(A) Mean-squared displacements (MSD) divided by lag time Δt, as determined from particle-tracking. Slopes report scaling exponents of α - 1, such that a particle undergoing normal diffusion exhibits a slope of 0 whereas subdiffusion results in negative slopes. As shown, all composites exhibit φA-dependent subdiffusion (increasingly negative slopes), with the actin network causing the most pronounced subdiffusion with α = 0.6. (B) The decay time, τ, of density fluctuations with wave vector q are determined from DDM. Plots of 1/(q2τ) vs. q would yield a slope of 0 for normal diffusion. The upward slopes we observe indicate subdiffusion for all composites with the actin network exhibiting the greatest degree of subdiffusion (α = 0.57).