 SLE Green-function estimate

For $0<\kappa <8$, the probability that chordal ${\mathrm{SLE}}_{\kappa }$ approaches an interior point $z$ to conformal radius at most $ϵ$ is, on compact subsets of $\mathbb{H}$, comparable towhere $G_{\kappa }$ is the SLE Green function. The positive exponent implies that the trace has zero planar Lebesgue measure.