CMC SL Anchor Strap (201052-XX)
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Our SL Anchor Straps feature latex-coated polyester web and forged steel D-rings individually proof-loaded and sized for easy Choker (Girth Hitch) Configuration. Lightweight and compact, the SL model is easy to pack, carry, and deploy. It is classified to NFPA General Use for Basket (U), Choker (Girth Hitch) and End-to-End, providing a high breaking strength to withstand heavy loads on the system. Compared to nylon, the polyester webbing is more resistant to UV and water, and has less elongation. The webbing also stands out due to its bright red color, selected for high visibility, and its contrasting gray stitching, which aids inspection.
Supple and pliable, the SL Variable Anchor Strap bends easily around structures and feeds smoothly through metal grating. It combines NFPA General Use strength with a compact, smooth-handling design that excels in challenging conditions. Consider pairing the SL models with CMC’s Anchor Sleeves and Edge Guards for increased versatility, durability, and lifetime performance.
Note: We recommend using a Delta Quick Link connector (part #382121) to prevent possible tri-axial loading of a carabiner when used in a basket configuration.
Features:
Steel D-Rings sized to pass through one another for easy Choker (Girth Hitch)
Single-layer design is compact and lightweight – easy to pack, carry, and deploy
Proof-loaded steel hardware and weather-resistant polyester webbing
Polyester is more resistant to UV and water, and has less elongation than nylon
Supple and pliable – bends easily around structures and metal grating
Bright red for high visibility with contrasting gray stitching to aid inspection
Combines with anchor sleeves and edge guards to add versatility & durability
Classified to NFPA General Use for Basket (U), Choker (Girth Hitch) and End-to-End
Made in the USA
Strength Specifications for All Sizes:
Basket (U) Configuration: 69.7 kN (15,669 lbf)
Choker (Girth Hitch) Configuration: 33.9 kN (7,621 lbf)
End-to-End Configuration: 33.1 kN (7,441 lbf)
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)