Newtonian Gravitation Compatible with Real Quantum Mechanics

Real Quantum Mechanics + Newtonian Gravitation covers all scales. 

The two main theories of modern physics, standard Quantum Mechanics stdQM for small scale physics (less than $10^{-10}$ m) without gravitation, and the General Theory of Relativity GR for large scale gravitation (bigger than $10^{10}$ m), have been understood to be incompatible since their advent 100 years ago without any progress to compatibility into our days as expressed in particular in endless expert panel discussions. 

This means that there is no unified theory of physics for the wide range of scales from $10^{-10}$ to $10^{10}$ m containing most of the World of importance to humanity.  

Why are then stdQM and GR incompatible? How can two theories about a common reality be incompatible? Reality cannot be incompatible with itself.

GR is a deterministic continuum theory in 3d space plus time (even if combined into 4d space-time), while stdQM is a statistical theory in multi-d configuration space.  Unsuccessful attempts to create a unified theory have been made to change GR into a form of stdQM as quantum gravity, while no attempt to change stdQM into a deterministic continuum 3d model has been made. Modern physicists are stuck with two incompatible theories without any way to go forward to compatibility. No wonder that modern physics is in a state of crisis (witnessed by all leading expert panels). 

Real Quantum Mechanics RealQM offers an alternative to stdQM in the form of a deterministic continuum model in 3d space, which is perfectly compatible with Newton's Theory of Gravitation NR. 

Recent posts open RealQM to scales of atomic nuclei, and so Real QM + NR opens a possibility to cover all scales in a unified compatible model and so a possible way out of the crisis of modern physics.