  In this article, we investigate the gyrokinetic limit for the two-dimensional
Vlasov-Poisson system with point charges. We show that the solution converges
to a measure-valued solution of the Euler equation with a defect measure, which
extends the results in [Miot, Nonlinearity, 2019] to the case of multi-point
charges and removes the small condition
$\sup_{0<\varepsilon<1}\|f_{\varepsilon}^0\|_{L^1}<1$.
