The Quantum Blueprint Formalism describes the emergence of coherent structure through projection from a pre-coherent space M_s to a coherence manifold M_Θ. Previous papers have established the topological structure of M_s (Schmieke, 2026l), the admissibility conditions governing projection (Papers 6 and 13 (Schmieke, 2026d; Schmieke, 2026k)), and the identification of wave function reduction with Level-0 projection (Schmieke, 2026j). This paper addresses the dynamics on M_s: What generates the probability flow? Why is there change at all? And how does time emerge from pre-temporal structure? We establish three central results. First, the pre-coherent dynamics are fully characterized by three components: diffusion (arising from the intrinsic indeterminacy of distinctions), drift (arising from the gradient of the tension functional), and circulation (arising from the non-commutativity of observables). Second, time is not fundamental but emergent: it is the affine parameter along circulation flow lines on M_s. Without circulation, there would be no time---only frozen structure. Third, the Heisenberg structure \[x,p\] = iℏ guarantees a minimum circulation Ω_min \> 0, which we identify with the vacuum floor J_vac. This explains why time cannot stop: the algebraic structure of quantum mechanics forbids it.