6464 Harness CIR NE Open House Save Request In-Person Tour Request Virtual Tour
Canton,OH 44721
OPEN HOUSE
Sun Aug 03, 12:00pm - 1:30pm
Key Details
Property Type Single Family Home
Sub Type Single Family Residence
Listing Status Active
Purchase Type For Sale
Square Footage 2,242 sqft
Price per Sqft $185
Subdivision Lexington Farms 02
MLS Listing ID 5142221
Style Ranch
Bedrooms 2
Full Baths 2
HOA Fees $37/ann
Year Built 2007
Annual Tax Amount $4,522
Tax Year 2024
Lot Size 0.522 Acres
Property Sub-Type Single Family Residence
Property Description
Tucked away on a private cul-de-sac surrounded by mature shade trees, this charming villa-style ranch offers peaceful, low-maintenance living at its finest. The open floor plan welcomes you with a spacious great room featuring a cozy fireplace—perfect for relaxing or entertaining. Off the entry foyer, you'll find a dedicated dining room and a flexible living room or office space to suit your lifestyle needs. The home boasts two generously sized bedrooms and two full bathrooms, including a primary suite with plenty of closet space. A bright, year-round sunroom invites natural light and walks out to a private back deck—ideal for morning coffee or evening unwinding. Downstairs, a large unfinished basement offers endless possibilities for storage, hobbies, or future living space. Don't miss your chance to enjoy comfort, convenience, and a touch of serenity in this thoughtfully designed villa-style home.
Location
State OH
County Stark
Interior
Heating Forced Air,Gas
Cooling Central Air
Fireplaces Number 1
Fireplaces Type Gas Log,Great Room
Laundry Electric Dryer Hookup,Main Level,Laundry Room
Exterior
Parking Features Attached,Concrete,Driveway,Garage
Garage Spaces 2.0
Garage Description 2.0
Roof Type Asphalt,Fiberglass
Building
Lot Description Cul-De-Sac,Private
Builder Name Wagler Homes
Sewer Public Sewer
Water Public
Schools
School District Plain Lsd - 7615
Others
Acceptable Financing Cash,Conventional,FHA,VA Loan
Listing Terms Cash,Conventional,FHA,VA Loan
Pets Allowed Number Limit