Hisco #:88843-28394
MFG #:88843
$
Manufacturer Lead Time When Not In Stock: 8 days
Minimum Order QTY: 1
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1
The Kimtech 88843 A5 cleanroom coverall is a high value combination of quality and comfort.
The Kimtech 88843 Features:- Cloth-like comfort is delivered by the SMS material that goes into the kimtech pure A5 coverall patented reflex design is 7.5 times more rip-resistant than ANSI minimums
- Mandarin collar, comes up higher on the neck for added protection
- Brand: KIMTECH®
- Product Type: Coverall
- Size: Medium
- Closure Type: Snap
- Material: SMS Fabric
- Color: White
- Primary Color: White
- Applications: Compounding, Mixing, Filling, Cleaning
- Standards Met: ISO 5-8
- Package Quantity: 1UN
- Package Quantity1: 25UN/CA
Recyclable through the Kimberly-Clark Professional RightCycle Program, which turns used KC nitrile and latex gloves, apparel and eyewear into raw materials for eco-friendly consumer products.
Product Description
Technical Information
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Product Description
The Kimtech 88843 A5 cleanroom coverall is a high value combination of quality and comfort.
The Kimtech 88843 Features:- Cloth-like comfort is delivered by the SMS material that goes into the kimtech pure A5 coverall patented reflex design is 7.5 times more rip-resistant than ANSI minimums
- Mandarin collar, comes up higher on the neck for added protection
- Brand: KIMTECH®
- Product Type: Coverall
- Size: Medium
- Closure Type: Snap
- Material: SMS Fabric
- Color: White
- Primary Color: White
- Applications: Compounding, Mixing, Filling, Cleaning
- Standards Met: ISO 5-8
- Package Quantity: 1UN
- Package Quantity1: 25UN/CA
Recyclable through the Kimberly-Clark Professional RightCycle Program, which turns used KC nitrile and latex gloves, apparel and eyewear into raw materials for eco-friendly consumer products.
Technical Information
Brand: Kimtech
Country Of Origin: CN
UPC Code: 10036000888437
$
Minimum Order QTY: 1
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1