Here we present the new structure of the Theory of Everything (ToE or SQUARE Theory). The time problem that concerns the General Relativity (GR) and Quantum Mechanics (QM) (contrary to QM, in GR is not a distinguished physical time) suggests that the irreversible separation of GR and QM during the inflation is the good idea - just there was created the two-component spacetime with very different properties of the two components. One component is directly associated with gravitational fields whereas the second with the Standard-Model interactions and particles. It causes that unification of GR and QM within the same methods is impossible. The separation of GR and QM follows from the succeeding phase transitions of the superluminal non-gravitating Higgs field that existence results from the extended GR (the phase transitions are described within the unique Scale-Symmetric Theory (SST)). The SST shows that both theories, i.e. GR and QM, start from correct but incomplete sets of initial conditions. It causes that, generally, they lead to experimental data so both are the correct theories but due to the incompleteness, there appear as well the not numerous incorrect solutions i.e. solutions that cannot be realized by Nature. The Scale-Symmetric Theory limits the GR and QM in such a way that there do not appear infinities, indeterminate mathematical forms, approximations, mathematical tricks and free parameters. Nature on lower and lower levels should be simpler and simpler, not more and more complex as it is in the not unique Loop Quantum Gravity or the not unique string/M-theory. We do not need new differential equations to solve the tremendous number of unsolved basic problems - we need a very simple theory that limits the GR and QM and describes the scales below the Planck scale and solves all problems above this scale - SST is such a theory. In the RHIC experiment we can test the SST.