Author: | Bradley W. Wright | ISBN: | 9781626948808 |
Publisher: | Black Opal Books | Publication: | March 17, 2018 |
Imprint: | Black Opal Books | Language: | English |
Author: | Bradley W. Wright |
ISBN: | 9781626948808 |
Publisher: | Black Opal Books |
Publication: | March 17, 2018 |
Imprint: | Black Opal Books |
Language: | English |
Justin Vincent is a San Francisco based artist who leads a secret double life as a cat burglar. He likes the freedom, money, and self-determination his unusual career provides but also increasingly feels that it is a life he fell into by accident. When a valuable painting is stolen from his lover, Valerie, Justin agrees to use his underworld contacts and knowledge of the black market to help. The search leads him to an antiquities dealer who has fallen on hard times and a mysterious European middle man. With the help of his friend Ashna, a skilled hacker, and Gabrielle, owner of an art gallery in Nice, Justin gathers clues that lead him to a mysterious chateau in the South of France and a dangerous web of secrets and lies. To escape with his life and complete his objective, Justin’s skill, luck, and perseverance will be tested to their utmost limit.
Justin Vincent is a San Francisco based artist who leads a secret double life as a cat burglar. He likes the freedom, money, and self-determination his unusual career provides but also increasingly feels that it is a life he fell into by accident. When a valuable painting is stolen from his lover, Valerie, Justin agrees to use his underworld contacts and knowledge of the black market to help. The search leads him to an antiquities dealer who has fallen on hard times and a mysterious European middle man. With the help of his friend Ashna, a skilled hacker, and Gabrielle, owner of an art gallery in Nice, Justin gathers clues that lead him to a mysterious chateau in the South of France and a dangerous web of secrets and lies. To escape with his life and complete his objective, Justin’s skill, luck, and perseverance will be tested to their utmost limit.