CMC CAPTO Rope Grab (336011-XX)
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CAPTO is an intuitive device that combines a multi-functional rope grab, high-efficiency pulley, and integrated becket for easy hauling and ascending. Built around an innovative V-groove Cam, CAPTO is designed to handle rescue loads while providing force-limiting overload protection. CAPTO is available in gray for 10.5-11 mm (7/16 in) rope and red for 12.5-13 mm (1/2 in) rope. Both models are certified to NFPA General Use and the 11 mm CAPTO is also certified to EN 12841:2006/B (200 kg – two-person rescue load rating), EN 567:2013, and EN 12278:2007 (36 kN).
Compact, versatile, and easy to use, CAPTO is well-suited to a multitude of technical applications in personal and team-based systems for rescue and rope access. It replaces multiple devices in one, streamlining training and operations. Through its combination of features and built-in force-limiting capabilities, CAPTO provides technicians with a greater degree of safety and efficiency for hauling and ascending.
Additional Details:
CAPTO installs quickly and easily on tensioned and un-tensioned lines, and is designed to be used one-handed. The double-action side plate protects against accidental opening and moves the cam out of the rope path to facilitate rigging. Both the rope grab and pulley are immediately accessible, making it possible to build a 3:1 haul system in a single motion without using knots, hitches, or additional equipment. Compared to a traditional 3:1 involving a G-Rated rope grab, pulley, and carabiner; CAPTO is faster to install, lighter weight, and half the length. Its compact size maximizes the haul field and reduces the number of resets. Adding more mechanical advantage is simple and straightforward. CAPTO smoothly progresses from a 3:1 to a 5:1, and works well in combination with piggy back systems and additional CAPTOs.
CAPTO components are adequately spaced to prevent ropes from rubbing against each other. The pulley is highly efficient (91% raising efficiency with 11mm rope) and made for long-lasting durability. The becket is integrated directly into the pulley to promote clean rigging and efficient hauling and ascending. As an independent attachment point, the becket is ideal for attaching mechanical advantage components, lanyards, foot loops, and retention systems to prevent dropping the device. CAPTO also has a hollow cam axle (3.9 mm diameter) for installing an accessory loop to support remote resets and device stowage. CMC offers a CAPTO Soft Shackle accessory that is strong, durable, and specifically sized for this purpose (sold separately).
A key feature of the CAPTO is its force-limiting V-groove Cam. The V-Groove Cam is designed to safely dissipate energy in overload situations to protect the rope system. When a load-limiting event occurs, the V-groove Cam will reliably slip to alert the haul team of an issue. Upon inspection and identification of the cause, operations should be able to resume if deemed appropriate. The V-groove Cam is also gentle on rope, making it ideal for hauling heavy loads, taking up slack, or repeatedly ascending and downclimbing. The V-groove Cam can be held open by pushing on the thumb grip, making it easy to collapse haul systems and adjust position. It runs along the rope with minimal friction, allowing CAPTO to travel down towards the load in vertical environments. Watch the Meet the CAPTO video for more information.
Features:
Combines a rope grab, pulley, and becket in a compact device for hauling & ascending.
Incorporates a force-limiting V-groove Cam designed to provide overload protection.
Installs quickly on tensioned and un-tensioned lines, no need for knots or hitches.
Opens one-handed and gives simultaneous access to components for rapid rigging.
Builds efficient M/A systems and smoothly progresses from a 3:1 to a 5:1 M/A.
Releases and resets easily, even after high loading, making it ideal for rescues.
Travels down rope in vertical systems, resetting and maximizing the haul field.
Allows installation of an accessory loop for remote resets and device stowage.
Provides an integrated becket for M/A components, lanyards, and foot loops.
Works well in combination with piggy back systems and additional CAPTOs.
Replaces multiple devices in one, streamlining training and operations.
Patented. Made in the USA.
Components:
Multi-functional rope grab with a force-limiting V-groove Cam
High-efficiency, 44.5 mm (1.75 in) diameter sheave pulley
Integrated becket independent from rope loading / unloading
Moving sideplate with double-action release button
Hollow cam axle for accessory loop installation
Ridged Cam Grip for one-handed device positioning
CAPTO 11 mm Grey
CAPTO 13 mm Red
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)