Gordon's The Theory of Everything began before the Big Bang and consisted of a component and energy related to its initial arrangement. This simpler beginning is related to a relatively simple mathematics, which provides a logical and mathematically deducible sequence of inevitable events. We know that this is the Big Bang and its consequences.
The main stumbling block for physicists is ruby slippers. This is where the mathematics of component building blocks is different from any mathematics we have ever used and/or encountered. The reason is that the mathematics of component building blocks is applied to an entity, not particles. Particles exist in time and space, which is the only mathematics we know. Particles exist in the mathematics of time and space. Entity building blocks are the constituent structures of space-time itself.
We have no experience in applying existing mathematical methods to entities that do not exist in "time and space". So we can't express this entity by distance, time, dimension and direction. However, it is the mathematics of a large number of these entities that gives up the attributes of time and space and all the particles that exist in time and space.
Before the Big Bang, the entities of time and space were arranged on each other's energy planes, creating a two-dimensional parallel plane universe. The Big Bang represents the vertical direction of the energy plane (found to exist) and the time when the entities were rearranged from the plane to create a three-dimensional space-time cube lattice.
In this process, some E0 energy related to spatio-temporal entities can jump to the first Gordon energy state, producing original photons, whose energy is proportional to C 1, that is, the energy of light.
Gordon's theory of universal mathematics started from the most basic level (before the Big Bang), and everything else can be deduced from this level. If something can't be deduced from Gordon's Mathematics of Everything, then it doesn't exist in reality.