Stockworth Realty Group is a leading luxury real estate company serving Orlando and Central Florida communities. Stockworth was created from the top-producing real estate agents in Orlando to service one of the most demanding sectors of real estate. Stockworth’s concierge real estate brokerage serves Windermere, Lake Nona, Orlando, Winter Park, Winter Garden, College Park and Downtown Orlando areas including Lake Conway, Thornton Park and SoDo Districts. Specializing in corporate relocation, Stockworth has managed the relocation process for executives from several leading companies, hospitals and research institutions. Stockworth is the preferred relocation company for Orlando’s top employers, including Lake Nona’s Medical City and the United States Tennis Association. Our team has unparalleled access to a broad network of high-profile clients through these corporate relationships and exclusive luxury partnerships. We are dedicated to the luxury market and have brokered home sales for Orlando Magic players and coaches. Headquartered in the Tavistock Financial Center in Windermere, our experienced full-time sales, marketing and brokerage professionals are available seven days a week.
View Top Employees from Stockworth Realty GroupWebsite | http://www.stockworth.com |
Revenue | $91 million |
Employees | 41 (41 on RocketReach) |
Phone | (407) 909-5900 |
Industry | Real Estate |
Competitors | Kathy D'Orso, LA Best Homes, Manhattan Realtors, Ponte Vedra Beach Realty Inc |
SIC | SIC Code 65 Companies, SIC Code 653 Companies |
NAICS | NAICS Code 531 Companies, NAICS Code 5312 Companies, NAICS Code 53 Companies |
Looking for a particular Stockworth Realty Group employee's phone or email?
The Stockworth Realty Group annual revenue was $91 million in 2023.
Mark Hayes is the Partner of Stockworth Realty Group.
41 people are employed at Stockworth Realty Group.
Stockworth Realty Group is based in Windermere, Florida.
The NAICS codes for Stockworth Realty Group are [531, 5312, 53].
The SIC codes for Stockworth Realty Group are [65, 653].