The half-life of a quantity, subject to exponential decay, is the time required for the quantity to decay to half of its initial value. The concept originated in the study of radioactive decay, but applies to many other fields as well, including phenomena which are described by non exponential decays.
College was never this fast. Most probably, it's because of the fact that aside from "portering" (or exploitation of the poor, as Felix puts it) and lining up for my monthly stipend, the only thing that I ever needed to do back in college was to show up in class and pass. And that's precisely what I did for four years. I also lived on-campus, which explains why I was late for class most of the time. Unlike the non-resident students, we spent time between classes comfortably sleeping in our own beds, and not in the library.
The experience thus far, has been quite the opposite. Unlike the day classes who spend all day at Malcolm (I think. After all, we barely see them in person), we corporate and government drones have to survive the daily commute (at least, those of us who do) every single day after work (real work - not the sissy, lame-ass version that one gets, to qualify for the evening class), only to suffer moral damages "in the grand manner" for at least two hours. You go home, and prepare to relive the same horrible dream all over again, the very next day.
That, in my opinion, explains why this thing seems to be going much faster than I expected. In two weeks' time, assuming shit does not happen, the block would have finally reached the halfway mark, and before we know it, all of this will be over pretty quick.
It will be painful, but quick, nonetheless.