Property Description

Charming three-bedroom, two-bathroom home ideally located in the desirable Altadena neighborhood of North Park. There is also a lovely one-bedroom detached cottage located at the back of the property with access from the alley. The main home features stunning hardwood floors, abundant natural light, an updated kitchen with a cozy breakfast area, and modern amenities such as central heat and air. The recently remodeled kitchen features shaker-style cabinets, quartz countertops and stainless steel appliances. The spacious, fenced yard is beautifully landscaped and features a deck, perfect for outdoor relaxation. Additional highlights include a one-car detached garage with ample storage space. The one bedroom cottage has newer vinyl plank flooring, a washer and dryer, and a large private patio. The property is conveniently located a few blocks from the North Park business district at Thorn and 32nd Street, as well as two blocks from McKinley Elementary School.

Features
: Forced Air
: Central Air
: Full
: Patio
: Garage, Garage(Detached,N/K)
: Unit 1 Hookups, Unit 2 Hookups
: Sewer Connected
Appliances
: Dishwasher, Range/Oven, Refrigerator, Washer, Dryer, Gas Water Heater
Address Map
US
CA
SD
North Park
North Park
92104
Gregory St
3308-10
W118° 52' 43.4''
N32° 44' 22''
Metro Uptown
Additional Info
Park Realty
Additional Information
: Stucco
: One
2
1
https://www.propertypanorama.com/instaview/snd/250019079
: Meter on Property
Financial
: Gas
Listing Information
644365
64739
Park Realty
671421
64739
ACTIVE
2025-03-27T17:02:14Z
sdmls
: N/K

Residential Income

3308-10 Gregory St, North Park Ca 92104

4 Bedrooms
3 Bathrooms
1,650
$1,750,000
Listing ID #250019079
Basic Details
Property Type : Residential Income
Listing Type : For Sale
Listing ID : 250019079
Price : $1,750,000
Bedrooms : 4
Bathrooms : 3
Square Footage : 1,650
Year Built : 1950
Status : Active
Full Bathrooms : 3
Property Sub Type : Multi Family
Roof : Composition
Contact Agent
Mortgage Calculator
$
$ %
years
%
$ %per year
$ %per year
$