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This genuine LiftMaster® 41C4220A heavy duty gear and 8 tooth sprocket assembly works with most Sears Craftsman, Chamberlain, or LiftMaster® chain drive electric garage door openers manufactured from 1984 to present and comes complete with the following: 8 tooth chain sprocket & shaft, with main drive gear attached, spring and thrust washer, replacement bronze bushings, stop collar & set screws, retaining ring, bearing plate, 2 roll pins, worm gear, helical gear with retainer, grease and instructions. This is a genuine LiftMaster OEM part.
![](/data:image/png;base64,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)
Drive Gear Bore Size: 1/2"
Drive Gear Outside Diameter: 2 3/4"
Drive Gear Number of Teeth: 32
**Please note that the 3 holes in the top bearing plate are not intended to have threads tapped. You will need to re-use the 3 self tapping screws from your old gear to cut the new threads.
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Features
This Genuine LiftMaster®/Sears Craftsman/Chamberlain OEM heavy duty gear and sprocket assembly is the preferred and most economical way to fix your garage door opener. It quickly replaces all of the common wear parts in the opener drive system. This replacement gear and sprocket assembly is for ALL 1984-current garage door chain operated openers. Repair gear sets for openers made before 1984 are no longer available.
This is a DIY project that can be done in an afternoon and save you a couple hundred dollars over a new opener. Click here to read our How To Article with pictures and step-by-step instructions how to replace your garage door opener mail drive gear/sprocket.
Compatible with ALL fail safe units from LiftMaster®, Chamberlain, Sears Craftsman, Master Mechanic and Wayne Dalton.
Specifically compatible with the following LiftMaster® garage door opener LM models:
**Please Note; your model # does NOT begin with 41Axxxx, that is the p/n for the motor control board, please check the opposite end of the opener under the light cover.
1040, 1045,1050, 1055, 1060, 100WD, 200WD, 300 WD, 1140, 1145, 1150, 1155, 1160, 110WD, 210WD, 310WD, 1240, 1245, , 1250, 1255, 1256, 1260, 1260LK, 1245LK, 215WD, 220ED, 315WD, 320WD, 1240R, 1245R, 1255R, 1265, 985, 2265, 2565, 2245, 2255, 140, 150, 240, 350, 450, 550, 700WHC, 1000, 2000, 4000, 5000, 710WHC, 1100, 2100, 4100, 5100, 7200, 1200, 2200, 4200, 6200, 7220, CG40, PD210, PD610, PD612K and 7420. Not all models listed. NOT for opener models 2575, 2595, PD752 and PD758S.
Fits chain drive models only! If you have a belt drive garage door opener you must use replacement gear kits 41A4885-2 or 41A4885-5.
Compatible with most all Sears Craftsman chain drive garage door opener models that include:
139.18847 139.18857
139.53225SRT 139.53225SRT1 139.53325SRT 139.53325SRT1 139.53335SRT3
139.53425SRT 139.53425SRT1 139.53525SRT 139.53535SRT1 139.53627SRT 139.53628SRT
139.53628SRT1 139.53629SRT 139.53629SRT1 139.53635SRT 139.53635SRT1
139.53636SRT 139.53637SRT 139.53637SRT1 139.53640SRT 139.53641SRT 139.53644SRT
139.53645SRT3 139.53646SRT2 139.53647SRT1 139.5364812 139.53648D 139.53648SRT2
139.53650SRT 139.53660SRT1 139.53661SRT1 139.53661SRT3 139.53662SRT
139.53662SRT1 139.53662SRT2 139.53670SRT 139.53670SRT1 139.53671SRT
139.53671SRT1 139.53671SRT2 139.53671SRT3 139.53672SRT1 139.53672SRT2
139.53672SRT3 139.53673SRT 139.53673SRT1 139.53673SRT2 139.53673SRT3
139.53674SRT1 139.53674SRT2 139.53675SRT 139.53675SRT1 139.53675SRT2
139.53677SRT 139.53677SRT1 139.53677SRT2 139.53677SRT3 139.53824SRT
139.53824SRT1 139.53834SRT3 139.53901DM 139.53903DM 139.53905DM 139.53910
139.53910D 139.53920D 139.53920DM 139.53930D 139.53930DM 139.539511
139.53959SRT 139.53960SRT 139.53962SRT 139.53970SRT 139.53971SRT 139.53973SRT
139.53974 139.53975SRT 139.53975SRT1 139.53976SRT 139.53977SRT 139.53978SRT
139.53982SRT 139.53985 139.5398511 139.53985D 139.53985DM 139.53989
139.53995SRT. If
you don't see your Sears Craftsman garage door opener model listed
here, please click here for our Sears Craftsman Garage Door Opener Gear
Compatibility Chart. If you still don't see your model listed here, please email us and we will let you know which gear is compatible with your opener.
Compatible with the following Chamberlain garage door opener models:
1040, 1045,1050, 1055, 1060, 100WD, 200WD, 300 WD, 1140, 1145, 1150, 1155, 1160, 110WD, 210WD, 310WD, 1240, 1245, , 1250, 1255, 1260, 1260LK, 1245LK, 215WD, 220ED, 315WD, 320WD, 1240R, 1245R, 1255R, 1265, 985, 2265, 2565, 2245, 2255, 140, 150, 240, 350, 450, 550, 700WHC, 1000, 2000, 4000, 5000, 710WHC, 1100, 2100, 4100, 5100, 7200, 1200, 2200, 4200, 6200, 7220, CG40, PD210, PD610, PD612K and 7420.
Also works with the following opener models (not all models may be listed):
- Ultra 2595RGD
- Navigator 2245RGD
-
Access Master model: M385
- Raynor Pilot 2265RGD
- Master Mechanic models: 601MM, 621MM and 622MM
- Do It models: 4500DIDM and 4500DI-2DM
- Master Mechanic 601MM, 621MM and 622MM
- Do It Models: 4500DIDM and 4500DI-SDM
- Wayne Dalton; 100WD, 110WD, 115WD, 200WD, 210WD, 220WD, 300WD, 310WD, 315WD, 320WD, WD100, WD110, WD115, WD200, WD210, WD220, WD300, WD310, WD320. Replaces old part number 41A2827. Access Master model: M385
Includes: One (1) LiftMaster® heavy duty gear and
sprocket assembly kit (with all parts pictured above), installation
instructions (also see our link below for installation instructions),
and one year manufacturer warranty. Price includes USPS Priority Mail 2-3 Day Expedited Shipping!
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