Virtual particle and antiparticle are moving in reverse loops ?

Vacuum is filled of virtual particles-antiparticles. They do not disappear when they annihilate. There is a point of the wave function collapse when they meet. It creates a discretness of the space.

Two particles A and B emit the virtual particles-antiparticles (wrinkles). The virtual particle meets antiparticle and the wave collapses. If there isn't enough energy the virtual particle becomes virtual antiparticle and goes back. The virtual particle goes forth after interaction and antiparticle goes in opposite (reverse) direction. If there is enough energy in a point of interaction the real particle-antiparticle is created with an elementary charge. There are 3 particles and 1 antiparticle now which exchange virtual particles-antiparticles. We observe a loop with traveling virtual particles and antiparticles traveling in the same loop in opposite direction.

In the vacuum are only the places where the virtual particles annihilate with the antiparticles. This interaction only needs time. The empty space where virtual particles travel alone does not exist. They interact continously and create a dynamical field for photons.

Curiously the virtual particle have to meet virtual antiparticle just in the fermion particle. The loop has to be synchronized.

In quantum entanglement two entangled photon travel separately on the carrier frequency of the vacuum.

One photon starts with a virtual particle and the other starts with virtual antiparticle. They have opposite spin polarisation. The observer (measuring device) is a part of the loop in the vacuum there. The complete loop contains path of the both photons and the path of the observer together. It has to be a complete closed loop if it is observed. It is not possible to meet (+) and (+) charged virtual particle in a fermion because it has a complete, stable elementar charge. Each photon may have free , spontaneous polarisation but in the complete closed, loop they have to be opposite, because only opposite virtual particles can interact. The device of the observer creates a missing link in the entangled vacuum loop.

It is close to Copenhagen interpretation where the result of the experience depends on observator.

Please pardon me for asking these seemingly impractical questions. Assume one virtual particle and one virtual anti-particle in an infinite vacuum. Assume no observer. Assume they are synchronized. Would the loops keep them in repeating interaction? Would the amount of space that they occupy be finite? Can you describe the interaction of these two lonely particles over a finite period of time and in a finite space?

According to energy conservation the virtual particle has to interact with a virtual antiparticle but if they are alone in the empty space this interaction would be infinite slowly. It is like a photon with an infinite long wave.

In my idea of Vacuum Quantum Gravity the virtual particles alone move infinitely fast and they will see the moment when they interacts (annihilate) only. For this virtual particle-antiparticle it will be the whole Universe. They will see nothing more.