derosa
Well-known member
I've needed a cheap set of deep sockets and a breaker bar for the bicycle clinic I run, something that can be used to remove axle nuts on BMX bikes with pegs. Since I teach kids how to do the repairs a 3/8 setup would seem to be the way to go figuring a smaller breaker bar means less chance of over tightening the axle nuts; cheap means HF. One trip to HF results in a breaker bar that is immense for 3/8 and the discovery that their deep socket set is 10-17mm, 19 and 21mm. I noticed at the same time the 1/2" bar was the exact same bar with a 1/2" stub while the 1/2 deep sockets are 10-19mm, no 21
.
Seems like the 3/8 should be something like 8-19mm while the 1/2" should be 12-21, why the hell would they even need a 21mm 3/8 or a 10mm 1/2".
It does explain the worst reviews on the 3/8 bar, virtually all of which give negative marks for tearing off the end while doing lug nuts. That's cause a HF set up for my two Mazda's with 21mm lug nuts would be their 3/8 set up off the shelf but not their 1/2 which doesn't go that big in 1/2 chrome.
Ended up swapping the 3/8 end onto my old sears companion 1/2" bar which is 2" shorter and 1lb lighter and the 1/2 end onto the new HF bar. Turned out despite the 12 year age and brand difference there is no difference between the heads other then the size of the square.
. Seems like the 3/8 should be something like 8-19mm while the 1/2" should be 12-21, why the hell would they even need a 21mm 3/8 or a 10mm 1/2".
It does explain the worst reviews on the 3/8 bar, virtually all of which give negative marks for tearing off the end while doing lug nuts. That's cause a HF set up for my two Mazda's with 21mm lug nuts would be their 3/8 set up off the shelf but not their 1/2 which doesn't go that big in 1/2 chrome.
Ended up swapping the 3/8 end onto my old sears companion 1/2" bar which is 2" shorter and 1lb lighter and the 1/2 end onto the new HF bar. Turned out despite the 12 year age and brand difference there is no difference between the heads other then the size of the square.

