Characteristic 9. It is shown from characteristic 8 that the operations of addition, subtraction, multiplication, and division cannot be established by this quantitative continuum of the change in direction representing infinitely many quantities due to its uniqueness.. As a result, a conclusion is drawn that the quantitative values and dimensions are the same; it is at unity where its random parts is this infinitely great quantities. Thus, we call this unity as infinite quantities of infinite dimensions. All quantities that we can find are on this one quantitative continuum. For the same reason, any point, line, plane or any outline of having properties of a gradually increasing dimension drawn in space, such as a circle, is meaningless(3)(4)(5). In this sense, it is also meaningless for us to say that space and time are curved. The concept that space and time are made of countless 0 values is replaced by the concept of one quantitative continuum indicated by the change in direction expressing the accumulation of infinitely many quantities. Furthermore, the infinitesimal is nonexistent, Instead, there is only one quantity that exists and it is a continuum indicated by the accumulation of infinitely many quantities.