II.4.4 Uncertainty
On the other hand, if we suppose the particle is composed of individual geometrical points, each of which is either in the inner or outer levels of time, so their individual speeds are either zero or , but collectively appear to be moving at the limited apparent velocity , that can be calculated from equation 3.1; thus the particle is described by . Therefore, because only one point actually exists in the real flow of time, the position of this point is completely undetermined, because its velocity is equal to , while the rest have been already defined, because they are now in the past, and their velocities had been sequentially and abruptly collapsed from to zero, after they made their corresponding specific contribution to the total quantum state which defines the position of the particle with relation to the observer.
When the number is very large, as it is the case with large objects and heavy particles, the uncertainty will be very small, because only one point is completely uncertain at the real instance of time. But for small particles, such as the electron, the uncertainty could become considerably large, because it is inversely proportional to : . This uncertainty in position will also increase with (the imaginary) velocity , or momentum , because higher physical velocity means that on average more and more points are becoming in the real speed , rather than rest, as can also inferred from equation 3.1.