| That does not work very well in politics, or indeed many other areas of life. People are very good at acting dumb to avoid blame. Hanlon's razor is a method of being polite, rather than a robust logical position. Malicious compliance, being one example of this behaviour, even has it's own popular group on reddit. Edit - for anything that consists of an established bureaucracy, you would actually do better to invert Hanlon's razor in most cases. Edit2 - also, the entire premise is logically inconsistent, as it places idiocy and maliciousness as being mutually exclusive options, which they clearly are not. In the first place, Robert J. Hanlon submitted the aphorism for the joke book collection "Murphy's Law Book Two: More Reasons Why Things Go Wrong". And, according to wikipedia, probably stole it from a Heinlein short story, so I suspect you might be taking it a little more seriously than Hanlon did. |
That clearly didn't work in that case, did it?
> Hanlon's razor is a method of being polite, rather than a robust logical position.
Hanlon's razor is related to Occam's razor: in case there are two competing theories about the world, one of which is complicated and the other simple, always prefer the simple one. Neither is a logical argument, both are abductive heuristics [1] intended to produce the most likely explanation. Can it be played? It can, but it's even more unlikely, as that would further increase the level of sophistication. You can't rely on Hanlon's razor in a game of chess between two grandmasters, but the real world has a few crucial differences from chess, for example the fact that no player can realistically contain every possible interaction of their actions with other forces' actions. Which is why nobody is willing to bet on making such stupid and dangerous mistakes on purpose as exposing your agents, exposing your leader's lies and making your country suffer retribution for assassination on foreign soil. And for what? To laugh the whole world in the face? That's insane.
[1] https://en.wikipedia.org/wiki/Abductive_reasoning