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We provide a direct proof of a recent theorem of Ben-Yaacov, Melleray, and Tsankov. If $G$ is a Polish group and $X$ is a minimal, metrizable $G$-flow with all orbits meager, we use $X$ to produce a new $G$-flow $S_G(X)$ which is minimal and non-metrizable.

A direct solution to the Generic Point Problem