In an earlier paper we have shown that a proposition can have a well-defined
probability value, even if its justification consists of an infinite linear
chain. In the present paper we demonstrate that the same holds if the
justification takes the form of a closed loop. Moreover, in the limit that the
size of the loop tends to infinity, the probability value of the justified
proposition is always well-defined, whereas this is not always so for the
infinite linear chain. This suggests that infinitism sits more comfortably with
a coherentist view of justification than with an approach in which justification
is portrayed as a linear process.