Theorem 13 lead to a recent inconsistency
I just entered university for math and even though this is all very demotivating, it's just what I'm good at.
https://math.andrej.com/2013/08/19/how-to-review-formalized-mathematics/
The AI people's cry of "no don't look at the code! it's in lean so it's correct! does give me a bit of hope (hi bitofhope if you're here) that it's bullshit that will fall over
Smart Pipe Inc. is a Registered Sex Offender
There cannot be such a thing since pdf does not structure its data. There is an extension to the standard that would let a program do it for you but nobody uses it (PDF/UA-1). (also pandoc is vibe coded now)
OMG I just installed it! Great to see.
I believe it's the "don't stuff beans up your nose" effect, writing this prompt is causing it to mention goblins
Bravo. The farthest i could get is 2/3 assuming the following model: x₁ is a random number between 0 and 1, x₂ between x₁ and 1, and so on. If the service breaks at x₁, gets fixed at x₂, breaks again at x₃, etc. availability is 2/3.
Luna is a very common transfem name
I also had a computer not boot. Tried installing windows 11 but the iso does not include network card drivers and requires a second drive that has them. I just happened to have another but it malfunctioned. Was assured IT would fix it but it still doesn't boot. :(
This github bot arguing with itself for over 5000 comments over an issue label
Thank you for the links
Junk theorems in Lean are laughably bad due to type coercions.
Those look suspicious... I mean when you consider that the set of propositions is given a topology and an order, "The set {z : ℝ | z ≠ 0} is a continuous, non-monotone surjection." doesn't seem so ridiculous after all. Similarly the determinant of logical operations gains meaning on a boolean algebra. Zeta(1) is also by design. It does start getting juicy around "2 - 3 = +∞" and the nontransitive equality and the integer interval.
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