Here is an image of the communication between the three processes according to their local clocks:pl p$23.$ local time local time local timem$6$Which x y communications require time compensation so that the implication occurs: x y C$($x$)$ C$($y$)$ for any events x$,$ y$,$ in the above diagram, where C$($x$),$ C$($y$)$ are the compensated time stamps of these events.