The dimensional normalization of the area coefficient
Original ledger classification: Red-team [I]+[A] (survives)
Recorded statement: Red Team Target C - dimensional firewall on k=c3/2. The reduced coefficient k_red=c3/2=1/(16pi) is dimensionless; the only legal chain is k_phys=k_red/G, S=4pi k_phys A_phys=A_phys/(4G). The forbidden form k_phys=c3/2 is dimensionally…
Statement, assumptions and sources
Paper context: Red-team audit
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REDTEAM.C.01
Original ledger classification: Red-team [I]+[A] (survives)
Original claim text
Red Team Target C - dimensional firewall on k=c3/2. The reduced coefficient k_red=c3/2=1/(16pi) is dimensionless; the only legal chain is k_phys=k_red/G, S=4pi k_phys A_phys=A_phys/(4G). The forbidden form k_phys=c3/2 is dimensionally false (legal only at G=1 / Planck units). Firewall scan of v67/v68/v73: 28 'c3/2' mentions, ZERO naked dimensionful identities, each file establishes the reduced/seam-unit/G=1 context; the firewall's teeth are verified against a synthetic violation. VERDICT: safe as worded (reduced coefficient); the absolute 1/G (UV-sensitive, Sakharov/Connes) stays the one dimensionful anchor
Original classification detail
Red-team verdict: survives as worded (reduced coefficient)
Dependencies as recorded
SEAM.AREACOEFF.01; SEAM.AREACOEFF.02; v67; v68; v73
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- Red-team audit
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