429 N STREET, SW #S410 Under Contract Save Request In-Person Tour Request Virtual Tour
Washington,DC 20024
Key Details
Property Type Condo
Sub Type Condo/Co-op
Listing Status Under Contract
Purchase Type For Sale
Square Footage 554 sqft
Price per Sqft $379
Subdivision Tiber Island
MLS Listing ID DCDC2138130
Style Contemporary
Full Baths 1
Condo Fees $886/mo
Year Built 1964
Tax Year 2024
Property Description
PRICE REDUCTION ACT TODAY***In the Heart of SW Waterfront, a large balcony with a great view from this studio apartment which features a totally renovated unit updated kitchen and bath, flooring. Coop fee includes property taxes, utilities, cable/internet, garage parking. Tiber Island located next to the Waterfront Park and across from the Metro, offers 24-hour concierge, onsite management and maintenance, 2 fitness rooms, rental storage, outdoor pool and bbq grills, beautiful green spaces and more. Walk to everything, grocery, dry cleaners, eateries, music, sports ventures, live theatre and a brand new library. Community is a breeze with easy access to I-295, 395, 695,Rt 66, Rock Creek.--Underground parking space included in the price
Location
State DC
County Washington
Zoning UNKNOWN
Interior
Hot Water Natural Gas
Heating Central
Cooling Central A/C,Ceiling Fan(s)
Flooring Engineered Wood
Equipment Built-In Microwave,Dishwasher,Disposal,Energy Efficient Appliances,ENERGY STAR Dishwasher,ENERGY STAR Refrigerator,Exhaust Fan,Microwave,Oven/Range - Gas,Refrigerator
Laundry Common,Basement
Exterior
Parking Features Garage Door Opener
Garage Spaces 410.0
Parking On Site 1
Utilities Available Electric Available,Natural Gas Available
Amenities Available Club House,Common Grounds,Concierge,Elevator,Fitness Center,Laundry Facilities,Party Room,Picnic Area,Pool - Indoor,Reserved/Assigned Parking,Security
Water Access N
View City
Building
Story 7
Sewer Public Sewer
Water Public
New Construction N
Schools
School District District Of Columbia Public Schools
Others
Special Listing Condition Standard
Pets Description Number Limit