Turnout is down by at least 10 million from 2020.

A left that isn’t popular with the lower classes is doing something wrong

There are always lumpen elements that are too bought-in to serving the ruling class to be capable of class consciousness, and the US system has made sure that they have proliferated.

First and foremost, I blame the racist shits who voted for Trump.

It hasn’t been a cold war in Ukraine.

Taking a broader perspective, social media and those who manipulate it played a huge role in Trump’s win. And Lemmy’s part of that, like it or not.

Yeah, they’re gloating now. But who knows, maybe Trump will backstab Putin like he backstabs everyone else. Though it’s unlikely, since he seems to cower whenever he’s near his Daddy Vladdy.

All kinds of assholes use Telegram, not only Putin’s putos.

Too bad they just noticed she’s a stooge.

If you have infinite time, you don’t also need infinite monkeys.

It’s more a “yeah, but…” than a refutation.

A less than infinite number of simians have already done it once.

And how likely is it that it’ll be done again identically by a finite set of simians?

If the monkeys’ probability distribution function can be transformed to a uniform distribution by a continuous function, the outcomes are equivalent enough for this exercise. (There are probably some discontinous functions that’d also work). So, unless there’s some genetic weirdness in monkeys that prevents their ever hitting certain keys, they’re adequate RNG engines. But at that point, you’re really tweaking the assumptions based on how realistically you think monkeys are portrayed in the thought experiment.

And I don’t believe “quantumly random” is a necessary condition here.

Once you factor in the infinite number of monkeys, every novel in existence will not only be written, it will be written an infinite number of times.

You don’t need an infinite number of monkeys to ensure that. The cardinality of an infinite collection of 2-tuples (monkey, char) is the same as the cardinality of an infinite sequence of characters, just as the cardinality of the rational numbers is the same as the cardinality of the integers.

And in a countably infinite sequence of uniformly random characters, there is no assurance that any particular finite sequence will occur only a finite number of times.

The idea is that given an infinite truly random output of text by the nature of infinity the text of Shakespeare will be outputted in its entirety eventually

Only for a certain kind of randomness. For example, it’s possible to construct a random process that at each step emits a uniformly distributed character, but which also includes a filter that blocks the emission of the string “Falstaff” if it occurs. Such a process cannot ever produce the complete works of Shakespeare, since the complete works include that string, though it will still contain (for example) every lost work of Aristotle, as well as an infinite number of false and corrupted versions of those works.

But yeah, an unconstrained uniform-random-distributed countably infinite sequence of printable English characters and whitespace cannot be proven to not contain the complete works of Shakespeare, or any other finite sequence. I believe it’s also impossible to exclude any countably infinite sequence, but I might be wrong on that part, since my mathematics education happened a very long time ago.

You know it? That’s nice. A lot of people think they know a lot of things that aren’t really true.

Now prove it.

Which is not what the common saying said.

So the researchers didn’t refute the assumption “given an infinite amount of time,” and instead chose to address the long finite-time case, which is fundamentally different.

And royals, like race horses, are not bred for intelligence.

Yeah, it only matters for old-school animal breeders and royal genealogists. It’s a pre-scientific notion.

An ancestor of mine wrote a memoir of growing up in an Old West mining town. He saw one gunfight. In the early morning, a man saw the front door of his house open and another man walk out. Not happy to find that another gentleman’s bacon had been in his grill, he demanded satisfaction. That led to an impromptu duel which the offended husband won. My ancestor was walking to school when it all went down.

That was probably an exceptional situation, since the town in question was notoriously violent and corrupt.