  Physical systems are typically assumed to evolve relative to an external
real-valued time parameter. This seemingly innocent assumption is problematic
because the time parameter is not physical. For instance, it is not an
observable of any physical system. In quantum theory, this problem is solved by
a construction due to Page & Wootters (1984), in which the universe is in a
stationary state so that the external time parameter is irrelevant. Instead, a
subsystem of the Page-Wootters universe will `evolve' according to the
Schr\"odinger equation because it is entangled with another system, aptly
called a `clock'. It is often assumed necessary for the clock to be a
dynamically isolated system, as this is one of the assumptions that Page &
Wootters make in their original formulation. This apparently prevents the clock
from being measured, as a measurement would require it to interact with another
system. In this work, we show that isolation is a sufficient but not necessary
condition, allowing clock time to be measured. We also discuss clock
synchronisation.
