Petzl
Djinn Bent Gate Carabiner
FINAL SALE
The DJINN is specially designed for climbers looking for a more durable carabiner.
<p><strong>Petzl Djinn Bent Gate Carabiner </strong>- <span>The DJINN is specially designed for climbers looking for a more durable carabiner. It has a wide rope contact zone to limit rope drag and provide greater durability for both carabiner and rope. The design of the bent gate allows the rope to be clipped efficiently. The Keylock system prevents the carabiner from snagging when clipping and unclipping.</span></p>
<p><strong>Features</strong></p>
<p>Reliable and durable carabiner:<br />- very reliable gate mechanism<br />- wider rope and anchor contact surfaces for better rope glide and reduced wear on the carabiner<br />- H-shaped cross-section offers an optimized strength/weight ratio</p>
<p>Easier to use for clipping and unclipping:<br />- large gate opening makes the carabiner easy to use <br />- Keylock system designed to reduce the chance of snagging when clipping and unclipping <br />- larger frame size is easier to grab</p>
<p><img 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" 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Free shipping on orders over $99 (oversize charges may apply) - Learn More
Fast and easy returns (no returns for final sale or heavily discounted items) - Learn more
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Premium gear is our promise
We were established almost 75 years ago by John Monod, a Swiss mountain guide and ski instructor. Quality outdoor gear is what our brand was built upon since 1949. Learn more.
Frequently Asked Questions
Have more questions? See all FAQ's
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Absolutely! We offer fast & easy returns on most products.
Exceptions include products 30% off or more, climbing gear, underwear & more.
Read our return policy here.
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All orders over $99 will qualify for free standard shipping within Canada.*
International shipping charges will apply for all non Canadian orders.
Oversize charges apply to larger items.
*See all shipping information here.
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Standard shipping estimates are as follows:
Alberta and British Columbia: 2-4 business days
Saskatchewan and Manitoba: 3 - 4 business days
All other provinces and territories: 5 - 9 business days