During this springtime , we have seen another detail
for our calculations of the gravitational dilation of time :
We are using the Antique Method , because the distance
of two orbiting celestial bodies might to be determined by
masses of both the objects within space , and we will see
why we calculate the delta in case of our Moon , and the
absolute value using the data of our Sun , which is a little
like a reciprocal action , also :

Let us move on to give the age of our Universe ,
relatively seen from Sun , a trial to the best :
Light particles need
499,01188641643546616506276485448 seconds or
1,5812472723862886139785278353429e-5 years
until they reach our Earth , with seconds corresponding
to the mass ( and speed ) of our Earth ...
1,5812472723862886139785278353429e-5 years
*
13.811.258.107,719975834095174330931
=
218.390,14211055225679299773556005     |   squareroot
467,32231073484203680860530337085 ;
Distance ( d ) of Earth and Sun is 149.600.000.000 meters     |   4,200150305 th root
( because we would like to see the most likely ratio of distance unit per time units , 1 / 1 )
457,72305058776452939165739097535 ;
The sum delta of
467,32231073484203680860530337085
and
457,72305058776452939165739097535
is
9,5992601470775074169479123955038 ;
457,72305058776452939165739097535
minus
9,5992601470775074169479123955038
is equal to
448,12379044068702197470947857985     |   per ( 3600 * 24 * 365,256 )
448,12379044068702197470947857985     |   per 31.558.118,4
1,4199952758928967766807969089179e-5
1,5812472723862886139785278353429e-5 years
minus
1,4199952758928967766807969089179e-5 ( = ' time ' )
( ' time ' is the time seen from Sun until light reaches our Earth )
is equal to
1,61251996493391837297730926425e-6 ( = x )
( while x is the delta time )
1,61251996493391837297730926425e-6     |   plus 1
1,0000016125199649339183729773093
13.811.258.107,719975834095174330931
per
1,0000016125199649339183729773093
results
13.811.235.836,826448540633597805726
for the age of our Universe seen from Sun

Let us go on to calculate the age of our Universe , relatively
regarded from our Moon , to the best we can serve up today :
Light particles need
1,282230388864552423130004157743 seconds or
4,0630761714378776876951071890997e-8 years
until they reach our Moon , by seconds corresponding to
the mass ( and speed ) of our Earth ...
4,0630761714378776876951071890997e-8 years
*
13.811.258.107,719975834095174330931
=
561,16193715055226716576676833214     |   squareroot
23,688856813923129185615939938748 ;
Distance ( d ) of Earth and Moon is 384.403..000 meters     |   4,200150305 th root
( because we would like to see the most likely ratio of distance unit per time units , 1 / 1 )
110,64293913377179613515385112055 ;
The sum delta of
23,688856813923129185615939938748
and
110,64293913377179613515385112055
is
( - ) 86,954082319848666949537911181801 ;
110,64293913377179613515385112055
minus
( - ) 86,954082319848666949537911181801
is equal to
197,59702145362046308469176230235     |   ( 1 / x )
( because the most likely distance by the Antique Algorithm
is higher than 23,688856813923129185615939938748 )
0,00506080502956729939216211393918     |   per ( 3600 * 24 * 365,256 )
0,00506080502956729939216211393918     |   per 31.558.118,4
1,6036459986053222337115364708129e-10
4,0630761714378776876951071890997e-8 years
minus
4,0470397114518244653579918243916e-8 ( = ' time ' )
is equal to
1,6036459986053222337115364708129e-10 ( = x )
( In comparison to the calculation with Sun time and Earth time ,
we will see , that we have flipped ' time ' and x ... Because we
know that Sun time is a bit less, seen from Earth , while Moon time
is a bit more on Moon seen from Earth , and we start our calculation
with time relatively seen from Earth in both cases , Sun and Moon .
Our future might show an exact logical and mathematical proof for
this operation .... )
1,6036459986053222337115364708129e-10     |   plus 1
1,0000000001603645998605322233712
13.811.258.107,719975834095174330931
times
1,0000000001603645998605322233712
results
13.811.258.109,934812714110219706845
for the age of our Universe seen from our Moon ...

During the last days of our work , we have seen , that the
distorsion of the space - time continuum is influenced by
density , too . This phenomenon works a little like boost
in a medium like a liquid or our atmosphere . Objects with
a higher density might curve space and time more than
celestial bodies with lower density .



We might have found to a new possibility for calculating the
gravitational dilation of time , which was thought to be the
way using the Time Constant T ( k ) , and we are going
to replace T ( k ) by the exact ratio of distance per time
( what we will see below ) seen from our Planet Earth ...
We start right ahead with calculating the delta time of Sun
and Earth :

The delta of the average density of Earth and Sun results
3,9161931818181818181818181818182
and the delta mass should to be approximately
332.942,63420515053079267271692174 ;
We will have the reciprocal value of the average distance
of Sun from our Earth ( because the delta time increases along rising distance )
149.600.000.000     |   1 / x
6,6844919786096256684491978609626e-12     |   * delta mass
2,2255523676814875052986144179261e-6     |   * 3,2023415927701241994457720550711
( 3,2023415927701241994457720550711 = ratio of seconds per root of meter )
7,1269789139144557821314214352519e-6     |   per delta average density
1,8198741949204849004789701452366e-6
and the delta to our result by using the Antique Algorithm
( 1,61251996493391837297730926425e-6 )
is
1,1285901784137376405819438949928 ;
At times , we assume this delta to derive from the varying density
of the outer shell of our Sun compared to the core , since density
should influence time dilation , too ...

Let us see our calculation for the Satellite Moon :
The delta of the average density of Earth and Moon results
1,6489234449760765550239234449761
and the delta mass should to be approximately
81,298665940647971685270895725565 ;
We will have the reciprocal value of the average distance
of Moon from our Earth ( because the delta time increases along rising distance )
384.403.000     |   1 / x
2,6014365132426125706615192909525e-9     |   / delta mass
3,1998514159405632671510533323293e-11     |   * 3,2023415927701241994457720550711
( 3,2023415927701241994457720550711 = ratio of seconds per root of meter )
1,0247017279950840560351871892058e-10     |   * delta average density
1,6896547033985925493355329429667e-10
and the delta to our result by using the Antique Algorithm
( 1,6036459986053222337115364708129e-10 )
results
1,0536332238337334925783352959762
( so we assume that delta to derive from the varying density of the
outer shell of our Moon compared to the core , since density should
influence time dilation ) ...

We are still not hundred per cent sure about our recent calculations
for gravitational time dilation and these two ways ( using the Antique
Approach and the one written above ) to result true values . But they
are to the best we can serve with up to date . May be our future is going
to show new possibilties ...

For this Sunday , we have seen a possibility to determine
an exact ratio of Distance ( Meter ) per Time ( Second )
by calculating with the exact age of our Universe , which
should to be 13.811.258.107,719975834095174330931
years regarded from our Planet Earth :

13.811.258.107,719975834095174330931
* 3600 * 24 * 365,256 ( seconds ) results
435.857.318.616.386.951,41751426840416     |   * c
130.666.736.885.295.803.244.583.186,77496     |   square
1,7073796128251122792684448635195e+52
' meters squared per second squared ' ;
13.811.258.107,719975834095174330931
*
3600 * 24 * 365,256 seconds
*
V ( the speed our Universe expands with =
4,017177863209218599425380960825e+35 )
=
1,7509163718634769080267172909129e+53
' meters ' ;

The Division delta
of
1,7509163718634769080267172909129e+53
and
1,7073796128251122792684448635195e+52
is
10,254991676785495974374889683583     |   root of
3,2023415927701241994457720550711 ;

Distance ( d ) , in meters ( m )
per
Time squared , in seconds ( s ) squared

might result

1 meter
per
10,254991676785495974374889683583 seconds squared
;

So
squareroot of 1 meter
per
3,2023415927701241994457720550711 seconds
is going to be the exact ratio
;

1,1672775812423179386844781939422e+52
poses the most likely dimension of our Universe
calculated by the distance ( d ) of the Super
Massive Center to our Earth and the ' Antique Algorithm '
{ ( d ) * 4,200150305 ... th root of ( d ) } .
And this distance refers to the outer boundary of
the radiating Center of our Universe to the outer
shell of our Planet Earth , so both the radii of the
SMC and Earth are not taken into consideration ...



We might like to add our calculations of the gravitational dilation
of time for the Super Massive Center ( SMC ) of our Universe :

The exact relative age of our Universe , seen from Earth
should to be 13.811.258.107,719975834095174330931
years and the distance of our Earth from the SMC will be
1,1338234969826428288348939717868e+42 meters :
Firstly we would like to calculate the time which is required
for radiation particles to reach our Earth from the SMC ...
1,1338234969826428288348939717868e+42
per
( 3600 * 24 * 365,256 * c ) squared
=
12.667.235.497,145090103499306422535 years ...
( the square is because time has decelerated circular
since the Big Bang ... )
Now let us see the calculation for gravitational time dilation
due to the large mass of the SMC :

12.667.235.497,145090103499306422535
*
13.811.258.107,719975834095174330931
= 174.950.458.962.343.404.489,93730142657     |   squareroot
13.226.883.947,564649457138632004099 years ;
1,1338234969826428288348939717868e+42     |   4,200150305 ... th root of ( d )
10.295.055.485,69688217271465357446 ' time units '
The sum delta
12.667.235.497,145090103499306422535
and
10.295.055.485,69688217271465357446
is
2.372.180.011,4482079307846528480746 ;

10.295.055.485,69688217271465357446
minus
2.372.180.011,4482079307846528480746
=
7.922.875.474,2486742419300007263854
years for the SMC passed since the Big Bang ...
And the division delta of
7.922.875.474,2486742419300007263854 years
and the age of our Universe ( seen from Earth )
is equal to the factor
1,7432128212301224548128138045698 ;

Actually , we do not need to divide
10.295.055.485,69688217271465357446
per
( 3600 * 24 * 365,256 ) seconds
as it seems for this day ,
because the 4,200150305 th root of distance ( d )
is measured in seconds for Sun
while the delta time is smaller than one year for our Sun ...
Also due to the reason , that light particles take
less than a year for reaching Earth from Sun ...

As we have seen , electromagnetic particles own
the character of an increasing amount of matter
and antimatter by loosing energy , while the ratio
of matter and antimatter is nearing the value ' 1 '
by a falling level of energy .
These facts ( proven by ' Approach C ' and the
' Wavelength Approach ' ) might recognize us the
standstill of time at the event horizon of black holes ,
because for antimatter time moves backward and
time moves forward for matter and the density is
very high so that the ratio of matter and antimatter
is infinitely close to one ( what results this time to
pass infinitely slow ) . We might compare the level
of energy of electromagnetic particles with differing
states of aggregation , higher energy might to be
described as ' less density ' . The high gravitational
pressure growing towards the center might split off
antimatter , so that a magnetical force field arises .
The Core made of matter of the photon might to
be visualized by an oscilloscope with an antimatter
screen , because of electromagnetic attraction .
Metal chippings own a slight surplus of matter , so
these might align to the flow of antimatter ' particles '
described as a magnetical force field ...
So we are also going to see , that a minimum photon
size might not exist at all , what might to be a prove
for ' infinity ' to pose the fifth dimension :
Space might to be infinitely divisible to the less within
an infinitely circular space and the infinitely repetitive
circulation of time ...