Power Broker
Ryan Nunes

Ryan Nunes

Executive Managing Director, Cushman & Wakefield

Miami, FL 33131

Phone (703) 407-2086

Ryan is a managing director at the Miami office of Cushman & Wakefield.
Specialties
Investment Sales Broker, Tenant Rep (Office)
Property Types
Industrial, Office, Retail
Markets
Orange County (California), South Florida, Port St Lucie/Fort Pierce
Bio
Ryan serves as part of Cushman & Wakefield’s Tenant Advisory Group. He and his team are focused on advising clients both within South Florida as well as those with global facility footprints. In this capacity, he is focused on continuing to advise corporate real estate users on best practices and strategies surrounding the optimization of their real estate holdings both financially and operationally. Ryan has over a 15 years of experience advising corporate users ranging from Fortune 500 Companies to start-up enterprises and has experience executing complex transactions on a global basis. As part of this, Ryan has a breadth of experience in headquarters relocation assignments as well as the consolidation of multiple facilities as part of roll-up efforts following M&A activity. Ryan has represented multiple Private Equity owned portfolio companies helping them develop and implement strategies surrounding minimizing the EBITDA impact of real estate holdings to maximize valuations based upon the target growth and/or disposition strategy of the client. In addition, Ryan has extensive experience utilizing labor analytics in support of BPO organizations with a focus on minimizing the labor impact on the organization’s P&L while ensuring that the labor market skillset is a viable long-term solution for the organization’s needs. Ryan has completed numerous mathematics based analytical projects, receiving awards from multiple institutions. He also holds a patent on a pseudo-random number generator, which utilizes an irrational number table interacting with a Fibonacci Series. The generator has broad applications in encryption and computer security. His strong mathematics background and proven track record of success gives him the ability to fully serve a client’s planning and analytical needs.
Education
University of Pennsylvania, B.A.