(1) The photons energy and momentum contribute to the local spacetime curvature. ...
(2) You keep wanting me to answer questions about the quantum aspects of light which I tried to avoid since It doesn't have anything to do with it's predicted path through the universe and it's not my strong suit.
(1) sounds like: Yes two identical photons traveling parallel to each other at least initially only 1 micron apart for many years do attract each other, so oscillate thru each other with 1 micron amplitude "over shoot" before being stopped and starting to be drawn back towards each other again, to pass thru each other and over shoot a micron on the other side - completing one "lateral oscillation cycle." and repeating this lateral oscillation "for ever."
Why can you not simply say Yes or No as I asked you?
(2) I have NEVER made or suggested any QM changes or question. I know QM rather well - I have done calculations of its effects even in the original matrix formulation and well as with Schroder's equation formulation! You seem to keep ducking a simple direct answer to the question I have now posed in two very different ways.
... If you want to ask questions about the quantum aspects of laser light I'm not a good resource. A good place for that would be reviewing a Feynman diagram, from QED, describing the physics you want to know about.
I don't so "want" but you seem a little confused. The first classical QM problem any graduate student does is to compute the permitted energy levels of a particle in a box with infinitely high potential walls, then usually one wall is made finite so you can calculated the "tunneling effect." Next you may derive the uncertainty principle,* probably about at this stage you will mathematically watch a mixed state (sum of two weighted eigenvectors) evolve, etc.
For all of this Feynman diagrams are basically useless. I never used them in my first QM course - they find application mainly in nuclear interactions where "virtual particles" are important and you need to consider all possible sets of them.
I admit to being very weak in GR, but doubt there is much you could teach me in QM. - Part of why I did not ask you ANYTHING about QM. There is no doubt a lot you could teach me about GR but you seem not able to give a direct answer to simple question: Do two photons traveling side-by-side, only one micron apart, attract each other via their gravitational interaction (by their warp of space time) by their ("stress-energy tensor) or any other terms you prefer?
Assuming that you are saying {with (1)} that photons do mutually attract, is it conceptually possible that a Black Hole could have no rest mass as it is only "zillions of photons" orbiting the center "like a swarm of bees" due to the mutual warping of space about that point?
* learning while doing so that most pairs of observable can in principle be measured as accurately as you like, I.e. the uncertainty principle only applies to specific pairs whose "operators" "don't commmute" under the Hamiltonian. Many people who don't know much about QM falsely assume that precise measurement of one variable must disturb the other so its value can not be precisely known. That is not it at all. I hope this did not teach you any QM, but would not be surprised if it did.