Bought with Keller Williams Realty Professionals
$1,010,000
$1,074,900
6.0%For more information regarding the value of a property, please contact us for a free consultation.
13138 DONALD RD NE Aurora, OR 97002
4 Beds
3.1 Baths
2,920 SqFt
Key Details
Sold Price $1,010,000
Property Type Single Family Home
Sub Type Single Family Residence
Listing Status Sold
Purchase Type For Sale
Square Footage 2,920 sqft
Price per Sqft $345
MLS Listing ID 23652459
Style Stories2, Craftsman
Bedrooms 4
Full Baths 3
Year Built 1976
Annual Tax Amount $4,516
Tax Year 2021
Lot Size 2.130 Acres
Property Description
Spectacular spacious 4 bed, 3.5 bath home on 2.13 park like private acres! Beautiful country setting near N. Marion School PreK-12! Lg. master suite with heated bath floors, walk in closet, dbl. sinks, private deck! 2nd master w/deck! Updated kitchen w/maple cabinets, granite counters, hardwood floors open to Lg. great rm. w/pellet stove! Brick Fireplace in formal Living Stamped concrete patio and walkways, covered porch, fenced pasture! Fabulous 24x48 Shop & 20x48 Barn! RV area!
Location
State OR
County Marion
Area _170
Zoning EFU
Interior
Heating Forced Air90, Heat Pump
Cooling Central Air
Fireplaces Number 1
Fireplaces Type Pellet Stove, Wood Burning
Exterior
Exterior Feature Barn, Covered Deck, Covered Patio, Fenced, Free Standing Hot Tub, Garden, Outbuilding, Patio, R V Parking, Smart Irrigation, Yard
Garage Attached
Garage Spaces 2.0
Waterfront Description Creek
View Y/N true
View Territorial, Trees Woods
Roof Type Composition
Building
Lot Description Gentle Sloping, Level, Trees
Story 2
Foundation Pillar Post Pier
Sewer Septic Tank
Water Well
New Construction No
Schools
Elementary Schools North Marion
Middle Schools North Marion
High Schools North Marion
Others
Acceptable Financing CallListingAgent, Cash, Conventional, VALoan
Listing Terms CallListingAgent, Cash, Conventional, VALoan
Read Less
Want to know what your home might be worth? Contact us for a FREE valuation!
Our team is ready to help you sell your home for the highest possible price ASAP
