Interactive figures

Each one illustrates a numbered statement of Part I. None of them is evidence.

• What Theorem 12.2 rests on

  The proof graph, generated from the manuscript's own references. Withdraw U_GJS and watch what falls. Start here.

• The two regimes

  Lemma 10.3. Drag time across r_j/2 and watch the light cone swallow the gap that made the exponential bound available.

• Why the rate beats every polynomial

  Lemmas 9.1 and 10.5. The filter kernel's envelope, its measured slope, and the two summands of the rate function. Computed, not drawn.

• One gap for the whole class

  Theorem 7.8, and a counterfactual in which the gap closes, so you can see what uniformity is buying.

• The net you take the limit along

  Definition 2.1. The plateau order, and the distance the rate is a function of.

• Why the hypothesis is dimensionless

  Proposition 3.2. The dilation orbit through the printed region.

• The path the estimate runs along

  §4 and §8, and the mechanism U_GJS is imported at.

• No two phases at weak coupling

  Theorem 13.2. Where the clustering bound collides with symmetry breaking.

All eight are plain HTML, inline SVG and vanilla JavaScript, with no framework, no bundler and nothing loaded from a CDN. The numerical curves come from docs/figures/make_figures.py and the proof graph from docs/extract.py, both of which read the manuscript directly.