Suppose some arbitrary distribution of apples and fig leaves is selected say, point g in figure 3.3 A is Adam's indifference curve that runs through point g, and E is Eve's. Now pose the following question:Is it possible to reallocate apples and fig leaves between Adam and Eve in such a way that Adam is made better off, while Eve is made no worse off? A moment's thought suggests such an allocation, at point h. Adam is better off at this point because indifference cureve A represents a higher utility level for him than A. Ob the other hand, Eve is no worse off at h because she is ob her original indifference curve, E