We can apply the Kasner metric that is an exact solution to Einstein’s equations of General Relativity to the fields composed of the superluminal non-gravitating objects i.e. to the Higgs field composed of tachyons and to the field composed of entanglons (they are the zero-helicity vector objects and they are responsible for the quantum entanglement) that during the inflation created the Einstein spacetime composed of the gravitating neutrino-antineutrino pairs. All quantities defining the ground state of the Einstein spacetime are invariant. The invariance causes that the ground state behaves as non-gravitating empty volume so to the virtual objects composed of entangled neutrino-antineutrino pairs that appear in the ground state of the Einstein spacetime, we can apply the Kasner metric as well. The zeros in the first semi-symmetric Kasner solution (0, 0, 1) we interpret as the virtual fermion-antifermion pairs whereas the 1 as virtual charge. The second semi-symmetric Kasner solution (2/3, 2/3, -1/3) we interpret as virtual torus/charge that changes its size. The new interpretation of the Einstein formula E = mcc leads to conclusion that Nature using the virtual objects, i.e. the entangled Einstein-spacetime components, “copies” the virtual objects in bigger scales so there appear the virtual and real cores of baryons, electrons and new cosmology. In such phase transitions appear the spinors applied in the Quantum Physics. The Kasner solutions define many properties of the spinors. We can partially unify the gravity and quantum physics via the Kasner solutions. The basic mathematical method applied in Quantum Physics, i.e. the action of some orthogonal groups on column vector that leads to the spin representations, is some generalization of action of matrix of rotation of a circle around the z-axis on circle on xy plane defined parametrically and written as a column – such action leads to the parametric equations for torus. The symmetrical decays of virtual multi-loops lead to the Chaos Theory.