Hisco #:8281-110-33018
MFG #:8281-110

Item must be ordered in multiples of 1
The MG Chemicals 8281-110 Super Wipes are industrial, lint-free wipes, available in a convenient dispensing tub. These wipes are made with 100% non-woven polyester and will not tear during use. These highly durable wipes are excellent for absorbing liquids from surfaces and can be used with cleaning agents to remove fingerprints, oils, light greases, ink, grime, and flux residues from hard surfaces.8281 wipes are lint-free and will not build up static charges when rubbed along surfaces. These wipes are great for cleaning cables, components, connectors, contacts, keypads, office equipment, production equipment, smartphones, and stencils, and can be used in cleanroom settings.
MG Chemicals 8281-110 Features:- Wipe density: 80 GSM
- Lint-free and tear-resistant
- Brand: MG Chemicals
- Length: 8"
- Package Quantity: 110
- Type: Lint Free
- Width: 6"
- Wiper Material: Non-Woven Polyester
- Package Type: Dispensing Tub
- Wiper Size: 6" x 8"
Product Description
The MG Chemicals 8281-110 Super Wipes are industrial, lint-free wipes, available in a convenient dispensing tub. These wipes are made with 100% non-woven polyester and will not tear during use. These highly durable wipes are excellent for absorbing liquids from surfaces and can be used with cleaning agents to remove fingerprints, oils, light greases, ink, grime, and flux residues from hard surfaces.8281 wipes are lint-free and will not build up static charges when rubbed along surfaces. These wipes are great for cleaning cables, components, connectors, contacts, keypads, office equipment, production equipment, smartphones, and stencils, and can be used in cleanroom settings.
MG Chemicals 8281-110 Features:- Wipe density: 80 GSM
- Lint-free and tear-resistant
- Brand: MG Chemicals
- Length: 8"
- Package Quantity: 110
- Type: Lint Free
- Width: 6"
- Wiper Material: Non-Woven Polyester
- Package Type: Dispensing Tub
- Wiper Size: 6" x 8"
Technical Information
Additional Resources
Item must be ordered in multiples of 1