  We examine the statistics of current fluctuations in a junction with a
quantum dot described by Kondo Hamiltonian. With the help of modified Keldish
technique we calculate the third current cumulant. As a function of ratio
$v=eV/T_{K}$ the 3rd cumulant was obtained for three different regimes: Fermi
liquid regime (v<1), crossover interval ($v\geq1$) and RG limit (v>>1). Unlike
the case of noninteracting dot, 3rd cumulant shows strong non-linear voltage
dependence. Only in the asymptotical limit of large voltages the linear
dependence on $V$ is recovered.
