Is the the gluon mystery solved?

All of these wave numbers near the top are up against the wall, literally, and mixed modes between them are stuck, they have reached the bandwidth if light.

So you have six or eight wave numbers that can pack either of two mass quants, and they try. But they are up against the sample rate of light, and each one almost get a packed null bot is interfered with by one of two other. So we end up with three gluons at a time chasing Null base plus (3/2)^7 9 nulls in the center, making the perfect spherical wave.  All of these gluons are 7 multiples, and always there is just not enough nulls in the center to make a packed set with their quarks. That wave action is three waves doing the mutual curl.

So, those tricky bubbles

Having bumped against the density of space, what do they do? The create every nook and cranny to pack nulls and wave motion, thus generating every know prime number up to 13. So, the solution is to think like a phase, every prime number, or some isolated pair of them, allows some wave motion up to 7*13, and pack as much nulls as 3*3*3*2*2. They are maximum entropy nutcases.

Those free nulls in the middle, and about half the mass count up to 108, are all likely barely measurable by any momentum operator.  Wave motion makes those thing appear still.