Okay. I admit it. I wrote this for school. But, though it was the last paper of the year and I didn’t really need the grade that comes with hard/good work, I applied the latter nonetheless. I don’t like wasting time. So I might as well write science fiction that passes for a term paper if given the opportunity. The assignment was to observe, analyze, or explain the death of Old Ben in The Bear, a short story by Faulkner in Go Down Moses. So I made it a science fiction story. If you know the work I speak of, check out the parallels. If not, I hope you can enjoy it as a stand-alone piece. Read on…
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Beep…beep…beep…
Private Josh Kalder turned over underneath his blanket, simultaneously inhaling a lungful of crisp, faintly metallic-smelling air. Of course, he no longer sensed any variance from conventional air; the erstwhile tellurian had long ago become accustomed to the conditions of an interstellar lifestyle. It had been a good fourteen years, give or take a month or two, since his childhood departure from Planet Earth, and recollections of all but the most visceral aspects of mankind’s shared homeland had slipped away with the time.
BEEP BEEP BEEP
Kalder laboriously dragged himself from the depths of somnolence to sit up and press the small orange button on the side of his bunk which deactivated his personal alarm. 0600. Time to rise and shine. It was today that they would go after The Bear. Continue reading ‘The Death of The Bear’
My most recent project in physics class was to build a water rocket, demonstrating the ideas of force, mass, and acceleration (yes, Newton’s 2nd law). Though mine was not the best by far, it performed substantially above average, reaching a little over 40 meters vertically and staying aloft for about six seconds (bottle initially pressurized at 50 psi, 23% full of water). You can see in the picture that it was going fast enough upon landing to though roughly mangle the nose cone. We obtained the height measure using a bit of trigonometry; we had people who measured the angle between the ground and the rocket at its apogee (positioned a known distance on four sides of the “launch pad”), and later averaged the results obtained by this (height=distance*tan(angle)).

