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"Yes, with great power comes great responsibilities, as they say and we must all protect and cherish our beloved Kashira galaxy, and ensure that we never have to go to cosmic wars, again..."
"That is a scary scary weapon. I don't think it will ever happen again not in this galaxy, but lets hope these weapons are never used again. These things are way to powerful."
"Yes, both, depending on the size, or as nuclear science might suggest, the yield...It goes further than even nuclear war, as it causes the forms of sentient beings to be destroyed, of course, but also their aetheric forms...the twin upon the mirror…"
"I believe you mentioned the pralaya bomb before on here. I think it was said that weapon can destroy an entire star system. That or it could destroy an entire planet. One of the two was said."
"Well, as we are seeing with ground battles on this world, now, the more advanced the tech, the less able armies are to operate, like infantry and the "grunts" of tradition, as they are easily targeted by satellite directed drone and missile…"
"Last question Drekx since I might be asking a little to many at the moment lol, but I have always wondered what the cosmic wars would have looked like. How were these battles fought? I would imagine with the advanced tech each side had they would…"
"Certainly they have....in the cosmic wars, the Anunnaki often served alongside the Anchara side...and had many disagreements with Earth's spiritual hierarchy...And throughout Earth's pre and post-flood history, there was always that opposition…"
"This is probably going to be a yes, but since the GFL and Ancharan groups have gotten into battles many times before can we say the GFL and Anunnaki have fought each other to Drekx?"
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then d is given by simple math, d=(gt^2)/2, where d=acceleration and t=time taken for the particle to cover distance d. Or we can express g as g=2d/t^2. We then relate this g to the magnetic force between two, moving, charge particles. Suppose that they are moving in a circle. This magnetic force is given by F=mg=2md/t^2=uq^2r/dt^2. Where q=charge, u=magnetic permitivity in 'vacuum'. The columbic force is given by F=q^2/2eprd, where p=pie, e=electric permiability in 'vacume'. Now rewrite the columb force to make q^2 the subject of the formula and then subtitute it in the equation for magnetic force. Remembering that 1/ue=c^2, we have pFr=mc^2. For very tiny, infinitesimal orbit of radius r, together with infinitesimal distance d, we can suppos that that 2pFr=Fd=E
The reasoning imply some simplifying assumtions but I think it is enough to help you get a feel
Things changes when a significant portion of aether moves or vibrate coherently. A force begines to act on the individual 'gas' molecules, bringing them closer together, increasing their density. This is called z-pinch. Lets suppose that the total mass of an electron is proportional to the number of aetheric particles (far smaller ones) traped within a sphere of a radius that we may term it as the 'charge radius' of the electron. My argument is that if we understand this force that traps the electron sub-particles as z-pinch, then the resultant potential energy that the electron will pocess is precisely given by E=MC^2!!