6337 Hickory Ridge Bl, Saint George, LA 70817
- 4 beds |
- 2 baths |
- 2,330 sqft
Single-Family Home
Built in 1977
0.35acre lot
—— car garage
$150/sqft
Listed 8 days ago
Property Description
A beautiful home with so many reasons to love it! Great location in St. George/Baton Rouge close to all the conveniences you need and not far from some of the city highlights! This home is located in the well-established and timeless Hickory Ridge subdivision, which is great for families or if you're looking for a quiet area with charm, and it's conveniently sitting off the main boulevard near Tiger Bend Rd. This home is literally as close as you can get to being brand new - Brand new roof, windows, all walls freshly textured & painted walls, new flooring, quartz countertops throughout, lights & fixtures, cabinetry, tub surrounds, appliances, and the foundation was extensively repaired from past issues and has a fully transferrable warranty! It's got 4 bedroom with great size, 2 bathroom, a full living room, dining room, and extra space for a den or entertaining, covered carport, enclosed outside storage, and a wonderful & large covered patio in the back. Finding a home with this character, location, and reputation combined with the level of high quality renovation isn't often done. Come see it today!
- Listing Status:
- Active
- Date Added:
- July 20, 2026
- Data Last Updated:
- July 28, 2026 at 11:09PM
- Listing Office:
- Smart Move Real Estate : 225-448-2850
- MLS ID:
- 2026013216

- Style: Traditional
- Parking: 2 Cars ParkCarportParking spaces: 2
- General: Brick Siding1Slab
- HOA Amenities: Annually
- Originating MLS: Greater Baton Rouge Association of REALTORS®
- School District: East Baton Rouge
- County: East Baton Rouge
- Zoning: WARD: 3-3SUBDIVISION: HICKORY RIDGELOT: 147. 1ST FILING.
- Water: Public
- Sewer: Public Sewer
- Source: Greater Baton Rouge Association of REALTORS®
This listing courtesy of Smart Move Real Estate
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






