511 Anderson Street, San Francisco, CA 94110
Located in the heart of Bernal Heights, 511 Anderson is a warm and welcoming Victorian home built in 1900 and featuring an abundance of period details. The main level features high ceilings and hardwood floors, and incorporates a bright living room with a bay window, cove ceiling and built-in bookcases, a formal dining room with original wainscotting and back yard access, a well-laid out kitchen with plenty of cabinet & counter space, two bedrooms – one with an expansive view toward the East Bay, and a full bathroom with a traditional claw foot tub. Upstairs, an easily accessible attic provides the opportunity to create a personalized space, whether it's a home office or a creative studio.
One of the standout features of this property is the private backyard oasis with its brick-laid patio, hot tub, covered outdoor sitting area & raised garden beds. Accented by a vibrant bougainvillea and mature fig and lemon trees, it is sure to please avid gardeners and is the perfect spot to sip your morning coffee or to unwind after a long day.
The spacious full-height 1-car garage offers storage and workshop areas and makes for endless expansion potential within the envelope. The home has been upgraded with solar panels, 200 amp electrical service and a 240 volt 50 amp receptacle for an EV charger.
This beautiful home is just three blocks from shops, cafes, restaurants and fitness options on Cortland Avenue, and a short walk to Holly Park, the Alemany Farmers Market, and the fabulous city and Bay views from atop Bernal Hill. It is well-served by public transportation (three Muni bus lines, close to Glen Park BART) and is convenient to freeways.
990 Sq.Ft. LIVING AREA
1,751.112 Sq.Ft. lot
Precita Park and Holly Park offer open areas on the North and South slope of Bernal.Explore
Isabelle Grotte’s team is centered around authenticity and transparency; it is of utmost importance to them that every client feels completely informed, knowing they are making a clear decision when the sale is complete.