Sunday, June 09, 2019

The Surprisingly Solid Mathematical Case of the Tin Foil Hat Gun Prepper

This piece from last year is well worth reading.

As gun policy discussions unfold in the wake of mass shooter incidents, they routinely end in three buckets. There’s the “tyranny can never happen here” bucket, which the left has mostly abdicated in the wake of Trump winning after they called (and still call) him a tyrant. There’s the “you can’t fight the army with small arms” bucket, which is increasingly unsound given our ongoing decade-and-a-half war with Afghani tribal goat herders. And there’s the “what the hell do you need an AR-15 for anyway?” bucket, which, by its very language, eschews a fundamental lack of understanding of what those people are thinking. I am not a prepper. But I know a few. Some of the ones I do know are smart. They may not be doing as deep an analysis as I present here, on a mathematical level, but the smart ones are definitely doing it at a subconscious level. If you want to understand the perspectives of others, as everyone in my opinion should strive to do, then you would do well to read to the end of this article. To get where we’re going, we will need to discuss the general framework of disaster mathematics.

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If we look at raw dialectic alone, we reach dismal conclusions. “Do you think the United States will exist forever and until the end of time?” Clearly any reasonable answer must be “no.” So at that point, we’re not talking “if,” but “when.” If you don’t believe my presumed probability, cook up your own, based on whatever givens and data pool you’d like, and plug it in. The equations are right up there. Steelman my argument in whatever way you like, and the answer will still probably scare you.

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Read the whole thing.