Company Logo
fill
fill
fill
Debbie Dodge
fill
(817) 379-3111
Mobile Phone:
(817) 223-9956
2debbiedodge@
gmail.com
fill
fill
fill
fill
fill
fill
fill
fill
SOLD
$337,000
Date 12/26/2023

4700 Blaney Avenue
North Richland Hills, TX 76180

Single Family, Ranch
Residence
3
Beds
2
Baths
1,715
Sqft
0.467
Lot Size
Courtesy: Madeline Riscky - Swingle & Co. Realty
**OFFERING $3,000 SELLER CONCESSIONS!** Welcome to this charming home nestled in North Richland Hills, boasting original hardwood floors and a unique collection of various colors, textures and tiles! A 2020 Chef's kitchen remodel elevated the space even more, adding double ovens, an oversized gas range and vent hood, granite countertops, and a farmhouse sink. You'll enjoy ample storage throughout the home, a large 600 sq ft garage, and a gorgeous sunroom, offering an additional quiet space for lounging and relaxing while enjoying the serene outdoor views! Conveniently located in a quiet, established neighborhood with quick and easy access to highways, public transport, shopping, dining, schools and more, this home has it all! Schedule your showing today and come see the magic for yourself!
20438721
Single Family, Ranch, Ranch, 1 Story
3
Tarrant
2 Full
1955
0.467 Acres
Public
1
Brick
Public Sewer
Loading...
Data Provided by Onboard
Walk Score measures the walkability of any address, Transit Score measures access to public transit on a scale of 1-100.

Walk Score

Transit Score

Courtesy: Madeline Riscky - Swingle & Co. Realty
NTREIS Multiple Listing Service
The data relating to real estate for sale on this web site comes in part from the Broker Reciprocity Program of the NTREIS Multiple Listing Service. Real estate listings held by brokerage firms other than this broker are marked with the Broker Reciprocity logo and detailed information about them includes the name of the listing brokers.
This content last refreshed on 4/29/2024 4:47 AM CST. 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.