STEM, explained to the curious.

100 published, newest № 111 — with 3 more already read and waiting their turn. No accounts, no tracking, no feed.

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Our pick of where to begin. This becomes “most read” the day there is something counting; until then we are not going to claim numbers we do not have.

1. № 01 Why adding noise can create images Denoising diffusion · Technology · 2:28 A network is never asked to imagine a cat from nothing. It is asked, thousands of times, to remove a tiny amount of grain — a job so easy it can be mediocre at every step and still excellent at all of them.
2. № 13 Why there is no largest prime Infinitude of primes · Math · 1:34 Whatever list of primes you hold, there is always one missing from it — and the proof is 2,300 years old and still the template for the trick.
3. № 17 The Monty Hall problem Math · 1:48 Swapping wins twice as often as staying — because the host is not giving you information, he is telling you which door he could not open.
4. № 21 The four-colour theorem Math · 2:18 Four colours always suffice and three sometimes do not — the first major theorem proved by a machine, and the argument over whether that counts.
5. № 22 Benford's law: why 1 leads Benford's law · Math · 2:26 In real-world data 1 leads about 30% of the time. Multiply everything by any constant you like; the pattern will not budge.

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