I hope you like it, here is a brief explanation: Since the sum 1+1 is a repetition, a cloning, or even a persistence of the same, this extracts a logic from the multiplicity n, \"n-1\". Since this logic is inscribed in a circle in turn inscribed in an equilateral triangle, relations of power, could, and might are created in a theory of equivalent, equipotential, and equidistant sets. Since 1+1 is also equal to n-1 cubed, we conclude that the sets of the first equation, that of difference, are repeated forming powers of this same univocal pattern. Practical example A Labrador plus a Labrador = n (being, living being, animal, mammal) -1 (dogs of another breed). A Labrador plus a labrador = n (dog x) -1³ (equipotent, equidistant labrador dogs).