FROM AWARD-WINNING AUTHOR OF THE DUCHESS DIARIES, VIOLET SINCLAIR

In the glittering world of Regency London, where whispers behind silk fans and closed doors can make or break a reputation, Lady Anne Hayworth finds herself at a crossroads. Widowed and longing for independence in a society that prizes male dominance, Anne's life takes a thrilling turn when she is introduced to The Lady's Side Club—a secret haven for the elite women of London.

"Silk & Discretion" is the first book in the captivating "The Lady's Side" series, where hidden desires meet daring actions. Within the walls of this exclusive club, Lady Anne discovers a world where women defy convention and embrace their desires, free from the constraints of societal expectations.

Haunted by the shadows of her abusive marriage, Anne’s journey to self-discovery is anything but easy. As she navigates the treacherous waters of high society, she must also confront her own fears and desires. When she crosses paths with Arthur Crowley, a man of mystery with his own scars, Anne finds herself drawn into a passionate awakening that promises liberation and love.

But with her newfound freedom comes danger. Rumors and deceit swirl around Anne, threatening to ruin her reputation and her newfound sanctuary. Armed with her wit, the support of the fiercely loyal women of The Lady's Side Club, and the unexpected affection of Mr. Crowley, Anne takes a stand for her future.

From the opulent ballrooms of the ton to the intimate gatherings of The Lady's Side Club, Anne’s story is one of courage, passion, and the quest for true independence. "Silk & Discretion" weaves a tale of sensual discovery, empowering friendships, and the unyielding strength of a woman determined to write her own story.

As alliances are forged and secrets revealed, Lady Anne Hayworth emerges as a beacon of hope and a trailblazer for women daring to challenge the status quo. Will she succeed in reclaiming her life and securing her heart’s desires, or will the weight of scandal and society’s expectations prove too much?