Each study below is computed in your browser when this page loads — a fresh run against the same state the chamber holds. Nothing here is a stored table. Change the seed and every number changes; keep the seed and the run reproduces exactly, down to the last decimal.
An equal superposition of N coherent states on a ring in phase space, αk = α·ei(2πk/N+φ), optionally squeezed and damped. Its Wigner function is evaluated in closed form on a 96×96 grid with all cross terms retained — those cross terms are the interference, and dropping them would turn the state into an ordinary mixture.
All stochastic parts run on a seeded mulberry32 generator, never Math.random. The seed appears in the URL, so a run is a link. Re-running the same seed on the same build reproduces every digit; the exports carry the seed, the state parameters and the wall time alongside the results.
Each study declares a prediction from published theory and a pass condition before it runs. A KS p-value that collapses, a Wehrl excess below Lieb's bound, a Mandel Q that goes negative for a coherent state, or a fringe exponent away from 1 would each mark the run failed — and the badge says so rather than hiding it.