G is the resistance experienced by C^2
Where C^2 exists , there is a resistance G . ( If C^2 does not exist then there is no resistance G ) .
Because of this C^2 can never reach the ultimate , where there is no space , where time stands completely still .
Because of the existence of C^2 there is space , distance , time , the universe .
If C^2 does not exist , then there is also no space , no time , then there is the timeless .
Because of this it is that C^2 is trapped in its own creation .
C^2 cannot step outside space , cannot step outside the universe .
Where C^2 exists , there is space , and time , etc .
C^2 is not a law but the effect of all laws .
And these are immutable and without beginning or end ,
so that the effect ( C^2 ) will also remain eternal .
But C^2 is also present everywhere in space , because where C^2 is not , there is no space.
The measure of space ( DIM ) is there by the ratio DIM = C^2 / G .
From the above table we can see that space is larger when C^2 decreases .
That is , if C^2 is minute ( small ) , then the space is very large .
If C^2 is infinitely small , then space is infinitely large .
Not to forget that C^2 is everywhere .

G is the resistance experienced by C^2 .
Where C^2 exists , there is a resistance G . ( If C^2 does not exist then there is no resistance G ) .
Because of this C^2 can never reach the ultimate , where there is no space , where time stands completely still .
Because of the existence of C^2 there is space , distance , time , the universe .
If C^2 does not exist , then there is also no space , no time , then there is the timeless .
Because of this it is that C^2 is trapped in its own creation .
C^2 cannot step outside space , cannot step outside the universe .
Where C^2 exists , there is space , and time , etc .
C^2 is not a law but the effect of all laws .
And these are immutable and without beginning or end ,
so that the effect ( C^2 ) will also remain eternal .
But C^2 is also present everywhere in space , because where C^2 is not , there is no space.
The measure of space ( DIM ) is there by the ratio DIM = C^2 / G .
From the above table we can see that space is larger when C^2 decreases .
That is , if C^2 is minute ( small ) , then the space is very large .
If C^2 is infinitely small , then space is infinitely large .
Not to forget that C^2 is everywhere .

In the universe that has a physical existence , larger C^2 concentrations may occur
causing space to be contracted and where time is slower ( in this place ) .
Hence the dimensions DIMs ,
Operation of E µ G and matter
When in a given dimension there is a quantity of E ,
then there is formation of matter .
Where E is present in the universe there is the matter.
In a certain dimension DIM in which there is a certain C^2 the matter = E / C^2
In the formula it is very clear to see , that only the energy E , is responsible for matter.
Because of the existence of matter there is gravitation µ ( between matter ) , this gravitation does not exist if there is
no matter .
The gravitation µ and the energy E are always present in the same proportion as the C^2 and the G .
In a given DIM in which there is a given G , the µ = m matter * G
it is perfectly possible to calculate the matter with the gravitational µ m matter = µ / G
But it is the energy E that is responsible for the existence of matter.
µ the gravitation , is a reaction to the energy E and so is not directly responsible for matter.
Thus we then have two ways of calculating matter m = E / C^2 m = µ / G
From this it follows E / C^2 = µ / G or E / µ = C^2 / G matter can only exist
in a dimension ( space ) that has corresponding properties.
A DIM where C^2 / G = E / µ .
If there are small differences vb a small excess of E
then that difference will manifest itself in motion , velocity .
And then if there is another matter present in that space , then the matter in question may
cannot escape from this dimension because of the gravitation they exert on each other and the motion will continue.
Or a collision happens.
The bigger the matter the bigger is the µ µ = m matter * G
gravitation C^2 and G form the space
E and µ form the matter.
If C^2 does not exist then G is also non-existent , if E does not exist then µ is also non-existent.
Then there is no matter either.
E µ C^2 G are not laws , but are the effects of the laws ( timeless ).
These will also exist eternally since the laws themselves , have no beginning or end , in the timeless , and are immutable .
exercise , from this I can conclude that the universe is eternal.
C^2 and G determine the passage of time , if C^2 could reach the ultimate then time would stand still ,
but that is not possible since there is always the opposition G.
It is the ratios C^2 / G that determine the passage of time, so each DIM has its own time sequence.
This is also the reason why different light speeds are measured in each DIM.
