Your formula is to calculate time. I too linked the exact same version of the calc myself earlier, where I had done it. But you only go on to say the energy is immeasurable. I have calculated instantaneous force required to be 5.7493370862 * 10^26N. Do you disagree with my calculation and if not, please point out my mistake so we can get closer to a UA theory. If we can nail down everything in one thread, it is a single thread we can all refer to.
It doesn't matter what time you use, after 4.6 billion years. The energy required is unfathomable.
I see that you've already been pointed to one of your errors, you plugged in the mass of the RE to the energy equation. Choosing the RE mass is silly. But assuming that the acceleration energy at any time of the FE is solely dependent of the energy of its rest mass is just ludicrous. (They've gone to plaid.)
You are looking at the energy over time for billions of years. No one looks at how much force the sun has due to gravity over millions of years - That number too would be incalcuable. What is important is the force it exerts on an object right now. UA is a constant, the same as gravity for RE. It is the instantaneous force that we must focus on as RE scientists do with gravity.
As for mass of earth, why may I not use the RET calculation? If the earth has a finite size and I am one who does not subscribe to infinite plain theory, then it must have a finite mass.
You complain that the energy required is enormous and E=mc^2. So mass must be a factor? If you are saying mass is irrelevant
But assuming that the acceleration energy at any time of the FE is solely dependent of the energy of its rest mass is just ludicrous.
How would you suggest we go about calculating this? What numbers would you be happy with? What mass should I use? If mass is irrelevant then F=ma becomes F=0*a so no force is required at all

I must use a mass to calculate the Energy E=mc^2
