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Freeze — Sciama floor / low-\(a\) inertia line

RAR end is kind with an assumed formation floor · L3 derivation killed · do not mill 2-seat delay, cavity Greens, or SPARC \(v(r)\) · leftover OPEN · no promote

CPT Framework — FT-ROT-PROOF / FT-L3-PAIR-KILL / L6 / L4 Date: 2026-09-22 Status: PARK FREEZE · PASS_FT_SCIAMA_FLOOR_PARK Parents: a_geom_ft_l3_pair_kill.md · a_geom_ft_rotation_proof_strategy_consideration.md · FT-L6 · FT-L4 · FT-SUM · FT-RAD Rule: Resume only with a new kernel theorem (not LW ratio, not linear delay, not 1-body Born, not another scalar Green).

Tags: [E honesty] · [Programme] · [O residual]

0. One-line

Park here. Low-\(a\) Sciama-type inertia in a leftover container accounts for the RAR end if a formation floor is assumed. That floor is not derived from 2-seat retardation (PASS_FT_L3_PAIR_KILL). L6 exhibits \(-\partial_t\mathbf{A}\) with the floor already in the kernel. L4 is filled support at leftover scale, unnamed, not FLRW. Circular \(v(r)\) is not a proof. Cavity Greens, Faraday, Neumann, leaky, uniqueness of \(\max\), SPARC \(I\), \(2\pi\) shop, Book C on stars: do not mill again. Chips OPEN. No promote.

1. What is frozen (do not resume as “the next mill”)

| ID | Frozen as | |----|-----------| | L3 derivation | KILL (pair delay / LW ratio / 1-body size) | | Scalar cavity Greens | CLOSED (FT-B4DIR … FT-NS3) | | Faraday / leaky as \(m\propto a\) | CLOSED (plateau / floor) | | Prove SPARC \(v(r)\) | FORBIDDEN | | Name leftover \(R\) as FLRW | FIRE (R-EFF freeze) | | Lensing = leftover Hopf at \(\theta_E\) / Sun | NO (FT-SUM) | | 1-body ED self-force | NO (two-seat) |

2. What still stands (kind, not theorems)

| Claim | Status | |-------|--------| | Drop constant \(m\), keep \(g=GM/r^2\) | L0 algebra; smallest in-frame drop (FT-INV) | | Linear Sciama = constant \(m\) | L1 | | Wrong-end kills (visibility, \(W(E)\), domain cut) | L2 | | Clock \(a/c\), not \(\Omega\) | FT-H0FREQ | | Floor assumed \(\Rightarrow\) IR \(\propto a\), UV const | L6 proxy / FT-SCINT / L3 form factor kind | | Leftover \(\rho\) compact support, \(L_{\mathrm{eff}}\sim O(R)\) | L4 | | Radcliffe Newtonian period: lemma gated on \(\lvert a\rvert\), not \(a_z\) | FT-RAD | | EFE / unbound / local lensing vs kinematics | CAT-EVID, not this freeze’s theorem |

3. Resume gate

A future mill is licensed only if it derives a kernel with the right RAR end without inserting \(\max(r,L_a)\) and without the killed analogs. Until then: park. Catalogues may judge \(O(1)\) in \(a_\star\) only as clothes, not as a close.

First task if resumed: state the new kernel theorem in one line; if it is delay, LW, Born self-ball, or a cavity resolvent, stop.

4. Integrity

| Gate | Held | |------|:----:| | Floor not derived | Yes | | RAR kind not sold as theorem | Yes | | \(R\) unnamed | Yes | | No SPARC / \(2\pi\) / chip / hub dump | Yes | | Sky cosmogony TO BED | Yes |

Exit: PASS_FT_SCIAMA_FLOOR_PARK

5. One-line for agents

§FT-SCIAMA-PARK: RAR end is kind with an assumed floor; L3 pair derivation KILL; do not mill delay/Greens/SPARC; leftover OPEN; no promote.
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