GUIDs and UUIDs: Unique IDs Explained
128 bits make coordination unnecessary: what the 4 in the third group declares, why a seen collision is always a bug report, and the trade-offs that remain.
128 bits make coordination unnecessary: what the 4 in the third group declares, why a seen collision is always a bug report, and the trade-offs that remain.
Sixty heads in a hundred flips happens to fair coins routinely: what randomness actually looks like, and how to test fairness with arithmetic, not vibes.
The average is closer to a choice than a fact: 62.14, 40 and 35 all describe the same seven salaries, and the gaps between them are the diagnosis.
The famous sequence and its lesser-known sibling: the miles-to-km accident, the sunflower spirals that check out, and the nautilus that does not.
From testing 97 in four checks to the 600-digit products guarding your browser: the practical prime questions, answered with worked numbers.
The most used and most fumbled math in adult life, with a short rule for every classic fumble and worked numbers throughout.
Six characters, one exact color: the anatomy of a hex code, gray when the pairs match, 16.7 million combinations, and the contrast check that should follow.
Learnable completely in ten minutes: additive reading in blocks, the two traps behind nearly every wrong answer, and where the numerals still live today.
Subnetting is binary reading with network vocabulary: the AND test routers run billions of times a second, and why masks that look odd in decimal are clean in bits.
A writing system sized to a fingertip, carried inside Unicode: how the cell works, what instant translation honestly covers, and where transcribers take over.
One sentence untangles it: Unicode assigns numbers, the UTFs write bytes. With real byte values, the emoji that breaks length checks, and the mojibake cure.
A volume knob between 7 and 8 can briefly read 15: the representation problem, the reordering that fixes it, and the one-line trick that converts.