How do we get a Planck's curve from the Markov?

Temperate id density:
PV =nRT

R is fixed in 3D, n must be Avodagros at equilibrium, this system gets too many error request to be stable, it has too big of an Avogadro.

The result is too many spin interactions and too many photon exchange, but the magnetic field keep the species in balance by causing a partition.  The result of the partition is the error bias is distributed such the each species has a separate magnetic update frequency, and those species with the same dipole will see the proper number of firings.  This with the smaller dipole will not interact. We have a partition,  the total error remains the same Plank, but the different species have different tints.

The separate partitions have a common theme. The high frequency species has a greater amount of Boson than the lower, hence the Plank goes with frequency.

On the Markov tree, they are split up and down the tree, all of them a bt out of balance, bu they maintain Plank in the aggregate.


Gravity seems to be the opposite problem, N density too low and the particles must coalesce into denser aggregates. Gravity, the illusion, happens when the species  cools down too far.