OK. something reminded me, I think, of the error galileo may have made. Or assumptions on his studies were flawed. Etc. Who knows.
In any case, the study I alluded to earlier may have involved something like this:
While the two objects dropped at the same time, being of equal dimensions and disparate mass, do in fact have a 'combined' gravitational field, since their proximity causes this, the fact that it is NOT in a vacuum creates the issues. The object of less mass is drawn to the object of greater mass, while both are traveling at, eventually, terminal velocity towards the largest mass in this equation, the earth. But terminal velocity is terminal velocity. It isn't measured in just one direction, so far as I know.
Since the object with the least mass must also travel towards the other object of greater mass, while traveling towards the object of greatest mass, the speed at which it is traveling towards the other object must be subtracted from it's speed towards the earth.
Does this work in a vacuum? I dunno, have to think about it for a sec, because terminal velocity is a function of resistance to gravitational forces.
But this idea causes other problems, problems of the idea of 'infinite', which caused a lot of issues in the airplane thread. SO lets preclude the ideas of 'infinite' for now.