Ziptrak® Interior track guided blinds provide superior insulation and sun protection. Designed specifically to enhance your indoor comfort and style, our patented tracks lock the fabric on both sides of the blind, which closes all gaps to provide maximum insulation, thus reducing any heat gain or loss. Ziptrak® Interior Blinds are perfect for: Residential bedrooms, […]
Outdoor blinds are a great addition to your outdoor living space, allowing you to enjoy entertaining family and friends without having to worry about the weather. Custom made outdoor blinds will be the best choice for your home or business, as they are measured, cut and installed to your exact specifications. If you’re blinds […]
Ziptrak® was proud to exhibit at the The Blind Manufacturers’ Association of Australia (BMAA) and the Specialised Textiles Association (STA) “Super Expo” from 5-7 June 2013. This exhibition is an important trade event to connect with other industry professionals and discuss topics effecting the industry. There was a great deal of interest in Ziptrak® products […]
Ziptrak® is now available in Europe, due to our distribution partnership with Azur Engineering Company. Azur is cornering the European market for outdoor blinds with the innovative and robust Ziptrak® system. European retailers and fabricators are invited to contact Azur directly in order to discuss becoming a Ziptrak® dealer.
Ziptrak® is thrilled to release the new Centre Lock Release mechanism for outdoor blinds. We found customers preferred not to reach down to both the left and right sides of the blind system in order to unlock the bottom bar. Now, with one simple movement, you can unlock both sides simultaneously from the centre. Yet […]
R+T is the leading world trade fair for roller shutters, doors/gates and sun protection systems. Ziptrak® was excited to represent Australia with product the receives international attention; the Australian invented and designed Ziptrak® track guided blind system. The organisers note: “All international companies of any standing are represented here. At R+T you will find everything […]
