![id=[49215220449595, 50337663680827, 51356362342715]](http://hownot2.com/cdn/shop/files/Quick-Line7.8.webp?v=1787701083&width=2000)
![id=[51361561575739, 51361561608507, 51361561641275]](http://hownot2.com/cdn/shop/files/Quick-Line7.6-V2.webp?v=1787701074&width=2000)
![id=[49215220449595, 50337663680827, 51356362342715]](http://hownot2.com/cdn/shop/files/CE4Y_Quick_Line_V1.png?v=1792692756&width=3024)
![id=[51361561575739, 51361561608507, 51361561641275]](http://hownot2.com/cdn/shop/files/CE4Y_Quick_Line_v2.png?v=1792692756&width=3024)



Quick-Line 7.6 mm
Tier benefits:
Tier benefits:
Free US shipping over $69.
1 Point for $1 spent on full price sport items
Description & Tech Specs
A hyper static, very durable 7.6 mm rope.
The sheath’s highly cut- and abrasion-resistant fibers combine with a lightweight UHMPE & Polypropylene core for a strong, light rope.
- Orange: Aramid & Polyester sheath, 36 g/m
- Tan: Aramid with UV protection & UHMPE sheath, 34 g/m
Ultra light and ideal for long trips and expeditions, this rope has already proven itself on big expeditions in New Zealand, the Himalayas, India, La Réunion, Costa Rica, Brazil, Switzerland, Italy, and more.
A thick, tightly braided sheath of very durable fibers makes it exceptionally long-lasting.
Despite the thin diameter, it is not a fast rope and works with standard descenders. When rappelling, it feels more like a 9 mm rope.
A hyper static rope has minimal elasticity! It cannot absorb the energy of a heavy fall!
Rope Shrinkage:
During use, the rope will shrink due to fiber and construction shrinkage, so expect a length reduction. These ropes shrink less than most, but there is no standardized test for in-use shrinkage, and the amount will vary with how the rope is used. Expect up to 8% length reduction over time.
Swiss Made:
Proudly produced and developed in Switzerland by a certified manufacturer for personal protective equipment.

![id=[49215220449595, 50337663680827, 51356362342715]](http://hownot2.com/cdn/shop/files/Quick-Line7.8.webp?v=1787701083&width=2000)