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In this article, we construct samples of SLE-like curves out of samples ofCLE and Poisson point process of Brownian excursions. We show that the law ofthese curves depends continuously on the intensity measure of the Brownianexcursions. Using such construction of curves, we extend the notion of levellines of GFF to the case when the boundary condition is measure-valued.

A level line of the Gaussian free field with measure-valued boundary conditions