No photos available

Joey Costello
Windermere North Spokane
Tour for free, no strings attached
Make a winning offer with the help of a local expert
2.2 Acres – No Wetlands – Ready to Build! 2nd image is AI generated. Just 3 miles south of charming Deer Park, WA, this 2.2-acre property offers the perfect blend of peaceful living and easy access. A recent county-approved wetlands study confirms no wetlands, making your building plans straightforward and stress-free. The strong well produces over 6.5 gpm, and a power pedestal is already in place near the well, with Avista power available right across the street. Enjoy a primarily flat lot with breathtaking views—watch the sun rise over Mt. Spokane each morning and paint the western sky with vibrant sunsets every evening. Located only 15 minutes from the Wandermere exit, this property is ideal for commuters who don’t want to sacrifice privacy and space. Bring your vision, build your dream, and start creating equity in this beautiful, ready-to-go parcel.
Sold Price
$130,000
List Price
$144,900
Sale vs List
-10%
Close Date
Jan 12, 2026
Financing
Cash
Buyer's Agent
Jeff Hunsaker
Property Type
Unimproved Land
County
Spokane
Lot Size
2.2 acres
Schools
Elementary: Riverside
Days to Sell
317 days
MLS #
SAR202512482
Parcel #
28246.9114
Annual Taxes
$746
MLS Area
A532/123
MLS Class
Lots & Land
Listing Terms
Conventional, Cash
Road Frontage
City Street, Paved Road
Street Direction
N
MLS Status
Sold
Listed On
Feb 28, 2025
Went Pending
Dec 2, 2025
Status Changed
Jan 13, 2026
Last MLS Update
Jan 13, 2026
MLS Branch
227
Elementary
Riverside
Utilities
Water Source
Sewer
Views
Lot Features
Listed By
Jeff Hunsaker
Windermere North/Deer Park

Joey Costello
Windermere North Spokane
Tour for free, no strings attached
Make a winning offer with the help of a local expert
$785/mo
Estimated at 6.5% APR, 30-year fixed. For informational purposes only.
Loading map...
Thinking of Selling?
Professional photography, targeted advertising, and expert negotiation for every Deer Park home — no matter the price point.