Listen, dont let your panties in a bunch lol, I was attempting just to show that notions of perfection and imperfection are useless in explaining reality; reality does not care if a circle is "perfect" or "imperfect", they are just terms describing human definition...A perfect circle is perfect because all the points are equidistant from the center, but its ratio between the circumference to its diameter is what? An irrational number right? An "imperfect" whole number. An ellipse is an "imperfect circle" because all the points are not equidistant from center. A circle is an imperfect "ellipse" because its eccentricity is zero..Whatever. However I will admit, this does open up more questions..Kant once said that nature is when "we understand the connection of appearances as regards their existence according to necessary rules, that is, according to laws.", so does that mean that our mathematics, and their application of physics makes us discover nature, or do we circumscribe reality with mathematical/physical laws and call the result nature?
Um where have I said "Energy hasn't always existed?", The Conservation laws state that Energy cannot be created or destroyed right? Whatever exists, is fixed and unchangeable. I never called this God, God means many things to many people...not "ignorant people" as you said, unless Newton and Maxwell were actually special-ed kids who just were lucky enough to create the laws of physics that you take for granted lol Even Dirac once said "God has used beautiful mathematics in creating the world." Lets use his formulation of God for a second...God is "perfect", as you said, so by extension "mathematics' is perfect, as you claim, so why is it that we will never be able to prove that any given mathematical system is consistent, As Godel stated? That would imply that we will never be able to prove if God is perfect or imperfect, or more importantly, it is a useless dichotomy in describing reality. It only is relevant when describing something else, not important in themselves.