You are missing the point. Let me make a mathematical example. Suppose the population distribution is $[-100000 (1M people), 100000 (1M people), 200000 (1 person)]. Then anyone with $1 in net assets has more wealth than the bottom 2/3. In particular, the top person also has more wealth than the bottom 2/3.
All this fact says is that a bunch of assets minus a bunch of debts adds up to small numbers.
(Also note that I said "about half the world" - I don't claim to know the exact cutoff.)
Your point appears to be that if enough people have debt, you don't need to have much to be above them. In short, you're trying to argue that there aren't many actual poor people and that there aren't a small number of super rich people (as the report suggests). Your point is wrong.
Most people are not in debt, as illustrated by the fact that you require USD 3,650 to have more wealth than 50% of people. If most people were in debt then USD 1 would be more than required.
Your figure of USD 150 is ludicrously inaccurate. That's nowhere near half the world. That's my point.
In short, you're trying to argue that there aren't many actual poor people...
I never claimed this. I merely said the specific statistic used to argue this is a poor one.
Again, let me tweak my counterexample to precisely debunk your claim, since you seem to believe $3650 is a magic number while $100k (what I used) is not: [-3650, -3650, 3650, 3650, 3651]. This is a population with median wealth of $3650. The net wealth of the bottom 4/5 is $0 < $1 < $150.
Thus, you have not debunked my claim. Median(x) > $150 does not imply cumsum(x) > $150.
> I merely said the specific statistic used to argue this is a poor one.
No, you claimed, "All that statistics says is a lot of people have debt."
It does not say any such thing. The fact you can choose a contrived set of figures to match the median wealth figures doesn't mean that those figures are representative in any way of the actual distribution of wealth in the world. They certainly are not.
Your claim that the value of the median is mostly due to debt is flat out wrong. Your claim that possession of $150 puts your wealth above 50% of the planet is flat out wrong.
Your claim that Median(x) > $150 does not imply cumsum(x) > $150 is correct, assuming you don't know the distribution. One out of three ain't bad, I guess.
All this fact says is that a bunch of assets minus a bunch of debts adds up to small numbers.
(Also note that I said "about half the world" - I don't claim to know the exact cutoff.)