13707 B 1st AVE NE Open House Save Request In-Person Tour Request Virtual Tour
Seattle,WA 98125
OPEN HOUSE
Sat Sep 13, 12:00pm - 2:00pm Sun Sep 14, 11:00am - 1:00pm
Key Details
Property Type Condo
Sub Type Condominium
Listing Status Active
Purchase Type For Sale
Square Footage 1,365 sqft
Price per Sqft $526
Subdivision Haller Lake
MLS Listing ID 2432563
Style 31 - Condo (2 Levels)
Bedrooms 3
Full Baths 1
HOA Fees $60/mo
Year Built 2022
Annual Tax Amount $5,884
Property Sub-Type Condominium
Property Description
This nearly new Haller Lake townhome has all the features you wish others had. You'll love the layout with 3 beds, 2 baths and laundry upstairs and open concept living on the main. The kitchen with island opens to a fully fenced back yard. You'll love the southern light for gardening and the deck is big enough to host evenings with friends. All the modern systems of a three year old home mean you get to just focus on getting to know your new neighborhood. Northacres park nearby has trails and a dog park. Amazing location as home sits back from the street and has two parking spots in addition to the garage. Easy access to transit and your option of two light rail stations by 2026. "Built Green" home with mini splits providing heat/AC.
Location
State WA
County King
Area 705 - Ballard/Greenlake
Interior
Interior Features End Unit,Primary Bathroom,Water Heater
Flooring Ceramic Tile,Laminate
Fireplace false
Appliance Dishwasher(s),Disposal,Dryer(s),Microwave(s),Refrigerator(s),Stove(s)/Range(s),Washer(s)
Exterior
Exterior Feature Cement Planked
View Y/N No
Roof Type Composition
Garage Yes
Building
Dwelling Type Detached
Story Two
Architectural Style Modern
New Construction No
Schools
Elementary Schools Buyer To Verify
Middle Schools Buyer To Verify
High Schools Buyer To Verify
School District Seattle
Others
HOA Fee Include See Remarks
Senior Community No
Acceptable Financing Cash Out,Conventional,FHA,VA Loan
Listing Terms Cash Out,Conventional,FHA,VA Loan
Virtual Tour https://visithome.ai/DXinix53HGrmdfyjZtMEXj?mu=ft