Quantifying Dinosaur Pee
summary
Back-of-envelope estimates and compounding models peg roughly ≈3.11% of Earth’s water as untainted by dinosaur pee in one model, while an alternate bird-based consumption model multiplies the rate by ten and still leaves on the order of tens of liters in some scenarios; the probability that every water molecule is dinosaur pee is astronomically small (many zeros before the first 1), one intermediate result equals 1/e, and numerical work highlights continuous vs discrete models and underflow/precision limits (long double breaks).
AI-written summary · about
related talks
01h 00mProcessing Decimal Values
46mLet's Resurrect the Ordinosaur! 🦖 💻
58mMemory and C++ debugging at Electronic Arts
05mForTransformers vs deCeePeePeeticons
34mIntroduction to libuv: What's a Unicorn Velociraptor?
03mLightning Talk: Hilbert’s Hotel - the Untold Bits
42mTime Travel Debugging - It’s Time to Debug Different
49mC++, C#, Rust or Python - Which is the Best Choice for Low Energy Consumption?