2861 ROBERT ST , Jacksonville, FL 32207
$ 125,000
Bed Rooms
2
Bath Rooms
2
SqFt
715
Highlight
Year Built
1974
ON MARKET
60
Property Type
Mobile Home
Price per Sqft
$174
Car Garage
--
Property Details
Key Details
Sub Type
Mobile Home
Listing Status
Active
Purchase Type
For Sale
Square Footage
715 sqft
Subdivision
Larsens Lucky Pine
MLS Listing ID
2156424
Bedrooms
2
Full Baths
2
Construction Status
Updated/Remodeled
HOA Y/N
No
Annual Tax Amount
$871
Lot Size
10,454 Sqft
Acres
0.24
Property Sub-Type
Mobile Home
Source
realMLS (Northeast Florida Multiple Listing Service)
Location
State
FL
County
Duval
Community
Larsens Lucky Pine
Area
012-San Jose
Direction
From University Blvd, north on Powers, right on Victor, Right on Robert St to 2861 at end of street.
Interior
Heating
Electric, Hot Water
Cooling
Wall/Window Unit(s)
Exterior
Parking Features
Other
Carport Spaces
2
Utilities Available
Water Connected
Garage
No
Private Pool
No
Building
Sewer
Septic Tank
Water
Public
New Construction
No
Construction Status
Updated/Remodeled
Others
Senior Community
No
Tax ID
1475390020
Acceptable Financing
Cash, Conventional
Listing Terms
Cash, Conventional
Listed by MIDDLETON REALTY, INC. • PATRICK MIDDLETON
Mortgage Calculator
Mortgage values are calculated by Lofty and are for illustration purposes only, accuracy is not guaranteed.
Amenities & Attractions
Educational Environment
Elementary Schools (2)
Name
Category
Grades
Library
Ratio
6/10
Pine Forest Elementary School
3929 Grant Rd, Jacksonville, FL 32207
Public
KG - 5
No
16:1 STUDENTS/TEACHERS
4/10
San Jose Elementary School
5805 Saint Augustine Rd, Jacksonville, FL 32207
Public
PK - 5
No
16:1 STUDENTS/TEACHERS
WORK WITH US
Reach out to an expert real estate agent today. Dive into the world of luxury real estate with guidance from our devoted team. Your dream home is within reach.
SELLER SERVICES
We take the stress out of selling your home by providing a seamless experience from start to finish. Our team will put you in the best position to market your home and sell it for the highest possible price.