Join in an author event with Fran Wilde on “A Philosophy of Thieves.”
AUTHOR EVENT DETAILS
11/23/2025 at 1pm
BLACK CAT BOOKS & ODDITIES LLC
420 S COURT ST
MEDINA, OH 44256-230
About the Author:
Fran Wilde is a Compton Crook Award and two-time Nebula Award-winning author whose novels and short stories have been finalists for six Nebula Awards, a World Fantasy Award, four Hugo Awards, three Locus Awards, and a Lodestar. She teaches for the Genre Fiction MFA concentration at Western Colorado University and the Writing for Children and Young Adults MFA at Vermont College of Fine Arts. She also writes nonfiction for publications including The Washington Post, The New York Times, and Tor.com. She lives outside Washington DC and can be found online at franwilde.net.
About the Book:
Leverage meets Parasite meets Six of Crows in multi-award winning author Fran Wilde’s thrilling, high-tech adventure heist wrapped in a gaslamp fantasy where thieves are entertainment for the wealthy.
The Canarviers are the premier performance thieves in New Washington, blending astonishing acrobatics, clever misdirection, and daring escapes to entertain their rich patrons. As King Canarvier has always told his children, their work is art. Who else could titillate audiences with illicit history lessons and tease them through the gaps in their much-prized security?
Now that they’re adults, King’s children feel their divisions more than their bonds. Roosa attends an exclusive finishing university, blending in so well she’s unsure where she belongs. Her brother Dax craves a chance to prove himself, stifling under his father’s caution.
Then King disappears.
With only days to buy mercy before their father is lost forever, Roo and Dax must compete in a high-stakes Grand Heist, pushing down their resentments to work together. Against a technocrat wagering more than he can lose, a security chief with a taste for pain, and a society beauty with secrets of her own, any misstep promises catastrophic ruin.
But Canarviers are artists. And they perform best when the pressure is on . . .
