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We obtain the electron mass through this numerical calculus, referred to 1 dm^3 of water equal to 1 kg:
900/100 x 10^-30 x 10^-1 kg = 900/100 (the energies of 10^-2 a.u.m.) having 10^-30 x 10^-1 kg of mass.
900/100 are
the 10^3 particles of matter in 1 a.u.m. divided in the 10^-6 of the matter-antimatter complex.
When these 10^3 are referred to 1 a.u.m., we have 540 particles (how the unitary intensity of the Candle, 540
x 10^12 cycles/s) how the "real matter" 500 (as 1/2 of 10^3) +40 (the
real cycle), summed to 500 (the antimatter) -40 (that negative
reality of the negative time). In this reference to the a.u.m., the
number of the mass precises the 10^-3 unit of the positive volume
containing 10^3 units how the 540/10^6 complexes particle of 1 a.u.m.,
that is 0,000540 a.u.m.
But
here we have to refer to the a.u.m. that contains 10^6 complex
particles, expanded in the 6 coordinate lines +x +y +z -x -y -z, while
the kg gravitation happens in only one. So 0,000540, divided by the 6
directions, is 0,00009 in one, while the 10^2 of its section are 0,009.
In
this way we have the 9 "third minutes" corresponding to the time of
54/100 of second minutes that goes on simultaneously in the 6
positive-negative directions of the complex space-time-mass. Where the
time advances in 6 directions in the 0,54 s of the time minimum of the
Sidereal Year (365,25 days, 9 prime, 9 second and 0,54 second), the
"third time" is 9 too, because 9 prime and 9 second (with a dimension
6x10 of unitary relative difference) already both respect the expansion 6 in the
cycle 10. On the contrary, 0,54 second minutes, to respect the same
cycle and to count in "third minutes", must divide itself by 6/100,
referring the 6 quantities +0,09x +0,09y +0,09z -0,09x -0,09y -0,09z
= 54/100, to the total 100 "red colored" quantities of the area 10x10
of the flow. So 54/6 x 10^-2 x 10^2 = 9 "third units" = "third
minutes", and 10^-3 = 0,001 how 0,000999 times 0,0000001 is presented
in 9 "prime, second and third" minutes... in which 0,001 (the 10^-3
unit of the mass 10^3) is all divided in third minutes how 1 +9 +90
+900 units 10^-3 equal to 10^3 third minutes.
The same happens passing from the 0,00054 a.u.m, to the 0,009 energies of the cycle of ten 0,0009.
A ideal balance measures as 100 units of pound this mass. The other
900/1.000 of the 1.000 thousandth masses of the electron are green colored and are positioned on the first red
level of the mass, and add all how "pound added in gravitational
energy". In fact the ideal balance doesn't touch this 900 cubes, but
accuses its gravitational energy added to the only 100 known by the
balance, because, caused by this energy added in pound, the balance
measures all the 1.000/1.000 of the particle 10^-1 of the u.a.m.
So, when in the electron mass, we put in 900/100 of energy, we consider
only the green colored quantity of the movement of the red presence of
the masses. In fact this 100 red colored masses are in gravitational
free fall. The situation is this other, in which I show the 100 masses
in the high position.
This
free fall is acted by the electron masses always collocated at distance
10, how a body in free circular orbit that is in eternal fall but is
always collocated to the same distance (1/10 of the a.u.m. cube) because the tangential escape is
always equal to the simultaneous fall, and the result of this eternal
fall is the curvature of the tangent line in a circular form indicating
the free eternal fall. Every turn of the orbit is how the unitary cycle
of this fall that we have divided in 10 units. So the electron (red)
mass, that is always at 1/10 of the 10 distance of the unitary side of
the cubed u.a.m., in its real movement is only the green part that
doesn't appear, but is.
The division 900/100 = 9 reduces to one alone the 100 masses of the red
transversal plane, and the situation is this sequent, that represents a
pure line, because dividing a volume by its transversal plane we have
the only vertical line of the ideal fall of one only particle of
the u.a.m. equal in space at 10^-6 u.a.m. cube, having its side 1 equal
to 10 decimals.
I here show the green 9 decimals of the energy of the electron eternal fall, since it is rotating around its nucleus.
We have these 9 decimal in space equal to 9 unitary energies, and use
the space to count the energy, because 1 energy is the movement of 1
decimal of the space 10 of all the line 1 of the side of the u.a.m.
cube.
Using the space to count the energy of the movement, and using the same
space to count the stopped position 1/10 of the unit of the u.a.m.
cube, this space is a pure line of 9/10 of the u.a.m. side, where the
unitary mass in line is collocated exactly at 10 decimals of distance,
and it is "pound" expressed in kg, the unit of the pound-mass.
To calculate the quantity in kg, we must consider 10^10 u.a.m.
collocated one upon the other, in way that the distance was in space
dimension the same of 1 dm, the space reference of the kg cube.
10 u.a.m. cubes in line form a length of 1 Å (Angstrom, unit of the atomic space) and 10^10 Å are 1 m. So the 1/10 of the Å is the space reference of the u.a.m. and the same 1/10 of the m is the space reference of the kg cube.
So it's evident that 10^10 a.u.m. cube in full linear sequence are the 1 dm of the kg cube.
This kg cube is a volume whose calculus is made in line: 1 dm x 1 dm x 1 dm.
If we put 10^10 u.a.m. sides, at the place of 1 dm we precise the same length of 1 dm in the a.u.m. sides corresponding.
So the dm^3 (equal to 1 kg when is 1 dm^3 of H2O) is 10^10 x 10^10 x 10/10 = 10^30 a.u.m. sides of 10/10 = 1 kg.
To precise the electron quality of 9 energies of the particle that is
1/10 in line of 10/10 of a.u.m., we have to introduce the 9 energies ad
the 10 positions of the side of the 10^3 cube containing the 1.000
particles of the a.u.m., that are 10 in line.
In this way, 10^30 u.a.m. in line, referred to the 10 lines
(energy + mass) of the electron eternal gravitational fall,
becomes the quantity of 9 energies of 10^30 x 10 electrons (1 red + 9 green) = 1 kg.
If 10^31 electrons are equal to 1 kg, 10^-31 kg is 1 electron
having 9 energies. So - since the energy and the mass is the same,
because it is the energy of the mass 1, we don't precise the quality of
the 9, and count 9 masses in movement, only the green colored. and
finally 9 x 10^-31 kg is the energy-mass of 1 electron.
WE CAN ALSO REASON IN THIS OTHER WAY, to have exactly 9 times 10^31 kg.
The mass 1
is the cycle 10 that has lost 9 unitary spaces, to can be amassed in 1
only space.
So 1 mass, in space, is worthed a -9 quantity of space, lost in the amassing.
When we
measure this -9 of space we use 0,109389754 quantities kept away (so subtracted) from -9, so they are negative ones, are
-0,109. The practical result of this subtraction to -9, a negative quantity is: -9 -0,109 = -9,109.
This mass, for us
that consider positive the space, is negative one because it is an
amassing, but we, for the 3th
Dynamic principle "action-reaction", perceive +9,109 (as reaction) the
action -9,109 of the unit mass counted. In fact we measure the
mass through the opposition to the same mass going down, really acted
in up by a balance.
On the contrary the expansion is positive, is
+9 times 1 and the subtraction of the TIE to c subtracts a
quantity to the positive 9, that is reduced to 8,98755...
The lack in UNIFICATION is evident one!
E (energy in power) can be equal to two opposite -9 and +9 that summed
annihilate these two opposite works of the amassing and of the
expanding, or can present the Expansion as 9/1 (a 1 expansed 9 times)
and the amassing as the inverse 1/9 (of the 9 amassed in 1). In this
way mc^2 is in number 1/9 x 9/1 = 1 E.
The two oppositions -9 and +9 and 9 and 1/9, are the same thing.
10^+9 and 10^-9 is the absolute case of the index +9 and -9, and are the two inverse 1.000.000.000/1 and 1/1.000.000.000.
Why today the electron appears to have the mass of 9,109389754 x10^-31 kg? This happens how a consequence of our unitary measurement, that put in unitary geometrical TIES that are extraneous to the quantity measured. Here are all this TIES at every dimension referred to the unitary meter: