A.T. Still University
Perfect Alignment
Specialized Learning and Clinic Space
1500 Park Avenue
St. Louis, MO 63104
A.T. Still University
A.T. Still University was looking for a site to build an 80,000 square foot Dental school and clinic for their 3rd and 4th year students. Duffe-Nuernberger Realty/ Tower Real Estate Group was selected to provide the site search and assist them with the City of St. Louis and neighborhood approvals.
Michele Duffe coordinated the historic, zoning and building division approvals, introducing them to Mayor Slay and the St. Louis Development Corporation leadership
Duffe Nuernberger Realty/ TREG in conjunction with ND Consulting Group was very important to the establishment of the A.T. Still University/Affinia Healthcare dental clinic in Lafayette Square. Through her representation of the University, Michelle demonstrated her superior knowledge of the St. Louis market and her ability to draw on the many resources she has developed during her distinguished career.
Matthew R. Heeren, J.D.
VP & General Counsel
A.T. Still University of Health Sciences
SIMILAR PROPERTIES
3101 Olive St
Approx. 3,000 SF
Renovated Creative Office
For Lease: $5,100/MO MG
For Sale: $675,000
3221 Olive St.
8,100 SF +/- | Can be Divided
Restaurant | Retail | Office
Parking Lot Adjacent
For Lease: $14.00/SF NNN
1007 Washington Avenue
7,500 +/- SF
Restaurant | Retail | Office
First Floor Condo
For Sale: $625,000
For Lease: $15.50/ SF NNN
3010 Locust St. #102
Approx 1,650 SF
Midtown Alley | Storefront Exposure
3 Offices | 1 Conference Room
For Lease $2,500/MO NNN
2815 Locust St
5,300 SF
Creative Office Renovation
Delivered Turn Key
3 Offices & Open Work Area
Kitchenette & Conference Rm
Located in Central Corridor
Can be combined with 2811
For Sale: $680,000
2811 Locust St.
3,277 SF
New Office Renovation
Delivered Turn Key
3 Offices & Open Work Area
Kitchenette
Located in Central Corridor
For Sale: $420,000
2647-51 Washington Avenue
1st Floor: $13.00/SF MG
2nd Floor: $11.00/SF MG
For Lease
9,140 RSF Total Available | Can be Divisible
