A particle can instantaneously jump from one position to another and reform its structure, or take the form another structure it flows into, within one pulson period by forming on a wave series emitted in the past. All particle structures at rest broadcast a reflected wave series from every node member that contains a sequence of reflected waves from every node member, one mass wavelength apart λm, and with a total series length of one pulson wavelength λp.

Figure 4A               

At time t=0, Figure 4A shows a portion of the reflected waves emanating from a four node particle structure. Note how each wave W1, W2, W3, and W4 are one mass wavelength ¼λp out of phase with the previous wave broadcast from each successive node.   

Figure 4B 

In Figure 4B at time t= ¼Tp, instead of continuing the closed chain path which was at rest, pulson center C2 reappears at a new position N2 on its reflected wave W2 that has traveled one pulson wavelength λp into space. The chain path is now temporarily open, or broken, as the mass chain begins to relocate to a new position along its reflected wave series. 

Figure 4C

In Figure 4C at time t= ½ Tp, pulson center C3 also relocates to position N3 on its reflected wave W3 as the four node structure begins to rebuild itself in a new location.    

   

Figure 4D

In Figure 4D at time t= ¾ Tp, pulson center C4 continues the pattern by relocating to position N4 on its reflected wave W4. 

Figure 4E

In Figure 4E at time t=Tp, pulson center C1 completes the reformation of the original four node structure in a new location by relocating to position N1 on its reflected wave W1. The process of relocation all happened within the time span of a single pulson period Tp.

Figure 4F

In Figure 4F at time t=1¼Tp, pulson center C2 reappears at position N2 as the four node particle resumes its closed chain path where the particle remains at rest. 

This process of quantum jumping allows a particle structure to reform itself in a remote location as well as flow into an existing structure and taking its shape. In the case of reforming its original structure (as shown in Figures 4A-4F), the node members form on wave series broadcast from each node in the structure which forms a wave image of the particle structure at the time it was broadcast (parallel flow). In the case of flowing into an existing structure (not shown), the nodes reform on a wave series broadcast from a single node (serial flow). In both cases the distance traveled must be an integer multiple of the mass wavelength λm and the translation occurs over a single pulson period Tp.

During quantum jumping, a particle reforms on a reflected wave image cast from a past state. In that sense, a particle travels back in time to reform a state it previously formed. These wave images are being sent out into space at light speed continuously for all mass structures. In the macroscopic view, it would be theoretically possible for a man to quantum jump to reform a past state he sent into space 10 years ago. Unfortunately, he would have to reform his younger self 10 light years away from earth on the outer boundary of the wave image. This situation would never happen because the pulsons that formed him 10 years ago have now flowed into countless other mass structures and for them to be summoned back to form an old structure would cause catastrophic instability.

This process of quantum jumping can be used to understand the age old mystery of particle-wave duality as demonstrated in Young’s double slit experiment. How did the photon travel through both slits, interfere with itself and then reform on the opposing screen inside the wave interference pattern? The short answer is, it didn’t. The failed assumption is that the photon waves and the photon particle centers travel together. In reality, the pulson centers forming the photon remain at the source while the pulson waves travel into space searching for a more stable structure to travel into. When they do, the pulson centers quantum jump to the new position on one of their waves at hyper-light speed. Pulson waves must adhere to light speed limits, not pulson centers. This is the key to understanding quantum entanglement.

Quantum Pulse Theory Copyright 2007 Brian Dale Nelson