133 Haynie Dr
Belton, SC 29627
3 bd 2 ba 1,770 sqft Built 2008 Lot 24,829 sqft single_family
No recorded sales
Location
Timeline: Sale, Listing & Tax History
Recorded events
No recorded events
No sale or listing events are on file for this property.
Tax assessment history
| Year | Building | Land | Total assessed | Tax paid |
|---|---|---|---|---|
| 2013 | $4,880 | $420 | $5,300 | $512 |
| 2012 | $4,880 | $400 | $5,280 | $499 |
| 2011 | $4,880 | $400 | $5,280 | $481 |
| 2010 | $4,880 | $400 | $5,280 | $491 |
| 2009 | $5,870 | $400 | $6,270 | $636 |
| 2008 | — | $600 | $600 | $199 |
| 2007 | — | $540 | $540 | $181 |
Property facts
Year built
2008
Property type
single_family
Stories
2
Beds
3
Baths
2
Living area
1,770 sqft
Lot size
24,829 sqft
ZIP code
29627
City
Belton
Street
Haynie Dr
Coordinates
34.49432, -82.51893
Comparable properties nearby
Block-level micro-comps
Same street, ±3 house numbers, sold in the last 24 monthsFrequently asked questions
When did 133 Haynie Dr last sell?
No public-record sale is on file for 133 Haynie Dr.
What is the current tax assessment for 133 Haynie Dr?
The most recent total assessment for 133 Haynie Dr (year 2013) is $5,300 with $512 in property tax.
When was 133 Haynie Dr built?
133 Haynie Dr was built in 2008.
How does 133 Haynie Dr compare to others on Haynie Dr?
We track 8 other properties on Haynie Dr. Browse the list under "Other properties on Haynie Dr" to compare beds, baths, and sale history.
What are the property facts for 133 Haynie Dr?
133 Haynie Dr is a 3 bed, 2 bath, 1,770 sqft, 24,829 sqft lot single_family.
Is 133 Haynie Dr a flip candidate?
No — 133 Haynie Dr does not appear in our flips dataset.
Is 133 Haynie Dr a tax-appeal candidate?
No — 133 Haynie Dr is not currently flagged as a tax-appeal candidate.
Forecast for this area
ZIP-area linear projection — not a per-property automated valuationQuarterly trend
-0.8%
Implied 1-yr
-3.1%
2026 Q3
$287.7K
2026 Q4
$285.4K
ZIP 29627 — Median Price History + Forecast
Explore nearby
Geography
Other properties on Haynie Dr