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I like how the graph is carefully crafted to make it like there is good age distribution when it does NOT. There is twice a subdivision in ages 20-40 than in ages 40+.


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But that's not what the graphs show. There is a diagonal that clearly tracks a birth year cohort, not an age.

it's using age-group specific data.

The reasons the graph is centered around 30s with a halo in 20s, 40s and 50s is the same reason the graph lacks "under 10" and "over 80".

It's just how humans work. We get born, have a period of growing up, gaining experience, then a productive period with big bold dreams, then settling, retirement and death.

I guess without the finger pointing the data would be so boring that it wouldn't warrant an article, so here we go.


Yeah, but a normal distribution centered on 29, with a lower bound of ~18 doesn't actually imply all that many 40+ year olds.

(on mobile, someone else can reply with the math for an upvote)


I don't get why the bracketed the age group at all. Surely you can just estimate the distribution?

that would have to be corrected for different age distributions, somehow. But yes, such a big difference seems to make some sense.

Might this age distribution merely represent the age of people willing to answer the survey?

Indeed. It would also be interesting to see a map bucketed by median age instead of fraction above or below some threshold.

I wonder what the age distribution is? (Not just gender and race...)

Wouldn't that just be another expression of age demographics?

Me too! Surprised me, actually :)

I wonder how many other people in my age group there were, it didn't say... It does look like men from 20-29 mostly fared really well according to the graph, but it would be cool to see more detail anyway.


Wow, that graph is atrocious.

Another issue is that I can’t tell what age groups are included. What on earth does “modal age 23-28 mean”


I’m pretty sure this can be explained by the age distributions. Key part is page 44 where they calculate risks.

How does this compare to the age distribution of applicants?

This should be breakdown into age groups to make it more accurate in a sense.

Why do you mention middle aged men when that graph contained men of all ages.

I think it does though, ages are right skewed. The median is likely under 29 in this example

Look at the charts. They specifically say "age normalized".

You really do have to segment by age groups when doing this analysis.
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