The Combining Principle addresses what happens when two equal point values ``match".

In some earlier writing this was also referred to as the Law of the Third Field. This means that all points exist as SCIETs and the SCIET created by a combination of two other SCIETs is an integration of both systems into a new unitary value. For instance two SCIETs are separated by a great distance and the energy associated their midpoint is quite low, then the midpoint value would would be based the fusion of a very large but weak interaction, and from that center a combining value would return to the center of each originating SCIET as a defusion of that already low energy value.

The illustration above shows a third field (SCIET) resulting from the interaction of two others. The center point value is harmonious to both originating fields (SCIETs) and is assimilated by both SCIETs into an Orbital Return Layer, forming a dedicated storage of information in their own space. This effect is ongoing regardless of distance.

It is interesting that a simple mathematical expression for this is similar to the Pythagorean Theorem. When each SCIET is treated as a Prime number, then the square root of the sum of their squares is harmonious to both SCIETs. The consequence of this idea is that consistently higher  values at consistently lower energy levels are created to allow multiple SCIET interactions. It makes one wonder what Pythagoras really meant when he spoke of the ``Music of the Spheres".