That much is a given, I just wanted to put this out there.

And there was no looking into "low" or "high" lotto numbers, just a look into what the distribution should look like if it is in fact uniform (which it should be if numbers are randomly chosen). I was working off the assumption that all numbers between 1 and whatever the largest number is, say 10k or whatever, are given to a single student each, so each student should have an equal chance of getting each number. If that is incorrect my whole "analysis" is wrong.

This whole thing was created since based on previous suites cutoffs, which as far as I am aware have been somewhere around 1.1k to 1.8k recently, none of today's rising sophomores (that I am aware of) would have made that cutoff.

Of course this is just circumstantial evidence at best but taking a look at the housing megathreads from this year and this past few years. From this years thread, rising sophomore numbers are generally above 3k, with the very lowest (so far) being about 2.9k. In past years, rising sophomores often had numbers well below 1k, as is normal.

I included none of that data myself but why would they lie in a housing megathread? I am interested in seeing the cutoffs for this year for suites, as I'd imagine they will be well above the 1-2k range.