The numerical check

This domain is the experiment

Not a site that describes a proof: the proof itself. New domain, null intrinsic authority. The formula makes a prediction; timestamped data verify or refute it. In the open, in public.

The design

ontopoietica.org is a virgin domain: zero history, zero backlinks, zero accumulated authority. In the terms of the formula, $b (v) \approx 0$ . This zeroes the domain variable by construction: whatever resolution occurs cannot be attributed to age, because there is none. Only the propagation term remains — the edges toward already-resolved entities.

The prediction, decided before the data

Existence: with $b (v) \approx 0$ and the edges in place, the entity resolves ( $R \geq 1$ ) within horizon $T$ .
Monotonicity: greater propagation means faster resolution — $\partial τ_{res} / \partial P (v) < 0$ .
Threshold of refutation: edges in place and crawled, $b \approx 0$ , and $R = 0$ up to $T$ → no grounds to proceed.

The zero-state

Documented starting point

We do not start from an established point, but from one certified with a timestamp: new domain, content published, null intrinsic authority, date and time the engine block is removed. It is the $t_{0}$ of the formula, and it is set at the moment of launch.

t₀ certified: 20 June 2026, 03:20 UTC — the instant the engine block was removed, zero-state (b ≈ 0). Independent anchor: Wayback Machine snapshot.

The series

Each measurement is a dated observation of the resolution indicator $R (v, t)$ on neutral queries.

Date/time	Observation	R	Notes
20 Jun 2026, 03:20 UTC	Publication + engine block removal	0	certified zero-state, b ≈ 0
Subsequent measurements will be added here, timestamped, as they arrive — whatever the outcome.

Prior reference point

On another new domain, a page published at 06:39 was spontaneously retrieved by Google AI Mode at 08:40 — 2h01m, with domain authority excluded by the interval. It is the first point supporting the existence hypothesis, documented in the essay The Data-Identity Principle. Here we replicate it in the cleanest possible condition.

How to falsify me

This is an explicit invitation to contradiction. Falsifiability is a principle of the discipline, and it applies first to the discipline itself. If you observe that the edges are in place, the domain has no intrinsic authority, and the entity does not resolve within a reasonable horizon, you have a datum that refutes the formula. It will not be hidden: it will be the most important row of this table. A negative result is still a result, and it says exactly which term of (1) needed revising.

The formula is in formalization; the concepts in the four principles.