This short note does not contain any new geometric results. Its aim is purely explanatory: to read the core dynamical mechanisms in Perelman’s Ricci flow approach to the Poincaré conjecture through the quotient-typed Scan-Reconfigure metatheory developed in the main Omega-Frame paper. Using the checklist headings (Chk1–Chk8) from the main Omega-Frame paper only as loose navigation labels for interface roles (not as verified hypotheses and not as an item-by-item checklist instantiation), we schematically view Ricci flow with surgery as a lens-relative Scan–Reconfigure system equipped with a time skeleton, a monotone potential, a numerical headroom gauge, and an envelope that describes the coarse-grained range of admissible geometric futures. We then suggest that this irreversibility echoes the No Global Two-Sided Rollback pattern studied in the main paper. The note is addressed to readers already familiar with standard expositions of Perelman’s work who wish to see how its structure fits into the unified Omega-Frame/Scan–Reconfigure interface.