Now the most popular alternative theory to
Conventional Quantum Mechanics!
In the diagram Photonic Energy 1 the F wave is shown determining the actual balance between mass and energy. In figure 3 the F wave is shown more clearly acting orthogonally and it transpires that if the F wave was not orthogonal this system would not work!
In figure 4 the F wave is shown schematically as being connected to the zeelix (complex helix). To create a crossing point that consists of only energy we have to carefully choose the correct phases for each zeelix (see figure 5 in diagram Photonic Energy 2).
In the diagram Photonic Energy 2 the F wave does not actually need 4 phases to create a crossing point that consists of entirely energy and acts in effect like a gap in the loop.
The F wave just needs two phases with points A and B to rotate 180 degrees between points A and C (for example).
This is a good model as a second string might be attracted to that point and self align itself to interlock with the first. This is because energy and mass concentrations tend to act like north and south polarities in magnetism.
In reality the loop will have multiple zeelix (for complex strings and helix for real strings) and they can be configured to create a suitable crossing point for interlocking. To arrange the F waves so that they create a crossing point that consists of pure energy then we need to revise figure 4 below in Quantum Loop Hypothesis 1 with figure 5 below in Quantum Loop Hypothesis 2). The way we can best achieve this is to have two F or Fathers waves exactly the same but in opposing rotations. I hypothesise that since these zeelix have to occur in such pairs them the pairs themselves will form crossing points that distribute themselves evenly around the circular cross section of the cylinder.
So if a crossing point occurs at point A, say, at the 360 degree position an additional crossing point occurs at a point directly opposite A, in the 180 degree position. Now it is debatable whether a third crossing point would occur either at a point at the 90 or 270 degree position or if there is a complete re-alignment and they all become separated by an angle of 120 degrees.
The fact that we need the F wave to rotate may be explained by saying that, perhaps, if we have just one zeelix the F wave does not have to form around a zylinder.
continued on page 4 > CLICK HERE
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