$$\sin^2 \alpha + \ln \displaystyle{\lim_{z\to\infty} \big( 1 + \tfrac{1}{z} \big)^z + \cos^2 \alpha = \sum_{n=0}^\infty \frac{ \cosh y \sqrt{1 - \tanh^2 y }}{2^n}}$$

"According to all known laws of computing, there is no way that #Emacs should be able to edit. Its bytecode engine is just too old to get those fat buffers off the ground. Emacs, of course, edits anyway, because Emacs doesn't care what humans think is impossible."

Any instructor out here using mathstodon as means of communication with their class?

The social network of the future: No ads, no corporate surveillance, ethical design, and decentralization! Own your data with Mastodon!