Boundary-first inversion

Book II reverses the classical order in which topology is chosen first, continuity is defined over it, and holomorphy is then imposed as an analytic condition. In τ, the admissible ω-germ transformer grammar of Book I is primary: holomorphy/probe compatibility supplies continuity; continuity supplies topology; topology supplies geometry. This inversion is the reason Book II can earn topology from the kernel rather than borrow it as ambient structure. The inspection question is correspondingly sharp: whether any topological assumption enters before the ω-germ/probe grammar has earned it.