realizes that Fiona and her family are in grave danger. Together, the team must stay one step ahead of two rival assassins or risk Fiona's life and the McKay family tree.

THE FORENSIC INSTINCTS TEAM:

A behaviorist. A former Navy SEAL. A techno-wizard. An intuitive. A retired FBI agent. A human-scent-evidence dog. A reformed pickpocket. Together, they achieve the impossible, pushing ethical and legal boundaries whenever the ends justify the means.

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