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Product UPC # Size* Total Adhesion Tensile Elon- Rolls/
000- Thickness oz/in. Strength gation Case
48011- mils (mm) width lbs./in. at Break
(N/100 mm) (N/100 mm) width %
203 58068-5 12 mm 5.2 (0.13) 35 (37) 20 (350) 9 72
Bulk 58035-8 18 mm 5.2 (0.13) 35 (37) 20 (350) 9 48
58036-4 24 mm 5.2 (0.13) 35 (37) 20 (350) 9 36
58037-1 36 mm 5.2 (0.13) 35 (37) 20 (350) 9 24
58038-8 48 mm 5.2 (0.13) 35 (37) 20 (350) 9 24
58039-5 72 mm 5.2 (0.13) 35 (37) 20 (350) 9 12
58040-1 96 mm 5.2 (0.13) 35 (37) 20 (350) 9 8
203 58499-7 18 mm 5.2 (0.13) 35 (37) 20 (350) 9 48
Individual 58452-2 24 mm 5.2 (0.13) 35 (37) 20 (350) 9 36
Wrap 58453-9 36 mm 5.2 (0.13) 35 (37) 20 (350) 9 24
58454-6 48 mm 5.2 (0.13) 35 (37) 20 (350) 9 24
*All rolls are 55 m long
Unwinds easily,
conforms, and
tears by hand
Tight seal around
curves and corners
A. PRODUCT USE: All statements, technical information and recommendations contained in this document are based upon tests or experience
that 3M believes are reliable. However, many factors beyond 3M’s control can affect the use and performance of a 3M product in a particular
application, including the conditions under which the product is used and the time and environmental conditions in which the product is expected
to perform. Since these factors are uniquely within the user’s knowledge and control, it is essential that the user evaluate the 3M product to
determine whether it is fit for a particular purpose and suitable for the user’s method of application.
B. WARRANTY AND LIMITED REMEDY: Unless stated otherwise in 3M’s product literature, packaging inserts or product packaging for
individual products, 3M warrants that each 3M product meets the applicable specifications at the time 3M ships the product. Individual products
may have additional or different warranties as stated on product literature, package inserts or product packages. 3M MAKES NO OTHER
WARRANTIES, EXPRESS OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, ANY IMPLIED WARRANTY OF MERCHANTABILITY
OR FITNESS FOR A PARTICULAR PURPOSE OR ANY IMPLIED WARRANTY ARISING OUT OF A COURSE OF DEALING, CUSTOM
OR USAGE OF TRADE. User is responsible for determining whether the 3M product is fit for a particular purpose and suitable for user’s application.
If the 3M product is defective within the warranty period, your exclusive remedy and 3M’s and seller’s sole obligation will be, at 3M’s option, to
replace the product or refund the purchase price.
C. LIMITATION OF LIABILITY: Except where prohibited by law, 3M and seller will not be liable for any loss or damage arising from the
3M product, whether direct, indirect, special, incidental or consequential, regardless of the legal theory asserted, including warranty, contract,
negligence or strict liability.
© 2006, 3M. All rights reserved. 70-0709-5381-8
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Industrial Business
Industrial Adhesives and Tapes Division
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St. Paul, MN 55144-1000
1 800 362 3550
www.3M.com/masking
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