What kind of beard do you want? You need to share your hair charts, family history regarding hair, and document how long it takes for your face to complete a full shed.
To be honest, I'm actually thinking of taking up gaming in college; the amount of work I've had to do here is insane. Ended up taking seven classes, and though I have ridiculously high A's in all of them, it probably wasn't exactly worth it. College is a lot easier in terms of the actual difficulty of the material than I expected; a lot of the difficulty just lies in self-discipline and pushing oneself through another couple hundred lines of Greek or Latin or Sanskrit or whatever. Just slogged through a 20-page research paper on Aristophanes that forced me to read two of his plays in Greek and sift through a good 14 or 15 books on the topic. That was... not the most enjoyable task I have to confess. So is everybody still playing Dota nowadays or has some new game overtaken the scene?
I am taking CPR courses and Anatomy and physiology 3 next quarter. If I pass CPR and get a drivers license I can become an EMT.
I'm still sucking at Dota. Probably moreso than I was a few months ago, I cannot get my shit together since my 2 month break.
Computer science is best science. Object oriented programming has never been more fun than using the QT SDK. and then comes biology, chemistry, physics, and calculus to get things interesting.
I was thinking about doing real analysis next semester but multivariable is just too boring. Just gonna drop all semblances of math and go full humanities from here on out, I think.
But... but... I like multivariable. Also Real Analysis at my university is abbreviated on schedules as Real Anal. Good stuff.
But Taylor series and Fourier series and Power series and Infinite series are so interesting! And then you can get into complex analysis and merge them together to reach pure mathematics and the mother of all mathematical functions, the Reimann-Zeta function, and then quite possibly the most important of all mathematical theories that has and ever will exist, the Reimann Hypothesis concerning the distribution of non-trivial zeroes of the Reimann-Zeta function! And from there you reach the distribution of the prime numbers and the effects that it has on the world of mathematics is both widespread and incomprehensible! Math is like the one thing that keeps me sane in my classes. All I need is a paper and pencil and I can do so much with it. I'm looking forward to taking linear algebra next term.
This thread makes me feel like the only idiot who decided to just start working as soon as he left high school. Bah.