How many inches does the average male lose in height as he gets older?

[TidWell]

Clint Eastwood was 6 foot 4 in his peak he went from 6 foot 4 to 5 foot 11.

Here is a photo with him and 6 foot 5 actor armie hammer and 6 foot tall leo dicaprio

by the way this guy Armie Hammer is a giant, I never knew he was that tall always thought he was a 5 foot 11 guy at most

 

[CrimsonFan]

He didn't shrink 5 inches...

 

[Zer]

I've peaked at 5'8 so I'll probably end up being like 5'2 or something

 

[ralphc1]

I've lost an inch in height in the last 20 years.

 

[Milgrim]

My grandfather was 6'1 when he left the army at age 18. Before he died (aged 88), he was around 5'7 or 5'8. Lifetime of hard work will do that to you.

 

[mjmj]

I question if he was actually 6’ 4”, but his listed height now is 6’ 1/2”.

 

[cmw43]

He didn't shrink 5 inches...

Hulk Hogan went from about 6"7 to 6"3 if you have back problems it can really mess you up.

My Dad was 6"2 in his prime, now at 60 I reckon he's 6" even.

This is prime Clint with Alan Young who was 5"10 when he's stood straight.

http://data:image/jpeg;base64,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

 

[CrimsonFan]

Hulk Hogan went from about 6"7 to 6"3 if you have back problems it can really mess you up.

My Dad was 6"2 in his prime, now at 60 I reckon he's 6" even.

I think he shrunk from 6'6 to 6'3 and that's a crazy amount imo

 

[TidWell]

I question if he was actually 6’ 4”, but his listed height now is 6’ 1/2”.

I believe he was a legit 6 foot 4 with shoes in his younger days, but he really shrank he had amazing posture up to his 60s

Muhammad Ali was 6 foot 3 and here he is with Clint both of them are tall and you can see Clint looks slightly taller when they are doing the speed bag

 

[CrimsonFan]

I believe he was a legit 6 foot 4 with shoes in his younger days, but he really shrank he had amazing posture up to his 60s

Muhammad Ali was 6 foot 3 and here he is with Clint both of them are tall and you can see Clint looks slightly taller when they are doing the speed bag

I think Ali looks taller there..

 

[Iceberg Slim]

They say up to 2 inches is natural. I have an uncle that has lost 3 or 4 for sure. He's had some serious back injuries though. I would imagine the taller you are, the more you could lose.

 

[MikeMcMann]

I don't want to measure as I am pretty sure I've lost an inch and am only 6'3" now.

I'm 49 and by age 17 I was 6'4" and a god amongst manlets as my home town was full of 5'8" and below Italians. My tall Italian friends were 5'11".

But I am sure I lost an inch in the last 5 years or so.

Sherdog manlet status...I'm coming to join ya!

 

[Krixes]

My grandfather was 6'1 when he left the army at age 18. Before he died (aged 88), he was around 5'7 or 5'8. Lifetime of hard work will do that to you.

Both of my grandpa's shrunk considerably. One was well over 6 foot while enlisted and by the time he passed he was around 5'7", the other shrunk at least 4" by the time he passed. My father used to be 6'2" and now he's hardly 6' at 65+ years old. People shrink man, it's crazy but it's reality.

 

[TidWell]

Hulk Hogan went from about 6"7 to 6"3 if you have back problems it can really mess you up.

My Dad was 6"2 in his prime, now at 60 I reckon he's 6" even.

This is prime Clint with Alan Young who was 5"10 when he's stood straight.

http://data:image/jpeg;base64,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

Clint Eastwood was a tall dude, and had some amazing posture, even when he was in his 50s and 60s his posture was pretty good, if I had to say I would think he shrunk a good 3 inches at least.

 

[WorldofWarcraft]

I went from 4.1" in my prime and now I get around 3.95" fully erect as I got older

 

[Krixes]

I went from 4.1" in my prime and now I get around 3.95" fully erect as I got older

I heard that's a real thing as well. The older we get the smaller are D gets, and the more are balls sag

 

[Screwtape]

Does it count I'd you lose your legs?

 

[evergreenrider]

Does it count I'd you lose your legs?

Just your knees

 

[ssBaldy]

I heard that's a real thing as well. The older we get the smaller are D gets, and the more are balls sag

It just means that with age you get better at teabagging

 

[FierceRedBelt]

I don't want to measure as I am pretty sure I've lost an inch and am only 6'3" now.

I'm 49 and by age 17 I was 6'4" and a god amongst manlets as my home town was full of 5'8" and below Italians. My tall Italian friends were 5'11".

But I am sure I lost an inch in the last 5 years or so.

Sherdog manlet status...I'm coming to join ya!

5'8" is a giant status.