Type
Unilateral
Bilateral handle
Weight
13.61 Kg (30.00 lbs)
22.68 Kg (50.00 lbs)
31.75 Kg (70.00 lbs)
Options
This combination does not exist.
Request Price
Add to wishlist
Non Exchangeable
Non Refundable
Unilateral exercise pulley
Unilateral exercise pulley with weights starting at 1.25 lbs (0.56 kg) provides a 1:1 weight-to-resistance ratio. Bilateral Handle Pulley offer the ability to work bilaterally using a single weight stack. Bilateral handle design reduces resistance by 50% per weight increment (2:1 weight-to-resistance ratio). Includes a standard handle with foam.
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