2250 Ne FLANDERS St 1, Portland, OR 97232
- 2 beds |
- 1 bath |
- 920 sqft
Condominium
Built in 1930
—— sqft lot
—— car garage
$408/sqft
Listed 5 days ago
Property Description
Nestled in the heart of Portland's sought-after Kerns neighborhood, this charming condo blends timeless character with tasteful updates. Beautiful exterior landscaping creates a warm welcome, while inside you'll find an impressive recessed ceiling that enhances the home's character and abundant natural light flowing throughout the living spaces. The elegant wrought iron staircase balusters and railing add a sophisticated architectural touch. Hardwood flooring extends throughout the living room and bedrooms, creating a warm, cohesive feel. The kitchen features stainless steel appliances, tile countertops, and opens to a convenient dining area perfect for everyday meals or entertaining. Enjoy the ideal combination of classic charm and modern comfort in this inviting home. Just minutes from Laurelhurst Park, the home is also near Buckman Elementary School, Hosford Middle School, and Cleveland High School. The vibrant Kerns neighborhood offers outstanding walkability with popular restaurants, cafés, shopping, and convenient access to transit, making it easy to enjoy everything Portland has to offer.
- Listing Status:
- Active
- Date Added:
- July 31, 2026
- Data Last Updated:
- August 6, 2026 at 12:40AM
- Listing Office:
- Redfin : 503-496-7620
- Listing Agent:
- Aaron Rader : 971-203-2121
- MLS ID:
- 100660000

- General: Stucco
- Style: Mediterranean mission spanish
- Parking: On streetParking spaces: 0
- Road/Access: Paved
- HOA Amenities: CommonsExterior maintenanceManagement522.0Monthly
- Originating MLS: Regional Multiple Listing ServiceInc.
- County: Multnomah
- Zoning: SORRENTO COURT CONDOMINIUMSLOT 1R612122
- Water: Public water
- Sewer: Public sewer
- Source: Regional Multiple Listing ServiceInc.
This listing courtesy of Aaron Rader , Redfin
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






