| number lives on irrational and transcendental numbers such as pi, right? (Nevermind the unfeasiblity, we just care about whether or not its logically possible). Could we not identify
| a string of data represented in numbers as an index position of pi? For example, '14159265' could be p[1:8]. Is that not potential for insane bit reduction, theoretically? (If the| numbers get too big, no biggie, numbers can also be expressed as equations or in scientific notation).
I think all we gotta do to prove it is to do it once, and show results we| otherwise wouldn't be able to yield, correct?
I don't believe in a free lunch, but my mind is open.
So you use some Pi magic to compress, and when it doesn't work you use some more magic. I am sorry, it will not help you, "the devil is in the details" here
People have bought me free lunch lots of times lol.
Ah, but if they bought the lunch, was it REALLY free? Huh? The plot thickens.
