$10,000

10723 Tam Oshanter Boulevard, Sebring, FL 33875

  • Property Icon Land
  • Property Year Built Icon Built in ——
  • Property Lot Size Icon10,019sqft lot
  • Property Parking Icon —— car garage
  • Property Price Per Square Feet Icon $——/sqft
  • Property List Date Icon Listed 20 days ago

Property Description

Exceptional Investment Opportunity – Prime Land with Limitless Potential Unlock the future with this rare chance to own a piece of tranquility in a private, serene setting. Nestled in a peaceful, secluded area, this expansive property offers the ideal canvas for building a luxurious custom estate or a high-demand investment project. Surrounded by nature and removed from the hustle and bustle, it provides both privacy and long-term value appreciation. Whether you're an investor seeking growth potential or a visionary ready to build your dream retreat, this is a strategic opportunity you don’t want to miss. Act now—opportunities like this are few and far between. Submit your offer today!

Listing Status:
Active
Listing Office:
ADVANCED ALL SERVICE/ SEBRING : 863-385-1181
MLS ID:
315032
  • Road/Access: None
  • Originating MLS: HLAND
  • County: Highlands

This listing courtesy of ADVANCED ALL SERVICE/ SEBRING

Monthly Payment

$Est. Payment
  • Principal & Interest $
  • Property Taxes $
  • Home Insurance $
  • VA Funding Fee $

Ready to Start a VA Loan?

Get Started Veterans United Home LoansNMLS #1907  †

Location

Schools Nearby

C

Cracker Trail Elementary School

8200 Sparta Rd, Sebring, FL, 33875

Grades PK-5

2.41 miles away

T

The Academy at Youth Care Lane

4121 Youth Care Ln, Sebring, FL, 33870

Grades 6-12

6.48 miles away

T

The Academy at Youth Care Lane

4121 Youth Care Ln, Sebring, FL, 33870

Grades 6-12

6.48 miles away

Disclaimer: School and School District information courtesy of the National Center for Education Statistics (NCES). School boundaries may change. Proximity to listed schools does not guarantee enrollment eligibility. Contact the school district for more information and exact boundaries.

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