  Extrinsic justifications provide us with the hope of securing axioms that have much greater reach. For they provide us with an additional way to secure axioms, one that proves to be very rich. On this view one can hope for much more than a minimal point in the evidentness order—one can hope to garner evidence for a proposition examining its inter-relationships with other statements that are low in the evidentness ordering. Let us describe in very broad brush strokes how this might work. To begin with, let us say that a statement is “intrinsically plausible” if it is “low” in the evidentness order but the sort of thing that could be overturned by other   evidence.[8]   One way to garner support for a proposition is to show that it leads to intrinsically plausible consequences. If one then shows that it is the only statement that has these intrinsically plausible consequences then that strengthens the case by ruling out possible incompatible competitors. If one shows that there are other intrinsically plausible statements that actually imply the axiom in question then that again strengthens the case by mapping over the degree of intrinsic plausibility attached to one statement over to another. 