Choice® Edge 9″ x 9″, Cleanroom Laundered Wipe, 14 Packages per Case
Hisco #:CHKE0914P-6509
MFG #:CHKE09.14
Available to Order - 0 on Hand
Manufacturer Estimated Lead Time When Not In Stock: 10 days
Minimum Order QTY: 1
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1
The Berkshire CHKE09.14 is a 9 x 9", white 100% continuous filament knit polyester wipe. The sealed edge wipe is great for a wide variety of cleaning applications including stencil and other print roll cleaning, cleaning of medical devices, applying and removing cleaning and disinfecting solutions, and much more.
Berkshire CHKE09.14 Features:- Brand: Choice®
- Product Type: Wipe
- Material: Polyester
- Color: White
- Primary Color: White
- Length: 9in
- Width: 9in
- Applications: ISO Class 3-5 Environments, Stencil and Other Print Roll Cleaning, Cleaning of Medical Device Products, Applying and Removing Cleaning and Disinfecting Solutions, Removal of Tough Residues in Critical Cleaning
- Package Quantity: 100SH/PK
- Package Quantity1: 14PK/CA
Product Description
Technical Information
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Product Description
The Berkshire CHKE09.14 is a 9 x 9", white 100% continuous filament knit polyester wipe. The sealed edge wipe is great for a wide variety of cleaning applications including stencil and other print roll cleaning, cleaning of medical devices, applying and removing cleaning and disinfecting solutions, and much more.
Berkshire CHKE09.14 Features:- Brand: Choice®
- Product Type: Wipe
- Material: Polyester
- Color: White
- Primary Color: White
- Length: 9in
- Width: 9in
- Applications: ISO Class 3-5 Environments, Stencil and Other Print Roll Cleaning, Cleaning of Medical Device Products, Applying and Removing Cleaning and Disinfecting Solutions, Removal of Tough Residues in Critical Cleaning
- Package Quantity: 100SH/PK
- Package Quantity1: 14PK/CA
Technical Information
Brand: Berkshire
Weight: 25
Country Of Origin: KR
Harmonized Code: 6307.10.2030
UPC Code: 00811168025619
Available to Order - 0 on Hand
Minimum Order QTY: 1
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1