Apron, PVC, Adjustable, 18 mil, 48 in Ties, 33 in x 44 in, Green, 12 peR dozen
Hisco #:10328189
MFG #:950104
Our Price: $151.70 Dozen
Available to Order - 0 on Hand
Manufacturer Estimated Lead Time When Not In Stock: 14 days
Minimum Order QTY: 1 Dozen
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1
| Quantity | Price | Save |
|---|---|---|
| 1 | 151.70 | |
| 3 | 145.97 | Save |
The AlphaTec 950104 features:
- Designed with flexible 18 mil die-cut PVC fabric, the AlphaTec™ 56-102 apron offers chemical splash protection, resisting various acids and bases, as well as oils, grease, punctures, and abrasion
- Made with sealed grommets and 48-inch ties, this protective apron is easily adjustable, enabling wearers to find the most comfortable fit for them
- Thanks to its vinyl construction, this PVC apron also remains durable, despite sustained wear
Recommended for:
- Storing and transportation
- Transferring liquids
- Packing of fillets and ground meat
- Plant disinfection and sanitization
- Equipment maintenance and repair
- Canning
- Bottling
Product Description
Technical Information
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Product Description
The AlphaTec 950104 features:
- Designed with flexible 18 mil die-cut PVC fabric, the AlphaTec™ 56-102 apron offers chemical splash protection, resisting various acids and bases, as well as oils, grease, punctures, and abrasion
- Made with sealed grommets and 48-inch ties, this protective apron is easily adjustable, enabling wearers to find the most comfortable fit for them
- Thanks to its vinyl construction, this PVC apron also remains durable, despite sustained wear
Recommended for:
- Storing and transportation
- Transferring liquids
- Packing of fillets and ground meat
- Plant disinfection and sanitization
- Equipment maintenance and repair
- Canning
- Bottling
Technical Information
Brand: AlphaTec
Weight: 0.3
Country Of Origin: CN
Harmonized Code: 6210.50.0300
UPC Code: 76490010700
Our Price: $151.70 Dozen
Available to Order - 0 on Hand
Minimum Order QTY: 1 Dozen
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1