Alpha and sqrt of Planck momentum Planck unit theory: Fine structure constant alpha and sqrt of Planck momentum

A principle constraint with constructing a Planck unit theory is that the Planck units are limited to the precision of G and so to 4-digits which in turn limits the usefulness of Planck theories. By postulating the sqrt of Planck momentum Q as a link between mass and charge, we can formulate the above primary constants as geometrical shapes and then define them in terms of the 4 most accurate constants c (exact), permeability of vacuum µ0 (exact), Rydberg constant (12 digit precision) and the fine structure constant alpha α (10 digit precision) giving us solutions to the Planck units whose precision is limited only by the precision of alpha. A resultant Planck unit theory emerges which suggests that particles are dimensionless formulas dictating the frequency of Planck events via a periodic (analog) electric wave-state to digital (integer) Planck-time-mass point-state oscillation. The dimensions of our universe then reduce to the 3 units (dimensions) of motion; Planck momentum, Planck time and velocity c.