Unbreakable Quantum Entanglement

Einstein‘s „spooky action at a distance“ persists even at high accelerations, researchers of the Austrian Academy of Sciences were able to show in a new experiment. A source of entangled photon pairs was exposed to massive stress: The photons‘ entanglement survived the drop in a fall tower as well as 30 times the Earth’s gravitational acceleration in a centrifuge. This was reported by IQOQI Vienna in the most recent issue of „Nature Communications“. This kind of experiments helps deepen our understanding of quantum mechanics and at the same time gives valuable results for quantum experiments in space.



there are questions that we should be asking ourselves like the reasoning behind the underlying problem of quantum entanglement, why are the rules governing the actions so rigid and uniformed?, what if the entirety of the experiment and even the reality to which is happening in, is a false perception of the mind?, surely it would have to mean any result in the experiment must also by that logic be false, can a photon escape its fate?, it would seems so as I've seen a quantum entangled mass change and fluctuate between 5 states which happened so fast it could hardly have been said to occur at all but it did, and there's video footage to show it, it was effected by resonance of the Morphic Field,



Morphic Fields: A Summary

The hypothesised properties of morphic fields at all levels of complexity can be summarised as follows:



1. ​They are self-organising wholes.

2. ​They have both a spatial and a temporal aspect, and organise spatio-temporal patterns of vibratory or rhythmic activity.

3. ​They attract the systems under their influence towards characteristic forms and patterns of activity, whose coming-into-being they organise and whose integrity they maintain. The ends or goals towards which morphic fields attract the systems under their influence are called attractors. The pathways by which systems usually reach these attractors are called chreodes.

4. ​They interrelate and co-ordinate the morphic units or holons that lie within them, which in turn are wholes organized by morphic fields. Morphic fields contain other morphic fields within them in a nested hierarchy or holarchy.

5. ​They are structures of probability, and their organising activity is probabilistic.

6. They contain a built-in memory given by self-resonance with a morphic unit's own past and by morphic resonance with all previous similar systems. This memory is cumulative. The more often particular patterns of activity are repeated, the more habitual they tend to become.