628 Milwood Avenue, Los Angeles, CA 90291
- 3 beds |
- 5 baths |
- 3,016 sqft
Single-Family Home
Built in 2006
5,406sqft lot
2 car garage
$2,120/sqft
Listed 20 days ago
Property Description
Designed by architect Steven Shortridge, this two-story Venice home unfolds through distinct yet connected living spaces, each with its own character and connection to the outdoors. A central courtyard draws the house together, with a lap pool running beside a screen of vertical teak fins. Slide back the glass walls and the living spaces open directly to the garden. Close them and the house feels quiet and private, with greenery still in view. Lush planting originally designed by Jay Griffith brings tree ferns, king palms and bamboo right to the threshold. Teak carries through the floors, cabinetry, stairs, decks and ceilings, set against polished terrazzo and crisp white built-ins. In the kitchen, brushed stainless steel contrasts with teak slab cabinetry and a seamless Corian island. The pool, spa and sauna invite a slower pace, while teak stairs lead to a private rooftop deck. A studio with an en suite bath and its own entrance offers space for guests or a home office. Generous built-in storage and a separate laundry room off the large garage complete the home. A private urban oasis on the first block off Abbot Kinneyjust blocks from the ocean, with the best of Venice at your doorstep.
- Listing Status:
- Active
- Date Added:
- September 18, 2026
- Data Last Updated:
- October 9, 2026 at 1:06AM
- Listing Office:
- ENGEL & VÖLKERS Santa Monica : 310-460-2525
- Listing Agent:
- Csaba Yollin : 310-889-0702
- MLS ID:
- CL26989381
- General: OtherHeated
- Pool: In GroundLap
- Parking: AttachedOtherParking spaces: 3
- Windows: Double Pane WindowsScreensSkylight(s)
- General: Wood SidingPlasterCement Siding2Slab
- County: Los Angeles
- Zoning: LAR24241012012
- View: None
This listing courtesy of Csaba Yollin , ENGEL & VÖLKERS Santa Monica
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






