Neutrinos Moving Faster Than Light

Discussion concerning the first major re-evaluation of Dewey B. Larson's Reciprocal System of theory, updated to include counterspace (Etheric spaces), projective geometry, and the non-local aspects of time/space.
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bperet
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Neutrinos Moving Faster Than Light

Post by bperet »

Hi Bruce, You must have seen the latest news about the neutrinoes and faster than C. What's you take on this? Are they not taking into account the amount of coordinate time involved in the 730km, or could it be the absolute velocity of the earth that is not considered? I don't know myself, just thought I would get your opinion. Cheers, Robin.
I have not found much information as to their experimental setup, nor how they were able to pace neutrinos against photons to get the speed difference, but based on past experience with assumptions in physics experiments, I can make an educated guess as to what is going on.

First, consider that they are measuring "velocity", not scalar speed. And they are unaware of both the progression of the natural reference system and temporal motion, which is what particles and atoms are made of.

There is one big difference between a neutrino and a photon: the neutrino is a ROTATION, which has "area" to it, whereas the photon is a linear vibration--no area. Having area creates resistance to motion (or at least how we would interpret it). Examine any element. The larger the temporal displacement, the more resistance to motion it has... a lot easier to pick up a block of aluminum than of lead. One can consider the DENSITY of the material to be how much resistance the structure is putting up to moving WITH the progression.

Photons don't move relative to the progression of the natural reference system. The structure of neutrinos also allows them to be carried by the progression at the speed of light (free dimension), but the temporal rotation of the particle will slow them down, ever so slightly. Neutrinos SHOULD have a velocity just a tiny bit under the speed of light, as we're only dealing with a single unit of temporal displacement.

The big question now is: what are they actually measuring?

Conventional science does not know of the existence of UNCHARGED particles, so they only measure the charged ones. Neutrinos are unusual in the fact that they have zero net motion, 1/2-1/2-(1) = 0, which is why they can pass through EITHER space or time. The charge on a neutrino is in time, so if a charged neutrino enters another time structure, like the atoms in the rocks of a mountain, it will get stuck there as the relation of time to time is NOT motion. (Charged neutrinos build isotopic mass, per BPOM). So they are NOT measuring MATERIAL neutrinos.

The basic difference between the material and cosmic is that material particles and atoms move at sub-light speed, whereas cosmic particles and atoms move at supra-light speed. If they are actually measuring supra-light speeds, there is only one thing it can be in the RS--cosmic matter.

Consider now the COSMIC neutrino, (1/2)-(1/2)-1, with the charge in SPACE. Space to time constitutes motion, so they fly right through matter. BUT... the rotation of cosmic particles are in SPACE, not time, so the particle would move just under the speed of light IN THE COSMIC SECTOR, and the RECIPROCAL would be measured here in the material sector--cosmic neutrinos would move just slightly FASTER than light, due to its spatial rotation. And it is just another "rotating unit of space", like the electron is, which makes it ultimately measurable as well as unstoppable.

From what I've read, my conclusion is that they are measuring C-neutrinos, which appear to move slightly faster than light because of the spatial rotation they are composed of (the particle is covering "more space" in the SAME amount of clock time than a photon would--faster, whereas the M-neutrino's temporal rotation would take "more time" across the same distance--slower).

I would consider their results valid; except they don't know they are measuring an "anti-particle."
Every dogma has its day...
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Calculation of FTL Neutrino speed

Post by bperet »

I was asked if I could calculate the speed of a charged, cosmic neutrino C (1/2)-(1/2)-1, based on RS/RS2 premises.

The calculation is very straightforward, since the C-neutino is just 1 unit of space distributed over 2 dimensions, on the other side of the regional boundary from the material sector. Just as speed is replaced by 1/t2 in the time region, speed in the space region is 1/s2, where 's' is simply 1 x the inter-regional ratio (156.444) with the result divided by 2, because of the distribution over two dimensions (we can only measure the NET motion, not the motion in each dimension).

The speed, as a factor of the speed of light, due to the spatial displacement of the c-neutrino is just:

\overline{v_e} = c + \frac{(\frac{1}{IRR^2})}{2} = 1 +\frac{(\frac{1}{156.4444^2})}{2} = 1.00002043 c

The electric rotation of the c-neutrino is in time, so it will "add time" to the speed, slowing it down a bit. The electric motion is outside the space region (IRR does not apply), so there are 1/128 possible coordinate orientations that can occur in any of the 3 scalar dimensions. The effective speed change, slowing things down, would be (1/128)3:

(\frac{1}{128})^3 = 0.0000004768

Which would reduce the cosmic neutrino speed to about:

1.00002043 - 0.0000004768 = 1.000019952 c

The final factor is that the neutrino MUST BE CHARGED in order to be measured. The uncharged neutrino, with zero net motion, will just fly by any measuring device with no interaction! The charge on the cosmic neutrino is in space, since the electric rotation is in time, so that will speed it up every so slightly, when observed from the material sector. Charge has frequency, and that is an unknown, so an estimate at the speed increase due to the charge would be about 1/9th of the electric speed (the photon speed):

0.0000004768 / 9 = 0.000000053

So the observed charged, c-neutrino speed should be:

c + \frac{(\frac{1}{IRR^2})}{2} - (\frac{1}{128})^3 + \frac{(\frac{1}{128})^3}{9} = 1.00002000 c

I found a measured speed at the UK Guardian at: 299,798,454 m/s

As a factor of the speed of light, the particles were measured at:

\frac{299,798,454}{299,792,458} = 1.000020 c

Given the uncertainty of the measurements (meters per second), I'd say that's pretty close.
Every dogma has its day...
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