Colormagnetic confinement in the quark-gluon thermodynamics

Nonperturbative effects in the quark-gluon thermodynamics are studied in the framework of vacuum correlator method. It is shown, that for $T > T_0 = 175$ MeV two correlators: colorelectric $D_1^E(x)$ and colormagnetic $D^{\mathrm{H}}(x)$, provide the Polyakov line and the colormagnetic confinement in the spatial planes respectively. As a result, both effects produce the realistic behavior of $p(T)$ and $I(T)$, being in good agreement with numerical lattice data.