
There is a webcam in my office that I use to take photos of the blackboard. This setup was inspired by Dror Bar Natan’s Blackboard Shots. You can read more about the setup here. If you know of anyone else with a similar setup, please let me know.
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We find the height of water in a conical tank such that:
$$ V = \frac{1}{3} \pi x^3 $$
given that water is flowing in at a rate $dV/dt = 1 m^3 / min$.


This is the current layout of my Backup System.
It shows how: archive-servers.sh, offline-backup.sh, and offsite-backup.sh work.
The Syncthing and Tailscale connections are not shown for the sake of clarity.

Thanks for reading! If you have any comments or questions about the content, please let me know. Anyone can contact me by email.