Inflation as superfluid phase transition Pre-transition (T > T_c) Chaotic, viscous, no structure No modons, no c, no ℏ Nucleation (T ≈ T_c) Superfluid bubbles form Orbital systems organize Percolation (~60 e-folds) Bubbles merge, boundaries form Latent heat drives expansion Post-transition Superfluid + modons + matter c, ℏ, G emerge; photons propagate Reheating is automatic No inflaton field. Latent heat drives expansion. Nucleation stochasticity → perturbation spectrum. n_s ≈ 0.968 (from N_* ≈ 60) · r ≈ 0.01 (from ε_s) · f_NL ≈ 0 (CLT from many bubbles) = modon (photon): counter-rotating pair at c

The origin event in the substrate picture. (1) Before the transition: chaotic dc1 particles with no structure — no speed of light, no Planck’s constant, no gravity. (2) As the expanding substrate cools through T_c, superfluid bubbles nucleate — dc1 particles form vortices at many scales. (3) Bubbles merge and percolate; counter-rotating boundary layers form between co-rotating regions; latent heat drives ~60 e-folds of exponential expansion. (4) The transition completes: a coherent superfluid with modons (photons) propagating at c, organized matter, and all emergent physics activated. This IS inflation — no inflaton field needed.