$2,000,000
Dripping Springs, TX 78620
- 5.93 Acres
- Hays County
- 4 Beds
- 4 Baths
Description
Build your dream home with Cottonwood Custom Homes on this 6 acre ranchette with a beautiful setting and amazing views! This optional rendition of your to-be-built modern, contemporary farmhouse is ready to customize to your liking! This lovely floor plan includes a wrap around front porch, large covered back porch, 4 beds, 3.5 baths, an office and an upstairs bonus room above the 3 car garage. Trees, Views, Soils... or have it all! This four lot subdivision, Sweet Blessings Ranch, has minimal restrictions and no HOA! Come choose your two lots before they're gone and make your custom home building dreams come true in Dripping Springs! This listing price includes two lots, totaling 6 acres so you can keep the current Ag Exemption for low property taxes! Horses and chickens allowed!
Key Features
- Price $2,000,000
- Property Type Residential
- Acres 6 Acres
- Utilities Electricity Available,Phone Available,See Remarks,Water Not Available
- Beds/Baths 4/4
- City Dripping Springs
- Status Active
Improvements
- Exterior Features: Private Entrance,Private Yard,Rain Gutters
- Fence: Perimeter,Partial
- Garage carport: 3
- Heating: Central
- Permit internet: 1
- Pool: None
- Roof: Metal
Other
- City: Dripping Springs
- County: Hays
- State: TX
- Zipcode: 78620
- Year Built: 2023
- Floors: Tile,Wood
- Subdivision: Sweet Blessings Ranch
Property Map
From RR 12 and HWY 290, Head west on HWY 290 and make a right on McGregor. Make a left on Fitzhugh and at Sycamore Creek continue right on Fitzhugh. Continue to 8450 W Fitzhugh For google directions type 8450 W Fitzhugh.
©2023 Austin Board of REALTORS. All rights reserved. - Certain information contained herein is derived from information which is the licensed property of, and copyrighted by, Austin Board of REALTORS. Listing #9104194 Courtesy of WoW Properties. Some properties which appear for sale on this web site may subsequently have sold or may no longer be available. Information is deemed reliable but is not guaranteed.
