hcsilla
ASFN Lifer
You wouldn't?
The #2 lottery seed has a .561 chance of getting a top three pick.
The #3 lottery seed has a .472 chance of getting a top three pick.
The #1 lottery seed has a .250 chance of getting the top pick.
It doesn't matter what chance of getting a top3 pick the Sixers had, what does matter is which top3 pick the Sixers got, so this is where the starting point is wrong.
And the approch is wrong too, IMO, since you can't really describe with probabilites what was expected and what has happened and how much one did differ from the other.
Expected value is much more suitable to describe this.
Given the lottery chances the expected value of the pick that #1 seed will get is 2,642 which means that the average outcome is closest to #3.
#1 = 2,642
#2 = 2,979
#3 = 3,407
#4 = 4,721
In 2014 (as a #2 seed) instead of 2,979 they got #3, which is basically the expected outcome.
In 2015 (as a #3 seed) instead of 3,407 they got #3, which is a bit lucky.
In 2016 (as a #1 seed) instead of 2,642 they got #1, which is lucky.
In 2017 (as a #4 seed) instead of 4,721 they got #5, which is a bit unlucky, almost as unlucky as lucky they were in 2015, so they even out each other.
Summarized, they got what was expected in 3 years and got lucky in 2016.
All in all, you can call that bit lucky or slightly lucky, but not lucky IMO, and definitely not very lucky.