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The Dirichlet boundary value problem for the Stokes operator with $L^p$ datain any dimension on domains with conical singularity (not necessary a Lipschitzgraph) is considered. We establish the solvability of the problem for all $p\in(2-\varepsilon,\infty]$ and also its solvability in $C(\overline{D})$ for thedata in $C(\partial D)$

$L^p$ solvability of the Stationary Stokes problem on domains with conical singularity in any dimension