CMC Sewn-Loop Prusiks (293083-XX)
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Years of development, testing and fine tuning has made our Prusik cord a preferred choice by rescue schools, agencies and rescuers alike. Our Sewn-Loop Prusiks offer unmatched performance—with strength equivalent to a tied Prusik loop, just without the cumbersome knot. The factory-sewn SecureStitchTM is covered with durable clear shrink tubing that allows regular inspection and helps protect the stitching for longer life. These loops are produced with our 8mm Prusik cord.
WARNING: Removal of protective shrink tubing is not advised. This feature protects the stitching and label from premature wear. Removal could jeopardize user safety and product conformance to applicable standards.
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)