Are numbers not objects? Is scientific notation not a way of expressing numbers that are too large or too small to be conceived or expressed in decimal form? Does a large database keep every object and every bit of data stored in it in RAM? How is it possible a fractal can be rendered in parts of the whole? Even older computers ordinarily can operate on 2^140 objects.
No computer can operate on 2**140 objects in any meaningful way, because no computer can even remember whether it's already done with one of the objects or not. Your example operates on a single object, a number.
Your response is a no true scotsman fallacy while also moving the goalposts, though what you've described is either a single-user single-task operating system, or you are conflating the limitations of current conventional single computer technology, which has already been solved with conventional clusters as well as quantum computing, and probably also with modern GPUs. Parallel computing has existed at least since the mid-1960s.
Your comment here and suggestion before, and that entire comment, is ad hominem: "ur dum! Go read a book! LOL! Stop disagreeing with me, I don't know logic!"
Not everything that disagrees with you is ad hominem and not knowing something is not a shame. But it does not make for good discussion if you're not engaging with the arguments.
No, they are 1393796574908163946345982392040522594123776 numbers.
1 is a number.
2 are two numbers (1 + 1).
3 are three numbers (1 + 1 + 1).
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∴2^140 are 1393796574908163946345982392040522594123776 numbers.
Relatedly, last night I tried to think about sqrt(2), but I couldn't get up that high! I got stuck trying to remember the 43'd irrational number after zero.