# Physical matrix-group suspension diagram

The independently authored diagram, generator and exact arithmetic are CC0 1.0, to the extent of rights held.
Section 11BI, MGS.1–MGS.16 and solved Exercises 282–283 give the complete infinite proofs.

Run python draw_matrix_suspension_dirac.py --output-dir generated with Python and Pillow.
The default resources are the already included ../labelled-geometric-kernel folder.
The PNG was produced with Python 3.13.9 and Pillow 12.2.
The shared DejaVu font and the embedded SVG font retain the exact font notice.
Python and Pillow retain their Python notice and Pillow notice.
These technical component terms are not replaced by the original mathematical dedication.

The actual column coordinates and overlap cancellation are shown above a schematic rotation sphere.
The two fixed poles retain all integer return germs.
The auxiliary pairs have exactly the weights of MGS.15; the positive root is unmatched.
The exceptional commutator row and column have norm squared 2, giving the full commutator norm sqrt(2).
The bottom panel retains the full inverse coefficient, exact completed domain, scalar localized compactness and original Bott pairing.
Thirteen finite coordinate samples check the arithmetic; they do not prove infinite domain claims, irrational germ faithfulness or the general foliation target.
No source PDF, externally authored proof expression or external mathematical illustration is incorporated.