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We derive an explicit expression for the star product reproducing the$\kappa$-Minkowski Lie algebra in any dimension $n$. The result is obtained bysuitably reducing the Wick-Voros star product defined on$\mathbb{C}^{d}_\theta$ with $n=d+1$. It is thus shown that the new starproduct can be obtained from a Jordanian twist.

$\kappa$-Minkowski star product in any dimension from symplectic realization