Get a $50 Gift Card to Trav's Outfitter when you purchase any Danner or LaCrosse footwear! Valid in store or online through November 8th. Limit one per person. Not available on Trav's Boot Truck.

'Keen Utility' Women's Flint II EH Steel Toe - Magnet / Rose
'Keen Utility' Women's Flint II EH Steel Toe - Magnet / Rose
'Keen Utility' Women's Flint II EH Steel Toe - Magnet / Rose
'Keen Utility' Women's Flint II EH Steel Toe - Magnet / Rose
'Keen Utility' Women's Flint II EH Steel Toe - Magnet / Rose
'Keen Utility' Women's Flint II EH Steel Toe - Magnet / Rose
'Keen Utility' Women's Flint II EH Steel Toe - Magnet / Rose

'Keen Utility' Women's Flint II EH Steel Toe - Magnet / Rose

Keen Utility

Regular price $159.99 Sale

+ _

Everyone's favorite Keen Utility work shoe just got a whole lot better with the innovative KEEN,ReGEN cushioning midsole and a more slip-resistant *siped outsole. This hiking-inspired steel toe work shoe is definitely worth a try-on at Trav's.  

  • 1023232
  • Left and right asymmetrical steel toes offering maximum comfort and unobtrusive fit
  • Built on a women's specific footwear last for improved fit and comfortability
  • Oil- and slip-resistant non-marking rubber outsole
  • Electrical hazard (EH) rated - providing a secondary source of protection in case of accidental contact with live electrical circuits
  • Siped outsole disperses liquids quickly for increased traction
  • Water Resistant Leather/Mesh Upper
  • Mesh & Moisture-Wicking Textile Lining
  • Reflective webbing for additional safety and visibility
  • External Stability Shank (ESS) for midfoot support
  • ReGEN: A lightweight, compression-resisting midsole providing 50% more energy return than standard EVA foam
  • Shellback heel support
  • Removable metatomical PU footbed
  • Meets ASTM F1677-96 MARK II Non-Slip Testing Standards
  • Meets ASTM F2412-17 and F2413-17 F I/75 C/75 EH Standards
  • Meets ASTM F2913-17 SATRA Non-Slip Testing Standards

* Siping is a process of cutting thin slits across a rubber surface to improve traction.