Tommy's Pizza

Tommy's Pizza is a family-owned pizzeria in Gettysburg, PA, serving classic Greek-style pizza, subs, gyros, salads, and craft beer since 1973. Located at 105 Steinwehr Avenue, the restaurant offers dine-in, carry-out, delivery, and drive-through service, drawing customers with its longstanding reputation for hearty, traditional fare and a wide selection of local and regional craft beers. The business was founded by Greek immigrant Thomas Kranias and his wife Nancy, who opened their doors in June 1973 after years of working in the Gettysburg food scene. With a customer rating of 4.40 based on numerous reviews, Tommy’s has become a local institution known for its authentic recipes, welcoming atmosphere, and deep roots in the community.

The story of Tommy’s Pizza began with Thomas Kranias, who arrived in the U.S. in 1951 after a family visit to Greece, where his uncle Ernie had already settled. After working at the historic Texas Lunch, Tommy and Nancy launched their own venture, initially operating from a former railroad station before moving to their current location. Their daughter Cathy joined the business in 1983, and the family has continued to operate the restaurant with the same dedication and care that defined its founding. The menu reflects this heritage, featuring homemade pizzas, traditional Greek dishes, and a rotating selection of craft beers available for both dine-in and takeout.

The restaurant sits on Steinwehr Avenue, just a short distance from several Gettysburg landmarks, including the 55th OH Gambee monument, the Friend to Friend Masonic Memorial, the historic George House, and South Washington Street. Its proximity to these sites places it within walking distance of key points of interest in the historic town.

Known for its enduring quality and family tradition, Tommy’s Pizza stands as one of Gettysburg’s most consistent and trusted dining destinations, offering a genuine taste of heritage and community. For locals and visitors alike, it remains a cornerstone of the town’s culinary identity.