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Emergency Release Kit (Keyed Garage Door Lock)

Product Description
$18.99
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When the power goes out or you forget your remote, you don't want to get stuck outside. This keyed emergency release garage door lock is perfect for those situations. A garage door emergency release lock is a necessity, especially if the garage door is the only entrance to your garage. 

  • This garage door emergency release lock is universally compatible with all brands of garage door openers
  • Quick installation and easy to use, it attaches through the top of the garage door and allows you to release the garage door opener manually with a key
  • Two keys are included 
  • The garage door lock will still allow the garage door opener to work with no issues
  • Perfect for garages that do not have other access doors

  California Residents: Proposition 65 WARNING

Sku: 37374R

 PDF Installation Instructions for the GER-R Genie Emergency Release Kit 

EMERGENCY RELEASE KIT MODEL GER-R INSTALLATION 

WARNING: To prevent serious injury or death Disconnect power to garage door opener before performing this installation.

Operation Information:

The Emergency Release Kit is designed to provide access to your garage from the outside in the event of an electrical power failure and no other means of entry is available. The Emergency Release Kit is designed for use with standard-type garage doors and garage door openers. If any modifications were required to your garage door(s) or garage door opener(s) at the time of installation, the length of cable supplied may not be adequate and additional cable will have to be purchased locally. Genie Brand production model openers are shown for illustration purposes and may not depict your type of opener connection point. Inspect your particular model and brand of the opener before performing this installation to ensure that this product will safely operate your release system.

Determine Door Type:

SECTIONAL DOORS
The lock assembly is generally installed in the top door section directly beneath the door opener carriage release mechanism.
ONE-PIECE DOORS
The lock assembly must be installed approximately midway between the top and bottom of the garage door and directly beneath the door opener carriage release mechanism.

INSTALLATION:

1. Drill a 3/16” pilot hole through the garage door where you plan to position the center of the lock assembly.

2. At this pilot hole, drill a 3/4” hole about half way through the door–follow this by drilling a 3/4” hole from the inside of the door to finish the hole completely through the door. (This procedure eliminates any chipping on wooden doors.)

3. Insert the lock assembly and use it as a template for determining the location of the mounting bolt holes.

4. Drill 3/16” holes through the door at these two points.

5. Insert bolts and apply flat washers and nuts and tighten securely.

6. Feed cable and hook through the uppermost hole in the door arm. (Belt & Chain Channel models only)

7. Feed “S” hook into hole in carriage release that the Emergency Release Cord is attached.

8. Crimp “S” hook with pliers to secure. Do not crush plastic release handle.
* Tube rail models require a modification to the carriage release mechanism. See owners manual for required changes.

Genie Emergency Release Keyed Garage Lock Installation Instructions

GER-R Garage Door Emergency Release Kit Keyed Lock Installation Instructions

Genie GER-R Garage Door Emergency Release Kit Installation Instructions

 

USING THE EMERGENCY RELEASE KIT:


1. Insert the key, turn it 1/2 turn and remove the entire inside lock assembly. This allows access to the cable, which is connected to the carriage release device on your door opener.

2. Pull out on cable/cylinder to disengage the carriage release allowing manual operation of the garage door.

3. Replace the cable and lock assembly after disconnecting the carriage by inserting it into the housing and turning the key 1/2 turn to the locked position and remove the key.

4. Manually open the door.

5. Reconnect the door opener carriage release device as per manufacturer’s instructions.

 

QUESTIONS & ANSWERS

Ask a Question
  • How will it work for Genie Chainlift 800 model? The reason I am asking because the manual release in this model works when it is pulled away from the door (towards the motor).

    This will work for the Chainlift 800 model garage door opener. If you view page 21 of this owner's manual, it will show you how to hook this keyed release up. (Image from the manual is below) 

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

  • Are the keys unique to each unit?

    Yes, they are.

  • Are replacement keys available. New house, old owners lost it. Lost power to garage, need to get electrical tools to fix the problem but, can't get in.

    No, we do not have replacement keys. You would need to contact a locksmith or replace the Emergency release kit with a new one.

  • will this kit work on a 2022 model opener

    Yes, it will.

  • How long is the cable?

    It is 36 Inches including the hook.

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