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Typical Properties
Substrate Type
Coating Medium
Coated Weight (pounds/sq.yard)
(nominal) (grams/sq.meter)
Overall Thickness (inches)
(nominal) (mm)
Operating Temperature (continuous)
Tensile Strength(warp/fill) / (pounds/inch of width)
(nominal) (mm)
Window Opening Size / (inches)
(nominal) (mm)
Opening Area (inches)
(average) (mm)
136 Coonbrook Road • P.O. Box 69
Petersburgh, New York 12138
Telephone: (800) 833-1805 / (518) 658-3202
Fax: (518) 658-3186 www.4taconic.com
The data herein is based on the authoritative testing of several lot numbers. This information is intended for comparison
purposes only, each lot number will vary from the published data.