Hence, for purposes of further defining the equation (which doesn't change) for any QIQ, it looks something like this:
Q=(t1(x,y,z), tf1(x,y,z)) with tf being the associated force. For this equation we can assume there is just as much t1 and tf1 if we want to maintain symmetry.
At certain concentrations of Q you move from space and gravity QIQ to energy QIQ so the equation looks something like this:
Q2=Q1a+Q1b+Q1c, etc where (x,y,z) for each Q1 is at a sufficient concentration, that is where they are the same, and where their rate of change (dt where t is not clock time, but the rate of change of x,y,z as pure coordinates) are the same in each "dimension" so that they particles are in the same place for purposes of changing from space to energy. You will have an identical transformation where the change is from energy to matter except it will be Q3=Q2a,+Q2b,etc where Q2a=Q1a+Q1b,etc.
Therefore it can be implied that as the rate of change for forces (tf1(x,y,z)) becomes identical, the forces transform and tf1 (gravity) changes to tf1(electromagnetic) with an overall conservation between these forces (they cannot increase logically since they require the same QIQ to exist so they must stay proportional. However, this is not necessarily what is observed.
While we believe there is conservation of the forces, some of the earlier observations make this concept of conservation and origin coupled with conservation necessary as well as logical, particularly of clock time, indicate that while clock time has to be part of this equation since each QIQ has its own clock time that only becomes significant when the rate of change slows to less than the speed of light upon sufficient concentrations of the magnitude of c^2.
Hence the conundrums of conservation of mass and force are solved and the only question is what the manifestations of t1 and tf1 change upon concentrations of Q, but that is a different conundrum which will come later.
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