For a universal cover p:X~→X there are two actions of π1(X,x0) on the fiber p−1(x0). The first is the action defined on page 69 in which the element of π1(X,x0) determined by a loop γ sends γ~(1) to γ~(0) for each lift γ~ of γ to X~, and the second is the action given by restricting deck transformations to the fiber (see Proposition 1.39). Show that these two actions are different when X=S1∨S1 and when X=S1×S1 and determine when the two actions are the same. [This is a revised version of the original form of this exercise.]