Latest estimates for 312 Stanford St based on TopHap automated valuation model (AVM).
$174,347
$260/ft²
-$16K below Sold Price
Updated 2 months ago
312 Stanford St is valued at $174,347 by TopHap AVM 2 months ago.
$189,900
$283/ft²
13 months ago
312 Stanford St was last sold in 2023 for $189,900.
312 Stanford St has 3 permit records of total value of $7,804.
Information about the current owner(s).
In 2022, taxes billed for 312 Stanford St were $1,613.94, which is 1.62% from latest Total Assessed Value of $99,898.
312 Stanford St has undefined property events records (listings, deeds, permits, tax, foreclosure, loan).
Environmental factors around 312 Stanford St
12 hazards (Carbon Monoxide, Earthquake Risk, Hail Index, Tornado Index, Hurricane Index, Air Pollution Index, Ozone Index, Wind Index, Weather Risk, Lead Index, Particulate Matter, National Average) are above the national average around 312 Stanford St.
Most Walkable
20-18
Very Walkable
17-15
Somewhat Walkable
14-10
Car Dependent
9-0
312 Stanford St has a walkability score of 6 out of 20, which means that it is in a car dependent area.
Seasonal temperature sampled over multiple years
Winter
Average
Low
53°F
High
76°F
Summer
Average
Low
71°F
High
92°F
In the winter at 312 Stanford St, temperatures range from 52.81°F to 76.25°F with an average of 64.53°F. In the summer, the temperature ranges from 71.21°F to 91.5°F with and average of 81.36°F.
Public/private schools serving 312 Stanford St
Nearby public schools serving 312 Stanford St have ratings undefined, undefined, undefined, undefined, undefined, undefined, undefined, undefined, undefined, undefined, undefined, undefined, undefined, undefined, undefined, undefined, undefined, undefined, undefined, undefined, and undefined.
This property is located in Carlton Park, Lehigh Acres, FL 33936.
Boundary map of Carlton Park.
The crime index in 33936 is 107, which is 1.1 times higher than national average.
of housing is for seasonal rent.
of people during work hours.
Historical market data near 312 Stanford St over selected time period.