TBD SE 4TH ST Williston, FL 32696
UPDATED:
07/19/2024 08:54 PM
Key Details
Property Type Vacant Land
Sub Type Residential
Listing Status Active
Purchase Type For Sale
MLS Listing ID OM681891
HOA Y/N No
Originating Board Stellar MLS
Annual Tax Amount $4,587
Lot Size 11.200 Acres
Acres 11.2
Lot Dimensions 401 X 1253 X 396 X 1189
Property Description
Location
State FL
County Levy
Zoning R2
Exterior
Utilities Available Electrical Nearby, Natural Gas Available, Public, Sewer Available, Sewer Nearby, Telephone Nearby, Water Nearby
Waterfront false
Building
Lot Description Buildable
Lot Size Range 10 to less than 20
Sewer None
Water None
Schools
Elementary Schools Williston Elementary School-Lv
Middle Schools Williston Middle High School-Lv
High Schools Williston Middle High School-Lv
Others
Ownership Fee Simple
Acceptable Financing Cash, Conventional
Listing Terms Cash, Conventional
Special Listing Condition None
With a passion for the real estate industry and a personal commitment to understanding the unique desires of home buyers, we are dedicated to making the process of purchasing a home a personalized and fulfilling experience. Our comprehensive knowledge of the Central Florida real estate market is more than just professional expertise—it's a foundation built on the belief that every transaction is a milestone in a client's life.
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BUYER SERVICES
Service is at the heart of everything we do, we are committed to guiding clients through every step of the real estate journey with personal attention and professional care. We're here to help you find the home of your dreams. Whether you are looking for your primary home, second home or investment property... With our professional expertise we will guide you every step of the way, our extensive knowledge and experience will ensure you have the best home buying experience possible.
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.