One Polo Creek Condos

One Polo Creek condos are large, open condominiums located in a luxury mid-rise building in Cherry Creek in Denver. Residences are adorned with a classic elegance and have granite counters, rich hardwood floors and crown molding. Services and amenities include fitness center, valet, and 24/7 concierge One Polo Creek condos for those with the most discriminating taste.

New To Site
MLS# 9898909
2400 E Cherry Creek South Drive 308, Unit 308
Denver, CO 80209
2 BR | 3 BA | 2,728 Sqft | Residential
Live the Cherry Creek lifestyle at the legendary One Polo Creek. With the amenities of a 5-Star hotel, residents enjoy 24-hour valet, doorman, and concierge services. This end-unit condo encompasses the SW corner of the building, and (more...)
LIV Sotheby's International Realty
The content relating to real estate for sale in this Web site comes in part from the Internet Data eXchange (IDX) program of METROLIST, INC., DBA RECOLORADO © Real estate listings held by brokers other than Brokers Guild Real Estate are marked with the IDX Logo. This information is being provided for the consumer's personal, non-commercial use and may not be used for any other purpose. All information subject to change and should be independently verified. See Disclaimer Listing Data last updated: January 22, 2020 18:00 MST Service by Buying Buddy IDX CRM

The building is a full service luxury condo building that is conveniently located near the Cherry Creek Shopping Center, and the Cherry Creek bike path.  Highlights of the units include two large balconies, open floor plans with lots of natural light, hardwood throughout the units, large custom closets and large master suites with 5 piece tubs. Residents also enjoy conference rooms, a fitness center, and guest suites.

Cherry Creek is known for its robust shopping district which features over 320 upscale galleries, restaurants, boutiques, and salons/spas in a 6 block area.  The community is one that is active in community involvement, festivals, and events and one where living is truly optimal.