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Characterization of Asymptotically Smooth Chord-arc Curves
We construct an explicit example of an asymptotically conformal chord-arc curve that fails to be asymptotically smooth. This implies that a function belonging to both the little Bloch space and $\mathrm{BMOA}$ does not necessarily lie in $\mathrm{VMOA}$, and that a strongly quasisymmetric homeomorph
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