39 Hammond Street 2, Cambridge, MA 02138
- 3 beds |
- 4 baths |
- 2,913 sqft
Condominium
Built in 1920
—— sqft lot
—— car garage
$1,116/sqft
Listed 17 hours ago
Property Description
Luxury living with immediate access to Harvard & Lesley's scenic campuses. Fine features of this fully renovated home include custom millwork throughout, plus a private fenced-in yard with a patio. You are greeted by a spacious living room with a gas fireplace, built-in shelving and custom cabinetry. The open dining area offers 5 large windows, a custom banquette, and yard access. The chef's kitchen showcases a vaulted ceiling and is equipped with stone countertops, a 6-burner Wolf stove, SubZero refrigerator, peninsula, apron sink, and tile backsplash. Upstairs, the 2-room primary suite provides a walk-in closet, en-suite 4-piece tiled bath with radiant heat, and French doors to the balcony. The top floor houses 2 more bedrooms with soaring ceilings and a bathroom. The fully finished lower level showcases beautiful custom built-ins, a laundry room, full bath, and walk-out exterior access. Sited just a stone's through from Harvard Divinity School's tranquil grounds.
- Listing Status:
- Active
- Date Added:
- April 29, 2026
- Data Last Updated:
- April 29, 2026 at 10:06PM
- Listing Office:
- Coldwell Banker Realty - Cambridge : 617-864-4430
- Listing Agent:
- Gail Roberts, Ed Feijo & Team : 617-844-2712
- MLS ID:
- 73509718

- General: Deck - RoofPatioFenced YardGardenProfessional Landscaping
- Parking: Off StreetDeededParking spaces: 1
- Roofing: Shingle
- General: Frame4
- HOA Amenities: WaterSewerInsuranceMaintenance GroundsSnow RemovalReserve Funds920.0Monthly
- Originating MLS: MLS Property Information Network
- County: Middlesex
- Zoning: RES5094679
- Fencing: Fenced
- Water: Public
- Sewer: Public Sewer
- Source: MLS Property Information Network
This listing courtesy of Gail Roberts, Ed Feijo & Team , Coldwell Banker Realty - Cambridge
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






