Tuesday, April 19, 2011

text || Noel Canlas

Fantastic machines

A man was looking for some fantastic machines to impress his in-laws with. And in this room, sir, we have Machine A and Machine X. “I don’t understand. They look quite identical.”

True, sir, but that is what it seems on the surface. Let me explain as objectively as I can. When you push this button on Machine A, it proceeds to unfurl a world for you in an unexpected series. Let’s say it starts with 1, it can come out with 973, but not necessarily. There is no absolute rule that governs the series that it spurts. In any language event, it may follow 1 with gold or cow or never, or any nonsense symbol like ∞ or µ, a vegetable salad, or roof of Italian villa in case, or even a human human child, a supernova and a preposition.

“Interesting, but I have no great need for this child or that supernova. How about Machine X?”

This is the most fantastic machine of all, our prototype. When we push this button, it generates a series following strict rules. For example, 1 is followed strictly by 2, then by 3. The word it is followed by a singular verb in the third person, and this apple is always eaten by Eve before Adam. Archaic can always rhyme with ecstatic but not with dice. Now you have 6209, a seemingly random number, but represents 17 solar earth years. You can opt to push this other button if you find yourself unable to divine the rules, which in your case, dear sir, would be quite rare, I believe. Well, my in-laws would be in great need of this kind, then.

Amazed, the man said, “You’re right. This is the most fantastic machine you have. Look how as if it had read my mind completely.” It doesn’t surprise me, sir. If I may add, with full sincerity, that before you came into the store, I heard the same machine say A man was looking for some fantastic machines. I simply took that to mean you.

“What a very fitting and necessary way to end. Well, my in-laws would be in great need of this kind, then. I’ll take X.”

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