I fall asleep really easily. This comes in handy at night. My wife will occasionally mention that it took her an hour or two to fall asleep at night. This always surprises me, since I'm regularly out soon after I hit the pillow. I just don't have much problem putting my nightly affairs in order and drifting off. I like this about me.
I fall asleep really easily at other times too. I fall asleep just about every week in church - sometimes in all three meetings! I also fall asleep at the temple, while reading, and any time my mother is teaching. It's really embarrassing at work, where I've fallen asleep in meetings, reading reports and watching tests. It's not so bad if you can point to a particular reason (new baby, late test the previous day, hard partying in Vegas over the weekend, etc), but it tends to happen to me more often than I can conveniently brush off. I just fall asleep really easily. I hate this about me.
You will be happy to hear, then, that I have come up with a staying awake aid. I count!
"But don't people count sheep when they
want to fall asleep?" you ask.
Yep. That's why I count fingers - in binary.
In base ten, what we're used to, each digit can have one of ten values (0-9) and corresponds to a multiple of a power of ten. The powers of ten start at zero at the far right of the number and move up as we go to the left. Or, in the elementary school language in which it was taught to us: The far right is the "ones" place (10^0), with the "tens" place (10^1) next to that, followed by the "hundreds" place (10^2), the "thousands" place (10^3) and so on. Thus, 2465 is 2000 (2*10^3) plus 400 (4*10^2) plus 60 (6*10^1) plus 5 (5*10^0).
Binary works just the same in base two. Each digit can have one of two values (0,1) and corresponds to a multiple of a power of two. Instead of "ones," "tens," "hundreds," and "thousands," though, we get the powers of two "ones" (2^0), "twos" (2^1), "fours" (2^2), and "eights" (2^3). So, 10 in binary is (1*2^1) 2 plus (0*2^0) 0, or 2, leading us to a favorite pun of nerds: "There are 10 kinds of people in the world - those who understand binary and those who don't."
If it sounds complicated, don't worry. Only computers and nerds use binary and they only ever talk to each other, so it will probably never come up. The key, and the point of this whole story is that the two allowable digits in binary, 0 and 1, are easily represented by retracted and extended fingers. Let's count to 10 in binary and see how that would be represented by the fingers.
0 = 00000 - a fist
1 = 00001 - thumb extended
2 = 00010 - index finger extended
3 = 00011 - index finger and thumb extended
4 = 00100 - yup, the bird
5 = 00101 - middle finger and thumb extended
6 = 00110 - middle and index fingers extended
7 = 00111 - middle and index fingers and thumb extended
8 = 01000 - ring finger extended
9 = 01001 - ring finger and thumb extended
10=01010 - ring and index fingers extended
The point is that you have to think about it, making it much harder to fall asleep. And with 10 fingers, you can't count all the way to 2047! During a particularly drowsy patch, I even tried counting in base three on my fingers (I had to improvise a third state with my finger extended perpendicularly to my hand). I got to 243 before my fingers got too tired to go on.
Anyway, feel free to give it a shot at the next meeting you have to sit through. Just keep those fingers under the table, because nobody wants to explain to his boss that he wasn't flipping him off, he was just counting in binary to stay awake through his snooze-fest of a budget review.