ignorance.
the nothing where everything came from... and the nothing is obviously infinite because there's nothing outside it.
you know how math works: 6/3=2 because 2x3=6. therefore: 0/0=any number because any number times 0 is 0. same thing happens with infinity because zero and infinity are one.
anyway... that's how everything came from nothing. nothing divided infinite times so that it became anything (universe). even today, cells still keep dividing and humans keep multiplying.
I am totally confused by your argument.We have a symbol for nothing which we write as 0. You say 0/0 = any number . This makes no sense. We do not divide anything by 0. When you write 0/0 how would you describe what it is you are attempting ? My description would be that you are dividing nothing by nothing , which means you are not carrying out any division at all. So to write 0/0 is meaningless.
You next suggest that infinity and zero are one. How did you arrive at this conclusion ? We use different symbols to describe them for the simple reason that they are DIFFERENT from each other.
As to cells multiplying, they multiply exponentially. It is not a question of nothing being divide an infinite number of times. It is a process whereby 1 becomes 2, 2 becomes 4, 4 bcomes 8 and so on. We can write the result like this 1, 2 , 4, 8, 16, 32, 64, 128, 256 , 512 and so on . There is a shorter way of writing this series but I don't think I can find the symblos on the keyboard.
The point you need to note is that nothing ( an imaginary cell ) cannot divide into 2 nothings. It would give us a series 0, 0, 0, 0, 0, 0, and so on. This is , of course totally meaningless. I have just used it to illustrate my point
So if you are interested in how cells multiply, try starting with 1 as I have illustrated above. Starting with nothing will get you nothing. There are no free lunches.
My impression is that you have misunderstood something you have read somewhere. If you wish to suggest other ways of supporting you point, I will be pleased to hear from you and examine your argement.