
Polypropylene Shoe Cover with Conductive Strip and Skid Resistant Bottom, Extra-Large, 100 per Bag, 300 per Case
Hisco #:SC1207C-XL-52162
MFG #:SC1207C-XL
Item must be ordered in multiples of 1
| Quantity | Price | Save |
|---|---|---|
| 1 | 115.67 | |
| 3 | 110.04 | Save |
The Transforming Technologies SC1207C-XL disposable anti-skid ESD shoe covers are made from two pieces of heavyweight, non-linting, non-woven spun-bond polypropylene and work well as a stand alone shoe cover or when worn inside laundered boot covers. Perfect for controlling contamination in controlled environments that are concerned with static control and ESD damage.
This shoe cover has stitched seams, sprayed latex anti-skid treads on the bottom for safety, and a 19.6” long conductive ribbon stitched on a solid seam to provide ESD grounding. The shoe covers are lightweight, strong, and durable and feature an elastic opening that fits most regular shoe styles. A non-skid coated soles provide better traction and improved safety.
- Packed 100 pieces per bag and 10 Bags per case
- Meets the requirements in ANSI/ESD S2020, per the ANSI/ESD STM9.1 test
Product Description
The Transforming Technologies SC1207C-XL disposable anti-skid ESD shoe covers are made from two pieces of heavyweight, non-linting, non-woven spun-bond polypropylene and work well as a stand alone shoe cover or when worn inside laundered boot covers. Perfect for controlling contamination in controlled environments that are concerned with static control and ESD damage.
This shoe cover has stitched seams, sprayed latex anti-skid treads on the bottom for safety, and a 19.6” long conductive ribbon stitched on a solid seam to provide ESD grounding. The shoe covers are lightweight, strong, and durable and feature an elastic opening that fits most regular shoe styles. A non-skid coated soles provide better traction and improved safety.
- Packed 100 pieces per bag and 10 Bags per case
- Meets the requirements in ANSI/ESD S2020, per the ANSI/ESD STM9.1 test
Technical Information
Item must be ordered in multiples of 1

