## The Beginning December 30, 2013 at 1:36 pm If the transition to three-dimensional space of the cell to 0, 0, 0, "commit both N objects, and the time of committing one step T = t / n, where t – time elapsed since the beginning of wandering, the value of Vr = r 1 – (Mx 2 + My 2 + Mz 2) / 3n / 2t, where r – the minimum distance between objects is the relative velocity of neighboring objects in the cell (Mx ; My; Mz), provided that the objects are distributed in the cell uniformly. This speed can be as greater than zero – the mutual removal of objects with (Mx 2 + My 2 + Mz 2) 3n – area reduction of the density distribution of objects, and less than zero – the mutual rapprochement of objects in the (Mx 2 + My 2 + Mz 2)> 3n – Region increase the density of objects. The value of H = 1 – (Mx 2 + My 2 + Mz 2) / 3n / 2t is similar to the Hubble constant Ho. If r = l – cell size, then Vl = l 1 – (Mx 2 + My 2 + Mz 2) / 3n / 2t is, conventionally, the rate of linear expansion of this cell. If objects for which speed is determined by their mutual removal, located in different cells of the space, then the desired value of velocity is determined by the sum of the rate of expansion of cells located between the objects.