Part of Series
She’s always dreamed of catching the eye of the earl next door. But is he the man her heart truly desires? Miss Annabella Pettiford has long dreamed of capturing the attention of the undeniably handsome Lord Waverly. Now, returned from finishing school, she is no longer a gangly wallflower, but a poised and confident woman ready to turn heads wherever she goes. Dare she hope her newfound allure will be enough to captivate the stylish and gallant Lord Waverly? Mr. Benedict Drake staunchly opposes his best friend’s pursuit of the once-overlooked Annabella. Convinced that his friend’s self-destructive tendencies spell disaster for any match with Annabella, Benedict hatches a plan. As he works to separate William and Annabella and introduce her to other gentlemen, an alarming realization dawns—Benedict is falling for Annabella. Entranced by her poise, grace, and shared enthusiasm for life, Benedict finds in her a unique connection. However, it may be too late. How could she ever care for him once she learns all he has done to keep her from the man she first desired? Sweet and swoony romance abounds in this Regency-era Sabrina retelling. A Pocket of Stars is the second in A Gentleman’s Heart series. Books in this series can be enjoyed as a stand-alone or in order. Book 1: By The Light Of The Setting Sun Book 2: A Pocket of Stars Books 3: Rose Buds and Rain Drops
Author
Some books have been previously published as L.G. Rollins Laura Rollins has always loved a heart-melting happily ever after. It didn’t matter if the story took place in Regency England, or in a cobbler’s shop, if there was a sweet romance, she would read it. Life has given her many of her own adventures. Currently she lives in the Rocky Mountains with her best-friend, who is also her husband, and their four beautiful children. She still loves to read books and more books; her favorite types of music are classical, Broadway, and country; she loves hiking in the mountains near her home; and she’s been known to debate with her oldest son about whether Infinity is better categorized as a number or an idea.
