Recovers the rebound clock of S. Invariants cannot. The Q–R plane cannot. dλ/ds = −2λ(1−λ) on the cartoon.
λ̂ late
—
ODE residual
—
ε̂
—
lead (decades)
—
Run S after Off. The algebra stays quiet. λ̂ falls.
self-check passed · max |λ̂−λ| 1.1e-16
2-plane · I^⊥
a = λ a0 + μ v
—
λ = 1 is the affine line: β_r = −1/2, |u_r| blows. S walks toward the origin. The shaded half is regularizing. T leaves this plane.
λ late
—
μ late
—
D_⊥
—
β_r late
—
Run Off, then S, then T. Off sits at (1, h). S walks the dashed ray. T leaves the page.
self-check passed · Gram det 3.5 · P5–P7 algebraic
Mechanism space
Each point is a sliding-window fit. M0 is the diagonal ĥ_geom = ĥ_vel. Physical collapse should map to a path that approaches that line.
—
ĥ_geomĥ_vel
ĥ_geom
—
ĥ_vel
—
ĥ_in
—
Hole plot · two channels
K = |u_θ| ℓ_r²/ℓ_z should sit still on the variety (φ_K ≈ 0). ℓ_r|u_r| should sit still if inflow is the heat kernel (B2). Q tilts K. R tilts inflow. Δh sees neither of those tilts by itself.
Run trajectory. Two lines: K (swirl) and ℓ_r|u_r| (inflow / B2).
Layer 8 · intervention catalog
Designed attacks are the only nudges this envelope has. Inverse field perturbation is dark. Not an actuator.
Run a trajectory, then pick a specimen. Off is the origin.
Layer 6 · exclusion
Q lights φ_K. R lights Δĥ_clock. S lights the floor. T spoofs the floor. U oscillates λ̂; Cesàro still blows. Idle is Unresolved.