informational collapse and topological time
massless bits do not descend; they collapse instantly unless delayed by the friction of topological folds.
descent vs. collapse
In standard physics, the "descent" of an object falling into a gravity well takes measurable time because the object has mass (inertia). However, in the informational paradigm of a digital substrate, bits are massless.
A descent into a potential well without mass or resistance is instantaneous. In pure information space, it is not a descent; it is a collapse occurring at Planck time.
topological time and protein folds
Why, then, does computation take measurable wall-clock time? Because we add "material" to the system. In biology, this is seen in protein folding. An unconstrained protein would take longer than the universe to randomly sample states, but guided down a constrained energy funnel, it collapses in milliseconds.
In Terminals OS, this material is the topology of the codebase (the AST, the validation gates, the sheaf layers). These folds introduce topological resistance. When the massless bits interact with these constraints, they experience friction (the Gluon).
The delay caused by this resistance—the time it takes for the system to settle into its ground state (R → 1)—is exactly what we measure as compute time. Time is an emergent property of the topological constraints.
the elongated snap & perceptive spaces
The base quantum of time for any system is its own Planck time (informational transitions for bits; light for observable physics).
As "mass" (topological complexity) is added, the instantaneous collapse elongates. It becomes a "snap" that takes time to unfold. This temporal elongation gives rise to intermediate exploratory perceptive spaces.
As these spaces are brought outward from the inner mind into experiential reality, they become projective. This is the true nature of agency-level interfaces (the UI): they exist entirely within the temporal gap of the elongated snap, allowing interaction before final crystallization.