About This Home
$70,000 deposit,
Available Jun 3
Accepting showings and applications by July 15th or sooner. Perched behind the exclusive gates of storied Laughlin Park one of Southern California's oldest and most iconic planned luxury communities and a true Old Hollywood historical enclave once home to legends including Cecil B. DeMille, Charlie Chaplin, W.C. Fields, and Jack Dempsey this turnkey, fully gated and furnished compound retreat sits on a rare street-to-street lot with dual access points, offering the ultimate in privacy, prestige, and security. Complete with a 3-car garage and expansive 6-car gated motor court driveway, this contemporary masterpiece delivers stunning, unobstructed views of the Los Feliz hills and Griffith Observatory while placing you moments from some of LA's best restaurants, cafes, nightlife, and shopping, all conveniently positioned between the 101 and 5 Freeways for seamless access across the city. Designed for celebrities and discerning individuals seeking a true luxury sanctuary, the residence features a massive primary suite with sitting area, inviting guest suites, convertible office/bedroom, gourmet chef's kitchen with Miele appliances, home theater with attached bar and lounge, multiple balconies with sparkling city-light views, and a resort-caliber spa lifestyle complete with a pool, waterfalls, spa, infrared sauna, beautifully landscaped grounds, and a large detached guest house creating the ultimate private compound retreat in one of Los Angeles' most legendary and secure enclaves. MLS ID 26831135
2035 De Mille Dr is a house located in Los Angeles County and the 90027 ZIP Code. This area is served by the Los Angeles Unified Rocp School District attendance zone.
* Price shown is base rent. Excludes user-selected optional fees and variable or usage-based fees and required charges due at or prior to move-in or at move-out. Price, availability, fees, and any applicable rent special are subject to change without notice.
* Square footage definitions vary. Displayed square footage is approximate.
