See all 21 photos

Listed by:Coldwell Banker Evergreen • Debbie Draper

$850,000

Est. payment - /mo

Save

0.62 Acres Lot

Pending

6128 Capitol BLVD S Tumwater, WA 98501

Save

REQUEST A TOUR If you would like to see this home without being there in person, select the "Virtual Tour" option and your agent will contact you to discuss available opportunities.

In-PersonVirtual Tour

Ryan Born

ryan@born-realty.com +1(206) 498-0342

UPDATED:

Key Details

Property Type Commercial

Sub Type Commercial Industrial

Listing Status Pending

Purchase Type For Sale

Subdivision Tumwater

MLS Listing ID 2336617

Style 60 - Comm Bldg Und 10K

Year Built 1989

Lot Size 0.623 Acres

Property Sub-Type Commercial Industrial

Property Description

This 7200 sq ft office building in Tumwater is in great condition. A new roof, paint (inside and out),flooring (carpet and vinyl plank) and 3 HVAC systems were added in the Summer of 2023. It has several offices and larger rooms for all your office needs. The building has 3 separate entrances and could easily be divided into different suites. There is an abundance of parking to accommodate full occupancy.

Location

State WA

County Thurston

Area 443 - Tumwater

Interior

Flooring Vinyl Plank, Carpet

Fireplace false

Exterior

Exterior Feature Wood

Roof Type Composition

Building

Water Public

Others

Senior Community No

Acceptable Financing Cash Out, Conventional

Listing Terms Cash Out, Conventional

"Three Trees" icon indicates a listing provided courtesy of NWMLS.

Mortgage Calculator

/monthly

Breakdown

Mortgage values are calculated by Lofty and are for illustration purposes only, accuracy is not guaranteed.

WORK WITH US

Reach out to an expert real estate agent today. Dive into the world of luxury real estate with guidance from our devoted team. Your dream home is within reach.

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.