369 NW 9th ST new Save Request In-Person Tour Request Virtual Tour
Pompano Beach,FL 33060
Key Details
Property Type Townhouse
Sub Type Townhouse
Listing Status Active
Purchase Type For Sale
Square Footage 1,719 sqft
Price per Sqft $269
Subdivision Highland Oaks
MLS Listing ID RX-11037187
Style Townhouse
Bedrooms 3
Full Baths 2
Half Baths 1
Construction Status New Construction
HOA Fees $145/mo
HOA Y/N Yes
Year Built 2024
Annual Tax Amount $723
Tax Year 2024
Lot Size 1,856 Sqft
Property Description
BRAND NEW HOME! CALL FOR A TOUR AND MOVE IN SPECIALS. Restrictions may apply* Pictures, photographs, features, colors & sizes are approximate for illustrations purposes only and will vary from the homes as built. These are not of the actual home but are similar to the home being built.
Location
State FL
County Broward
Community Highland Oaks
Area 3423
Zoning RPUD
Rooms
Other Rooms Family,Laundry-Util/Closet
Master Bath Mstr Bdrm - Upstairs
Interior
Interior Features Entry Lvl Lvng Area,Pantry,Walk-in Closet
Heating Central,Electric
Cooling Central,Electric
Flooring Carpet,Tile
Furnishings Unfurnished
Exterior
Exterior Feature Auto Sprinkler,Shutters
Garage Driveway,Garage - Attached,Vehicle Restrictions
Garage Spaces 1.0
Community Features Home Warranty
Utilities Available Electric,Public Sewer,Public Water
Amenities Available Sidewalks,Street Lights
Waterfront No
Waterfront Description Pond
Roof Type Comp Shingle
Present Use Home Warranty
Parking Type Driveway,Garage - Attached,Vehicle Restrictions
Exposure South
Private Pool No
Building
Lot Description < 1/4 Acre,Corner Lot,Flood Zone,West of US-1
Story 2.00
Unit Features Multi-Level
Foundation CBS
Construction Status New Construction
Others
Pets Allowed Restricted
HOA Fee Include Common Areas,Lawn Care,Trash Removal
Senior Community No Hopa
Restrictions Commercial Vehicles Prohibited,No Lease 1st Year
Acceptable Financing Cash,Conventional,FHA,VA
Membership Fee Required No
Listing Terms Cash,Conventional,FHA,VA
Financing Cash,Conventional,FHA,VA
Pets Description Number Limit