fbpx

$595,000
2 bed
1 bath
1,251 Sqft

1806 Cole Ave 4A, Walnut Creek, California 94596

  • Residential Property Type
  • 43 Days Time on market
  • $476 Price per sqft
  • 1972 Year Built
Property Description

Welcome to your dream condo in the heart of downtown Walnut Creek! This stunning unit boasts a prime location within walking distance to BART, making your commute a breeze. Enjoy the vibrant lifestyle with incredible restaurants and shopping just steps away. Inside, you’ll find a beautifully remodeled kitchen that is sure to impress with sleek new cabinets, granite countertops and new appliances. The entire unit features new flooring and fresh paint, creating a bright and inviting atmosphere. Relax in the cozy living room by the fireplace or step out onto the balcony to enjoy the fresh air. Generous bonus area outside the upstairs bedrooms offers space for creative use. New windows just installed by HOA! The community pool is great for relaxing on hot weekends and the laundry facility is conveniently close! Don’t miss this opportunity to own a piece of downtown Walnut Creek. Schedule your tour today and experience all this exceptional condo has to offer!

Basic Details
Residential
Buy
41068637
$595,000
2
1
1
1,251 Sqft
1972
Active
Condominium
Condos/Co-ops
Features
: Association, In Ground
: Forced Air
: Central Air
: Pool, Trash, Clubhouse, Maintenance Grounds, Water, Gas
0
$0
: Shingle
: Other
Address
CA
Contra Costa
Walnut Creek
94596
1806 Cole Ave 4A
1806
0
E0° 0' 0''
N0° 0' 0''
Additional Information
43
1
2
2
: Two
1
0
1
0 Sqft
0 Sqft
0 Sqft
0 Sqft
0 Sqft
56
0 Sqft
1784500298
$0
Monthly
$412
$0
$0
1
$0
$0
0 Sqft
0 Sqft
$0
1
02/08/2024 14:28:37
$600,000
Cash,Conventional
N. California To Cole Cross Street: N. California.
Keller Williams Realty
Ronni Collmer
CCBE-CCKELW
CCBE-159503951
$0
: Stucco, Wood Siding
27
: Carpet, Vinyl, Laminate
1
: Cul-de-sac
1
DOWNTOWN W.CREEK
yes
1
4A
US-06013-N-1784500298-R-N
Condominium
12/08/2024 13:36:40
Cole Ave
Mortgage Calculator
$
$ %
years
%
$ %per year
$ %per year

$