\begin{document}$ c $\end{document}, which represents the condensation in a holographic set up. First, from Wilson line calculation, we found \begin{document}$ m_0^2 $\end{document} (i.e., the condensate parameter in mixed non-local condensation), whose behavior mimics that of QCD. The value of \begin{document}$ m_0^2 $\end{document} that we found by this approach is in agreement with QCD data. Second, we considered the produced mass \begin{document}$ m $\end{document} via the Schwinger effect mechanism in the presence of the parameter \begin{document}$ c $\end{document}. We show that vacuum condensation generally contributes the mass dominantly and that the produced mass via Schwinger effect is suppressed by \begin{document}$ m_0 $\end{document}."> A comparison of condensate mass of QCD vacuum between Wilson line approach and Schwinger effect -
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