  We continue the study of the time synchronization model from arXiv:1201.2141
. There are two types $i=1,2$ of particles on the line $R$, with $N_{i}$
particles of type $i$. Each particle of type $i$ moves with constant velocity
$v_{i}$. Moreover, any particle of type $i=1,2$ jumps to any particle of type
$j=1,2$ with rates $N_{j}^{-1}\alpha_{ij}$. We find phase transitions in the
clusterization (synchronization) behaviour of this system of particles on
different time scales $t=t(N)$ relative to $N=N_{1}+N_{2}$.
