5401 Bunting Road, Springfield, IL 62711 | MLS CA1018317 | Listing Information | Vylla Home
skip to main content
SOLD
$290,000
Date 01/31/2023

5401 Bunting Road
Springfield, IL 62711

Single Family, Ranch
Residential
3
Beds
2
Baths
+
1 Half
3,053
Sq. Ft.
N/A
Acre Lot
Courtesy: The Real Estate Group, Inc.
Vylla Home> Illinois> Springfield> 62711
Beautiful ranch in a desirable west end location and the New Berlin School District. Deerfield subdivision is on the outskirts of the hustle and bustle but a close commute to any side of town & interstate access. The gorgeous brickfront curb appeal welcomes you on a quiet cul de sac street with darling landscapes & perfectly manicured lawn. Inside an open concept layout offers formal dining & large living spaces with 3 bedrooms on the main floor including fully equipped master suite with huge en suite bath offering dual vanity & oversized walk in closet. You'll love the chef's dream kitchen boasting ample cabinetry & counterspace with trendy backsplash & fixtures. The basement is your fabulous entertaining area; equipped with both family & rec rooms each with an open concept & room to spread out. You'll enjoy a corner bar in the rec room & convenient half bath as well. Outside a darling patio overlooks a gorgeous privacy fenced backyard great for outdoor hosting. Perfectly located GEM!
CA1018317
Residential - Single Family, Ranch, Ranch, 1 Story
3
2 Full/1 Half
2003
Sangamon
Public Sewer, Public
1
Brick,Vinyl siding
Loading...
Data Provided by ATTOM Data Solutions
The scores below measure the walkability of the address, access to public transit of the area and the convenience of using a bike on a scale of 1-100

Walk Score

Transit Score

Bike Score

Data Provided by Walk Score®
Loading...
Data Provided by ATTOM Data Solutions
Courtesy: The Real Estate Group, Inc.
Copyright 2020 RMLS Alliance, LLC
This content last refreshed on 4/26/2024 1:44 PM 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.