When theories are right the pieces start falling into place. It is these markers that I look for to authenticate my ideas, and some of the markers for IMT are huge.

While looking at how IMT provides Quantum Gravity we saw that each particle has it’s anti-particle in the manifold.

We can also extend our understanding and, based on current quantum mechanics, expect, when it comes to quantum spin, the anti-particle is tidally locked to the matter particle.

The clue and the reciprocal explanation comes from Quantum Entanglement. When a particle is split into two and the spin of one particle is changed the other particle is also changed – instantly, and, it would seem, over any distance.

When we split a particle we aren’t adding any new energy into the system, so we can’t expect a new anti-particle to be created to match our new particle.

It is the intuitive to consider that both particles become tidally locked to the same anti-particle.

The new particle will, as indicated by quantum law, have an opposite spin to the original matter particle when it is created, but its spin will also be tidally locked to the anti-particle.

So, when we change the original particles spin, the anti-particle will change as well, this in-turn forcing the second bound particle to change it’s spin. Instantly.

While the two particles no longer seem bound in the matter universe, they are bound through their anti-matter counterpart.


The jury is still out on how far quantum entanglement is viable, but using IMT we can answer the question and place an upper limit or max distance for the effect Einstein referred to as spooky action at a distance.

Based on the effective distance of the strong force and the Manifold Lensing Constant (mlc) from IMT we are able to determine the range of the strong force when it presents as gravity on the matter side of the manifold.

So if we consider the maximum distance between a particle and its anti-particle partner is equal to the field size of the strong nuclear force multiplied by mlc then the effective maximum range of Quantum Entanglement is the field size of the strong nuclear force multiplied by mlc times 2, with the antiparticle always maintaining a force balance in the middle of the two matter particles spatially.

This distance would vary slightly taking into account particle mass/energy.

The practical use distance for quantum entanglement should also remain as the strong nuclear force multiplied by mlc times 2 since the effect is a quantum state and, a particle would either be entangled or not.

The particles gravitational reach, as provided by glc may also be used to determine the exact size of a solar system or structures in astrophysics.

The maximum distance for an outlying planet or satellite being somewhat less based on viable gravitation field strength.