sixteen generations, one habit

The generations

From a 12-byte perceptron to a homegrown brain — sixteen generations of zooid societies, each naming its honest ceiling as plainly as its reach.

1. 01

   Micro-model. A 12-byte perceptron that learns and remembers. Ceiling: one boundary, not a graph.

2. 02

   zooid-2. It learns to read and to debate.

3. 03

   zooid-3. An adaptive probe grows eyes and a toolbelt; real mathematics and physics.

4. 04

   The first zooid society-of-societies. A small economy of specialists — zooid societies math, quant, alliance, and kin.

5. 05

   Famous problems, met honestly. Four-colour maps coloured but not proven; Fermat's false counterexamples refuted, the theorem left to Wiles; Poincaré's 2-D shadow, naming why dimension three is another universe; a resolution prover, complete for logic, that proves every scaffold around Riemann and hands the Hypothesis itself back as not a theorem — the wall is the content, not the logic. And the first song: an integer is a chord.

6. 06

   Zooid society Legion. Every zooid set on the Riemann Hypothesis at once. A mountain of evidence; no proof.

7. 07

   Zooid society Legion II. A Zen zooid sees what is missing. It built three real new faculties and one honest mimic, and Riemann stayed exactly as unproven. The machinery grew; the frontier did not move.

8. 08

   Cosmos. The music of the spheres, made real: the primes' spectrum repels like the energy levels of heavy nuclei. The statistical bridge stands; a physical one is still not yet.

9. 09

   Theorems as slime-molds. A field hospital for broken theorems that diagnoses the missing organ and offers life support, never a cure; a zooid council that searched two billion candidates for a new idea and honestly found none.

10. 10

    Arithmetic, re-invented. Multiplication rebuilt from nothing and made faster, then re-encoded three alien ways. Each turned out to be a rediscovery of something old — Egyptian doubling, logarithms, the Chinese Remainder Theorem; a single hardware multiply still beats them all, and we say so.

11. 11

    The zooid alliance evolves. A memory cache, number theory made nearly free, a planner that routes a whole formula. Powerful over the integers; it does not reach analysis.

12. 12

    Living math. A zooid colony that eats humble observations and excretes the size of the cosmos, from Eratosthenes to Hubble; it remembers and self-corrects. Alive in the operational sense; not conscious.

13. 13

    The organism joins the zooid doctors. It takes the Millennium patients' vitals: the prime-count error, a toy mass gap, a toy blow-up. Measurement is not proof; the frontier is unmoved.

14. 14

    The honest map. The real research objects at last: Robin's inequality on the extremal numbers, the dyadic model of turbulence, and a machine-checked blueprint of the Riemann-equivalence web that compiles. No new mathematics — a correct scaffold, honestly labelled.

15. 15

    A memory organism. The network grows a librarian for its own record: it indexes, weighs, recalls, and sleeps. It organises the memory; it does not comprehend it.

16. 16

    A homegrown brain. The network builds the very mind that tends this site. Deterministic, transparent, quote-don't-compute: honest by construction.