Making it simple: 1. Logic requires a pre-existing designer to precede a designed entity--apply this to God and the cosmos 2. Statistics argue for the same and show the improbability of a random process duplicating what typically happens in a logical process 3. Complex math cannot be done to show something contrary to what logic and statistics have already shown 4. Common math can support the logic of a designer and a design and can quantify when it occurs statistically.
Common math proves the existence of a pre-existing intelligent designer preceding intelligent design because it can quantify when it occurs. Complex math cannot disprove this proposition. Therefore both common and complex math support the existence of an intelligent designer known as God.
If the math is so common, please explain. Show your work.
Seriously, you are obfuscating the obvious ... I have yet to see a building that did not have a builder and we all can count when that occurs. Math problem: I building here plus 2 buildings there = 3 buildings all of which had a builder.
That you have shown you cannot distinguish apples from oranges explains how you have confused yourself.
