Symmetry and fine tuning in physics

That one bugs me because symmetry changes the direction of fine tuning.

Is the particle an uncompressed system in a compressing vacuum, or visa versa?
The fermion always has twice as many hot moves as cold, the boson twice as many. The maximum intermixing between the two is where the all the players want to be, and that is where they all have the same approximation for pi.   So the fine tuning always starts their and adjust inward for the fermion and out word for its corresponding boson.  Reversing charge makes the exterior the starting point inward for the boson, and from the  center outward for the boson.

The differential direction of fine tuning that blocks symmetry.  The system is low dimensioned, the power series that the vacuum computes, by a local additive process is barely more than six, it does not know pi, its computing it. So physicists seem to be mixing up the symmetry in Newton's calculus with what nature does.  Nature starts with low dimensionality Ito, then increases dimensionality up to the band limit of light.  It never gets to Newton, it just improve Ito.

It all in the game of Wythoff, except no one wins the game. To win the game and be stable would mean the vacuum does Newton.