Sweet's Sweets

Written by Connie Shelton

Narrated by Andrea Bates

Sam is working hard to get her new pastry shop, Sweet's Sweets, open for business. Just when she's really got her hands full with that, she's assigned a new property to take care of as part of her contract with the USDA. The place is a hoarder's delight and Sam is feeling more than a little bit overwhelmed as she begins cleaning with a vengeance. When a bloodsoaked garment turns up among some things Sam has dropped off at the thrift shop, Sam recommends that they call the Sheriff's office. Deputy Beau Cardwell is a bit under pressure himself, as the Sheriff is so busy running for reelection that the office is understaffed. Together, Sam and Beau sift through the evidence and discover that the bloody coat leads to a far more complicated situation than a simple case of murder. Once again Sam calls upon the powers of the magical wooden box that came into her possession a few months earlier to help unwind the tangled threads of the case.

• Language: English
• Publisher: Books in Motion
• Release date: May 15, 2013
• ISBN: 9781614533863

Connie Shelton

Connie Shelton has been writing for more than twenty years and has taught writing (both fiction and nonfiction) since 2001. She is the author of the Charlie Parker mystery series and has been a contributor to several anthologies, including Chicken Soup For the Writer's Soul. "My husband and I love to do adventures. He flew helicopters for 35 years, a career that I've borrowed from in my Charlie Parker mysteries. We have traveled quite a lot and now divide our time between the American Southwest and a place on the Sea of Cortez. For relaxation I love art -- painting and drawing can completely consume me. I also really enjoy cooking, with whatever ingredients I find in whatever country we are in at the moment. We walk every day and love watching and photographing wildlife."

Reviews for Sweet's Sweets

[Ann Boyd · Rating: 4 out of 5 stars]

A lovely cozy mystery! This one has a fall setting. Second book in the series.