“But I still don’t see what my coming to Paris had to do with all this political infighting.”
“It had absolutely nothing to do with it. That’s why the large number of coincidences strikes you as being contrary to common sense. But I say to hell with common sense! By itself each segment of your experience is plausible enough, but the trajectory resulting from the aggregate of these segments borders on being a miracle. That’s what you thought, wasn’t it?”
“Yes.”
“But meanwhile the very thing I was telling you about three weeks ago has happened. Imagine a firing range where a postage stamp is set up as a target a half mile away. Let’s make it a ten-centime stamp, with a picture of Marianne on it. Along comes a fly and leaves a speck the size of a dot. Now let several sharpshooters start firing away at the dot. They will surely miss it, because at that distance they won’t even be able to see it. But now suppose a hundred mediocre marksmen were to start firing for weeks on end. You can bet that one of their bullets will eventually hit its target. Not because the man who fired it was a phenomenal marksman, but because of the sheer density of fire. Wouldn’t you agree?”
“Yes, but that still doesn’t explain—”
“Wait, I’m not finished yet. It’s summer now, and the range is crawling with flies. The probability of hitting the dot was extremely small. But the probability of simultaneously hitting both the dot and a fly that happens to wander into the bullet’s path is even smaller. The probability of hitting the dot and three flies with the same bullet would be—to use your words—astronomically small. And yet I assure you that such a coincidence would come to pass as long as the firing was kept up long enough.”
“Excuse me, but you’re talking about a whole barrage, while I was just one of a series…”
“That’s an illusion. At the precise moment the bullet hits both the dot and the three flies, then it, too, is only one of a series. The lucky marksman will be just as amazed as you were, even though there would be nothing so terribly miraculous or unusual about the fact that he hit it, because, you see, somebody would have had to hit it. See what I mean? Common sense isn’t worth a damn here. My prediction came true. The Naples mystery was the result of a random causality, and it was the same random causality that solved it. The law of probability applies to both members of the proposition. Needless to say, if only one of the set of necessary conditions had gone unfulfilled, you never would have been drugged, but sooner or later someone would have met all the conditions. One, three, five years from now. And that is so because we now live in such a dense world of random chance, in a molecular and chaotic gas whose ‘improbabilities’ are amazing only to the individual human atoms. It’s a world where yesterday’s rarity becomes today’s cliché, and where today’s exception becomes tomorrow’s rule.”
“O.K., but I was the one—”
He didn’t let me finish. Barth, who knew Saussure, looked at both of us with twinkling eyes, as if trying his best not to laugh.
“Excuse me, but if it hadn’t been you, it would have been someone else.”
“Who? Some other detective?”
“I don’t know and I don’t care. Someone, that’s all. By the way, is it true you’re planning to write a book about the case?”
“As a matter of fact, I am. I even have a publisher… but why do you ask?”
“Because that’s also related. Just as some bullet is bound to hit its target, someone was bound to crack the case. And if that’s so, then regardless of the publisher or author, the publication of this book was also a mathematical certainty.”
November 1975
Also by Stanislaw Lem
Solaris
The Star Diaries
The Cyberiad: Fables for the Cybernitic Age
The Futurological Congress
The Invincible
Memoirs Found in a Bathtub
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