# Reproduce the original-unit comparison

Section 11AD of *K-theory of the leaf space* proves proper probability integration, the actual anchored Bott factors and completed coefficient extension, and For_G(eta D)=1_C0(T) from the explicitly stated geometric kernel input. Exercises 191–194 have complete solutions (68 points). Section 11AF proves the general eligible-holonomy kernel, supplying the original-unit comparison at that scope. The physical graph construction remains open.

Use Python with Pillow 12.2.0 and the included unchanged DejaVu font and complete notice. Run `python -B draw_anchored_transfer.py --output OUTPUT`. It writes anchored-transfer.png, anchored-transfer.svg and figure-data.json in OUTPUT. The PNG and SVG use the same exact-coordinate instructions. The four rational endpoint checks must be true and the text_canvas_overflows list empty.

The upper panels are exact two-unit samples of section-valued contractions. The lower panel gives the actual coefficient chain and whole-base comparison. The samples supplement AS.11–AS.21 and OU.1–OU.7; they do not establish the analytic identity or the missing general geometric input.