Dakota 283

Closed
Call
Website
10047 Keystone Dr
Lake City, PA 16423
+1 (866) 595-4332
https://www.dakota283.com

Dakota 283 is a leading provider of premium pet protection and tailgate lifestyle products, specializing in high-quality kennels and accessories for dogs of all sizes. With a dedication to craftsmanship and innovation, Dakota 283 offers a range of products designed to enhance the travel experience for both pets and their owners.

From the popular G3 Series kennels to specialty options like the Original Kennebec and T1 Low Profile, Dakota 283's offerings are meticulously crafted and assembled in the USA to ensure unparalleled safety and convenience for furry companions on the go.

Generated from the website

Also at this address

Own this business?
See a problem?

You might also like

Tudor Hook- N - Nook

Tudor Hook- N - Nook

1
"Most knowledgeable shop in the area. They practice what they preach, " We don't sell B.S.". Been traveling to Erie for 10+ years and when I need advice, tackle, or hot lunch, this is the spot. I..."
photo of Justin K.
Elk Creek Sports Store, Inc.

Elk Creek Sports Store, Inc.

1
"Great selection of fishing gear and a knowledgeable owner who is happy to talk local fishing. Helped us to select lures and went above and beyond to help with a reel."

Pinhawk Golf Shop

Pinhawk Golf is a forward-thinking company that specializes in innovative golf equipment designed to meet the unique needs of golfers. With a strong emphasis on consistency and ease of play, their flagship product, the Single Length Irons, has garnered significant acclaim for enhancing the golfing experience. With nearly 25 years in the industry, Pinhawk Golf is committed to creating high-quality clubs that prioritize performance over frequent product releases. Their diverse range of products, including hybrids and putters, is tailored for golfers of all skill levels, ensuring greater control and enjoyment on the course. Generated from the website
United States›Pennsylvania›Lake City›Dakota 283

Partial Data by Foursquare.