Characteristic 3. Considering finite quantities whose sequential superpositions can only remain within a finite range, this finite quantity is not distinguishable from its sequential superpositions (increase or decrease) in size. Therefore, there are finite length quantities without the sizes of space compared,, and infinitely many of these quantities can accumulate to compose the infinitely great. Thus, the accumulation of infinitely many quantities implied by the change in direction indicates a jump from a finite quantity to infinitely many finite quantities. Assigning this finite quantity as 1, we have the following relationship: ∞/1=∞, where ∞ suggests the infinitely great. The reason for saying jump is that the distance relationship between 1 and ∞ is jump.. Figure 4 describes the relationship between a finite quantity and infinite quantities.