﻿ Instantaneous Freeze! ﻿ ﻿
READ THIS FIRST ---> one inch equation: TL = mc^2

Quantum Boom! Theory
by James Cranwell
http://www.mccelt.com/

All workings of the Universe are result from said thread.

The thread unit itself would be just the grey threads (or strings) in the picture (no color and a lot thinner of course).
It would fit perfectly inside of a dodecahedron.
Actual thread (or string) length is about one Ångström and it is fine enough where 10 threads (20 radii) could curl-up into the size of a neutron.
Instantaneous Freeze! ~~~~~~~~~~~~~~~
Instantaneous Freeze!
~~~~~~~~~~~~~~~

All you need is a bucket (made from neutrons) and it is full of neutrinos.
Put your hand in: it would be like putting your hand in a bucket of sand, except only thing that would displace neutrinos are protons / neutrons in your hand.

Your hand would be solid filled with neutrinos.
They would pack so tightly (sphere packing) nothing would be able to vibrate.
All vibrations of energy (heat) would be stopped (deadened).
It would instantly freeze to near absolute zero.
The energy would leave like a lightning bolt ~~~~~~~
TL = mc^2
~~~~~~~

P.S. Remember: Energy can also be TL = Tension times Length.
Here is a regular thread tension formula...
Tension = velocity squared x mass / Length.
If we plug in c and rearrange we get the one-inch equation...

```TL = mc^2 |--inch--| tension [M][L]/[T^2] * length [L] = mass [M] * speed c^2 [L^2]/[T^2] ```
http://www.mccelt.com/the-one-inch-equation-to-explain-all-physical-laws.php

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References
 Quantum Thread Theory & Why the Speed of Light is "C"
http://vixra.org/abs/1612.0363
Authors: Seamus McCelt
Category: Quantum Gravity and String Theory

 Font Size A A A A A A A The 3rd 'A' makes a nice size for print Font Family t v g a s m r p            The threads unit itself would be just the grey threads in the picture (no color and a lot thinner of course). It would fit perfectly inside of a dodecahedron. Actual thread length is about one Ångström and it is fine enough where 10 threads (20 radii) could curl-up into the size of a neutron. 