Conclusion

The central scheduling problem is solved here by a specific architecture: distinct lane endpoints, one local junction clique, and synchronized parallel lane frames. Its cost is growing degree, block size, and interfaces. Its benefit is an explicit estimate under one clock:

with ${\lambda }_n\to 1$, $B_n\to 0$, and ${\omega }_n\to 0$.

The resulting operational continuum limit is isotropic, carries unknown quantum states without losing their references, and preserves matched finite interventions. It is deliberately a finite-experiment transport limit, not a spacetime-emergence or field-theory theorem.