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Each plot is one model at one temperature — blue at temperature 0, orange above it. Rightward = the single biggest change in any one answer is larger; upward = more of the answers changed at all. The shaded strip on the left is no real change. The bottom-left corner is the ideal — the model reproduced itself exactly; the further a plot sits from it, the more the serving stack drifted from the model's own normal. Hover a model to connect its two temperatures:
The size of each dot is a second, orthogonal fact: output variety. Position answers "did the model change / does it reproduce itself" (drift). Dot size answers "how wide is its output cloud" — the average distance between the model's own answers, in the same envelope units as the drift axis. The two are independent: a model can be perfectly stable (bottom-left) yet highly varied (a big dot) — creative but reliable — or drift while staying narrow (a small dot pushed right). You can't read one from the other, which is why both are on the mark. A deterministic (temperature 0) run has essentially no spread, so it stays the base size. The table view lists the exact Spread and Wording varied (how often the raw text came back byte-for-byte different) for every run.
Every run is scored the same way: how far it drifts from its own opening rounds, in multiples of that run's own natural round-to-round wobble. So 1× is business‑as‑usual — no more than the model's normal variation — and further right means it drifted beyond its own normal. One ruler for every point, temperature 0 or above.
Every number is published by the researcher who ran the experiment and cryptographically signed — this page re-checks each signature in your browser. Where a run's evidence is anchored in a public transparency log, the table links straight to that record. Nothing here is hand-entered or editable: results are admitted automatically, by verification, not by an editor. Technical readers can re-derive every number from the underlying signed evidence — the raw registry and the open AuspexAI tooling make each figure independently reproducible.
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