Four exact classical evaluations

Take a two-qubit clock and the four labels

At zero, the table uses the incoming regular cellulation. The outgoing zero germ is an independently retained metadata option, not six positive-area faces.

The exact values are

Zeros in inactive $u,U$ slots are reporting conventions. Their cells are not active.

The persistent-face area vector is

The exact incidence-event indicator is

Every table column $v_a$ defines a finite diagonal matrix

These matrices represent already calculated values of the prescribed family. They are not acquired observables of an unknown continuum field.

For example, normalize the born-face area by $9/11$:

After clock readout, prepare a fresh pointer in $\sqrt{1-q_a}|0⟩+\sqrt{q_a}|1⟩$, conditional on the classical code $a$, then destroy that pointer.